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Compound of six pentagonal prisms

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184: 219: 195: 241: 230: 206: 29: 314: 355: 188: 128: 245: 374: 348: 223: 199: 145: 39: 379: 341: 210: 149: 106: 183: 269: 109: 293: 173: 169: 218: 194: 78: 277: 153: 61: 289: 240: 285: 229: 205: 28: 273: 325: 101: 368: 297: 157: 321: 281: 121: 72: 313: 18: 260:
Skilling, John (1976), "Uniform Compounds of Uniform Polyhedra",
262:
Mathematical Proceedings of the Cambridge Philosophical Society
156:, aligned with the axes of fivefold rotational symmetry of a 329: 178: 349: 8: 21: 356: 342: 26: 189:Nonconvex great rhombicosidodecahedron 7: 310: 308: 246:Compound of twelve pentagonal prisms 22:Compound of six pentagonal prisms 14: 235:Compound of six pentagonal prisms 312: 239: 228: 217: 204: 193: 182: 27: 120: 100: 92: 84: 67: 56: 45: 35: 124:restricting to one constituent 1: 152:symmetric arrangement of six 328:. You can help Knowledge by 224:Truncated great dodecahedron 200:Great dodecicosidodecahedron 146:uniform polyhedron compound 396: 307: 282:10.1017/S0305004100052440 168:This compound shares its 211:Great rhombidodecahedron 324:-related article is a 375:Polyhedral compounds 274:1976MPCPS..79..447S 16:Polyhedral compound 170:vertex arrangement 337: 336: 251: 250: 174:uniform polyhedra 164:Related polyhedra 154:pentagonal prisms 142: 141: 62:pentagonal prisms 387: 380:Polyhedron stubs 358: 351: 344: 316: 309: 300: 243: 232: 221: 208: 197: 186: 179: 40:Uniform compound 31: 19: 395: 394: 390: 389: 388: 386: 385: 384: 365: 364: 363: 362: 305: 259: 256: 244: 233: 222: 209: 198: 187: 166: 137: 76: 52: 17: 12: 11: 5: 393: 391: 383: 382: 377: 367: 366: 361: 360: 353: 346: 338: 335: 334: 317: 303: 302: 268:(3): 447–457, 255: 252: 249: 248: 237: 226: 214: 213: 202: 191: 165: 162: 140: 139: 135: 125: 118: 117: 104: 102:Symmetry group 98: 97: 94: 90: 89: 86: 82: 81: 69: 65: 64: 58: 54: 53: 50: 47: 43: 42: 37: 33: 32: 24: 23: 15: 13: 10: 9: 6: 4: 3: 2: 392: 381: 378: 376: 373: 372: 370: 359: 354: 352: 347: 345: 340: 339: 333: 331: 327: 323: 318: 315: 311: 306: 299: 295: 291: 287: 283: 279: 275: 271: 267: 263: 258: 257: 253: 247: 242: 238: 236: 231: 227: 225: 220: 216: 215: 212: 207: 203: 201: 196: 192: 190: 185: 181: 180: 177: 175: 171: 163: 161: 159: 155: 151: 147: 134: 130: 126: 123: 119: 115: 111: 108: 105: 103: 99: 95: 91: 87: 83: 80: 74: 70: 66: 63: 59: 55: 48: 44: 41: 38: 34: 30: 25: 20: 330:expanding it 319: 304: 265: 261: 234: 176:as follows: 167: 158:dodecahedron 143: 132: 113: 110:icosahedral 369:Categories 322:polyhedron 254:References 172:with four 298:123279687 73:pentagons 57:Polyhedra 129:dihedral 122:Subgroup 93:Vertices 290:0397554 270:Bibcode 127:5-fold 79:squares 296:  288:  150:chiral 107:chiral 320:This 294:S2CID 148:is a 144:This 85:Edges 68:Faces 46:Index 326:stub 36:Type 278:doi 96:60 88:90 77:30 71:12 371:: 292:, 286:MR 284:, 276:, 266:79 264:, 160:. 138:) 116:) 60:6 51:34 49:UC 357:e 350:t 343:v 332:. 301:. 280:: 272:: 136:5 133:D 131:( 114:I 112:( 75:,

Index


Uniform compound
pentagonal prisms
pentagons
squares
Symmetry group
chiral
icosahedral
Subgroup
dihedral
uniform polyhedron compound
chiral
pentagonal prisms
dodecahedron
vertex arrangement
uniform polyhedra

Nonconvex great rhombicosidodecahedron

Great dodecicosidodecahedron

Great rhombidodecahedron

Truncated great dodecahedron


Compound of twelve pentagonal prisms
Bibcode
1976MPCPS..79..447S
doi

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