Order-∞ hexagonal tiling

The order-∞ hexagonal tiling or infinite-order hexagonal tiling is a paracompact regular tiling of the hyperbolic plane. Infinitely many ideal hexagons join at each vertex. All vertices are ideal points at infinity.

Representations
An order–∞ hexagonal tiling has the following Coxeter diagrams:


 * o∞o6x (full symmetry)
 * o6x6o∞*a (hexagons of two types)