Regular Hexagonal Toroidal Solids
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Regular Hexagonal Toroid with 14 faces
(type A)
(knot form)
knot form
Vertices:
28 (28[3])
Faces:
14 (2 convex hexagons + {4 * 3} nonconvex hexagons)
Edges:
42 (12 different lengths)
Symmetry:
2-fold Dihedral (D2)
(values below based on integer coordinates)
Edge 1 (4):
10*sqrt(5)
≈22.360679774997896964
Edge 2 (4):
18*sqrt(3)
≈31.176914536239791283
Edge 3 (4):
15*sqrt(5)
≈33.541019662496845446
Edge 4 (4):
12*sqrt(17)
≈49.477267507411926598
Edge 5 (4):
31*sqrt(5)
≈69.318107302493480589
Edge 6 (2):
84
Edge 7 (4):
60*sqrt(5)
≈134.16407864998738178
Edge 8 (4):
24*sqrt(53)
≈174.72263734273243851
Edge 9 (4):
72*sqrt(6)
≈176.36326148038882307
Edge 10 (4):
81*sqrt(5)
≈181.12150617748296541
Edge 11 (2):
84*sqrt(6)
≈205.757138393786960249
Edge 12 (2):
156*sqrt(2)
≈220.61731573020282761
Volume:
241360 [EXACT]