
    \h#                        S r SSKJr  SSKJr  SSKJr  \" S\5      u  rrr	r
rrrrrrrrr\R(                  r\\	4\	\
4\\4\\4\\4\	\4\	\4\
\4\
\4\\4\\4\\4\\4\\4\\4\\4\\4\\4\\4\\4\\4\\4\\4/r\ V s/ s H
  o S-  S-
  PM     sn r\ V Vs/ s H  u  pU S-  X-  -   US-  -   PM     snn r\\-   r\\-   \
S-  \
\-  -   \S-  -   /-   rS	 rS
 rgs  sn f s  snn f )z,Benchmark of the Groebner bases algorithms.     )ring)QQ)groebnerzx1:13         c                  :    [        [        [        5      S/:w  d   eg Nr   )r   F_1R     b/var/www/auris/envauris/lib/python3.13/site-packages/sympy/polys/benchmarks/bench_groebnertools.py&time_vertex_color_12_vertices_23_edgesr          Cs"""r   c                  :    [        [        [        5      S/:X  d   eg r
   )r   F_2r   r   r   r   &time_vertex_color_12_vertices_24_edgesr      r   r   N)__doc__sympy.polys.ringsr   sympy.polys.domainsr   sympy.polys.groebnertoolsr   r   x1x2x3x4x5x6x7x8x9x10x11x12gensVEF3Fgr   r   r   r   )xys   00r   <module>r,      s`   2 # " .7;GR7H 42r2r2r2r2sCFF"XBx"bB8b#YR2r(RQSH#YS	B8b"XBx"bB8bRUY	3Z#sb#YR2s)b#YS	S A!tax%&(QTQq!taczAqDQ(2g2gQBQ&''## (s   C C%