Blended Petrial small stellated dodecahedron

From Polytope Wiki
Jump to navigation Jump to search
Blended Petrial small stellated dodecahedron
Rank3
Dimension4
TypeRegular
Elements
Faces20 skew decagons
Edges60
Vertices24
Vertex figurePentagon
Petrie polygons12 skew pentagrams
Related polytopes
Petrie dualBlended small stellated dodecahedron
Abstract & topological properties
Flag count240
Euler characteristic-16
Schläfli type{6,5}
OrientableYes
Genus5
Properties
SymmetryH3×A1, order 240
ConvexNo
Dimension vector(1,3,3)

The blended Petrial small stellated dodecahedron is a regular skew polyhedron in four-dimensional Euclidean space. It can be created as the blend of the Petrial small stellated dodecahedron with the dyad, or as the Petrial of the blended small stellated dodecahedron.

Related polytopes[edit | edit source]

It is the kappa of the icosahedron in 4-dimensional Euclidean space.