Snub rhombicuboctahedronSchläfli symbolsrr{4,3} = Conway notationsaCFaces74:8+48 {3}6+12 {4}Edges120Vertices48Symmetry groupO, [4,3]+, (432) order 24Dual polyhedronPentagonal tetracontoctahedronPropertiesconvex, chiral
The snub rhombicuboctahedron is a polyhedron, constructed as a truncated rhombicuboctahedron. It has 74 faces: 18 squares, and 56 triangles. It can also be called the Conway snub cuboctahedron in but will be confused with the Coxeter snub cuboctahedron, the snub cube. See snub cuboctahedron.
Related polyhedra The snub rhombicuboctahedron can be seen in sequence of operations from the cuboctahedron. NameCubocta-hedronTruncatedcubocta-hedronSnubcubocta-hedronTruncatedrhombi-cubocta-hedronSnubrhombi-cubocta-hedronCoxeterCO (rC)tCO (trC)sCO (srC)trCO (trrC)srCO (htrrC)ConwayaCtaC = bCsCtaaC = baCsaCImageConwayjCmCgCmaCgaCDual
See also Expanded cuboctahedron Truncated rhombicosidodecahedron
References
John H. Conway, Heidi Burgiel, Chaim Goodman-Strauss, The Symmetries of Things 2008,
External links George Hart's Conway interpreter: generates polyhedra in VRML, taking Conway notation as input