12-fold Shuriken Tiling
A substitution rule that gives rise to an aperiodic tiling with dense tile orientations and 12-fold rotational symmetry. The inflation factor is $\sqrt{5+2\sqrt{3}}$. The tiling has finite local complexity with respect to rigid motions.
Finite Local Complexity
Polytopal Tiles
Self Similar Substitution
Infinite Rotations
