Deltopyramidal hecatonenneacontadichoric tegum

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Deltopyramidal hecatonenneacontadichoric tegum
Rank5
TypeUniform dual
Notation
Coxeter diagramm2m4o3m3m
Elements
Tera384 kite pyramidal pyramids
Cells384+384 irregular tetrahedra, 192+192 kite pyramids
Faces96+128+128+192+192+192+192 scalene triangles, 96 kites
Edges16+32+48+48+64+64+64+96+96
Vertices2+8+16+24+32
Vertex figure2 deltopyramidal hecatonenneacontadichora, 8 deltoidal icositetrahedral tegums, 16 triakis tetrahedral tegums, 24 hexadecachora, 32 square-hexagonal duotegums
Measures (edge length 1)
Central density1
Related polytopes
DualPrismatorhombated tesseractic prism
Abstract & topological properties
Euler characteristic2
OrientableYes
Properties
SymmetryBC4×A1, order 768
ConvexYes
NatureTame

The deltopyramidal hecatonenneacontadichoric tegum, also called the deltopyramidal hecatonenneacontadichoric bipyramid, is a convex isoteric polyteron with 384 identical kite pyramidal pyramids as tera. As the name suggests, it can be constructed as a tegum based on the deltopyramidal hecatonenneacontadichoron.