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CD ROM Paradise Collection 4
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CD ROM Paradise Collection 4 1995 Nov.iso
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graphics
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3dvect37.zip
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TIRE04.INC
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Text File
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1994-06-22
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31KB
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669 lines
; produced by tirevect.exe
; object for 3dvector 3.0 by John McCarthy; takeshi yano, 1993
headertire dd -1
dd offset tire - offset $ - 4
tire dw 384, 192
dw 25 dup (?) ; future use
;command line parameters:
;output filename.ext: c:\bc\3dvect\tire04.inc
; tire radius: 250
; tire width: 240
; tread depth: 190
; steps: 32
; divisions: 5
; bead radius: 120
; tread pattern: 4
; hub: 0
;
; vertex count
; surface tread: 160
; core tread: 160
; bead: 64
;
; start vertex counts
; tread start: 225
; core start: 65
; bead start: 1
;
; object summary:
; total verticies: 384
; total polygons: 192
; bead (-X)
dw -120, 0, 120 ; vertex: 1
dw -120, 23, 117 ; vertex: 2
dw -120, 45, 110 ; vertex: 3
dw -120, 66, 99 ; vertex: 4
dw -120, 84, 84 ; vertex: 5
dw -120, 99, 66 ; vertex: 6
dw -120, 110, 45 ; vertex: 7
dw -120, 117, 23 ; vertex: 8
dw -120, 119, 0 ; vertex: 9
dw -120, 117, -23 ; vertex: 10
dw -120, 110, -45 ; vertex: 11
dw -120, 99, -66 ; vertex: 12
dw -120, 84, -84 ; vertex: 13
dw -120, 66, -99 ; vertex: 14
dw -120, 45, -110 ; vertex: 15
dw -120, 23, -117 ; vertex: 16
dw -120, 0, -119 ; vertex: 17
dw -120, -23, -117 ; vertex: 18
dw -120, -45, -110 ; vertex: 19
dw -120, -66, -99 ; vertex: 20
dw -120, -84, -84 ; vertex: 21
dw -120, -99, -66 ; vertex: 22
dw -120, -110, -45 ; vertex: 23
dw -120, -117, -23 ; vertex: 24
dw -120, -119, 0 ; vertex: 25
dw -120, -117, 23 ; vertex: 26
dw -120, -110, 45 ; vertex: 27
dw -120, -99, 66 ; vertex: 28
dw -120, -84, 84 ; vertex: 29
dw -120, -66, 99 ; vertex: 30
dw -120, -45, 110 ; vertex: 31
dw -120, -23, 117 ; vertex: 32
; bead (+X)
dw 120, 0, 120 ; vertex: 33
dw 120, 23, 117 ; vertex: 34
dw 120, 45, 110 ; vertex: 35
dw 120, 66, 99 ; vertex: 36
dw 120, 84, 84 ; vertex: 37
dw 120, 99, 66 ; vertex: 38
dw 120, 110, 45 ; vertex: 39
dw 120, 117, 23 ; vertex: 40
dw 120, 119, 0 ; vertex: 41
dw 120, 117, -23 ; vertex: 42
dw 120, 110, -45 ; vertex: 43
dw 120, 99, -66 ; vertex: 44
dw 120, 84, -84 ; vertex: 45
dw 120, 66, -99 ; vertex: 46
dw 120, 45, -110 ; vertex: 47
dw 120, 23, -117 ; vertex: 48
dw 120, 0, -119 ; vertex: 49
dw 120, -23, -117 ; vertex: 50
dw 120, -45, -110 ; vertex: 51
dw 120, -66, -99 ; vertex: 52
dw 120, -84, -84 ; vertex: 53
dw 120, -99, -66 ; vertex: 54
dw 120, -110, -45 ; vertex: 55
dw 120, -117, -23 ; vertex: 56
dw 120, -119, 0 ; vertex: 57
dw 120, -117, 23 ; vertex: 58
dw 120, -110, 45 ; vertex: 59
dw 120, -99, 66 ; vertex: 60
dw 120, -84, 84 ; vertex: 61
dw 120, -66, 99 ; vertex: 62
dw 120, -45, 110 ; vertex: 63
dw 120, -23, 117 ; vertex: 64
; core verticies
; core division 0 of 5
dw -120, 0, 190 ; vertex: 65
dw -120, 37, 186 ; vertex: 66
dw -120, 72, 175 ; vertex: 67
dw -120, 105, 157 ; vertex: 68
dw -120, 134, 134 ; vertex: 69
dw -120, 157, 105 ; vertex: 70
dw -120, 175, 72 ; vertex: 71
dw -120, 186, 37 ; vertex: 72
dw -120, 189, 0 ; vertex: 73
dw -120, 186, -37 ; vertex: 74
dw -120, 175, -72 ; vertex: 75
dw -120, 157, -105 ; vertex: 76
dw -120, 134, -134 ; vertex: 77
dw -120, 105, -157 ; vertex: 78
dw -120, 72, -175 ; vertex: 79
dw -120, 37, -186 ; vertex: 80
dw -120, 0, -189 ; vertex: 81
dw -120, -37, -186 ; vertex: 82
dw -120, -72, -175 ; vertex: 83
dw -120, -105, -157 ; vertex: 84
dw -120, -134, -134 ; vertex: 85
dw -120, -157, -105 ; vertex: 86
dw -120, -175, -72 ; vertex: 87
dw -120, -186, -37 ; vertex: 88
dw -120, -189, 0 ; vertex: 89
dw -120, -186, 37 ; vertex: 90
dw -120, -175, 72 ; vertex: 91
dw -120, -157, 105 ; vertex: 92
dw -120, -134, 134 ; vertex: 93
dw -120, -105, 157 ; vertex: 94
dw -120, -72, 175 ; vertex: 95
dw -120, -37, 186 ; vertex: 96
; core division 1 of 5
dw -60, 0, 190 ; vertex: 97
dw -60, 37, 186 ; vertex: 98
dw -60, 72, 175 ; vertex: 99
dw -60, 105, 157 ; vertex: 100
dw -60, 134, 134 ; vertex: 101
dw -60, 157, 105 ; vertex: 102
dw -60, 175, 72 ; vertex: 103
dw -60, 186, 37 ; vertex: 104
dw -60, 189, 0 ; vertex: 105
dw -60, 186, -37 ; vertex: 106
dw -60, 175, -72 ; vertex: 107
dw -60, 157, -105 ; vertex: 108
dw -60, 134, -134 ; vertex: 109
dw -60, 105, -157 ; vertex: 110
dw -60, 72, -175 ; vertex: 111
dw -60, 37, -186 ; vertex: 112
dw -60, 0, -189 ; vertex: 113
dw -60, -37, -186 ; vertex: 114
dw -60, -72, -175 ; vertex: 115
dw -60, -105, -157 ; vertex: 116
dw -60, -134, -134 ; vertex: 117
dw -60, -157, -105 ; vertex: 118
dw -60, -175, -72 ; vertex: 119
dw -60, -186, -37 ; vertex: 120
dw -60, -189, 0 ; vertex: 121
dw -60, -186, 37 ; vertex: 122
dw -60, -175, 72 ; vertex: 123
dw -60, -157, 105 ; vertex: 124
dw -60, -134, 134 ; vertex: 125
dw -60, -105, 157 ; vertex: 126
dw -60, -72, 175 ; vertex: 127
dw -60, -37, 186 ; vertex: 128
; core division 2 of 5
dw 0, 0, 190 ; vertex: 129
dw 0, 37, 186 ; vertex: 130
dw 0, 72, 175 ; vertex: 131
dw 0, 105, 157 ; vertex: 132
dw 0, 134, 134 ; vertex: 133
dw 0, 157, 105 ; vertex: 134
dw 0, 175, 72 ; vertex: 135
dw 0, 186, 37 ; vertex: 136
dw 0, 189, 0 ; vertex: 137
dw 0, 186, -37 ; vertex: 138
dw 0, 175, -72 ; vertex: 139
dw 0, 157, -105 ; vertex: 140
dw 0, 134, -134 ; vertex: 141
dw 0, 105, -157 ; vertex: 142
dw 0, 72, -175 ; vertex: 143
dw 0, 37, -186 ; vertex: 144
dw 0, 0, -189 ; vertex: 145
dw 0, -37, -186 ; vertex: 146
dw 0, -72, -175 ; vertex: 147
dw 0, -105, -157 ; vertex: 148
dw 0, -134, -134 ; vertex: 149
dw 0, -157, -105 ; vertex: 150
dw 0, -175, -72 ; vertex: 151
dw 0, -186, -37 ; vertex: 152
dw 0, -189, 0 ; vertex: 153
dw 0, -186, 37 ; vertex: 154
dw 0, -175, 72 ; vertex: 155
dw 0, -157, 105 ; vertex: 156
dw 0, -134, 134 ; vertex: 157
dw 0, -105, 157 ; vertex: 158
dw 0, -72, 175 ; vertex: 159
dw 0, -37, 186 ; vertex: 160
; core division 3 of 5
dw 60, 0, 190 ; vertex: 161
dw 60, 37, 186 ; vertex: 162
dw 60, 72, 175 ; vertex: 163
dw 60, 105, 157 ; vertex: 164
dw 60, 134, 134 ; vertex: 165
dw 60, 157, 105 ; vertex: 166
dw 60, 175, 72 ; vertex: 167
dw 60, 186, 37 ; vertex: 168
dw 60, 189, 0 ; vertex: 169
dw 60, 186, -37 ; vertex: 170
dw 60, 175, -72 ; vertex: 171
dw 60, 157, -105 ; vertex: 172
dw 60, 134, -134 ; vertex: 173
dw 60, 105, -157 ; vertex: 174
dw 60, 72, -175 ; vertex: 175
dw 60, 37, -186 ; vertex: 176
dw 60, 0, -189 ; vertex: 177
dw 60, -37, -186 ; vertex: 178
dw 60, -72, -175 ; vertex: 179
dw 60, -105, -157 ; vertex: 180
dw 60, -134, -134 ; vertex: 181
dw 60, -157, -105 ; vertex: 182
dw 60, -175, -72 ; vertex: 183
dw 60, -186, -37 ; vertex: 184
dw 60, -189, 0 ; vertex: 185
dw 60, -186, 37 ; vertex: 186
dw 60, -175, 72 ; vertex: 187
dw 60, -157, 105 ; vertex: 188
dw 60, -134, 134 ; vertex: 189
dw 60, -105, 157 ; vertex: 190
dw 60, -72, 175 ; vertex: 191
dw 60, -37, 186 ; vertex: 192
; core division 4 of 5
dw 120, 0, 190 ; vertex: 193
dw 120, 37, 186 ; vertex: 194
dw 120, 72, 175 ; vertex: 195
dw 120, 105, 157 ; vertex: 196
dw 120, 134, 134 ; vertex: 197
dw 120, 157, 105 ; vertex: 198
dw 120, 175, 72 ; vertex: 199
dw 120, 186, 37 ; vertex: 200
dw 120, 189, 0 ; vertex: 201
dw 120, 186, -37 ; vertex: 202
dw 120, 175, -72 ; vertex: 203
dw 120, 157, -105 ; vertex: 204
dw 120, 134, -134 ; vertex: 205
dw 120, 105, -157 ; vertex: 206
dw 120, 72, -175 ; vertex: 207
dw 120, 37, -186 ; vertex: 208
dw 120, 0, -189 ; vertex: 209
dw 120, -37, -186 ; vertex: 210
dw 120, -72, -175 ; vertex: 211
dw 120, -105, -157 ; vertex: 212
dw 120, -134, -134 ; vertex: 213
dw 120, -157, -105 ; vertex: 214
dw 120, -175, -72 ; vertex: 215
dw 120, -186, -37 ; vertex: 216
dw 120, -189, 0 ; vertex: 217
dw 120, -186, 37 ; vertex: 218
dw 120, -175, 72 ; vertex: 219
dw 120, -157, 105 ; vertex: 220
dw 120, -134, 134 ; vertex: 221
dw 120, -105, 157 ; vertex: 222
dw 120, -72, 175 ; vertex: 223
dw 120, -37, 186 ; vertex: 224
; tread verticies
; tread division 0 of 5
dw -120, 0, 250 ; vertex: 225
dw -120, 48, 245 ; vertex: 226
dw -120, 95, 230 ; vertex: 227
dw -120, 138, 207 ; vertex: 228
dw -120, 176, 176 ; vertex: 229
dw -120, 207, 138 ; vertex: 230
dw -120, 230, 95 ; vertex: 231
dw -120, 245, 48 ; vertex: 232
dw -120, 249, 0 ; vertex: 233
dw -120, 245, -48 ; vertex: 234
dw -120, 230, -95 ; vertex: 235
dw -120, 207, -138 ; vertex: 236
dw -120, 176, -176 ; vertex: 237
dw -120, 138, -207 ; vertex: 238
dw -120, 95, -230 ; vertex: 239
dw -120, 48, -245 ; vertex: 240
dw -120, 0, -249 ; vertex: 241
dw -120, -48, -245 ; vertex: 242
dw -120, -95, -230 ; vertex: 243
dw -120, -138, -207 ; vertex: 244
dw -120, -176, -176 ; vertex: 245
dw -120, -207, -138 ; vertex: 246
dw -120, -230, -95 ; vertex: 247
dw -120, -245, -48 ; vertex: 248
dw -120, -249, 0 ; vertex: 249
dw -120, -245, 48 ; vertex: 250
dw -120, -230, 95 ; vertex: 251
dw -120, -207, 138 ; vertex: 252
dw -120, -176, 176 ; vertex: 253
dw -120, -138, 207 ; vertex: 254
dw -120, -95, 230 ; vertex: 255
dw -120, -48, 245 ; vertex: 256
; tread division 1 of 5
dw -60, 0, 250 ; vertex: 257
dw -60, 48, 245 ; vertex: 258
dw -60, 95, 230 ; vertex: 259
dw -60, 138, 207 ; vertex: 260
dw -60, 176, 176 ; vertex: 261
dw -60, 207, 138 ; vertex: 262
dw -60, 230, 95 ; vertex: 263
dw -60, 245, 48 ; vertex: 264
dw -60, 249, 0 ; vertex: 265
dw -60, 245, -48 ; vertex: 266
dw -60, 230, -95 ; vertex: 267
dw -60, 207, -138 ; vertex: 268
dw -60, 176, -176 ; vertex: 269
dw -60, 138, -207 ; vertex: 270
dw -60, 95, -230 ; vertex: 271
dw -60, 48, -245 ; vertex: 272
dw -60, 0, -249 ; vertex: 273
dw -60, -48, -245 ; vertex: 274
dw -60, -95, -230 ; vertex: 275
dw -60, -138, -207 ; vertex: 276
dw -60, -176, -176 ; vertex: 277
dw -60, -207, -138 ; vertex: 278
dw -60, -230, -95 ; vertex: 279
dw -60, -245, -48 ; vertex: 280
dw -60, -249, 0 ; vertex: 281
dw -60, -245, 48 ; vertex: 282
dw -60, -230, 95 ; vertex: 283
dw -60, -207, 138 ; vertex: 284
dw -60, -176, 176 ; vertex: 285
dw -60, -138, 207 ; vertex: 286
dw -60, -95, 230 ; vertex: 287
dw -60, -48, 245 ; vertex: 288
; tread division 2 of 5
dw 0, 0, 250 ; vertex: 289
dw 0, 48, 245 ; vertex: 290
dw 0, 95, 230 ; vertex: 291
dw 0, 138, 207 ; vertex: 292
dw 0, 176, 176 ; vertex: 293
dw 0, 207, 138 ; vertex: 294
dw 0, 230, 95 ; vertex: 295
dw 0, 245, 48 ; vertex: 296
dw 0, 249, 0 ; vertex: 297
dw 0, 245, -48 ; vertex: 298
dw 0, 230, -95 ; vertex: 299
dw 0, 207, -138 ; vertex: 300
dw 0, 176, -176 ; vertex: 301
dw 0, 138, -207 ; vertex: 302
dw 0, 95, -230 ; vertex: 303
dw 0, 48, -245 ; vertex: 304
dw 0, 0, -249 ; vertex: 305
dw 0, -48, -245 ; vertex: 306
dw 0, -95, -230 ; vertex: 307
dw 0, -138, -207 ; vertex: 308
dw 0, -176, -176 ; vertex: 309
dw 0, -207, -138 ; vertex: 310
dw 0, -230, -95 ; vertex: 311
dw 0, -245, -48 ; vertex: 312
dw 0, -249, 0 ; vertex: 313
dw 0, -245, 48 ; vertex: 314
dw 0, -230, 95 ; vertex: 315
dw 0, -207, 138 ; vertex: 316
dw 0, -176, 176 ; vertex: 317
dw 0, -138, 207 ; vertex: 318
dw 0, -95, 230 ; vertex: 319
dw 0, -48, 245 ; vertex: 320
; tread division 3 of 5
dw 60, 0, 250 ; vertex: 321
dw 60, 48, 245 ; vertex: 322
dw 60, 95, 230 ; vertex: 323
dw 60, 138, 207 ; vertex: 324
dw 60, 176, 176 ; vertex: 325
dw 60, 207, 138 ; vertex: 326
dw 60, 230, 95 ; vertex: 327
dw 60, 245, 48 ; vertex: 328
dw 60, 249, 0 ; vertex: 329
dw 60, 245, -48 ; vertex: 330
dw 60, 230, -95 ; vertex: 331
dw 60, 207, -138 ; vertex: 332
dw 60, 176, -176 ; vertex: 333
dw 60, 138, -207 ; vertex: 334
dw 60, 95, -230 ; vertex: 335
dw 60, 48, -245 ; vertex: 336
dw 60, 0, -249 ; vertex: 337
dw 60, -48, -245 ; vertex: 338
dw 60, -95, -230 ; vertex: 339
dw 60, -138, -207 ; vertex: 340
dw 60, -176, -176 ; vertex: 341
dw 60, -207, -138 ; vertex: 342
dw 60, -230, -95 ; vertex: 343
dw 60, -245, -48 ; vertex: 344
dw 60, -249, 0 ; vertex: 345
dw 60, -245, 48 ; vertex: 346
dw 60, -230, 95 ; vertex: 347
dw 60, -207, 138 ; vertex: 348
dw 60, -176, 176 ; vertex: 349
dw 60, -138, 207 ; vertex: 350
dw 60, -95, 230 ; vertex: 351
dw 60, -48, 245 ; vertex: 352
; tread division 4 of 5
dw 120, 0, 250 ; vertex: 353
dw 120, 48, 245 ; vertex: 354
dw 120, 95, 230 ; vertex: 355
dw 120, 138, 207 ; vertex: 356
dw 120, 176, 176 ; vertex: 357
dw 120, 207, 138 ; vertex: 358
dw 120, 230, 95 ; vertex: 359
dw 120, 245, 48 ; vertex: 360
dw 120, 249, 0 ; vertex: 361
dw 120, 245, -48 ; vertex: 362
dw 120, 230, -95 ; vertex: 363
dw 120, 207, -138 ; vertex: 364
dw 120, 176, -176 ; vertex: 365
dw 120, 138, -207 ; vertex: 366
dw 120, 95, -230 ; vertex: 367
dw 120, 48, -245 ; vertex: 368
dw 120, 0, -249 ; vertex: 369
dw 120, -48, -245 ; vertex: 370
dw 120, -95, -230 ; vertex: 371
dw 120, -138, -207 ; vertex: 372
dw 120, -176, -176 ; vertex: 373
dw 120, -207, -138 ; vertex: 374
dw 120, -230, -95 ; vertex: 375
dw 120, -245, -48 ; vertex: 376
dw 120, -249, 0 ; vertex: 377
dw 120, -245, 48 ; vertex: 378
dw 120, -230, 95 ; vertex: 379
dw 120, -207, 138 ; vertex: 380
dw 120, -176, 176 ; vertex: 381
dw 120, -138, 207 ; vertex: 382
dw 120, -95, 230 ; vertex: 383
dw 120, -48, 245 ; vertex: 384
; a sidewall (-X side)
; a sidewall (-X side)
dw 0, shade, ?, 16*4, ?, 1, 225, 226, 2, 1, 0,0,0
dw 0, shade, ?, 16*3, ?, 2, 66, 67, 3, 2, 0,0,0
dw 0, shade, ?, 16*4, ?, 3, 227, 228, 4, 3, 0,0,0
dw 0, shade, ?, 16*3, ?, 4, 68, 69, 5, 4, 0,0,0
dw 0, shade, ?, 16*4, ?, 5, 229, 230, 6, 5, 0,0,0
dw 0, shade, ?, 16*3, ?, 6, 70, 71, 7, 6, 0,0,0
dw 0, shade, ?, 16*4, ?, 7, 231, 232, 8, 7, 0,0,0
dw 0, shade, ?, 16*3, ?, 8, 72, 73, 9, 8, 0,0,0
dw 0, shade, ?, 16*4, ?, 9, 233, 234, 10, 9, 0,0,0
dw 0, shade, ?, 16*3, ?, 10, 74, 75, 11, 10, 0,0,0
dw 0, shade, ?, 16*4, ?, 11, 235, 236, 12, 11, 0,0,0
dw 0, shade, ?, 16*3, ?, 12, 76, 77, 13, 12, 0,0,0
dw 0, shade, ?, 16*4, ?, 13, 237, 238, 14, 13, 0,0,0
dw 0, shade, ?, 16*3, ?, 14, 78, 79, 15, 14, 0,0,0
dw 0, shade, ?, 16*4, ?, 15, 239, 240, 16, 15, 0,0,0
dw 0, shade, ?, 16*3, ?, 16, 80, 81, 17, 16, 0,0,0
dw 0, shade, ?, 16*4, ?, 17, 241, 242, 18, 17, 0,0,0
dw 0, shade, ?, 16*3, ?, 18, 82, 83, 19, 18, 0,0,0
dw 0, shade, ?, 16*4, ?, 19, 243, 244, 20, 19, 0,0,0
dw 0, shade, ?, 16*3, ?, 20, 84, 85, 21, 20, 0,0,0
dw 0, shade, ?, 16*4, ?, 21, 245, 246, 22, 21, 0,0,0
dw 0, shade, ?, 16*3, ?, 22, 86, 87, 23, 22, 0,0,0
dw 0, shade, ?, 16*4, ?, 23, 247, 248, 24, 23, 0,0,0
dw 0, shade, ?, 16*3, ?, 24, 88, 89, 25, 24, 0,0,0
dw 0, shade, ?, 16*4, ?, 25, 249, 250, 26, 25, 0,0,0
dw 0, shade, ?, 16*3, ?, 26, 90, 91, 27, 26, 0,0,0
dw 0, shade, ?, 16*4, ?, 27, 251, 252, 28, 27, 0,0,0
dw 0, shade, ?, 16*3, ?, 28, 92, 93, 29, 28, 0,0,0
dw 0, shade, ?, 16*4, ?, 29, 253, 254, 30, 29, 0,0,0
dw 0, shade, ?, 16*3, ?, 30, 94, 95, 31, 30, 0,0,0
dw 0, shade, ?, 16*4, ?, 31, 255, 256, 32, 31, 0,0,0
dw 0, shade, ?, 16*3, ?, 32, 96, 65, 1, 32, 0,0,0
; a sidewall (+X side)
dw 0, shade, ?, 16*4, ?, 33, 34, 354, 353, 33, 0,0,0
dw 0, shade, ?, 16*3, ?, 34, 35, 195, 194, 34, 0,0,0
dw 0, shade, ?, 16*4, ?, 35, 36, 356, 355, 35, 0,0,0
dw 0, shade, ?, 16*3, ?, 36, 37, 197, 196, 36, 0,0,0
dw 0, shade, ?, 16*4, ?, 37, 38, 358, 357, 37, 0,0,0
dw 0, shade, ?, 16*3, ?, 38, 39, 199, 198, 38, 0,0,0
dw 0, shade, ?, 16*4, ?, 39, 40, 360, 359, 39, 0,0,0
dw 0, shade, ?, 16*3, ?, 40, 41, 201, 200, 40, 0,0,0
dw 0, shade, ?, 16*4, ?, 41, 42, 362, 361, 41, 0,0,0
dw 0, shade, ?, 16*3, ?, 42, 43, 203, 202, 42, 0,0,0
dw 0, shade, ?, 16*4, ?, 43, 44, 364, 363, 43, 0,0,0
dw 0, shade, ?, 16*3, ?, 44, 45, 205, 204, 44, 0,0,0
dw 0, shade, ?, 16*4, ?, 45, 46, 366, 365, 45, 0,0,0
dw 0, shade, ?, 16*3, ?, 46, 47, 207, 206, 46, 0,0,0
dw 0, shade, ?, 16*4, ?, 47, 48, 368, 367, 47, 0,0,0
dw 0, shade, ?, 16*3, ?, 48, 49, 209, 208, 48, 0,0,0
dw 0, shade, ?, 16*4, ?, 49, 50, 370, 369, 49, 0,0,0
dw 0, shade, ?, 16*3, ?, 50, 51, 211, 210, 50, 0,0,0
dw 0, shade, ?, 16*4, ?, 51, 52, 372, 371, 51, 0,0,0
dw 0, shade, ?, 16*3, ?, 52, 53, 213, 212, 52, 0,0,0
dw 0, shade, ?, 16*4, ?, 53, 54, 374, 373, 53, 0,0,0
dw 0, shade, ?, 16*3, ?, 54, 55, 215, 214, 54, 0,0,0
dw 0, shade, ?, 16*4, ?, 55, 56, 376, 375, 55, 0,0,0
dw 0, shade, ?, 16*3, ?, 56, 57, 217, 216, 56, 0,0,0
dw 0, shade, ?, 16*4, ?, 57, 58, 378, 377, 57, 0,0,0
dw 0, shade, ?, 16*3, ?, 58, 59, 219, 218, 58, 0,0,0
dw 0, shade, ?, 16*4, ?, 59, 60, 380, 379, 59, 0,0,0
dw 0, shade, ?, 16*3, ?, 60, 61, 221, 220, 60, 0,0,0
dw 0, shade, ?, 16*4, ?, 61, 62, 382, 381, 61, 0,0,0
dw 0, shade, ?, 16*3, ?, 62, 63, 223, 222, 62, 0,0,0
dw 0, shade, ?, 16*4, ?, 63, 64, 384, 383, 63, 0,0,0
dw 0, shade, ?, 16*3, ?, 64, 33, 193, 224, 64, 0,0,0
; 64
; polygons: 64
dw 0, shade, ?, 16*4, ?, 225, 290, 291, 226, 225, 0,0,0
dw 0, shade, ?, 16*4, ?, 353, 354, 291, 290, 353, 0,0,0
dw 0, shade, ?, 16*4, ?, 65, 130, 290, 225, 65, 0,0,0
dw 0, shade, ?, 16*4, ?, 193, 353, 290, 130, 193, 0,0,0
dw 0, shade, ?, 16*4, ?, 66, 226, 291, 131, 66, 0,0,0
dw 0, shade, ?, 16*4, ?, 194, 131, 291, 354, 194, 0,0,0
dw 0, shade, ?, 16*3, ?, 66, 131, 132, 67, 66, 0,0,0
dw 0, shade, ?, 16*3, ?, 194, 195, 132, 131, 194, 0,0,0
dw 0, shade, ?, 16*4, ?, 227, 292, 293, 228, 227, 0,0,0
dw 0, shade, ?, 16*4, ?, 355, 356, 293, 292, 355, 0,0,0
dw 0, shade, ?, 16*4, ?, 67, 132, 292, 227, 67, 0,0,0
dw 0, shade, ?, 16*4, ?, 195, 355, 292, 132, 195, 0,0,0
dw 0, shade, ?, 16*4, ?, 68, 228, 293, 133, 68, 0,0,0
dw 0, shade, ?, 16*4, ?, 196, 133, 293, 356, 196, 0,0,0
dw 0, shade, ?, 16*3, ?, 68, 133, 134, 69, 68, 0,0,0
dw 0, shade, ?, 16*3, ?, 196, 197, 134, 133, 196, 0,0,0
dw 0, shade, ?, 16*4, ?, 229, 294, 295, 230, 229, 0,0,0
dw 0, shade, ?, 16*4, ?, 357, 358, 295, 294, 357, 0,0,0
dw 0, shade, ?, 16*4, ?, 69, 134, 294, 229, 69, 0,0,0
dw 0, shade, ?, 16*4, ?, 197, 357, 294, 134, 197, 0,0,0
dw 0, shade, ?, 16*4, ?, 70, 230, 295, 135, 70, 0,0,0
dw 0, shade, ?, 16*4, ?, 198, 135, 295, 358, 198, 0,0,0
dw 0, shade, ?, 16*3, ?, 70, 135, 136, 71, 70, 0,0,0
dw 0, shade, ?, 16*3, ?, 198, 199, 136, 135, 198, 0,0,0
dw 0, shade, ?, 16*4, ?, 231, 296, 297, 232, 231, 0,0,0
dw 0, shade, ?, 16*4, ?, 359, 360, 297, 296, 359, 0,0,0
dw 0, shade, ?, 16*4, ?, 71, 136, 296, 231, 71, 0,0,0
dw 0, shade, ?, 16*4, ?, 199, 359, 296, 136, 199, 0,0,0
dw 0, shade, ?, 16*4, ?, 72, 232, 297, 137, 72, 0,0,0
dw 0, shade, ?, 16*4, ?, 200, 137, 297, 360, 200, 0,0,0
dw 0, shade, ?, 16*3, ?, 72, 137, 138, 73, 72, 0,0,0
dw 0, shade, ?, 16*3, ?, 200, 201, 138, 137, 200, 0,0,0
dw 0, shade, ?, 16*4, ?, 233, 298, 299, 234, 233, 0,0,0
dw 0, shade, ?, 16*4, ?, 361, 362, 299, 298, 361, 0,0,0
dw 0, shade, ?, 16*4, ?, 73, 138, 298, 233, 73, 0,0,0
dw 0, shade, ?, 16*4, ?, 201, 361, 298, 138, 201, 0,0,0
dw 0, shade, ?, 16*4, ?, 74, 234, 299, 139, 74, 0,0,0
dw 0, shade, ?, 16*4, ?, 202, 139, 299, 362, 202, 0,0,0
dw 0, shade, ?, 16*3, ?, 74, 139, 140, 75, 74, 0,0,0
dw 0, shade, ?, 16*3, ?, 202, 203, 140, 139, 202, 0,0,0
dw 0, shade, ?, 16*4, ?, 235, 300, 301, 236, 235, 0,0,0
dw 0, shade, ?, 16*4, ?, 363, 364, 301, 300, 363, 0,0,0
dw 0, shade, ?, 16*4, ?, 75, 140, 300, 235, 75, 0,0,0
dw 0, shade, ?, 16*4, ?, 203, 363, 300, 140, 203, 0,0,0
dw 0, shade, ?, 16*4, ?, 76, 236, 301, 141, 76, 0,0,0
dw 0, shade, ?, 16*4, ?, 204, 141, 301, 364, 204, 0,0,0
dw 0, shade, ?, 16*3, ?, 76, 141, 142, 77, 76, 0,0,0
dw 0, shade, ?, 16*3, ?, 204, 205, 142, 141, 204, 0,0,0
dw 0, shade, ?, 16*4, ?, 237, 302, 303, 238, 237, 0,0,0
dw 0, shade, ?, 16*4, ?, 365, 366, 303, 302, 365, 0,0,0
dw 0, shade, ?, 16*4, ?, 77, 142, 302, 237, 77, 0,0,0
dw 0, shade, ?, 16*4, ?, 205, 365, 302, 142, 205, 0,0,0
dw 0, shade, ?, 16*4, ?, 78, 238, 303, 143, 78, 0,0,0
dw 0, shade, ?, 16*4, ?, 206, 143, 303, 366, 206, 0,0,0
dw 0, shade, ?, 16*3, ?, 78, 143, 144, 79, 78, 0,0,0
dw 0, shade, ?, 16*3, ?, 206, 207, 144, 143, 206, 0,0,0
dw 0, shade, ?, 16*4, ?, 239, 304, 305, 240, 239, 0,0,0
dw 0, shade, ?, 16*4, ?, 367, 368, 305, 304, 367, 0,0,0
dw 0, shade, ?, 16*4, ?, 79, 144, 304, 239, 79, 0,0,0
dw 0, shade, ?, 16*4, ?, 207, 367, 304, 144, 207, 0,0,0
dw 0, shade, ?, 16*4, ?, 80, 240, 305, 145, 80, 0,0,0
dw 0, shade, ?, 16*4, ?, 208, 145, 305, 368, 208, 0,0,0
dw 0, shade, ?, 16*3, ?, 80, 145, 146, 81, 80, 0,0,0
dw 0, shade, ?, 16*3, ?, 208, 209, 146, 145, 208, 0,0,0
dw 0, shade, ?, 16*4, ?, 241, 306, 307, 242, 241, 0,0,0
dw 0, shade, ?, 16*4, ?, 369, 370, 307, 306, 369, 0,0,0
dw 0, shade, ?, 16*4, ?, 81, 146, 306, 241, 81, 0,0,0
dw 0, shade, ?, 16*4, ?, 209, 369, 306, 146, 209, 0,0,0
dw 0, shade, ?, 16*4, ?, 82, 242, 307, 147, 82, 0,0,0
dw 0, shade, ?, 16*4, ?, 210, 147, 307, 370, 210, 0,0,0
dw 0, shade, ?, 16*3, ?, 82, 147, 148, 83, 82, 0,0,0
dw 0, shade, ?, 16*3, ?, 210, 211, 148, 147, 210, 0,0,0
dw 0, shade, ?, 16*4, ?, 243, 308, 309, 244, 243, 0,0,0
dw 0, shade, ?, 16*4, ?, 371, 372, 309, 308, 371, 0,0,0
dw 0, shade, ?, 16*4, ?, 83, 148, 308, 243, 83, 0,0,0
dw 0, shade, ?, 16*4, ?, 211, 371, 308, 148, 211, 0,0,0
dw 0, shade, ?, 16*4, ?, 84, 244, 309, 149, 84, 0,0,0
dw 0, shade, ?, 16*4, ?, 212, 149, 309, 372, 212, 0,0,0
dw 0, shade, ?, 16*3, ?, 84, 149, 150, 85, 84, 0,0,0
dw 0, shade, ?, 16*3, ?, 212, 213, 150, 149, 212, 0,0,0
dw 0, shade, ?, 16*4, ?, 245, 310, 311, 246, 245, 0,0,0
dw 0, shade, ?, 16*4, ?, 373, 374, 311, 310, 373, 0,0,0
dw 0, shade, ?, 16*4, ?, 85, 150, 310, 245, 85, 0,0,0
dw 0, shade, ?, 16*4, ?, 213, 373, 310, 150, 213, 0,0,0
dw 0, shade, ?, 16*4, ?, 86, 246, 311, 151, 86, 0,0,0
dw 0, shade, ?, 16*4, ?, 214, 151, 311, 374, 214, 0,0,0
dw 0, shade, ?, 16*3, ?, 86, 151, 152, 87, 86, 0,0,0
dw 0, shade, ?, 16*3, ?, 214, 215, 152, 151, 214, 0,0,0
dw 0, shade, ?, 16*4, ?, 247, 312, 313, 248, 247, 0,0,0
dw 0, shade, ?, 16*4, ?, 375, 376, 313, 312, 375, 0,0,0
dw 0, shade, ?, 16*4, ?, 87, 152, 312, 247, 87, 0,0,0
dw 0, shade, ?, 16*4, ?, 215, 375, 312, 152, 215, 0,0,0
dw 0, shade, ?, 16*4, ?, 88, 248, 313, 153, 88, 0,0,0
dw 0, shade, ?, 16*4, ?, 216, 153, 313, 376, 216, 0,0,0
dw 0, shade, ?, 16*3, ?, 88, 153, 154, 89, 88, 0,0,0
dw 0, shade, ?, 16*3, ?, 216, 217, 154, 153, 216, 0,0,0
dw 0, shade, ?, 16*4, ?, 249, 314, 315, 250, 249, 0,0,0
dw 0, shade, ?, 16*4, ?, 377, 378, 315, 314, 377, 0,0,0
dw 0, shade, ?, 16*4, ?, 89, 154, 314, 249, 89, 0,0,0
dw 0, shade, ?, 16*4, ?, 217, 377, 314, 154, 217, 0,0,0
dw 0, shade, ?, 16*4, ?, 90, 250, 315, 155, 90, 0,0,0
dw 0, shade, ?, 16*4, ?, 218, 155, 315, 378, 218, 0,0,0
dw 0, shade, ?, 16*3, ?, 90, 155, 156, 91, 90, 0,0,0
dw 0, shade, ?, 16*3, ?, 218, 219, 156, 155, 218, 0,0,0
dw 0, shade, ?, 16*4, ?, 251, 316, 317, 252, 251, 0,0,0
dw 0, shade, ?, 16*4, ?, 379, 380, 317, 316, 379, 0,0,0
dw 0, shade, ?, 16*4, ?, 91, 156, 316, 251, 91, 0,0,0
dw 0, shade, ?, 16*4, ?, 219, 379, 316, 156, 219, 0,0,0
dw 0, shade, ?, 16*4, ?, 92, 252, 317, 157, 92, 0,0,0
dw 0, shade, ?, 16*4, ?, 220, 157, 317, 380, 220, 0,0,0
dw 0, shade, ?, 16*3, ?, 92, 157, 158, 93, 92, 0,0,0
dw 0, shade, ?, 16*3, ?, 220, 221, 158, 157, 220, 0,0,0
dw 0, shade, ?, 16*4, ?, 253, 318, 319, 254, 253, 0,0,0
dw 0, shade, ?, 16*4, ?, 381, 382, 319, 318, 381, 0,0,0
dw 0, shade, ?, 16*4, ?, 93, 158, 318, 253, 93, 0,0,0
dw 0, shade, ?, 16*4, ?, 221, 381, 318, 158, 221, 0,0,0
dw 0, shade, ?, 16*4, ?, 94, 254, 319, 159, 94, 0,0,0
dw 0, shade, ?, 16*4, ?, 222, 159, 319, 382, 222, 0,0,0
dw 0, shade, ?, 16*3, ?, 94, 159, 160, 95, 94, 0,0,0
dw 0, shade, ?, 16*3, ?, 222, 223, 160, 159, 222, 0,0,0
dw 0, shade, ?, 16*4, ?, 255, 320, 289, 256, 255, 0,0,0
dw 0, shade, ?, 16*4, ?, 383, 384, 289, 320, 383, 0,0,0
dw 0, shade, ?, 16*4, ?, 95, 160, 320, 255, 95, 0,0,0
dw 0, shade, ?, 16*4, ?, 223, 383, 320, 160, 223, 0,0,0
dw 0, shade, ?, 16*4, ?, 96, 256, 289, 129, 96, 0,0,0
dw 0, shade, ?, 16*4, ?, 224, 129, 289, 384, 224, 0,0,0
dw 0, shade, ?, 16*3, ?, 96, 129, 130, 65, 96, 0,0,0
dw 0, shade, ?, 16*3, ?, 224, 193, 130, 129, 224, 0,0,0
; polygons: 192