Difference between revisions 449123237 and 454335465 on enwiki

{{Uniform polyhedra db|Uniform polyhedron stat table|Scrid}}
In geometry, the '''small complex rhombicosidodecahedron''' (also known as the '''small complex ditrigonal rhombicosidodecahedron''') is a degenerate [[uniform star polyhedron]]. It has 62 faces (20 [[triangle]]s, 12 [[pentagram]]s and 30 [[Square (geometry)|square]]s), 120 (doubled) edges and 20 vertices. All edges are doubled (making it degenerate), sharing 4 faces, but are considered as two overlapping edges as a topological polyhedron.

It can be constructed from the vertex figure (<sup>5</sup>/<sub>2</sub>.4.3.4)<sup>3</sup>, thus making it look identical to the [[cantellation (geometry)|cantellated]] [[great icosahedron]].

==As a compound==
(contracted; show full)*[[Great complex rhombicosidodecahedron]]

==References==
* {{KlitzingPolytopes|polyhedra-neu.htm|3D uniform polyhedra|sicdatrid}}
* {{KlitzingPolytopes|polyhedra-neu.htm|3D uniform polyhedra|cadditradid}}
* {{KlitzingPolytopes|polyhedra-neu.htm|3D uniform polyhedra|gicdatrid}}
{{geometry-stub}}
[[Category:Polyhedra]]