And bliss is an optional package which explains why it probably got through 
the build bots without a hitch.

François

> On 2/01/2019, at 20:43, Vincent Delecroix <20100.delecr...@gmail.com> wrote:
> 
> The problem is that bliss and Sage do not agree on which one
> is canonical
> 
> sage: G1 = Graph("Cr")
> sage: G2 = Graph("C]")
> 
> sage: G1.canonical_label(algorithm='bliss') == G1
> True
> sage: G1.canonical_label(algorithm='sage') == G2
> True
> 
> I thought that the definition of the canonical labels was the
> order on vertices that minimize the adjacency matrix in
> lexicographic order...
> 
> Vincent
> 
> Le 02/01/2019 à 08:32, Vincent Delecroix a écrit :
>> I opened #26994
>>     https://trac.sagemath.org/ticket/26994
>> Le 02/01/2019 à 07:25, François Bissey a écrit :
>>> We already have seen it in 8.5.beta but no one has opened a ticket yet for 
>>> it
>>> I think. Nor does anyone knows the real trigger for it.
>>> Because I first spotted it in sage-on-gentoo I thought that it was a sqlite
>>> version mismatch, but pure sage people started to report it…
>>> 
>>> François
>>> 
>>>> On 2/01/2019, at 11:26, Vincent Delecroix <20100.delecr...@gmail.com> 
>>>> wrote:
>>>> 
>>>> Hello,
>>>> 
>>>> On 8.6.beta1 I have reproducible doctest failures in
>>>> databases/sql_db.py. The origin might be
>>>> 
>>>>   Trac #26702: Py3: Fix database/sql_db module for python3
>>>> 
>>>> Vincent
>>>> 
>>>> sage -t --long src/sage/databases/sql_db.py
>>>> **********************************************************************
>>>> File "src/sage/databases/sql_db.py", line 956, in 
>>>> sage.databases.sql_db.SQLDatabase.__init__
>>>> Failed example:
>>>>     D.show('simon')
>>>> Expected:
>>>>     graph6               vertices             edges
>>>>     ------------------------------------------------------------
>>>>     ?                    0                    0
>>>>     @                    1                    0
>>>>     A?                   2                    0
>>>>     A_                   2                    1
>>>>     B?                   3                    0
>>>>     BG                   3                    1
>>>>     BW                   3                    2
>>>>     Bw                   3                    3
>>>>     C?                   4                    0
>>>>     C@                   4                    1
>>>>     CB                   4                    2
>>>>     CF                   4                    3
>>>>     CJ                   4                    3
>>>>     CK                   4                    2
>>>>     CL                   4                    3
>>>>     CN                   4                    4
>>>>     C]                   4                    4
>>>>     C^                   4                    5
>>>>     C~                   4                    6
>>>> Got:
>>>>     graph6               vertices             edges
>>>>     ------------------------------------------------------------
>>>>     ?                    0                    0
>>>>     @                    1                    0
>>>>     A?                   2                    0
>>>>     A_                   2                    1
>>>>     B?                   3                    0
>>>>     BG                   3                    1
>>>>     BW                   3                    2
>>>>     Bw                   3                    3
>>>>     C?                   4                    0
>>>>     C@                   4                    1
>>>>     CB                   4                    2
>>>>     CF                   4                    3
>>>>     CJ                   4                    3
>>>>     C`                   4                    2
>>>>     CR                   4                    3
>>>>     CN                   4                    4
>>>>     Cr                   4                    4
>>>>     C^                   4                    5
>>>>     C~                   4                    6
>>>> 
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