Hexakis-octahedron
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“Here each face of the octahedron is replaced by six scalene triangles, so that altogether there are fourty-eight faces. This is the greatest number of faces possible for an simple form in crystals.” -The Encyclopedia Britannica 1910
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Miscellaneous Solid FormsSource
Encyclopaedia Britannica (11th ed., vol. 7) (New York, NY: The Encyclopaedia Britannica Company, 1910)
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