bgcolor=#e7dcc3 colspan=2 | Truncated tetrakis cube Hexatruncated tetrakis cube | ||||
---|---|---|---|---|---|
align=center colspan=2 | |||||
Conway notation | t6kC = dk6tO | ||||
Faces | 8 hexagons 24 pentagons | ||||
Edges | 84 | ||||
Vertices | 54 | ||||
Dual | Hexakis truncated octahedron | ||||
Vertex configuration | 6 (5.5.5.5) 48 (5.5.6) | ||||
Symmetry group | Oh | ||||
Properties | convex | - align=center | Net--> |
It is constructed from a tetrakis cube by truncating the order-6 vertices. This creates 4 regular hexagon faces, and leaves 12 mirror-symmetric pentagons.
The dual of the order-6 truncated triakis tetrahedron is called a hexakis truncated octahedron. It is constructed by a truncated octahedron with hexagonal pyramids augmented.