#11351: make flintqs-20070817 spkg build with -m64 rather than -march=opteron
-------------------------------+--------------------------------------------
   Reporter:  mariah           |          Owner:  Mariah Lenox        
       Type:  defect           |         Status:  positive_review     
   Priority:  major            |      Milestone:  sage-4.7.2          
  Component:  packages         |       Keywords:  sd32 quadratic sieve
Work_issues:                   |       Upstream:  N/A                 
   Reviewer:  Martin Albrecht  |         Author:  Mariah Lenox        
     Merged:                   |   Dependencies:                      
-------------------------------+--------------------------------------------
Description changed by leif:

Old description:

> sage-4.7.rc2 built on an opteron system [skynet:flavius
> (x86_64-Linux-k8-fc)] with SAGE_FAT_BINARY="yes", and then moved to
> another
> x86_64-Linux system will fail with a segmentation fault on the
> following code:
>
> {{{
> set_random_seed(0)
> p = next_prime(randrange(2^96))
> q = next_prime(randrange(2^97))
> n = p * q
> qsieve(n)
> }}}
>
> 'qsieve' is from the flintqs-20070817 spkg, which by default builds
> with -march=opteron on ''all'' x86_64 systems (''and'' in 32-bit mode).
>
> '''Apply''' [attachment: flintqs-20070817.p6.spkg]

New description:

 sage-4.7.rc2 built on an opteron system [skynet:flavius
 (x86_64-Linux-k8-fc)] with `SAGE_FAT_BINARY="yes"`, and then moved to
 another x86_64-Linux system will fail with a segmentation fault on the
 following code:

 {{{
 set_random_seed(0)
 p = next_prime(randrange(2^96))
 q = next_prime(randrange(2^97))
 n = p * q
 qsieve(n)
 }}}

 `qsieve` is from the flintqs-20070817 spkg, which by default builds
 with `-march=opteron` on ''all'' x86_64 systems (''and'' in 32-bit mode).

 ----

 New spkg: [attachment:flintqs-20070817.p6.spkg]

--

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/11351#comment:9>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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