The vertex figure for this honeycomb is a disphenoid tetrahedron, and it is also the Goursat tetrahedron (fundamental domain) for the  Coxeter group.
This honeycomb has four uniform constructions, with the truncated octahedral cells having different Coxeter groups and Wythoff constructions.
 These uniform symmetries can be represented by coloring differently the cells in each construction.
The vertex figure for this honeycomb is a disphenoid tetrahedron, and it is also the Goursat tetrahedron (fundamental domain) for the  Coxeter group. This honeycomb has four uniform constructions, with the truncated octahedral cells having different Coxeter groups and Wythoff constructions.  These uniform symmetries can be represented by coloring differently the cells in each construction.
Bitruncated cubic honeycomb