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the order-10 vertices. This creates 12 regular decagon faces, and leaves 60 mirror-symmetric pentagons.
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143:, is a convex polyhedron with 72 faces: 10 sets of 3
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279:George Hart's Polyhedron generator
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235:Decakis truncated dodecahedron
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202:decakis truncated dodecahedron
192:Decakis truncated dodecahedron
79:Decakis truncated dodecahedron
19:Truncated triakis icosahedron
1:
257:Truncated triakis tetrahedron
198:truncated triakis icosahedron
134:truncated triakis icosahedron
312:. You can help Knowledge by
262:Truncated triakis octahedron
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283:Conway polyhedron notation
163:It is constructed from a
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212:augmented to the faces.
267:Truncated tetrakis cube
136:, or more precisely an
308:-related article is a
225:Truncated dodecahedron
206:truncated dodecahedron
204:. It can be seen as a
151:arrangement, with 12
86:Vertex configuration
184:Triakis icosahedron
165:triakis icosahedron
159:Triakis icosahedron
140:triakis icosahedron
138:order-10 truncated
210:decagonal pyramids
364:Truncated tilings
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369:Polyhedron stubs
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196:The dual of the
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147:arranged in an
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38:t10kI = dk10tD
34:Conway notation
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98:Symmetry group
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155:in the gaps.
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314:expanding it
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200:is called a
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92:60 (5.5.10)
281:- "t10kI" (
149:icosahedral
353:Categories
306:polyhedron
169:truncating
110:Properties
90:12 (5.5.5)
359:Polyhedra
145:pentagons
53:pentagons
251:See also
153:decagons
67:Vertices
48:decagons
114:convex
304:This
208:with
59:Edges
43:Faces
310:stub
244:Net
132:The
126:Net
75:Dual
70:140
62:210
167:by
51:60
46:12
355::
341:e
334:t
327:v
316:.
285:)
104:h
102:I
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