Bitruncated hexagonal tiling honeycomb

The bitruncated hexagonal tiling honeycomb, also called the bitruncated tetrahedral honeycomb or tetrahedral-hexagonal tiling honeycomb, is a paracompact uniform tiling of 3D hyperbolic space. 2 truncated tetrahedra and 2 hexagonal tilings meet at each vertex. It is paracompact because it has Euclidean hexagonal tiling cells. As the names suggest, it can be derived by bitruncation of the hexagonal tiling honeycomb or its dual tetrahedral honeycomb.

The hexagonal tiling cells are in the form, as truncated triangular tilings.

Representations
A bitruncated hexagonal tiling honeycomb has the following Coxeter diagarms:


 * o6x3x3o (full symmetry)
 * o3x3x3x3*b (half symmetry)