| Vertices: | 14 (2[3] + 2[3] + 2[3] + 2[3] + 2[3] + 2[3] + 2[3]) |
| Faces: | 7 (1 convex hexagon + {2 * 3} nonconvex hexagons) |
| Edges: | 21 (12 different lengths) |
| Symmetry: | 2-fold Cyclic (C2) |
| Dual Toroid: | Császár Polyhedron |
| (values below based on the description from "On Three Classes of Regular Toroids", 2004, by Lajos Szilassi) |
| Edge 1 (2): | 5/2 | 2.5 |
| Edge 2 (2): | 5*sqrt(2)/2 | ≈3.5355339059327376220 |
| Edge 3 (2): | 3*sqrt(106)/4 | ≈7.7217226057402502368 |
| Edge 4 (2): | 18*sqrt(6)/5 | ≈8.81816307401944115351 |
| Edge 5 (2): | sqrt(1514)/4 | ≈9.7275382291718596977 |
| Edge 6 (1): | 15*sqrt(2)/2 | ≈10.606601717798212866 |
| Edge 7 (2): | 5*sqrt(21)/2 | ≈11.456439237389600016 |
| Edge 8 (2): | 23/2 | 11.5 |
| Edge 9 (2): | 7*sqrt(206)/5 | ≈20.093780132170253246 |
| Edge 10 (2): | 5*sqrt(21) | ≈22.912878474779200033 |
| Edge 11 (1): | 24 |
| Edge 12 (1): | 126/5 | 25.2 |
| Volume: | 5226/5 | 1045.2 |
|