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The next version of the @ZelligeApp will support many more different shapes including dual polygons to create the duals of all uniform tilings.
https://t.co/nuknwbr2th
Growing/shrinking a hyperbolic heptagon to yield a continuous transition between {7,3} and {7,27} #hyperbolic #tilings.
@mathsjem The building is:
Penrose Way, Peninsula Central SE10
The tiling is only inspired by Penrose tilings.
https://t.co/Ib96svJALJ
I've been adapting some of my Escheresque tessellations for use by Peichang Ouyang in code he's written to create hyperbolic tilings.