I am pleased to announce that all doctests were successful on the following 
machine
and OS:
uname -a
Linux p2n14-c 2.6.32.54-0.3-ppc64 #1 SMP 2012-01-27 17:38:56 +0100 ppc64 ppc64 
ppc64 GNU/Linux
cat /etc/issue

Welcome to SUSE Linux Enterprise Server 11 SP1  (ppc64) - Kernel \r (\l).

Yes folks we have a release that is doctests complete on SLES11SP1 on power7 :)
I still have to work out what squashed the last issue. I have two candidates 
and I
don't want to say it is one when it is the other.

Oh and it seems someone broke running doctests under nohup (nohup sage -tp 12 
--all --long &)
again (in comdline.py).

François

On 1/05/2014, at 8:12, Volker Braun <[email protected]> wrote:

> As usual, the "develop" branch or source tarball at 
> 
> http://boxen.math.washington.edu/home/release/sage-6.2.rc1/sage-6.2.rc1.tar.gz
> 
> Unless somebody finds something that needs fixing immediately this will 
> pretty much be equal to 6.2.
> 
> Merged tickets:
> 
> 36ca855 Trac #16215: Error raised when non-multi(di)graph receive multiple 
> edges
> bc3eea5 Trac #16210: Bug in is_hamiltonian: wrong exceptions are caught
> cd345a9 Trac #15201: Problem with Hecke eigenvalues with the same index as 
> the l
> 04610f0 Trac #16249: dev.abandon() fails
> a7843e0 Trac #15958: Bug in Partition Algebras
> 74c8ca7 Trac #16030: Use "git trac" in the developer guide
> ba423b1 Trac #16208: Make Sage (6.1.1/6.2.beta*) build with GCC 4.9
> 069e666 Trac #15812: improve language in desolve.py
> 993eb3e Trac #16230: Trivial typo in parsing.py
> 57f0b45 Trac #16232: strip whitespace before 'sage:' prompt when preparsing
> 33b2aad Trac #14955: HeilbronnMerel(50000) raises a RuntimeError
> 6600507 Trac #16214: Bug in is_hamiltonian: non-simple digraphs
> f23465d Trac #16020: Graph - LateX output in notebook
> 07019e0 Trac #13305: Bug in K.units() for K a number field
> e8cc118 Trac #11783: bug in DirichletGroup and/or DirichletCharacter when the 
> mo
> 8e267f9 Trac #9341: K.S_units doesn't check for repeated entries
> 209fcdf Trac #10732: computing support of sum of two divisors doesn't work 
> due t
> 
> 
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