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Polyhedron arising from hyperbolic tessellation

Polyhedron arising from hyperbolic tessellation

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This yields the initial polytope in a perfect tessellation generated by the action of SL2(Q(sqrt(-226))) on hyperbolic 3-space. It has been rendered spherically symmetric through an idea conceived by Josh Inoue. The model displayed is roughly 10cm wide, printed on a Flashforge Finder.

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