C68. Disco - (DIS co) disnub cuboctahedron. Faces are 12 squares (paired), 20 triangles (paired) and 48 snub triangles. It is a compound of 2 snics.
C69. Dissid - (DIS sid) disnub icosidodecahedron. Faces are 24 pentagons (paired), 40 triangles (paired) and 120 snub triangles. It is a compound of 2 snids.
C70. Disdid - (DIS did) disnub dodecadodecahedron. Faces are 24 stars (paired), 24 pentagons (paired) and 120 snub triangles. It is a compound of 2 siddids.
C71. Giddasid - (GID a sid) great disnub icosidodecahedron. Faces are 24 stars (paired), 40 triangles (paired), and 120 snub triangles. It is a compound of 2 gosids.
C72. Idisdid - (ID iss did) inverted disnub dodecadodecahedron. Faces are 24 stars (paired), 24 pentagons (paired), and 120 snub triangles. It is a compound of 2 isdids.
C73. Gidsid - (GID sid) great inverted disnub icosidodecahedron. Faces are 24 stars (paired), 40 triangles (paired), and 120 snub triangles. It is a compound of 2 gisids.
C74. Desided - (dee SI did) disnub icosidodecadodecahedron. Faces are 24 stars (paired), 40 triangles (paired), 24 pentagons (paired), and 120 snub triangles. It is a compound of 2 sideds.
C75. Gidrissid - (gid DRISS sid) great inverted diretrosnub icosidodecahedron. Faces are 24 stars (paired), 40 triangles (paired), and 120 snub triangles. It is a compound of 2 girsids.
Category C9: Octahedral Continuums . . . Polyhedron Page . . .