We've reached the end. {∞,∞}

#Hyperbolic #tiling shown in the Poincaré disk model. Regular {3,∞}.

#Hyperbolic #tiling shown in the Poincaré disk model. Circle packing based on omnitruncated {16,8}.

#Spherical #tiling shown in stereographic projection. Cantellated {3,3}.

#Hyperbolic #tiling shown in the conformal square projection. Regular {16,5}.

#Hyperbolic #tiling shown in the band model. Catalan tiling dual to rectified {13,18}.

#Hyperbolic #tiling shown in the azimuthal equidistant projection. Bitruncated {10,18}.

#Hyperbolic #tiling shown in the band model. Regular {3,14}.

#Hyperbolic #tiling shown in the Poincaré disk model. Catalan tiling dual to bitruncated {9,8}.

#Hyperbolic #tiling shown in the Klein model. Snub {5,4}. en.wikipedia.org/wiki/Snub_(…

#Hyperbolic #tiling shown in the Poincaré disk model. Omnitruncated {3,∞}.

#Spherical #tiling shown in the equirectangular projection. Regular {4,3}.

#Hyperbolic #tiling shown in the conformal square projection. Regular {21,3}.

#Hyperbolic #tiling shown in the conformal square projection. Rectified {8,4}.

#Hyperbolic #tiling shown in the Poincaré disk model. Catalan tiling dual to omnitruncated {5,12}.

#Hyperbolic #tiling shown in the azimuthal equidistant projection. Regular {18,3}.

#Hyperbolic #tiling shown in the inverted Poincaré disk projection. Cantellated {4,5}.

#Hyperbolic #tiling shown in the Poincaré disk model. Bitruncated {21,∞}.

#Hyperbolic #tiling shown in the conformal square projection. Catalan tiling dual to cantellated {7,∞}.

#Hyperbolic #tiling shown in the band model. Cantellated {18,16}.