Cube Triang II

This is somehow derived from a triangulation of a cube, and turns out to be as well the glue between a 5-bipyramid and a tetrahedron.

Figure 7.14. Cube Triang II

here a snapshot should be displayed

some glue of tetraheda results in just another simple group


vertices: 8
faces: 12
edges: 18
genus: 0

characteristic polynomial: (-1 + x + x2) (-5 + 23x + 30x2 - 11x3 - 16x4 - x5 + x6)

dual's characteristic polynomial: (-3 + x) x2 (-4 - 9x - 2x2 + 3x3 + x4) (-4 + 11x + x2 - 7x3 + x5)

chromatic number: 3

lattice group : A(36)