Octagonal disphenoid

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Octagonal disphenoid
Rank5
TypeNoble
Notation
Bowers style acronymOdow
Elements
Tera16 octagonal scalenes
Cells64 tetragonal disphenoids, 16 octagonal pyramids
Faces128 isosceles triangles,, 2 octagons
Edges16+64
Vertices16
Vertex figureOctagonal scalene
Measures (base edge length 1, height h)
Edge lengthsEdges of base octagons (16): 1
 Lacing edges (64):
Circumradius
Central density1
Related polytopes
ArmyOdow
Regimentodow
DualOctagonal disphenoid
Abstract & topological properties
Euler characteristic2
OrientableYes
Properties
SymmetryI2(8)▲S2, order 512
ConvexYes
NatureTame

The octagonal disphenoid or odow is a convex noble polyteron with 16 octagonal scalenes as facets. 10 facets join at each vertex. However, it cannot be made scaliform, because the length of the lacing edges must be greater than the base edges.