david.muir 3dsMax 11 - Feeling ColladaMax v3.05B. 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6.9965 5.23786 0.5 6.9965 5.71357 0.5 6.9965 6.18929 0.5 6.9965 6.665 0.5 6.9965 7.14072 0.5 6.9965 7.61643 0.5 6.9965 8.09214 0.5 6.9965 8.56786 0.5 6.9965 9.04357 0.5 6.9965 9.51929 0.5 6.45858 0.48071 0.5 6.45858 0.956425 0.5 6.45858 1.43214 0.5 6.45858 1.90785 0.5 6.45858 2.38357 0.5 6.45858 2.85928 0.5 6.45858 3.335 0.5 6.45858 3.81071 0.5 6.45858 4.28643 0.5 6.45858 4.76214 0.5 6.45858 5.23786 0.5 6.45858 5.71357 0.5 6.45858 6.18929 0.5 6.45858 6.665 0.5 6.45858 7.14072 0.5 6.45858 7.61643 0.5 6.45858 8.09214 0.5 6.45858 8.56786 0.5 6.45858 9.04357 0.5 6.45858 9.51929 0.5 5.92065 0.48071 0.5 5.92065 0.956425 0.5 5.92065 1.43214 0.5 5.92065 1.90785 0.5 5.92065 2.38357 0.5 5.92065 2.85928 0.5 5.92065 3.335 0.5 5.92065 3.81071 0.5 5.92065 4.28643 0.5 5.92065 4.76214 0.5 5.92066 5.23786 0.5 5.92066 5.71357 0.5 5.92066 6.18929 0.5 5.92066 6.665 0.5 5.92066 7.14072 0.5 5.92066 7.61643 0.5 5.92066 8.09214 0.5 5.92066 8.56786 0.5 5.92066 9.04357 0.5 5.92066 9.51929 0.5 5.38273 0.480711 0.5 5.38273 0.956425 0.5 5.38273 1.43214 0.5 5.38273 1.90785 0.5 5.38273 2.38357 0.5 5.38273 2.85928 0.5 5.38273 3.335 0.5 5.38273 3.81071 0.5 5.38273 4.28643 0.5 5.38273 4.76214 0.5 5.38273 5.23786 0.5 5.38273 5.71357 0.5 5.38273 6.18929 0.5 5.38273 6.665 0.5 5.38273 7.14072 0.5 5.38273 7.61643 0.5 5.38273 8.09214 0.5 5.38273 8.56786 0.5 5.38273 9.04357 0.5 5.38273 9.51929 0.5 4.84481 0.480711 0.5 4.84481 0.956425 0.5 4.84481 1.43214 0.5 4.84481 1.90785 0.5 4.84481 2.38357 0.5 4.84481 2.85928 0.5 4.84481 3.335 0.5 4.84481 3.81071 0.5 4.84481 4.28643 0.5 4.84481 4.76214 0.5 4.84481 5.23786 0.5 4.84481 5.71357 0.5 4.84481 6.18929 0.5 4.84481 6.665 0.5 4.84481 7.14072 0.5 4.84481 7.61643 0.5 4.84481 8.09214 0.5 4.84481 8.56786 0.5 4.84481 9.04357 0.5 4.84481 9.51929 0.5 4.30688 0.480711 0.5 4.30688 0.956425 0.5 4.30688 1.43214 0.5 4.30688 1.90785 0.5 4.30688 2.38357 0.5 4.30688 2.85928 0.5 4.30688 3.335 0.5 4.30688 3.81071 0.5 4.30688 4.28643 0.5 4.30688 4.76214 0.5 4.30689 5.23786 0.5 4.30689 5.71357 0.5 4.30689 6.18929 0.5 4.30689 6.665 0.5 4.30689 7.14072 0.5 4.30689 7.61643 0.5 4.30689 8.09214 0.5 4.30689 8.56786 0.5 4.30689 9.04357 0.5 4.30689 9.51929 0.5 3.76896 0.480711 0.5 3.76896 0.956425 0.5 3.76896 1.43214 0.5 3.76896 1.90785 0.5 3.76896 2.38357 0.5 3.76896 2.85928 0.5 3.76896 3.335 0.5 3.76896 3.81071 0.5 3.76896 4.28643 0.5 3.76896 4.76214 0.5 3.76896 5.23786 0.5 3.76896 5.71357 0.5 3.76896 6.18929 0.5 3.76896 6.665 0.5 3.76896 7.14072 0.5 3.76896 7.61643 0.5 3.76896 8.09214 0.5 3.76896 8.56786 0.5 3.76896 9.04357 0.5 3.76896 9.51929 0.5 0.541422 9.51929 0.5 0.541422 9.04358 0.5 0.541422 8.56786 0.5 0.541422 8.09215 0.5 0.541422 7.61643 0.5 0.541422 7.14072 0.5 0.541421 6.665 0.5 0.541421 6.18929 0.5 0.541421 5.71357 0.5 0.541421 5.23786 0.5 0.541421 4.76214 0.5 0.541421 4.28643 0.5 0.541421 3.81071 0.5 0.541421 3.335 0.5 0.541421 2.85928 0.5 0.541421 2.38357 0.5 0.541421 1.90786 0.5 0.541421 1.43214 0.5 0.541421 0.956426 0.5 0.541421 0.480711 0.5 1.07934 9.51929 0.5 1.07934 9.04358 0.5 1.07934 8.56786 0.5 1.07934 8.09215 0.5 1.07934 7.61643 0.5 1.07934 7.14072 0.5 1.07934 6.665 0.5 1.07934 6.18929 0.5 1.07934 5.71357 0.5 1.07934 5.23786 0.5 1.07934 4.76214 0.5 1.07934 4.28643 0.5 1.07934 3.81071 0.5 1.07934 3.335 0.5 1.07934 2.85928 0.5 1.07934 2.38357 0.5 1.07934 1.90786 0.5 1.07934 1.43214 0.5 1.07934 0.956426 0.5 1.07934 0.480711 0.5 1.61727 9.51929 0.5 1.61727 9.04358 0.5 1.61727 8.56786 0.5 1.61727 8.09215 0.5 1.61727 7.61643 0.5 1.61727 7.14072 0.5 1.61727 6.665 0.5 1.61727 6.18929 0.5 1.61727 5.71357 0.5 1.61727 5.23786 0.5 1.61727 4.76214 0.5 1.61727 4.28643 0.5 1.61727 3.81071 0.5 1.61727 3.335 0.5 1.61727 2.85928 0.5 1.61727 2.38357 0.5 1.61727 1.90786 0.5 1.61727 1.43214 0.5 1.61727 0.956426 0.5 1.61727 0.480711 0.5 2.15519 9.51929 0.5 2.15519 9.04358 0.5 2.15519 8.56786 0.5 2.15519 8.09215 0.5 2.15519 7.61643 0.5 2.15519 7.14072 0.5 2.15519 6.665 0.5 2.15519 6.18929 0.5 2.15519 5.71357 0.5 2.15519 5.23786 0.5 2.15519 4.76214 0.5 2.15519 4.28643 0.5 2.15519 3.81071 0.5 2.15519 3.335 0.5 2.15519 2.85928 0.5 2.15519 2.38357 0.5 2.15519 1.90786 0.5 2.15519 1.43214 0.5 2.15519 0.956426 0.5 2.15519 0.480711 0.5 2.69312 9.51929 0.5 2.69312 9.04358 0.5 2.69312 8.56786 0.5 2.69312 8.09215 0.5 2.69312 7.61643 0.5 2.69312 7.14072 0.5 2.69312 6.665 0.5 2.69312 6.18929 0.5 2.69312 5.71357 0.5 2.69312 5.23786 0.5 2.69311 4.76214 0.5 2.69311 4.28643 0.5 2.69311 3.81071 0.5 2.69311 3.335 0.5 2.69311 2.85928 0.5 2.69311 2.38357 0.5 2.69311 1.90786 0.5 2.69311 1.43214 0.5 2.69311 0.956426 0.5 2.69311 0.480711 0.5 3.23104 9.51929 0.5 3.23104 9.04357 0.5 3.23104 8.56786 0.5 3.23104 8.09214 0.5 3.23104 7.61643 0.5 3.23104 7.14072 0.5 3.23104 6.665 0.5 3.23104 6.18929 0.5 3.23104 5.71357 0.5 3.23104 5.23786 0.5 3.23104 4.76214 0.5 3.23104 4.28643 0.5 3.23104 3.81071 0.5 3.23104 3.335 0.5 3.23104 2.85928 0.5 3.23104 2.38357 0.5 3.23104 1.90785 0.5 3.23104 1.43214 0.5 3.23104 0.956425 0.5 3.23104 0.480711 0.5

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280 281 295 281 1565 281 280 296 280 1566 280 300 65 300 1567 300 299 67 299 1568 299 299 67 299 1569 299 279 297 279 1570 279 280 296 280 1571 280 279 297 279 1572 279 299 67 299 1573 299 298 2 298 1574 298 298 2 298 1575 298 278 26 278 1576 278 279 297 279 1577 279 22 29 22 1578 22 23 298 23 1579 23 268 299 268 1580 268 268 299 268 1581 268 288 30 288 1582 288 22 29 22 1583 22 288 30 288 1584 288 268 299 268 1585 268 269 300 269 1586 269 269 300 269 1587 269 289 32 289 1588 289 288 30 288 1589 288 289 32 289 1590 289 269 300 269 1591 269 270 301 270 1592 270 270 301 270 1593 270 290 34 290 1594 290 289 32 289 1595 289 290 34 290 1596 290 270 301 270 1597 270 271 302 271 1598 271 271 302 271 1599 271 291 36 291 1600 291 290 34 290 1601 290 291 36 291 1602 291 271 302 271 1603 271 272 303 272 1604 272 272 303 272 1605 272 292 38 292 1606 292 291 36 291 1607 291 292 38 292 1608 292 272 303 272 1609 272 273 304 273 1610 273 273 304 273 1611 273 293 40 293 1612 293 292 38 292 1613 292 293 40 293 1614 293 273 304 273 1615 273 274 305 274 1616 274 274 305 274 1617 274 294 42 294 1618 294 293 40 293 1619 293 294 42 294 1620 294 274 305 274 1621 274 275 306 275 1622 275 275 306 275 1623 275 295 44 295 1624 295 294 42 294 1625 294 295 44 295 1626 295 275 306 275 1627 275 276 307 276 1628 276 276 307 276 1629 276 296 46 296 1630 296 295 44 295 1631 295 296 46 296 1632 296 276 307 276 1633 276 277 27 277 1634 277 277 27 277 1635 277 297 1 297 1636 297 296 46 296 1637 296

-48.3332 958.242 675.737 lodthreshold = 299.0 0 3.33333 30