The Great Icosidodecahedron is a uniform
polyhedron
that can be generated by cutting off the vertices of a
Great Stellated Icosahedron (left)
or a
Great Icosahedron (right).
It has 12 pentagrammic and 20 triangular faces,
shown yellow and red, respectively.
All images of the polyhedra on these pages were computed
with Mathematica and rendered with ray tracing.
More information can be found on the
polyhedra pages.
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©
2005 MathConsult Dr. R. Mäder |