Vertices: | 11 (11[6]) |
Faces: | 22 (triangles: 2 isosceles + 2 * 3 right + 2 * 3 acute + 2 * 4 obtuse) |
Edges: | 33 (15 different lengths) |
Symmetry: | 2-fold Cyclic (C2) |
Dual Toroid: | Regular Hexagonal Toroid with 11 faces |
Edge 1 (3): | 2*sqrt(2) | ≈2.8284271247461900976 |
Edge 2 (2): | 3 |
Edge 3 (2): | sqrt(10) | ≈3.1622776601683793320 |
Edge 4 (4): | sqrt(13) | ≈3.6055512754639892931 |
Edge 5 (2): | sqrt(17) | ≈4.1231056256176605498 |
Edge 6 (2): | 2*sqrt(5) | ≈4.4721359549995793928 |
Edge 7 (2): | sqrt(22) | ≈4.6904157598234295546 |
Edge 8 (2): | 5 |
Edge 9 (2): | sqrt(34) | ≈5.8309518948453004709 |
Edge 10 (2): | 2*sqrt(10) | ≈6.3245553203367586640 |
Edge 11 (2): | 3*sqrt(5) | ≈6.7082039324993690892 |
Edge 12 (3): | 3*sqrt(6) | ≈7.3484692283495342946 |
Edge 13 (2): | 2*sqrt(14) | ≈7.4833147735478827712 |
Edge 14 (2): | 2*sqrt(22) | ≈9.3808315196468591091 |
Edge 15 (1): | 6*sqrt(6) | ≈14.696938456699068589 |
Volume: | 86 [EXACT] |
References: | [1] | Lajos Szilassi, personal communication |
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