The Truncated Cube
The truncated cube is one of the thirteen archimedian solids. It can be created by slicing suitable sections off the vertices of either a cube or an octahedron and thus may be inscribed in either solid.
|3.8.8||2 3 | 4||24||36||8||6||S4×C2||Triakis Octahedron|
- `e/rho = 2 - sqrt(2)`
- `e/R = (2 sqrt(7-4sqrt(2)))/sqrt(17)`
- `e/(e_6) = sqrt(2) - 1`
- `e/(e_8) = 3sqrt(2) - 4`