Order-5 pentagonal tiling

The order-5 pentagonal tiling or pepat is a regular tiling of the hyperbolic plane. 5 pentagons join at each vertex. It is self-dual.

It is the simplest self-dual regular hyperbolic tiling.

It can be formed by alternating the order-5 square tiling.

Representations
The order-5 pentagonal tiling has the following Coxeter diagrams:


 * x5o5o (main symmetry)
 * s4o5o (as alternated order-5 square tiling)

Related polytopes
It is isomorphic to the universal cover of the great dodecahedron and small stellated dodecahedron.