Consider a truncated octahedron composed by
- 24 vertices (4×6)
- 14 faces (contain 6 squares and 8 hexagons)
- 36 edges (4×6+6×82=36).
This truncated octahedron can pack and tessellate the 3-dimensional-space like this.
Question: What are the available methods to draw this in Mathematica? (My attempt was that I showed such packing is possible and prepared this figure [not using Mathematica..].)