Some #CairoTiling-like things that I made of regular edge-touching 12-gons (#dodecagons) a couple of years ago.
The first picture is called “ A Snub Can Lead to a Dual” (http://gallery.bridgesmathart.org/exhibitions/2022-joint-mathematics-meetings/rashmis)
#tiling #mathsart #mathart #dodecagons #CairoTiling
I think that I’ll post this here for those who haven’t seen it.
It involves one of a “class” of patterns made of #dodecagons which can be pretty much split into a snub square tiling and its dual cairo-type tiling
#CairoTilings #snubSquareTilings #mathart #mathsart #polygons
#polygons #mathsart #mathart #snubSquareTilings #CairoTilings #dodecagons