Knowledge (XXG)

Small icosicosidodecahedron

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287: 265: 175: 197: 276: 29: 298: 384: 425: 291: 250: 269: 246: 150: 89: 163: 117: 84: 99: 94: 143: 418: 218: 449: 444: 316: 131: 411: 286: 264: 39: 302: 254: 174: 46: 184: 136: 363: 360: 275: 196: 28: 395: 76: 297: 107: 438: 337: 391: 368: 230: 226: 206: 383: 234: 194: 253:(having the triangular and pentagrammic faces in common) and the 399: 259: 18: 419: 8: 249:. It additionally shares its edges with the 426: 412: 245:It shares its vertex arrangement with the 201:3D model of a small icosicosidodecahedron 257:(having the hexagonal faces in common). 328: 292:Small ditrigonal dodecicosidodecahedron 251:small ditrigonal dodecicosidodecahedron 270:Great stellated truncated dodecahedron 247:great stellated truncated dodecahedron 7: 380: 378: 398:. You can help Knowledge (XXG) by 14: 338:"31: small icosicosidodecahedron" 215:small icosified icosidodecahedron 164:Small icosacronic hexecontahedron 382: 296: 285: 274: 263: 237:), 120 edges, and 60 vertices. 173: 97: 92: 87: 82: 27: 1: 364:"Small icosicosidodecahedron" 219:nonconvex uniform polyhedron 22:Small icosicosidodecahedron 281:Small icosicosidodecahedron 211:small icosicosidodecahedron 466: 377: 317:List of uniform polyhedra 26: 21: 40:Uniform star polyhedron 394:-related article is a 303:Small dodecicosahedron 255:small dodecicosahedron 225:. It has 52 faces (20 202: 200: 71:20{3}+12{5/2}+20{6} 63:= 60 (χ = −8) 361:Weisstein, Eric W. 203: 450:Uniform polyhedra 407: 406: 308: 307: 241:Related polyhedra 193: 192: 457: 445:Polyhedron stubs 428: 421: 414: 386: 379: 374: 373: 346: 345: 333: 300: 289: 278: 267: 260: 199: 177: 132:Index references 102: 101: 100: 96: 95: 91: 90: 86: 85: 31: 19: 465: 464: 460: 459: 458: 456: 455: 454: 435: 434: 433: 432: 359: 358: 355: 350: 349: 336:Maeder, Roman. 335: 334: 330: 325: 313: 301: 290: 279: 268: 243: 224: 195: 178: 160:Dual polyhedron 155: 148: 141: 125: 112:5/2 3 | 3 98: 93: 88: 83: 81: 77:Coxeter diagram 59: 17: 12: 11: 5: 463: 461: 453: 452: 447: 437: 436: 431: 430: 423: 416: 408: 405: 404: 387: 376: 375: 354: 353:External links 351: 348: 347: 327: 326: 324: 321: 320: 319: 312: 309: 306: 305: 294: 283: 272: 242: 239: 222: 221:, indexed as U 191: 190: 187: 185:Bowers acronym 181: 180: 171: 167: 166: 161: 157: 156: 153: 146: 139: 134: 128: 127: 123: 120: 118:Symmetry group 114: 113: 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: 462: 451: 448: 446: 443: 442: 440: 429: 424: 422: 417: 415: 410: 409: 403: 401: 397: 393: 388: 385: 381: 371: 370: 365: 362: 357: 356: 352: 343: 339: 332: 329: 322: 318: 315: 314: 310: 304: 299: 295: 293: 288: 284: 282: 277: 273: 271: 266: 262: 261: 258: 256: 252: 248: 240: 238: 236: 232: 228: 220: 216: 212: 208: 198: 188: 186: 183: 182: 176: 172: 170:Vertex figure 169: 168: 165: 162: 159: 158: 152: 145: 138: 135: 133: 130: 129: 121: 119: 116: 115: 111: 109: 106: 105: 80: 78: 75: 74: 70: 67: 66: 62: 57: 53: 50: 48: 45: 44: 41: 38: 35: 34: 30: 25: 20: 400:expanding it 389: 367: 341: 331: 280: 244: 214: 210: 204: 60: 55: 51: 342:MathConsult 439:Categories 392:polyhedron 323:References 231:pentagrams 179:6.5/2.6.3 16:Polyhedron 369:MathWorld 233:, and 20 227:triangles 126:, , *532 311:See also 235:hexagons 207:geometry 47:Elements 217:) is a 209:, the 54:= 52, 390:This 229:, 12 189:Siid 58:= 120 396:stub 213:(or 36:Type 205:In 441:: 366:. 340:. 223:31 154:71 149:, 147:40 142:, 140:31 427:e 420:t 413:v 402:. 372:. 344:. 151:W 144:C 137:U 124:h 122:I 61:V 56:E 52:F

Index


Uniform star polyhedron
Elements
Coxeter diagram
Wythoff symbol
Symmetry group
Index references
U
C
W
Small icosacronic hexecontahedron

Bowers acronym

geometry
nonconvex uniform polyhedron
triangles
pentagrams
hexagons
great stellated truncated dodecahedron
small ditrigonal dodecicosidodecahedron
small dodecicosahedron

Great stellated truncated dodecahedron


Small ditrigonal dodecicosidodecahedron

Small dodecicosahedron
List of uniform polyhedra

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