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under action of the symmetry group: 16 of the triangles lie in coplanar pairs in
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Skilling, John (1976), "Uniform
Compounds of Uniform Polyhedra",
214:
Mathematical
Proceedings of the Cambridge Philosophical Society
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170:The triangles in this compound decompose into two
178:planes, while the other 24 lie in unique planes.
143:3D model of a compound of two great icosahedra
285:
8:
190:, is similar to these snub-pair compounds:
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181:The great icosahedron, as a uniform
163:, in the same arrangement as in the
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22:Compound of two great icosahedra
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200:compound of two snub dodecahedra
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153:compound of two great icosahedra
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114:
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118:restricting to one constituent
1:
264:. You can help Knowledge by
157:uniform polyhedron compound
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243:
196:compound of two snub cubes
192:compound of two icosahedra
226:10.1017/S0305004100052440
165:compound of 2 icosahedra
260:-related article is a
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183:retrosnub tetrahedron
159:. It's composed of 2
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311:Polyhedral compounds
16:Polyhedral compound
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316:Polyhedron stubs
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161:great icosahedra
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62:great icosahedra
40:Uniform compound
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220:(3): 447–457,
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96:Symmetry group
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266:expanding it
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122:pyritohedral
104:
305:Categories
258:polyhedron
206:References
176:octahedral
101:octahedral
73:triangles
57:Polyhedra
149:geometry
116:Subgroup
87:Vertices
234:0397554
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172:orbits
151:, the
71:16+24
256:This
155:is a
79:Edges
68:Faces
46:Index
262:stub
198:and
36:Type
222:doi
147:In
90:24
82:60
307::
230:MR
228:,
218:79
216:,
202:.
194:,
167:.
131:)
110:)
60:2
51:52
49:UC
293:e
286:t
279:v
268:.
237:.
224::
128:h
126:T
124:(
107:h
105:O
103:(
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