Vertices: | 20 (20[3]) |
Faces: | 10 ({4 + 4 + 2} nonconvex hexagons) |
Edges: | 30 (9 different lengths) |
Symmetry: | 2-fold Dihedral (D2) |
Dual Toroid: | Regular Triangular Toroid with 20 faces |
(values below based on integer coordinates) |
Edge 1 (4): | 3*sqrt(2) | ≈4.2426406871192851464 |
Edge 2 (4): | 4*sqrt(22) | ≈18.761663039293718218 |
Edge 3 (2): | 24 |
Edge 4 (4): | 18*sqrt(2) | ≈25.455844122715710878 |
Edge 5 (2): | 12*sqrt(10) | ≈37.947331922020551984 |
Edge 6 (4): | 15*sqrt(10) | ≈47.434164902525689980 |
Edge 7 (4): | 14*sqrt(22) | ≈65.665820637528013764 |
Edge 8 (4): | 15*sqrt(34) | ≈87.464278422679507063 |
Edge 9 (2): | 96*sqrt(2) | ≈135.76450198781712468 |
Volume: | 53856 [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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