header { version { "0.9" } build { "2005.08.29" } } object { "door" mesh { name { "mesh09" } base { origin { (0 6.5256 0) } } material { " -- default --" } smoothangle { 45 } /* 98 points, 84 faces, 98 uvCoords */ materiallist { materialname { " -- default --" } } points { (-19.577 -26.102 -0.65256) (-19.577 -26.102 0.65256) (-16.352 -1.6878 -0.65256) (-16.352 -1.6878 0.65256) (-9.822 16.916 -0.65244) (-9.822 16.916 0.65268) (-4.1748 22.765 -0.65256) (-4.1748 22.765 0.65256) (-6.5256 -26.102 -0.65256) (-6.5256 -26.102 0.65256) (-6.5256 -8.7008 -0.65256) (-6.5256 -8.7008 0.65256) (-6.5256 8.7008 -0.65256) (-6.5256 8.7008 0.65256) (-0.00268 23.996 -0.65252) (-0.00268 23.996 0.65260) (6.5256 -26.102 -0.65256) (6.5256 -26.102 0.65256) (6.5256 -8.7008 -0.65256) (6.5256 -8.7008 0.65256) (6.5256 8.7008 -0.65256) (6.5256 8.7008 0.65256) (0.00272 23.996 -0.65252) (0.00272 23.996 0.65260) (19.577 -26.102 -0.65256) (19.577 -26.102 0.65256) (16.495 -1.5284 -0.65252) (16.495 -1.5284 0.65260) (10.592 16.658 -0.65252) (10.592 16.658 0.65260) (5.2016 22.508 -0.65256) (5.2016 22.508 0.65256) (-13.051 -26.102 -0.65256) (-6.5256 -17.401 -0.65256) (-12.076 -5.186 -0.65256) (-18.6 -13.886 -0.65256) (-6.5256 0 -0.65256) (-7.5324 14.734 -0.65256) (-13.082 9.5472 -0.65256) (-3.2641 16.766 -0.65256) (-2.0888 23.798 -0.65256) (-6.9208 20.601 -0.65256) (0 -26.102 -0.65256) (6.5256 -17.401 -0.65256) (0 -8.7008 -0.65256) (6.5256 0 -0.65256) (0 8.7008 -0.65256) (3.2641 16.766 -0.65256) (0 23.996 -0.65252) (13.051 -26.102 -0.65256) (18.679 -13.808 -0.65256) (12.153 -5.1072 -0.65256) (13.672 9.3696 -0.65252) (8.0456 14.476 -0.65256) (8.0388 20.236 -0.65256) (2.6022 23.668 -0.65256) (-18.6 -13.886 0.65256) (-12.076 -5.186 0.65256) (-6.5256 -17.401 0.65256) (-13.051 -26.102 0.65256) (-13.082 9.5472 0.65256) (-7.5324 14.734 0.65256) (-6.5256 0 0.65256) (-6.9208 20.601 0.65256) (-2.0888 23.798 0.65256) (-3.2641 16.766 0.65256) (0 -8.7008 0.65256) (6.5256 -17.401 0.65256) (0 -26.102 0.65256) (0 8.7008 0.65256) (6.5256 0 0.65256) (0 23.996 0.65260) (3.2641 16.766 0.65256) (12.153 -5.1072 0.65256) (18.679 -13.808 0.65256) (13.051 -26.102 0.65256) (8.0456 14.476 0.65256) (13.672 9.3696 0.65260) (2.6022 23.668 0.65256) (8.0388 20.236 0.65256) (-12.563 -15.644 -0.65256) (-9.8036 4.7736 -0.65256) (-4.8104 19.265 -0.65256) (0 -17.401 -0.65256) (0 0 -0.65256) (0 16.766 -0.65256) (12.602 -15.605 -0.65256) (10.099 4.6848 -0.65256) (5.324 19.073 -0.65256) (-12.563 -15.644 0.65256) (-9.8036 4.7736 0.65256) (-4.8104 19.265 0.65256) (0 -17.401 0.65256) (0 0 0.65256) (0 16.766 0.65256) (12.602 -15.605 0.65256) (10.099 4.6848 0.65256) (5.324 19.073 0.65256) } texcoords { (0.02492 0.24383) (0 0) (0.16667 0) (0.17913 0.20875) (0.33333 0) (0.33333 0.17367) (0.33333 0.34735) (0.19159 0.41751) (0.08236 0.48733) (0.16588 0.71159) (0.24961 0.61631) (0.33333 0.52102) (0.33333 0.69470) (0.30762 0.81511) (0.24914 0.85866) (0.32324 0.93223) (0.37714 0.90557) (0.41663 0.85566) (0.49993 1) (0.44665 0.99603) (0.39337 0.97543) (0.50000 0) (0.50000 0.17367) (0.66667 0) (0.66667 0.17367) (0.66667 0.34735) (0.50000 0.34735) (0.50000 0.52102) (0.66667 0.52102) (0.66667 0.69470) (0.50000 0.69470) (0.50000 0.85566) (0.58337 0.85566) (0.50007 1) (0.50000 1) (0.83333 0) (0.82186 0.20954) (1 0) (0.97705 0.24541) (0.92129 0.49051) (0.81039 0.41908) (0.75794 0.61453) (0.84921 0.70804) (0.77053 0.85353) (0.70549 0.80998) (0.63597 0.90173) (0.70531 0.92495) (0.63285 0.97031) (0.56646 0.99347) (0.16667 0) (0 0) (0.02492 0.24383) (0.17913 0.20875) (0.08236 0.48733) (0.19159 0.41751) (0.33333 0.34735) (0.33333 0.17367) (0.33333 0) (0.16588 0.71159) (0.24961 0.61631) (0.24914 0.85866) (0.30762 0.81511) (0.33333 0.69470) (0.33333 0.52102) (0.32324 0.93223) (0.37714 0.90557) (0.39337 0.97543) (0.44665 0.99603) (0.49993 1) (0.41663 0.85566) (0.50000 0) (0.50000 0.17367) (0.50000 0.34735) (0.66667 0.34735) (0.66667 0.17367) (0.66667 0) (0.50000 0.52102) (0.50000 0.69470) (0.66667 0.69470) (0.66667 0.52102) (0.50000 0.85566) (0.50000 1) (0.50007 1) (0.58337 0.85566) (0.83333 0) (0.82186 0.20954) (0.81039 0.41908) (0.92129 0.49051) (0.97705 0.24541) (1 0) (0.75794 0.61453) (0.70549 0.80998) (0.77053 0.85353) (0.84921 0.70804) (0.63597 0.90173) (0.56646 0.99347) (0.63285 0.97031) (0.70531 0.92495) } faces { 4 4 0 -1 ( (35 0) (0 1) (32 2) (80 3) ) 4 4 0 -1 ( (32 2) (8 4) (33 5) (80 3) ) 4 4 0 -1 ( (33 5) (10 6) (34 7) (80 3) ) 4 4 0 -1 ( (34 7) (2 8) (35 0) (80 3) ) 4 4 0 -1 ( (38 9) (2 8) (34 7) (81 10) ) 4 4 0 -1 ( (34 7) (10 6) (36 11) (81 10) ) 4 4 0 -1 ( (36 11) (12 12) (37 13) (81 10) ) 4 4 0 -1 ( (37 13) (4 14) (38 9) (81 10) ) 4 4 0 -1 ( (41 15) (4 14) (37 13) (82 16) ) 4 4 0 -1 ( (37 13) (12 12) (39 17) (82 16) ) 4 4 0 -1 ( (39 17) (14 18) (40 19) (82 16) ) 4 4 0 -1 ( (40 19) (6 20) (41 15) (82 16) ) 4 4 0 -1 ( (33 5) (8 4) (42 21) (83 22) ) 4 4 0 -1 ( (42 21) (16 23) (43 24) (83 22) ) 4 4 0 -1 ( (43 24) (18 25) (44 26) (83 22) ) 4 4 0 -1 ( (44 26) (10 6) (33 5) (83 22) ) 4 4 0 -1 ( (36 11) (10 6) (44 26) (84 27) ) 4 4 0 -1 ( (44 26) (18 25) (45 28) (84 27) ) 4 4 0 -1 ( (45 28) (20 29) (46 30) (84 27) ) 4 4 0 -1 ( (46 30) (12 12) (36 11) (84 27) ) 4 4 0 -1 ( (39 17) (12 12) (46 30) (85 31) ) 4 4 0 -1 ( (46 30) (20 29) (47 32) (85 31) ) 4 4 0 -1 ( (47 32) (22 33) (48 34) (85 31) ) 4 4 0 -1 ( (48 34) (14 18) (39 17) (85 31) ) 4 4 0 -1 ( (43 24) (16 23) (49 35) (86 36) ) 4 4 0 -1 ( (49 35) (24 37) (50 38) (86 36) ) 4 4 0 -1 ( (50 38) (26 39) (51 40) (86 36) ) 4 4 0 -1 ( (51 40) (18 25) (43 24) (86 36) ) 4 4 0 -1 ( (45 28) (18 25) (51 40) (87 41) ) 4 4 0 -1 ( (51 40) (26 39) (52 42) (87 41) ) 4 4 0 -1 ( (52 42) (28 43) (53 44) (87 41) ) 4 4 0 -1 ( (53 44) (20 29) (45 28) (87 41) ) 4 4 0 -1 ( (47 32) (20 29) (53 44) (88 45) ) 4 4 0 -1 ( (53 44) (28 43) (54 46) (88 45) ) 4 4 0 -1 ( (54 46) (30 47) (55 48) (88 45) ) 4 4 0 -1 ( (55 48) (22 33) (47 32) (88 45) ) 4 4 0 -1 ( (59 49) (1 50) (56 51) (89 52) ) 4 4 0 -1 ( (56 51) (3 53) (57 54) (89 52) ) 4 4 0 -1 ( (57 54) (11 55) (58 56) (89 52) ) 4 4 0 -1 ( (58 56) (9 57) (59 49) (89 52) ) 4 4 0 -1 ( (57 54) (3 53) (60 58) (90 59) ) 4 4 0 -1 ( (60 58) (5 60) (61 61) (90 59) ) 4 4 0 -1 ( (61 61) (13 62) (62 63) (90 59) ) 4 4 0 -1 ( (62 63) (11 55) (57 54) (90 59) ) 4 4 0 -1 ( (61 61) (5 60) (63 64) (91 65) ) 4 4 0 -1 ( (63 64) (7 66) (64 67) (91 65) ) 4 4 0 -1 ( (64 67) (15 68) (65 69) (91 65) ) 4 4 0 -1 ( (65 69) (13 62) (61 61) (91 65) ) 4 4 0 -1 ( (68 70) (9 57) (58 56) (92 71) ) 4 4 0 -1 ( (58 56) (11 55) (66 72) (92 71) ) 4 4 0 -1 ( (66 72) (19 73) (67 74) (92 71) ) 4 4 0 -1 ( (67 74) (17 75) (68 70) (92 71) ) 4 4 0 -1 ( (66 72) (11 55) (62 63) (93 76) ) 4 4 0 -1 ( (62 63) (13 62) (69 77) (93 76) ) 4 4 0 -1 ( (69 77) (21 78) (70 79) (93 76) ) 4 4 0 -1 ( (70 79) (19 73) (66 72) (93 76) ) 4 4 0 -1 ( (69 77) (13 62) (65 69) (94 80) ) 4 4 0 -1 ( (65 69) (15 68) (71 81) (94 80) ) 4 4 0 -1 ( (71 81) (23 82) (72 83) (94 80) ) 4 4 0 -1 ( (72 83) (21 78) (69 77) (94 80) ) 4 4 0 -1 ( (75 84) (17 75) (67 74) (95 85) ) 4 4 0 -1 ( (67 74) (19 73) (73 86) (95 85) ) 4 4 0 -1 ( (73 86) (27 87) (74 88) (95 85) ) 4 4 0 -1 ( (74 88) (25 89) (75 84) (95 85) ) 4 4 0 -1 ( (73 86) (19 73) (70 79) (96 90) ) 4 4 0 -1 ( (70 79) (21 78) (76 91) (96 90) ) 4 4 0 -1 ( (76 91) (29 92) (77 93) (96 90) ) 4 4 0 -1 ( (77 93) (27 87) (73 86) (96 90) ) 4 4 0 -1 ( (76 91) (21 78) (72 83) (97 94) ) 4 4 0 -1 ( (72 83) (23 82) (78 95) (97 94) ) 4 4 0 -1 ( (78 95) (31 96) (79 97) (97 94) ) 4 4 0 -1 ( (79 97) (29 92) (76 91) (97 94) ) 6 4 0 -1 ( (0 1) (35 0) (2 8) (3 53) (56 51) (1 50) ) 6 4 0 -1 ( (2 8) (38 9) (4 14) (5 60) (60 58) (3 53) ) 6 4 0 -1 ( (4 14) (41 15) (6 20) (7 66) (63 64) (5 60) ) 6 4 0 -1 ( (24 37) (25 89) (74 88) (27 87) (26 39) (50 38) ) 6 4 0 -1 ( (26 39) (27 87) (77 93) (29 92) (28 43) (52 42) ) 6 4 0 -1 ( (28 43) (29 92) (79 97) (31 96) (30 47) (54 46) ) 6 4 0 -1 ( (6 20) (40 19) (14 18) (15 68) (64 67) (7 66) ) 6 4 0 -1 ( (14 18) (48 34) (22 33) (23 82) (71 81) (15 68) ) 6 4 0 -1 ( (22 33) (55 48) (30 47) (31 96) (78 95) (23 82) ) 6 4 0 -1 ( (0 1) (1 50) (59 49) (9 57) (8 4) (32 2) ) 6 4 0 -1 ( (8 4) (9 57) (68 70) (17 75) (16 23) (42 21) ) 6 4 0 -1 ( (16 23) (17 75) (75 84) (25 89) (24 37) (49 35) ) } morphoffsets { "morph01" 0 (0 0.45172 0.29035) 1 (0 0.12544 -0.03593) 2 (0 -5.6519 6.394) 3 (0 -5.9782 6.0677) 4 (0 -10.303 11.045) 5 (0 -10.629 10.719) 6 (0 -11.765 12.507) 7 (0 -12.091 12.181) 8 (0 0.45172 0.29035) 9 (0 0.12544 -0.03593) 10 (0 -3.8987 4.6407) 11 (0 -4.225 4.3145) 12 (0 -8.2491 8.9911) 13 (0 -8.5754 8.6649) 14 (0 -12.073 12.815) 15 (0 -12.399 12.489) 16 (0 0.45172 0.29035) 17 (0 0.12544 -0.03593) 18 (0 -3.8987 4.6407) 19 (0 -4.225 4.3145) 20 (0 -8.2491 8.9911) 21 (0 -8.5754 8.6649) 22 (0 -12.073 12.815) 23 (0 -12.399 12.489) 24 (0 0.45172 0.29035) 25 (0 0.12544 -0.03593) 26 (0 -5.6918 6.4338) 27 (0 -6.0181 6.1075) 28 (0 -10.238 10.981) 29 (0 -10.565 10.654) 30 (0 -11.701 12.443) 31 (0 -12.027 12.117) 32 (0 0.45172 0.29035) 33 (0 -1.7236 2.4656) 34 (0 -4.7774 5.5194) 35 (0 -2.6023 3.3443) 36 (0 -6.0739 6.8159) 37 (0 -9.7573 10.499) 38 (0 -8.4607 9.2027) 39 (0 -10.265 11.007) 40 (0 -12.023 12.765) 41 (0 -11.224 11.966) 42 (0 0.45172 0.29035) 43 (0 -1.7236 2.4656) 44 (0 -3.8987 4.6407) 45 (0 -6.0739 6.8159) 46 (0 -8.2491 8.9911) 47 (0 -10.265 11.007) 48 (0 -12.073 12.815) 49 (0 0.45172 0.29035) 50 (0 -2.6219 3.3639) 51 (0 -4.7971 5.5391) 52 (0 -8.4163 9.1583) 53 (0 -9.693 10.435) 54 (0 -11.133 11.875) 55 (0 -11.991 12.733) 56 (0 -2.9286 3.0181) 57 (0 -5.1037 5.1932) 58 (0 -2.0499 2.1394) 59 (0 0.12544 -0.03593) 60 (0 -8.787 8.8765) 61 (0 -10.084 10.173) 62 (0 -6.4002 6.4897) 63 (0 -11.55 11.64) 64 (0 -12.35 12.439) 65 (0 -10.592 10.681) 66 (0 -4.225 4.3145) 67 (0 -2.0499 2.1394) 68 (0 0.12544 -0.03593) 69 (0 -8.5754 8.6649) 70 (0 -6.4002 6.4897) 71 (0 -12.399 12.489) 72 (0 -10.592 10.681) 73 (0 -5.1234 5.2129) 74 (0 -2.9482 3.0377) 75 (0 0.12544 -0.03593) 76 (0 -10.019 10.109) 77 (0 -8.7426 8.8321) 78 (0 -12.317 12.407) 79 (0 -11.459 11.549) 80 (0 -2.1628 2.9048) 81 (0 -7.2673 8.0093) 82 (0 -10.89 11.632) 83 (0 -1.7236 2.4656) 84 (0 -6.0739 6.8159) 85 (0 -10.265 11.007) 86 (0 -2.1726 2.9146) 87 (0 -7.2451 7.9871) 88 (0 -10.842 11.584) 89 (0 -2.4891 2.5786) 90 (0 -7.5936 7.6831) 91 (0 -11.216 11.306) 92 (0 -2.0499 2.1394) 93 (0 -6.4002 6.4897) 94 (0 -10.592 10.681) 95 (0 -2.4989 2.5884) 96 (0 -7.5714 7.6609) 97 (0 -11.168 11.258) } } morphtarget { name { "morph01" } } }