177:
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29:
290:
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279:
404:
165:
445:
152:
119:
94:
89:
84:
99:
145:
438:
220:
176:
294:
264:
464:
469:
330:
133:
431:
300:
198:
28:
39:
377:
316:
283:
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46:
186:
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138:
373:
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76:
311:
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107:
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411:
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232:
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208:
403:
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267:(having the triangular and pentagonal faces in common) and the
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239:), 120 edges, and 60 vertices. Its vertex figure is an
203:
3D model of a great ditrigonal dodecicosidodecahedron
273:
18:
439:
352:"42: great ditrigonal dodecicosidodecahedron"
166:Great ditrigonal dodecacronic hexecontahedron
8:
446:
432:
271:(having the decagrammic faces in common).
22:Great ditrigonal dodecicosidodecahedron
378:Great ditrigonal dodecicosidodecahedron
342:
306:Great ditrigonal dodecicosidodecahedron
213:great ditrigonal dodecicosidodecahedron
7:
400:
398:
418:. You can help Knowledge (XXG) by
217:great dodekified icosidodecahedron
14:
402:
310:
299:
288:
277:
175:
97:
92:
87:
82:
27:
1:
259:. It additionally shares its
221:nonconvex uniform polyhedron
295:Great icosicosidodecahedron
265:great icosicosidodecahedron
486:
397:
331:List of uniform polyhedra
26:
21:
16:Polyhedron with 44 faces
40:Uniform star polyhedron
414:-related article is a
317:Great dodecicosahedron
284:Truncated dodecahedron
269:great dodecicosahedron
257:truncated dodecahedron
227:. It has 44 faces (20
204:
202:
71:20{3}+12{5}+12{10/3}
63:= 60 (χ = −16)
241:isosceles trapezoid
114:5/4 3/2 | 5/3
382:Uniform polyhedron
374:Weisstein, Eric W.
253:vertex arrangement
205:
465:Uniform polyhedra
427:
426:
322:
321:
247:Related polyhedra
195:
194:
477:
470:Polyhedron stubs
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314:
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261:edge arrangement
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179:
134:Index references
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96:
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31:
19:
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350:Maeder, Roman.
349:
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327:
315:
304:
293:
282:
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226:
197:
180:
162:Dual polyhedron
157:
150:
143:
127:
113:
98:
93:
88:
83:
81:
77:Coxeter diagram
59:
17:
12:
11:
5:
483:
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473:
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467:
457:
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451:
450:
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436:
428:
425:
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393:
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368:
367:External links
365:
362:
361:
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334:
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308:
297:
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251:It shares its
248:
245:
224:
223:, indexed as U
193:
192:
189:
187:Bowers acronym
183:
182:
181:3.10/3.5.10/3
173:
169:
168:
163:
159:
158:
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148:
141:
136:
130:
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125:
122:
120:Symmetry group
116:
115:
112:3 5 | 5/3
110:
108:Wythoff symbol
104:
103:
79:
73:
72:
69:
68:Faces by sides
65:
64:
49:
43:
42:
37:
33:
32:
24:
23:
15:
13:
10:
9:
6:
4:
3:
2:
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172:Vertex figure
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57:
53:
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20:
420:expanding it
409:
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216:
212:
206:
60:
55:
51:
356:MathConsult
459:Categories
412:polyhedron
337:References
191:Gidditdid
387:MathWorld
263:with the
255:with the
237:decagrams
235:, and 12
233:pentagons
229:triangles
128:, , *532
325:See also
209:geometry
47:Elements
219:) is a
384:") at
211:, the
54:= 44,
410:This
231:, 12
58:= 120
416:stub
380:" ("
215:(or
36:Type
376:, "
207:In
461::
354:.
243:.
225:42
156:81
151:,
149:54
144:,
142:42
447:e
440:t
433:v
422:.
390:.
358:.
153:W
146:C
139:U
126:h
124:I
61:V
56:E
52:F
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