| Vertices: | 8 (8[6]) |
| Faces: | 16 (triangles: 2 isosceles + 2 * 3 acute + 2 * 4 obtuse) |
| Edges: | 24 (12 different lengths) |
| Symmetry: | 2-fold Cyclic (C2) |
| Dual Toroid: | Regular Hexagonal Toroid with 8 faces |
| Edge 1 (2): | 3*sqrt(17) | ≈12.369316876852981649 |
| Edge 2 (2): | 6*sqrt(197)/5 | ≈16.842802617141839557 |
| Edge 3 (2): | 9*sqrt(137)/5 | ≈21.068459839295325196 |
| Edge 4 (2): | 6*sqrt(497)/5 | ≈26.7521961715295441649 |
| Edge 5 (2): | 3*sqrt(89) | ≈28.301943396169811434 |
| Edge 6 (4): | 12*sqrt(6) | ≈29.393876913398137178 |
| Edge 7 (2): | 6*sqrt(677)/5 | ≈31.223068395018449884 |
| Edge 8 (2): | 6*sqrt(41) | ≈38.418745424597092119 |
| Edge 9 (1): | 144*sqrt(2)/5 | ≈40.72935059634513740549 |
| Edge 10 (2): | 6*sqrt(53) | ≈43.680659335683109627 |
| Edge 11 (1): | 48 |
| Edge 12 (2): | 36*sqrt(57)/5 | ≈54.358807933949397820 |
| Volume: | 245952/25 | 9838.08 |
| References: | [1] | Lajos Szilassi, personal communication |
|