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Talk:Compound of great icosahedron and great stellated dodecahedron

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84: 74: 53: 179: 158: 22: 306:? The vertices of the gI are completely within the dodecahedral hull of the gsD. So I would say the convex hull is a dodecahedron. (And the "convex core" is the icosahedron seen from the center of the gI.) In any case I think the hull and core that matter are the 269:
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89: 73: 52: 178: 157: 323: 273:. At some point I'd like to expand further into showing the theory of construction for 233: 341: 315: 293: 278: 299: 102: 274: 79: 199: 195: 277:, and for now am starting with a few most interesting examples like this. 191: 236:
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190:, a collaborative effort to improve the coverage of 101:, a collaborative effort to improve the coverage of 246:This article has not yet received a rating on the 8: 152: 47: 19: 154: 49: 368:Unknown-importance Polyhedra articles 7: 184:This article is within the scope of 95:This article is within the scope of 271:List of Wenninger polyhedron models 38:It is of interest to the following 234:project-independent quality rating 14: 353:Low-priority mathematics articles 115:Knowledge:WikiProject Mathematics 177: 156: 118:Template:WikiProject Mathematics 82: 72: 51: 20: 348:Stub-Class mathematics articles 212:Knowledge:WikiProject Polyhedra 135:This article has been rated as 363:Start-Class Polyhedra articles 215:Template:WikiProject Polyhedra 1: 308:great rhombic triacontahedron 282:06:24, 19 November 2006 (UTC) 206:and see a list of open tasks. 109:and see a list of open tasks. 334:02:06, 27 October 2018 (UTC) 384: 248:project's importance scale 245: 231: 172: 134: 67: 46: 141:project's priority scale 312:great icosidodecahedron 304:rhombic triacontahedron 98:WikiProject Mathematics 28:This article is rated 187:WikiProject Polyhedra 121:mathematics articles 218:Polyhedra articles 90:Mathematics portal 34:content assessment 332: 302:supposed to be a 262: 261: 258: 257: 254: 253: 151: 150: 147: 146: 375: 326: 297: 265:Article creation 220: 219: 216: 213: 210: 181: 174: 173: 168: 160: 153: 123: 122: 119: 116: 113: 92: 87: 86: 76: 69: 68: 63: 55: 48: 31: 25: 24: 16: 383: 382: 378: 377: 376: 374: 373: 372: 338: 337: 320:current version 291: 289: 267: 217: 214: 211: 208: 207: 166: 120: 117: 114: 111: 110: 88: 81: 61: 32:on Knowledge's 29: 12: 11: 5: 381: 379: 371: 370: 365: 360: 355: 350: 340: 339: 322:). Greetings, 288: 285: 266: 263: 260: 259: 256: 255: 252: 251: 244: 238: 237: 230: 224: 223: 221: 204:the discussion 182: 170: 169: 161: 149: 148: 145: 144: 133: 127: 126: 124: 107:the discussion 94: 93: 77: 65: 64: 56: 44: 43: 37: 26: 13: 10: 9: 6: 4: 3: 2: 380: 369: 366: 364: 361: 359: 356: 354: 351: 349: 346: 345: 343: 336: 335: 330: 325: 321: 317: 316:dual compound 313: 309: 305: 301: 295: 286: 284: 283: 280: 276: 272: 264: 249: 243: 240: 239: 235: 229: 226: 225: 222: 205: 201: 197: 193: 189: 188: 183: 180: 176: 175: 171: 165: 162: 159: 155: 142: 138: 132: 129: 128: 125: 108: 104: 100: 99: 91: 85: 80: 78: 75: 71: 70: 66: 60: 57: 54: 50: 45: 41: 35: 27: 23: 18: 17: 290: 268: 198:, and other 185: 137:Low-priority 136: 96: 62:Low‑priority 40:WikiProjects 300:convex hull 298:How is the 275:stellations 167:Start‑class 112:Mathematics 103:mathematics 59:Mathematics 342:Categories 30:Stub-class 324:Watchduck 209:Polyhedra 200:polytopes 196:polyhedra 164:Polyhedra 310:and the 279:Tom Ruen 192:polygons 294:Tomruen 139:on the 314:. See 36:scale. 329:quack 228:Start 287:Hull 242:??? 131:Low 344:: 194:, 331:) 327:( 318:( 296:: 292:@ 250:. 143:. 42::

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Tom Ruen
06:24, 19 November 2006 (UTC)
Tomruen

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