Tegmatonotched hecatonhexecontateron

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Tegmatonotched hecatonhexecontateron
Rank5
TypeUniform dual
Notation
Coxeter diagramm3o3m3o *b3o ()
Elements
Tera160 triangular tegmatonotches
Cells240 digonal disphenoids, 480 sphenoids
Faces160+160+240 isosceles triangles, 320 scalene triangles
Edges40+80+80+80+80+80
Vertices10+16+16
Vertex figure10 joined tesseracts, 16 notched triacontachora, 16 joined pentachora
Measures (edge length 1)
Central density1
Related polytopes
DualSmall rhombidemipenteract
Abstract & topological properties
Euler characteristic2
OrientableYes
Properties
SymmetryD5, order 1920
ConvexYes
NatureTame

The tegmatonotched hecatonhexecontateron is a convex isotopic 5-polytope with 160 identical triangular tegmatonotches as facets. It can be obtained as the dual of the small rhombidemipenteract.