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Császár Polyhedron
Visual representation
Combinatorial properties
vertices | 7 edges | 21 faces | 14 (14 triangles)
Edge lengths
1 (2 edges) | 9/sqrt(2) (2 edges) | 2 sqrt(3) (2 edges) | sqrt(10/3) (1 edge) | sqrt(7/2) (2 edges) | sqrt(11/2) (2 edges) | sqrt(37/6) (4 edges) | sqrt(7) (2 edges) | sqrt(29) (2 edges) | sqrt(107/3) (2 edges)
Geometric properties
125/(6 sqrt(6))≈8.50517
1/6 (6 sqrt(3) + 6 sqrt(38) + 2 sqrt(101) + 3 sqrt(602) + sqrt(713) + sqrt(755) + 3 sqrt(878))≈47.3597
Skeleton graph
7-complete graph
Dual polyhedron
Szilassi polyhedron
Dual skeleton graph
Heawood graph
Properties
amphichiral | toroidal
Associated person
Ákos Császár