
This zonohedron is based on the icosidodecahedron / rhombic triacontahedron compound — more specifically, on its edges. Twelve faces are regular decagons, twenty are regular hexagons, sixty are squares, and the only irregular faces are the thirty equilateral octagons. That’s 122 faces in all.
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How did you make the zonohedron/symmetrohedron?
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I started with the the icosidodecahedron / rhombic triacontahedron compound, and then formed a zonohedron based on the edges of that compound.
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