Tetrahexagonal tiling

The tetrahexagonal tiling, or tehat, is a uniform tiling of the hyperbolic plane. 2 hexagons and 2 squares join at each vertex. It can be formed by rectification of either the order-4 hexagonal tiling or its dual order-4 square tiling.

Representations
This tiling has the following Coxeter diagrams:


 * o6x4o (main symmetry)
 * x6o6x ( (cantellated order-6 hexagonal tiling, hexagons of two types)
 * x3x4o4*a ((4,4,3) symmetry, squares of two types)
 * x3xØx3xØ*a (*3232 symmetry, both squares and hexagons of two types)