On Tuesday, May 10, 2016 at 3:05:36 AM UTC+1, Justin C. Walker wrote:
>
>
> > On May 7, 2016, at 05:26 , Volker Braun <vbrau...@gmail.com 
> <javascript:>> wrote: 
> > 
> > As always, you can get the latest beta version from the "develop" git 
> branch. Alternatively, the self-contained source tarball is at 
> http://www.sagemath.org/download-latest.html 
>
> Built from tarball on two OS X systems: 
>
> 10.10.5: Build completed w/o problems, and all tests (‘ptestlong’) passed! 
>
> 10.11.4: Build completed w/o problems.  Again, the first “ptestlong” run 
> showed failures: see below. 
>               The second full run completed w/o problems. 
>
> Here are the two failures from the first run on 10.11: 
>
> sage -t --long --warn-long 68.9 src/sage/libs/gap/assigned_names.py 
> ********************************************************************** 
> File "src/sage/libs/gap/assigned_names.py", line 6, in 
> sage.libs.gap.assigned_names 
> Warning, slow doctest: 
>     from sage.libs.gap.assigned_names import KEYWORDS, GLOBALS, FUNCTIONS 
> Test ran for 78.58 s 
> ********************************************************************** 
> File "src/sage/libs/gap/assigned_names.py", line 59, in 
> sage.libs.gap.assigned_names.load_or_compute 
> Failed example: 
>     workspace(name='globals') 
> Expected: 
>     ('...', True) 
> Got: 
>     ('/Users/justin/.sage/gap/libgap-globals-8536115256743169817', False) 
> ********************************************************************** 
>
> this must be http://trac.sagemath.org/ticket/20421
 

> and 
>
> sage -t --long --warn-long 68.9 src/sage/groups/group_exp.py 
>     Bad exit: 2 
> ********************************************************************** 
> Tests run before process (pid=24049) failed: 
> sage: E = GroupExp(); E ## line 46 ## 
> Functor from Category of commutative additive groups to Category of groups 
> sage: EZ = E(ZZ); EZ ## line 53 ## 
> Multiplicative form of Integer Ring 
> sage: x = EZ(-3); x ## line 58 ## 
> -3 
> sage: x.parent() ## line 60 ## 
> Multiplicative form of Integer Ring 
> sage: EZ(-1)*EZ(6) == EZ(5) ## line 62 ## 
> True 
> sage: EZ(3)^(-1) ## line 64 ## 
> -3 
> sage: EZ.one() ## line 66 ## 
> 0 
> sage: L = RootSystem(['A',2]).ambient_space() ## line 72 ## 
> sage: EL = E(L) ## line 73 ## 
> sage: W = L.weyl_group(prefix="s") ## line 74 ## 
>
> ********************************************************************** 
>
> -- 
> Justin C. Walker, Curmudgeon-At-Large, Director 
> Institute for the Enhancement of the Director's Income 
> -------- 
> The path of least resistance: 
> it's not just for electricity any more. 
> -------- 
>
>
>
>

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