Galerie Dirk Frettlöh

This 12-fold symmetric fractal is probably a fundamental domain of the hexagonal lattice	Just for fun: Cool wallpaper	A relief version of Danzer's and my 7-fold trapezoid tiling
The diffraction image of a Penrose tiling	A Rauzy fractal, belonging to the one-dim sequence in the picture.	A chair tiling (top right), its diffraction image (right), a table tiling (top, blue) and its diffraction image (left)
The first three iterates of the 12-fold square-triangle substitution of Martin Schlottmann	Just for fun: Two plane nonperiodic tilings, one of them mapped onto the sphere.	A colour symmetry of the vertices of the Ammann-Beenker tiling with 8 colours
Another fractal, with 6-fold symmetry, which is probably a fundamental domain of the hexagonal lattice.	A 7-fold tiling by Ludwig Danzer.	A version of the Ammann-Beenker tiling with fractal tiles. Each tile here corresponds to one vertex in the AB tiling

Generated using the great tool HTMLThumbnail 1.1.4