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#Spherical #tiling shown rotating in the Mercator projection. Catalan tiling dual to omnitruncated {3,3}.
The edge coloring suggests another way to look at this tiling... as a triple compound of two tetrahedra and a cube. Thank you @sarahsmileatx for input on this one!
#Hyperbolic #tiling shown in the Joukowsky projection. Truncated {12,3}.
#Hyperbolic #tiling undergoing a limit rotation in the hemisphere model. Regular {3,∞}.
#Spherical #tiling shown rotating in the gnomonic model. Catalan tiling dual to truncated dodecahedron.
Growing/shrinking a hyperbolic heptagon to yield a continuous transition between {7,3} and {7,27} #hyperbolic #tilings.
#Twisty #puzzle guest tweet. #Hyperbolic #Rubik's cube analogue shown solving in the Poincaré disk model. 24-color puzzle based on the regular {7,3} #tiling. https://t.co/fH15fczvKw
#Hyperbolic #tiling with [8,3] #symmetry, shown uncentered in the band model. All mirrors of the fundamental triangle are active (omnitruncated).
#Hyperbolic #tiling with [19,5] #symmetry, shown uncentered in the orthographic model. Second and third mirrors of the fundamental triangle are active (bitruncation).