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Product Description
An "irregular" polyhedron, by abuse of notation, is a polyhedron for which three faces meet at each vertex, and no two adjacent faces have the same number of sides. It can be shown that there are infinitely many such polyhedra for which each face has 4, 6, 7 or 8 sides, by "elongating" this one with new "layers" of faces vertically. This one contains 10 octagons, 4 heptagons, 10 hexagons and 18 quadrilaterals.
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