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----------------------     TOPCOM     ----------------------
Triangulations of Point Configurations and Oriented Matroids
--------------------- by  Joerg Rambau ---------------------
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computing closure of symmetry generators ...
47 symmetries so far.
... done. 
47 symmetries in total.
no valid seed triangulation found
computing seed triangulation via placing and pushing ...
Computing symmetries of seed ...
... done.
1 symmetries in total.
seed: {{0,1,2,4},{1,2,3,4},{0,2,3,4},{0,1,3,4},{0,1,2,5},{1,2,3,5},{0,2,3,5},{0,1,3,5}}
using the following 6 vertices: {0,1,2,3,4,5}
... done.
count all symmetry classes of triangulations ...
1 new symmetry classes.
1 new symmetry classes.
0 new symmetry classes.
3 symmetry classes.
96 triangulations in total.
3 symmetry classes of triangulations in total.
... done.
3
