Ditrigonary tritetragonal tiling

The ditrigonary tritetragonal tiling or dittitecat is a uniform tiling of the hyperbolic plane. 3 triangles and 3 squares join at each vertex.

It is also called the alternated octagonal tiling, as it can be formed by alternation of the octagonal tiling.

It is based on the (4,3,3) triangle group.

Representations
A ditrigonary tritetragonal tiling has the following Coxeter diagrams:


 * x3o3o4*a (full symmery)
 * s8o3o (as alternated octagonal tiling)
 * o8s4s
 * s4s4s4*a