Vertices: | 16 (2[3] + 2[3] + 2[3] + 2[3] + 2[3] + 2[3] + 2[3] + 2[3]) |
Faces: | 8 (1 convex hexagon + {2 * 3 + 1} nonconvex hexagons) |
Edges: | 24 (11 different lengths) |
Symmetry: | 2-fold Cyclic (C2) |
Dual Toroid: | Regular Triangular Toroid with 16 faces |
Edge 1 (2): | 4*sqrt(2) | ≈5.6568542494923801952 |
Edge 2 (2): | 6 |
Edge 3 (2): | 6*sqrt(2) | ≈8.4852813742385702928 |
Edge 4 (2): | 10 |
Edge 5 (4): | 8*sqrt(2) | ≈11.313708498984760390 |
Edge 6 (2): | 6*sqrt(5) | ≈13.416407864998738178 |
Edge 7 (3): | 16 |
Edge 8 (2): | 6*sqrt(14) | ≈22.449944320643648314 |
Edge 9 (1): | 16*sqrt(2) | ≈22.627416997969520781 |
Edge 10 (2): | 24 |
Edge 11 (2): | 12*sqrt(5) | ≈26.832815729997476357 |
Volume: | 3920 [EXACT] |
References: | [1] | Lajos Szilassi, Locally regular toroids with hexagonal faces, Symmetry: Culture and Science 20(1-4) (2009), 269-295. |
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