Hollow rectified stellated hexagonal tiling alterprism
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Hollow rectified stellated hexagonal tiling alterprism | |
---|---|
Rank | 4 |
Type | scaliform |
Space | Euclidean |
Notation | |
Coxeter diagram | xo6/2xx6/2ox6/2*b&#x |
Elements | |
Cells | octahedra (as hexagrammic antiprisms) triangular cupolaic blends |
Faces | triangles (as hexagrams) triangles squares |
Edges | 2 orbits |
Vertices | 1 orbit |
Vertex figure | Blend of two rectangular skewed wedges |
Related polytopes | |
Army | Semi-uniform trihexagonal tiling prism |
Regiment | * |
Conjugate | None |
Properties | |
Symmetry | V3×A1 |
Convex | No |
Nature | Tame |
The hollow rectified stellated hexagonal tiling alterprism is a scaliform honeycomb that is formed as a blend of 6 trihexagonal tiling alterprisms in a similar way to the hollow stellated icositetrachoric alterprism. It is also an Euclidean analogue of the dodecastar toroidiprism (replacing 5/2 by 6/2).