ZapBRI [was: Re: asterisk 1.4]

[telenieko]

A. which details do you want?, I can plug the quadBRI again for testing. As
far as I saw the problem was on the bristuffed libpri, on the q931_hangup
(dunno the exact point).

B. No, 'cause the quadBRI was working perfectly while the TE110P didn't and
digium told... "if it works without bristuff then it's your fault"... So as
I no longer han BRI's I removed the card and used only the E1 ;))

C. me too hehe

If you want I can do more testing/debugging with the quadBRI+TE110P and
asterisk-bristuff but I try to avoid that (the hangup problem is bad for the
phone bill ;)

Cheers,
Marc.

On 10/3/06, Tzafrir Cohen <tzafrir.cohen at xorcom.com> wrote:
>
> On Tue, Oct 03, 2006 at 12:36:47AM +0200, telenieko wrote:
> > On my side, I currently have my quadBRI left somewhere...
> >
> > Did you know that, at least on Spain, if you use a TE110P (E1) with
> > asterisk-bristuff (having a quadBRI on the same box) your TE110P will
> > *never* hangup? preciselly it won't sent disconnect requests to the
> telco...
>
> A. Could you please give more details?
>
> B. Have you contacted Jungahnns regarding this?
>
> C. I'm actually trying to avoid using bristuff's asterisk and libpri
> code.
>
> >
> >
> > Just take it in account if you start playing around with the bristuff
> > patches, and put a **really** big entry on the changelog if
> asterisk-classic
> > ever has code from bristuff on "libpri" (the issue is there, as far as I
> > tested).
>
> I'm not plaing around with bristuff. Those patches have not changed in
> any way the behaviour of asterisk/chan_zap, except for the case of a BRI
> card.
>
> And I have not added them yet. Still looking for testers. Looks like
> this could help you tilize your extra quadbri card.
>
> --
> Tzafrir Cohen         sip:tzafrir at local.xorcom.com
> icq#16849755          iax:tzafrir at local.xorcom.com
> +972-50-7952406          jabber:tzafrir at jabber.org
> tzafrir.cohen at xorcom.com     http://www.xorcom.com
>
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-- 
The probability of failure of a (computer) system is exponentially
proportional to the physical distance between it and the one who could fix
it. -- Martin F. Krafft
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