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- # 3ds Max Wavefront OBJ Exporter v0.97b - (c)2007 guruware
- # ´´˝¨ľÄÎÄźţ:17.03.2015 19:21:15
- mtllib obj.mtl
- #
- # object Cylinder02
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- # 620 vertex normals
- g Torus01
- usemtl MyMtl_01
- s 1
- f 65//34 66//35 67//36 68//37
- f 66//35 69//38 70//39 67//36
- f 69//38 71//40 72//41 70//39
- f 71//40 73//42 74//43 72//41
- f 73//42 75//44 76//45 74//43
- f 75//44 77//46 78//47 76//45
- f 77//46 79//48 80//49 78//47
- f 79//48 81//50 82//51 80//49
- f 81//50 83//52 84//53 82//51
- f 83//52 85//54 86//55 84//53
- f 85//54 87//56 88//57 86//55
- f 87//56 89//58 90//59 88//57
- f 89//58 91//60 92//61 90//59
- f 91//60 93//62 94//63 92//61
- f 93//62 95//64 96//65 94//63
- f 95//64 97//66 98//67 96//65
- f 97//66 99//68 100//69 98//67
- f 99//68 101//70 102//71 100//69
- f 101//70 103//72 104//73 102//71
- f 103//72 105//74 106//75 104//73
- f 105//74 107//76 108//77 106//75
- f 107//76 109//78 110//79 108//77
- f 109//78 111//80 112//81 110//79
- f 111//80 113//82 114//83 112//81
- f 113//82 115//84 116//85 114//83
- f 115//84 117//86 118//87 116//85
- f 117//86 119//88 120//89 118//87
- f 119//88 121//90 122//91 120//89
- f 121//90 123//92 124//93 122//91
- f 123//92 125//94 126//95 124//93
- f 125//94 65//34 68//37 126//95
- f 68//37 67//36 127//96 128//97
- f 67//36 70//39 129//98 127//96
- f 70//39 72//41 130//99 129//98
- f 72//41 74//43 131//100 130//99
- f 74//43 76//45 132//101 131//100
- f 76//45 78//47 133//102 132//101
- f 78//47 80//49 134//103 133//102
- f 80//49 82//51 135//104 134//103
- f 82//51 84//53 136//105 135//104
- f 84//53 86//55 137//106 136//105
- f 86//55 88//57 138//107 137//106
- f 88//57 90//59 139//108 138//107
- f 90//59 92//61 140//109 139//108
- f 92//61 94//63 141//110 140//109
- f 94//63 96//65 142//111 141//110
- f 96//65 98//67 143//112 142//111
- f 98//67 100//69 144//113 143//112
- f 100//69 102//71 145//114 144//113
- f 102//71 104//73 146//115 145//114
- f 104//73 106//75 147//116 146//115
- f 106//75 108//77 148//117 147//116
- f 108//77 110//79 149//118 148//117
- f 110//79 112//81 150//119 149//118
- f 112//81 114//83 151//120 150//119
- f 114//83 116//85 152//121 151//120
- f 116//85 118//87 153//122 152//121
- f 118//87 120//89 154//123 153//122
- f 120//89 122//91 155//124 154//123
- f 122//91 124//93 156//125 155//124
- f 124//93 126//95 157//126 156//125
- f 126//95 68//37 128//97 157//126
- f 128//97 127//96 158//127 159//128
- f 127//96 129//98 160//129 158//127
- f 129//98 130//99 161//130 160//129
- f 130//99 131//100 162//131 161//130
- f 131//100 132//101 163//132 162//131
- f 132//101 133//102 164//133 163//132
- f 133//102 134//103 165//134 164//133
- f 134//103 135//104 166//135 165//134
- f 135//104 136//105 167//136 166//135
- f 136//105 137//106 168//137 167//136
- f 137//106 138//107 169//138 168//137
- f 138//107 139//108 170//139 169//138
- f 139//108 140//109 171//140 170//139
- f 140//109 141//110 172//141 171//140
- f 141//110 142//111 173//142 172//141
- f 142//111 143//112 174//143 173//142
- f 143//112 144//113 175//144 174//143
- f 144//113 145//114 176//145 175//144
- f 145//114 146//115 177//146 176//145
- f 146//115 147//116 178//147 177//146
- f 147//116 148//117 179//148 178//147
- f 148//117 149//118 180//149 179//148
- f 149//118 150//119 181//150 180//149
- f 150//119 151//120 182//151 181//150
- f 151//120 152//121 183//152 182//151
- f 152//121 153//122 184//153 183//152
- f 153//122 154//123 185//154 184//153
- f 154//123 155//124 186//155 185//154
- f 155//124 156//125 187//156 186//155
- f 156//125 157//126 188//157 187//156
- f 157//126 128//97 159//128 188//157
- f 159//128 158//127 189//158 190//159
- f 158//127 160//129 191//160 189//158
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- f 1457//801 1399//801 1397//802 1458//802
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- g Box04
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- vn -0.9541 0.0000 -0.2994
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- vn -0.9949 0.0000 0.1012
- vn -0.9541 0.0000 0.2994
- vn -0.8743 0.0000 0.4853
- vn -0.7588 0.0000 0.6514
- vn -0.6121 0.0000 0.7908
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- vn 0.0000 1.0000 -0.0000
- # 33 vertex normals
- g Cylinder07
- usemtl MyMtl_01
- s 1
- f 1674//933 1675//933 1676//933 1677//933
- f 1674//933 1678//933 1679//933 1675//933
- f 1674//933 1680//933 1681//933 1678//933
- f 1674//933 1682//933 1683//933 1680//933
- f 1674//933 1684//933 1685//933 1682//933
- f 1674//933 1686//933 1687//933 1684//933
- f 1674//933 1688//933 1689//933 1686//933
- f 1674//933 1690//933 1691//933 1688//933
- f 1674//933 1692//933 1693//933 1690//933
- f 1674//933 1694//933 1695//933 1692//933
- f 1674//933 1696//933 1697//933 1694//933
- f 1674//933 1698//933 1699//933 1696//933
- f 1674//933 1700//933 1701//933 1698//933
- f 1674//933 1702//933 1703//933 1700//933
- f 1674//933 1704//933 1705//933 1702//933
- f 1674//933 1677//933 1704//933
- s 8
- f 1677//934 1676//935 1706//935 1707//934
- f 1676//935 1675//936 1708//936 1706//935
- f 1675//936 1679//937 1709//937 1708//936
- f 1679//937 1678//938 1710//938 1709//937
- f 1678//938 1681//939 1711//939 1710//938
- f 1681//939 1680//940 1712//940 1711//939
- f 1680//940 1683//941 1713//941 1712//940
- f 1683//941 1682//942 1714//942 1713//941
- f 1682//942 1685//943 1715//943 1714//942
- f 1685//943 1684//944 1716//944 1715//943
- f 1684//944 1687//945 1717//945 1716//944
- f 1687//945 1686//946 1718//946 1717//945
- f 1686//946 1689//947 1719//947 1718//946
- f 1689//947 1688//948 1720//948 1719//947
- f 1688//948 1691//949 1721//949 1720//948
- f 1691//949 1690//950 1722//950 1721//949
- f 1690//950 1693//951 1723//951 1722//950
- f 1693//951 1692//952 1724//952 1723//951
- f 1692//952 1695//953 1725//953 1724//952
- f 1695//953 1694//954 1726//954 1725//953
- f 1694//954 1697//955 1727//955 1726//954
- f 1697//955 1696//956 1728//956 1727//955
- f 1696//956 1699//957 1729//957 1728//956
- f 1699//957 1698//958 1730//958 1729//957
- f 1698//958 1701//959 1731//959 1730//958
- f 1701//959 1700//960 1732//960 1731//959
- f 1700//960 1703//961 1733//961 1732//960
- f 1703//961 1702//962 1734//962 1733//961
- f 1702//962 1705//963 1735//963 1734//962
- f 1705//963 1704//964 1736//964 1735//963
- f 1704//964 1677//934 1707//934 1736//964
- s 1
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- f 1737//965 1706//965 1708//965 1709//965
- f 1737//965 1709//965 1710//965 1711//965
- f 1737//965 1711//965 1712//965 1713//965
- f 1737//965 1713//965 1714//965 1715//965
- f 1737//965 1715//965 1716//965 1717//965
- f 1737//965 1717//965 1718//965 1719//965
- f 1737//965 1719//965 1720//965 1721//965
- f 1737//965 1721//965 1722//965 1723//965
- f 1737//965 1723//965 1724//965 1725//965
- f 1737//965 1725//965 1726//965 1727//965
- f 1737//965 1727//965 1728//965 1729//965
- f 1737//965 1729//965 1730//965 1731//965
- f 1737//965 1731//965 1732//965 1733//965
- f 1737//965 1733//965 1734//965 1735//965
- f 1737//965 1735//965 1736//965
- # 61 polygons - 2 triangles
- #
- # object Cylinder13
- #
- v 6.2505 881.9448 7.4481
- v 235.0208 881.9448 -90.7250
- v 250.0999 881.9448 -42.6643
- v 255.1959 881.9448 7.4481
- v 177.7656 881.9448 -172.9858
- v 210.5758 881.9448 -134.7665
- v 92.7105 881.9448 -226.0010
- v 137.9336 881.9448 -203.8180
- v -6.3584 881.9448 -241.1778
- v 43.9477 881.9448 -238.6266
- v -103.3837 881.9448 -216.0562
- v -56.1484 881.9448 -233.5503
- v -182.6389 881.9448 -154.7080
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- v -231.2781 881.9448 -67.0769
- v -211.4141 881.9448 -113.3655
- v -241.4176 881.9448 32.6336
- v -241.4176 881.9448 -17.7372
- v -211.4140 881.9448 128.2619
- v -231.2780 881.9448 81.9733
- v -146.1304 881.9448 204.3081
- v -182.6387 881.9448 169.6044
- v -56.1481 881.9448 248.4464
- v -103.3835 881.9448 230.9524
- v 43.9479 881.9448 253.5226
- v -6.3582 881.9448 256.0739
- v 137.9338 881.9448 218.7140
- v 92.7107 881.9448 240.8970
- v 210.5759 881.9448 149.6624
- v 177.7658 881.9448 187.8817
- v 250.1000 881.9448 57.5601
- v 235.0209 881.9448 105.6209
- v 250.0999 907.3448 -42.6643
- v 255.1959 907.3448 7.4481
- v 235.0208 907.3448 -90.7250
- v 210.5758 907.3448 -134.7665
- v 177.7656 907.3448 -172.9858
- v 137.9336 907.3448 -203.8180
- v 92.7105 907.3448 -226.0010
- v 43.9477 907.3448 -238.6266
- v -6.3584 907.3448 -241.1778
- v -56.1484 907.3448 -233.5503
- v -103.3837 907.3448 -216.0562
- v -146.1305 907.3448 -189.4119
- v -182.6389 907.3448 -154.7080
- v -211.4141 907.3448 -113.3655
- v -231.2781 907.3448 -67.0769
- v -241.4176 907.3448 -17.7372
- v -241.4176 907.3448 32.6336
- v -231.2780 907.3448 81.9733
- v -211.4140 907.3448 128.2619
- v -182.6387 907.3448 169.6044
- v -146.1304 907.3448 204.3081
- v -103.3835 907.3448 230.9524
- v -56.1481 907.3448 248.4464
- v -6.3582 907.3448 256.0739
- v 43.9479 907.3448 253.5226
- v 92.7107 907.3448 240.8970
- v 137.9338 907.3448 218.7140
- v 177.7658 907.3448 187.8817
- v 210.5759 907.3448 149.6624
- v 235.0209 907.3448 105.6209
- v 250.1000 907.3448 57.5601
- v 6.2505 907.3448 7.4481
- # 64 vertices
- vn 0.0000 -1.0000 -0.0000
- vn 1.0000 0.0000 -0.0000
- vn 0.9795 0.0000 -0.2013
- vn 0.9190 0.0000 -0.3944
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- vn 0.6890 0.0000 -0.7248
- vn 0.5290 0.0000 -0.8486
- vn 0.3473 0.0000 -0.9378
- vn 0.1514 0.0000 -0.9885
- vn -0.0506 0.0000 -0.9987
- vn -0.2507 0.0000 -0.9681
- vn -0.4404 0.0000 -0.8978
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- vn -0.9949 0.0000 -0.1012
- vn -0.9949 0.0000 0.1012
- vn -0.9541 0.0000 0.2994
- vn -0.8743 0.0000 0.4853
- vn -0.7588 0.0000 0.6514
- vn -0.6121 0.0000 0.7908
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- vn -0.2507 0.0000 0.9681
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- vn 0.9795 0.0000 0.2013
- vn 0.0000 1.0000 -0.0000
- # 33 vertex normals
- g Cylinder13
- usemtl MyMtl_01
- s 1
- f 1738//966 1739//966 1740//966 1741//966
- f 1738//966 1742//966 1743//966 1739//966
- f 1738//966 1744//966 1745//966 1742//966
- f 1738//966 1746//966 1747//966 1744//966
- f 1738//966 1748//966 1749//966 1746//966
- f 1738//966 1750//966 1751//966 1748//966
- f 1738//966 1752//966 1753//966 1750//966
- f 1738//966 1754//966 1755//966 1752//966
- f 1738//966 1756//966 1757//966 1754//966
- f 1738//966 1758//966 1759//966 1756//966
- f 1738//966 1760//966 1761//966 1758//966
- f 1738//966 1762//966 1763//966 1760//966
- f 1738//966 1764//966 1765//966 1762//966
- f 1738//966 1766//966 1767//966 1764//966
- f 1738//966 1768//966 1769//966 1766//966
- f 1738//966 1741//966 1768//966
- s 8
- f 1741//967 1740//968 1770//968 1771//967
- f 1740//968 1739//969 1772//969 1770//968
- f 1739//969 1743//970 1773//970 1772//969
- f 1743//970 1742//971 1774//971 1773//970
- f 1742//971 1745//972 1775//972 1774//971
- f 1745//972 1744//973 1776//973 1775//972
- f 1744//973 1747//974 1777//974 1776//973
- f 1747//974 1746//975 1778//975 1777//974
- f 1746//975 1749//976 1779//976 1778//975
- f 1749//976 1748//977 1780//977 1779//976
- f 1748//977 1751//978 1781//978 1780//977
- f 1751//978 1750//979 1782//979 1781//978
- f 1750//979 1753//980 1783//980 1782//979
- f 1753//980 1752//981 1784//981 1783//980
- f 1752//981 1755//982 1785//982 1784//981
- f 1755//982 1754//983 1786//983 1785//982
- f 1754//983 1757//984 1787//984 1786//983
- f 1757//984 1756//985 1788//985 1787//984
- f 1756//985 1759//986 1789//986 1788//985
- f 1759//986 1758//987 1790//987 1789//986
- f 1758//987 1761//988 1791//988 1790//987
- f 1761//988 1760//989 1792//989 1791//988
- f 1760//989 1763//990 1793//990 1792//989
- f 1763//990 1762//991 1794//991 1793//990
- f 1762//991 1765//992 1795//992 1794//991
- f 1765//992 1764//993 1796//993 1795//992
- f 1764//993 1767//994 1797//994 1796//993
- f 1767//994 1766//995 1798//995 1797//994
- f 1766//995 1769//996 1799//996 1798//995
- f 1769//996 1768//997 1800//997 1799//996
- f 1768//997 1741//967 1771//967 1800//997
- s 1
- f 1801//998 1800//998 1771//998 1770//998
- f 1801//998 1770//998 1772//998 1773//998
- f 1801//998 1773//998 1774//998 1775//998
- f 1801//998 1775//998 1776//998 1777//998
- f 1801//998 1777//998 1778//998 1779//998
- f 1801//998 1779//998 1780//998 1781//998
- f 1801//998 1781//998 1782//998 1783//998
- f 1801//998 1783//998 1784//998 1785//998
- f 1801//998 1785//998 1786//998 1787//998
- f 1801//998 1787//998 1788//998 1789//998
- f 1801//998 1789//998 1790//998 1791//998
- f 1801//998 1791//998 1792//998 1793//998
- f 1801//998 1793//998 1794//998 1795//998
- f 1801//998 1795//998 1796//998 1797//998
- f 1801//998 1797//998 1798//998 1799//998
- f 1801//998 1799//998 1800//998
- # 61 polygons - 2 triangles
- #
- # object Box01
- #
- v 0.8990 916.5507 253.4135
- v 0.8990 916.5507 -238.7445
- v 13.3089 916.5507 -238.7445
- v 13.3089 916.5507 253.4135
- v 0.8990 3247.4219 253.4135
- v 13.3089 3247.4219 253.4135
- v 13.3089 3247.4219 -238.7445
- v 0.8990 3247.4219 -238.7445
- # 8 vertices
- vn 0.0000 -1.0000 -0.0000
- vn 0.0000 1.0000 -0.0000
- vn 0.0000 0.0000 1.0000
- vn 1.0000 0.0000 -0.0000
- vn 0.0000 0.0000 -1.0000
- vn -1.0000 0.0000 -0.0000
- # 6 vertex normals
- g Box01
- usemtl MyMtl_01
- s 2
- f 1802//999 1803//999 1804//999 1805//999
- s 4
- f 1806//1000 1807//1000 1808//1000 1809//1000
- s 8
- f 1802//1001 1805//1001 1807//1001 1806//1001
- s 16
- f 1805//1002 1804//1002 1808//1002 1807//1002
- s 32
- f 1804//1003 1803//1003 1809//1003 1808//1003
- s 64
- f 1803//1004 1802//1004 1806//1004 1809//1004
- # 6 polygons
- #
- # object Cylinder01
- #
- v 6.2505 2459.6731 7.4481
- v 235.0208 2459.6731 -90.7250
- v 250.0999 2459.6731 -42.6642
- v 255.1959 2459.6731 7.4481
- v 177.7656 2459.6731 -172.9857
- v 210.5758 2459.6731 -134.7665
- v 92.7105 2459.6731 -226.0009
- v 137.9336 2459.6731 -203.8179
- v -6.3584 2459.6731 -241.1777
- v 43.9477 2459.6731 -238.6265
- v -103.3837 2459.6731 -216.0562
- v -56.1484 2459.6731 -233.5502
- v -182.6389 2459.6731 -154.7080
- v -146.1305 2459.6731 -189.4118
- v -231.2781 2459.6731 -67.0768
- v -211.4141 2459.6731 -113.3655
- v -241.4176 2459.6731 32.6337
- v -241.4176 2459.6731 -17.7371
- v -211.4140 2459.6731 128.2620
- v -231.2780 2459.6731 81.9733
- v -146.1304 2459.6731 204.3082
- v -182.6387 2459.6731 169.6044
- v -56.1481 2459.6731 248.4465
- v -103.3835 2459.6731 230.9525
- v 43.9479 2459.6731 253.5227
- v -6.3582 2459.6731 256.0740
- v 137.9338 2459.6731 218.7141
- v 92.7107 2459.6731 240.8971
- v 210.5759 2459.6731 149.6625
- v 177.7658 2459.6731 187.8818
- v 250.1000 2459.6731 57.5602
- v 235.0209 2459.6731 105.6210
- v 250.0999 2485.0730 -42.6642
- v 255.1959 2485.0730 7.4481
- v 235.0208 2485.0730 -90.7250
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- v -103.3837 2485.0730 -216.0562
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- v -231.2781 2485.0730 -67.0768
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- v -241.4176 2485.0730 32.6337
- v -231.2780 2485.0730 81.9733
- v -211.4140 2485.0730 128.2620
- v -182.6387 2485.0730 169.6044
- v -146.1304 2485.0730 204.3082
- v -103.3835 2485.0730 230.9525
- v -56.1481 2485.0730 248.4465
- v -6.3582 2485.0730 256.0740
- v 43.9479 2485.0730 253.5227
- v 92.7107 2485.0730 240.8971
- v 137.9338 2485.0730 218.7141
- v 177.7658 2485.0730 187.8818
- v 210.5759 2485.0730 149.6625
- v 235.0209 2485.0730 105.6210
- v 250.1000 2485.0730 57.5602
- v 6.2505 2485.0730 7.4481
- # 64 vertices
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- vn 0.6890 0.0000 -0.7248
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- vn -0.8743 0.0000 0.4853
- vn -0.7588 0.0000 0.6514
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- vn 0.9795 0.0000 0.2013
- vn 0.0000 1.0000 -0.0000
- # 33 vertex normals
- g Cylinder01
- usemtl MyMtl_01
- s 1
- f 1810//1005 1811//1005 1812//1005 1813//1005
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- f 1810//1005 1816//1005 1817//1005 1814//1005
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- f 1810//1005 1820//1005 1821//1005 1818//1005
- f 1810//1005 1822//1005 1823//1005 1820//1005
- f 1810//1005 1824//1005 1825//1005 1822//1005
- f 1810//1005 1826//1005 1827//1005 1824//1005
- f 1810//1005 1828//1005 1829//1005 1826//1005
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- f 1810//1005 1832//1005 1833//1005 1830//1005
- f 1810//1005 1834//1005 1835//1005 1832//1005
- f 1810//1005 1836//1005 1837//1005 1834//1005
- f 1810//1005 1838//1005 1839//1005 1836//1005
- f 1810//1005 1840//1005 1841//1005 1838//1005
- f 1810//1005 1813//1005 1840//1005
- s 8
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- f 1811//1008 1815//1009 1845//1009 1844//1008
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- f 1814//1010 1817//1011 1847//1011 1846//1010
- f 1817//1011 1816//1012 1848//1012 1847//1011
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- f 1819//1013 1818//1014 1850//1014 1849//1013
- f 1818//1014 1821//1015 1851//1015 1850//1014
- f 1821//1015 1820//1016 1852//1016 1851//1015
- f 1820//1016 1823//1017 1853//1017 1852//1016
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- f 1822//1018 1825//1019 1855//1019 1854//1018
- f 1825//1019 1824//1020 1856//1020 1855//1019
- f 1824//1020 1827//1021 1857//1021 1856//1020
- f 1827//1021 1826//1022 1858//1022 1857//1021
- f 1826//1022 1829//1023 1859//1023 1858//1022
- f 1829//1023 1828//1024 1860//1024 1859//1023
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- f 1831//1025 1830//1026 1862//1026 1861//1025
- f 1830//1026 1833//1027 1863//1027 1862//1026
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- s 1
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- f 1873//1037 1842//1037 1844//1037 1845//1037
- f 1873//1037 1845//1037 1846//1037 1847//1037
- f 1873//1037 1847//1037 1848//1037 1849//1037
- f 1873//1037 1849//1037 1850//1037 1851//1037
- f 1873//1037 1851//1037 1852//1037 1853//1037
- f 1873//1037 1853//1037 1854//1037 1855//1037
- f 1873//1037 1855//1037 1856//1037 1857//1037
- f 1873//1037 1857//1037 1858//1037 1859//1037
- f 1873//1037 1859//1037 1860//1037 1861//1037
- f 1873//1037 1861//1037 1862//1037 1863//1037
- f 1873//1037 1863//1037 1864//1037 1865//1037
- f 1873//1037 1865//1037 1866//1037 1867//1037
- f 1873//1037 1867//1037 1868//1037 1869//1037
- f 1873//1037 1869//1037 1870//1037 1871//1037
- f 1873//1037 1871//1037 1872//1037
- # 61 polygons - 2 triangles
- #
- # object Box05
- #
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- v 13.3089 127.5939 253.4134
- v 0.8990 2458.4653 253.4134
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- v 0.8990 2458.4653 -238.7446
- # 8 vertices
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- vn 0.0000 0.0000 1.0000
- vn 1.0000 0.0000 -0.0000
- vn 0.0000 0.0000 -1.0000
- vn -1.0000 0.0000 -0.0000
- # 6 vertex normals
- g Box05
- usemtl MyMtl_01
- s 2
- f 1874//1038 1875//1038 1876//1038 1877//1038
- s 4
- f 1878//1039 1879//1039 1880//1039 1881//1039
- s 8
- f 1874//1040 1877//1040 1879//1040 1878//1040
- s 16
- f 1877//1041 1876//1041 1880//1041 1879//1041
- s 32
- f 1876//1042 1875//1042 1881//1042 1880//1042
- s 64
- f 1875//1043 1874//1043 1878//1043 1881//1043
- # 6 polygons
- #
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- #
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- v 174.5860 3233.2295 18.9896
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- v 510.1582 3872.8503 18.9896
- # 8 vertices
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- vn 0.0000 0.0000 -1.0000
- vn 0.0000 -0.0000 1.0000
- # 6 vertex normals
- g Line01
- usemtl MyMtl_01
- s 1
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- s 4
- f 1883//1045 1886//1045 1887//1045 1884//1045
- s 2
- f 1886//1046 1888//1046 1889//1046 1887//1046
- s 4
- f 1888//1047 1882//1047 1885//1047 1889//1047
- s 16
- f 1886//1048 1883//1048 1882//1048 1888//1048
- f 1887//1049 1889//1049 1885//1049 1884//1049
- # 6 polygons
- #
- # object Line03
- #
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- v 20.2848 3233.2292 -161.2247
- v -5.1152 3233.2292 -161.2510
- v -5.0842 3878.4495 -191.2010
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- v -5.0687 3233.2292 -206.1761
- v 20.6447 3878.2395 -509.2620
- v -4.7553 3878.2395 -509.2883
- # 8 vertices
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- vn 0.0000 1.0000 -0.0007
- vn 1.0000 0.0000 0.0010
- vn -1.0000 -0.0000 -0.0010
- # 6 vertex normals
- g Line03
- usemtl MyMtl_01
- s 1
- f 1893//1050 1892//1050 1891//1050 1890//1050
- s 4
- f 1892//1051 1895//1051 1894//1051 1891//1051
- s 2
- f 1895//1052 1897//1052 1896//1052 1894//1052
- s 4
- f 1897//1053 1893//1053 1890//1053 1896//1053
- s 16
- f 1896//1054 1890//1054 1891//1054 1894//1054
- f 1892//1055 1893//1055 1897//1055 1895//1055
- # 6 polygons
- #
- # object Line02
- #
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- v -192.0707 3878.4495 18.9896
- v -207.0458 3233.2292 -6.4104
- v -207.0458 3233.2292 18.9896
- v -510.1582 3878.2395 -6.4104
- v -510.1582 3878.2395 18.9896
- # 8 vertices
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- vn 0.0000 0.0000 -1.0000
- vn 0.0000 -0.0000 1.0000
- # 6 vertex normals
- g Line02
- usemtl MyMtl_01
- s 1
- f 1901//1056 1900//1056 1899//1056 1898//1056
- s 4
- f 1900//1057 1903//1057 1902//1057 1899//1057
- s 2
- f 1903//1058 1905//1058 1904//1058 1902//1058
- s 4
- f 1905//1059 1901//1059 1898//1059 1904//1059
- s 16
- f 1904//1060 1898//1060 1899//1060 1902//1060
- f 1900//1061 1901//1061 1905//1061 1903//1061
- # 6 polygons
- #
- # object Line04
- #
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- v -5.5069 3873.0603 203.6404
- v 19.8779 3233.2295 218.6415
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- # 8 vertices
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- vn -0.0000 1.0000 0.0007
- vn 1.0000 0.0000 0.0010
- vn -1.0000 -0.0000 -0.0010
- # 6 vertex normals
- g Line04
- usemtl MyMtl_01
- s 1
- f 1906//1062 1907//1062 1908//1062 1909//1062
- s 4
- f 1907//1063 1910//1063 1911//1063 1908//1063
- s 2
- f 1910//1064 1912//1064 1913//1064 1911//1064
- s 4
- f 1912//1065 1906//1065 1909//1065 1913//1065
- s 16
- f 1910//1066 1907//1066 1906//1066 1912//1066
- f 1911//1067 1913//1067 1909//1067 1908//1067
- # 6 polygons
- #
- # object Cylinder09
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- v -193.7686 3466.9646 265.8519
- v -137.6579 3466.9646 300.8260
- v -75.6556 3466.9646 323.7891
- v -10.3000 3466.9646 333.8011
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- # 64 vertices
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- # 33 vertex normals
- g Cylinder09
- usemtl MyMtl_01
- s 1
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- f 1914//1068 1918//1068 1919//1068 1915//1068
- f 1914//1068 1920//1068 1921//1068 1918//1068
- f 1914//1068 1922//1068 1923//1068 1920//1068
- f 1914//1068 1924//1068 1925//1068 1922//1068
- f 1914//1068 1926//1068 1927//1068 1924//1068
- f 1914//1068 1928//1068 1929//1068 1926//1068
- f 1914//1068 1930//1068 1931//1068 1928//1068
- f 1914//1068 1932//1068 1933//1068 1930//1068
- f 1914//1068 1934//1068 1935//1068 1932//1068
- f 1914//1068 1936//1068 1937//1068 1934//1068
- f 1914//1068 1938//1068 1939//1068 1936//1068
- f 1914//1068 1940//1068 1941//1068 1938//1068
- f 1914//1068 1942//1068 1943//1068 1940//1068
- f 1914//1068 1944//1068 1945//1068 1942//1068
- f 1914//1068 1917//1068 1944//1068
- s 8
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- f 1916//1070 1915//1071 1948//1071 1946//1070
- f 1915//1071 1919//1072 1949//1072 1948//1071
- f 1919//1072 1918//1073 1950//1073 1949//1072
- f 1918//1073 1921//1074 1951//1074 1950//1073
- f 1921//1074 1920//1075 1952//1075 1951//1074
- f 1920//1075 1923//1076 1953//1076 1952//1075
- f 1923//1076 1922//1077 1954//1077 1953//1076
- f 1922//1077 1925//1078 1955//1078 1954//1077
- f 1925//1078 1924//1079 1956//1079 1955//1078
- f 1924//1079 1927//1080 1957//1080 1956//1079
- f 1927//1080 1926//1081 1958//1081 1957//1080
- f 1926//1081 1929//1082 1959//1082 1958//1081
- f 1929//1082 1928//1083 1960//1083 1959//1082
- f 1928//1083 1931//1084 1961//1084 1960//1083
- f 1931//1084 1930//1085 1962//1085 1961//1084
- f 1930//1085 1933//1086 1963//1086 1962//1085
- f 1933//1086 1932//1087 1964//1087 1963//1086
- f 1932//1087 1935//1088 1965//1088 1964//1087
- f 1935//1088 1934//1089 1966//1089 1965//1088
- f 1934//1089 1937//1090 1967//1090 1966//1089
- f 1937//1090 1936//1091 1968//1091 1967//1090
- f 1936//1091 1939//1092 1969//1092 1968//1091
- f 1939//1092 1938//1093 1970//1093 1969//1092
- f 1938//1093 1941//1094 1971//1094 1970//1093
- f 1941//1094 1940//1095 1972//1095 1971//1094
- f 1940//1095 1943//1096 1973//1096 1972//1095
- f 1943//1096 1942//1097 1974//1097 1973//1096
- f 1942//1097 1945//1098 1975//1098 1974//1097
- f 1945//1098 1944//1099 1976//1099 1975//1098
- f 1944//1099 1917//1069 1947//1069 1976//1099
- s 1
- f 1977//1100 1976//1100 1947//1100 1946//1100
- f 1977//1100 1946//1100 1948//1100 1949//1100
- f 1977//1100 1949//1100 1950//1100 1951//1100
- f 1977//1100 1951//1100 1952//1100 1953//1100
- f 1977//1100 1953//1100 1954//1100 1955//1100
- f 1977//1100 1955//1100 1956//1100 1957//1100
- f 1977//1100 1957//1100 1958//1100 1959//1100
- f 1977//1100 1959//1100 1960//1100 1961//1100
- f 1977//1100 1961//1100 1962//1100 1963//1100
- f 1977//1100 1963//1100 1964//1100 1965//1100
- f 1977//1100 1965//1100 1966//1100 1967//1100
- f 1977//1100 1967//1100 1968//1100 1969//1100
- f 1977//1100 1969//1100 1970//1100 1971//1100
- f 1977//1100 1971//1100 1972//1100 1973//1100
- f 1977//1100 1973//1100 1974//1100 1975//1100
- f 1977//1100 1975//1100 1976//1100
- # 61 polygons - 2 triangles
- #
- # object Cylinder10
- #
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- v -348.4102 3637.1721 204.3013
- v -301.5240 3637.1721 271.6644
- v -242.0376 3637.1721 328.2104
- v -172.3862 3637.1721 371.6244
- v -95.4213 3637.1721 400.1290
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- # 64 vertices
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- # 33 vertex normals
- g Cylinder10
- usemtl MyMtl_01
- s 1
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- f 1978//1101 1982//1101 1983//1101 1979//1101
- f 1978//1101 1984//1101 1985//1101 1982//1101
- f 1978//1101 1986//1101 1987//1101 1984//1101
- f 1978//1101 1988//1101 1989//1101 1986//1101
- f 1978//1101 1990//1101 1991//1101 1988//1101
- f 1978//1101 1992//1101 1993//1101 1990//1101
- f 1978//1101 1994//1101 1995//1101 1992//1101
- f 1978//1101 1996//1101 1997//1101 1994//1101
- f 1978//1101 1998//1101 1999//1101 1996//1101
- f 1978//1101 2000//1101 2001//1101 1998//1101
- f 1978//1101 2002//1101 2003//1101 2000//1101
- f 1978//1101 2004//1101 2005//1101 2002//1101
- f 1978//1101 2006//1101 2007//1101 2004//1101
- f 1978//1101 2008//1101 2009//1101 2006//1101
- f 1978//1101 1981//1101 2008//1101
- s 8
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- f 1980//1103 1979//1104 2012//1104 2010//1103
- f 1979//1104 1983//1105 2013//1105 2012//1104
- f 1983//1105 1982//1106 2014//1106 2013//1105
- f 1982//1106 1985//1107 2015//1107 2014//1106
- f 1985//1107 1984//1108 2016//1108 2015//1107
- f 1984//1108 1987//1109 2017//1109 2016//1108
- f 1987//1109 1986//1110 2018//1110 2017//1109
- f 1986//1110 1989//1111 2019//1111 2018//1110
- f 1989//1111 1988//1112 2020//1112 2019//1111
- f 1988//1112 1991//1113 2021//1113 2020//1112
- f 1991//1113 1990//1114 2022//1114 2021//1113
- f 1990//1114 1993//1115 2023//1115 2022//1114
- f 1993//1115 1992//1116 2024//1116 2023//1115
- f 1992//1116 1995//1117 2025//1117 2024//1116
- f 1995//1117 1994//1118 2026//1118 2025//1117
- f 1994//1118 1997//1119 2027//1119 2026//1118
- f 1997//1119 1996//1120 2028//1120 2027//1119
- f 1996//1120 1999//1121 2029//1121 2028//1120
- f 1999//1121 1998//1122 2030//1122 2029//1121
- f 1998//1122 2001//1123 2031//1123 2030//1122
- f 2001//1123 2000//1124 2032//1124 2031//1123
- f 2000//1124 2003//1125 2033//1125 2032//1124
- f 2003//1125 2002//1126 2034//1126 2033//1125
- f 2002//1126 2005//1127 2035//1127 2034//1126
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- # 61 polygons - 2 triangles
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- # 64 vertices
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- usemtl MyMtl_01
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- g Tube01
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- f 2136//1186 2137//1186 2141//1189 2140//1189
- s 4
- f 2137//1187 2135//1177 2139//1187 2141//1187
- s 2
- f 2139//1188 2138//1188 2142//1190 2143//1190
- s 4
- f 2138//1169 2140//1169 2144//1169 2142//1169
- s 2
- f 2140//1189 2141//1189 2145//1191 2144//1191
- s 4
- f 2141//1187 2139//1187 2143//1172 2145//1172
- s 2
- f 2143//1190 2142//1190 2146//1192 2147//1192
- s 4
- f 2142//1169 2144//1169 2148//1169 2146//1169
- s 2
- f 2144//1191 2145//1191 2149//1193 2148//1193
- s 4
- f 2145//1172 2143//1172 2147//1172 2149//1172
- s 2
- f 2147//1192 2146//1192 2150//1194 2151//1194
- s 4
- f 2146//1169 2148//1169 2152//1169 2150//1169
- s 2
- f 2148//1193 2149//1193 2153//1195 2152//1195
- s 4
- f 2149//1172 2147//1172 2151//1187 2153//1187
- s 2
- f 2151//1194 2150//1194 2154//1196 2155//1196
- s 4
- f 2150//1169 2152//1169 2156//1169 2154//1169
- s 2
- f 2152//1195 2153//1195 2157//1197 2156//1197
- s 4
- f 2153//1187 2151//1187 2155//1187 2157//1187
- s 2
- f 2155//1196 2154//1196 2158//1198 2159//1198
- s 4
- f 2154//1169 2156//1169 2160//1169 2158//1169
- s 2
- f 2156//1197 2157//1197 2161//1199 2160//1199
- s 4
- f 2157//1187 2155//1187 2159//1172 2161//1172
- s 2
- f 2159//1198 2158//1198 2162//1200 2163//1200
- s 4
- f 2158//1169 2160//1169 2164//1169 2162//1169
- s 2
- f 2160//1199 2161//1199 2165//1201 2164//1201
- s 4
- f 2161//1172 2159//1172 2163//1172 2165//1172
- s 2
- f 2163//1200 2162//1200 2166//1202 2167//1202
- s 4
- f 2162//1169 2164//1169 2168//1169 2166//1169
- s 2
- f 2164//1201 2165//1201 2169//1203 2168//1203
- s 4
- f 2165//1172 2163//1172 2167//1172 2169//1172
- s 2
- f 2167//1202 2166//1202 2170//1204 2171//1204
- s 4
- f 2166//1169 2168//1169 2172//1169 2170//1169
- s 2
- f 2168//1203 2169//1203 2173//1205 2172//1205
- s 4
- f 2169//1172 2167//1172 2171//1172 2173//1172
- s 2
- f 2171//1204 2170//1204 2174//1206 2175//1206
- s 4
- f 2170//1169 2172//1169 2176//1169 2174//1169
- s 2
- f 2172//1205 2173//1205 2177//1207 2176//1207
- s 4
- f 2173//1172 2171//1172 2175//1172 2177//1172
- s 2
- f 2175//1206 2174//1206 2178//1208 2179//1208
- s 4
- f 2174//1169 2176//1169 2180//1169 2178//1169
- s 2
- f 2176//1207 2177//1207 2181//1209 2180//1209
- s 4
- f 2177//1172 2175//1172 2179//1172 2181//1172
- s 2
- f 2179//1208 2178//1208 2182//1210 2183//1210
- s 4
- f 2178//1169 2180//1169 2184//1169 2182//1169
- s 2
- f 2180//1209 2181//1209 2185//1211 2184//1211
- s 4
- f 2181//1172 2179//1172 2183//1177 2185//1177
- s 2
- f 2183//1210 2182//1210 2186//1212 2187//1212
- s 4
- f 2182//1169 2184//1169 2188//1169 2186//1169
- s 2
- f 2184//1211 2185//1211 2189//1213 2188//1213
- s 4
- f 2185//1177 2183//1177 2187//1177 2189//1177
- s 2
- f 2187//1212 2186//1212 2190//1214 2191//1214
- s 4
- f 2186//1169 2188//1169 2192//1169 2190//1169
- s 2
- f 2188//1213 2189//1213 2193//1215 2192//1215
- s 4
- f 2189//1177 2187//1177 2191//1182 2193//1182
- s 2
- f 2191//1214 2190//1214 2194//1216 2195//1216
- s 4
- f 2190//1169 2192//1169 2196//1169 2194//1169
- s 2
- f 2192//1215 2193//1215 2197//1217 2196//1217
- s 4
- f 2193//1182 2191//1182 2195//1182 2197//1182
- s 2
- f 2195//1216 2194//1216 2198//1218 2199//1218
- s 4
- f 2194//1169 2196//1169 2200//1169 2198//1169
- s 2
- f 2196//1217 2197//1217 2201//1219 2200//1219
- s 4
- f 2197//1182 2195//1182 2199//1177 2201//1177
- s 2
- f 2199//1218 2198//1218 2202//1220 2203//1220
- s 4
- f 2198//1169 2200//1169 2204//1169 2202//1169
- s 2
- f 2200//1219 2201//1219 2205//1221 2204//1221
- s 4
- f 2201//1177 2199//1177 2203//1187 2205//1187
- s 2
- f 2203//1220 2202//1220 2206//1222 2207//1222
- s 4
- f 2202//1169 2204//1169 2208//1169 2206//1169
- s 2
- f 2204//1221 2205//1221 2209//1223 2208//1223
- s 4
- f 2205//1187 2203//1187 2207//1182 2209//1182
- s 2
- f 2207//1222 2206//1222 2210//1224 2211//1224
- s 4
- f 2206//1169 2208//1169 2212//1169 2210//1169
- s 2
- f 2208//1223 2209//1223 2213//1225 2212//1225
- s 4
- f 2209//1182 2207//1182 2211//1182 2213//1172
- s 2
- f 2211//1224 2210//1224 2214//1226 2215//1226
- s 4
- f 2210//1169 2212//1169 2216//1169 2214//1169
- s 2
- f 2212//1225 2213//1225 2217//1227 2216//1227
- s 4
- f 2213//1172 2211//1182 2215//1187 2217//1187
- s 2
- f 2215//1226 2214//1226 2218//1228 2219//1228
- s 4
- f 2214//1169 2216//1169 2220//1169 2218//1169
- s 2
- f 2216//1227 2217//1227 2221//1229 2220//1229
- s 4
- f 2217//1187 2215//1187 2219//1187 2221//1187
- s 2
- f 2219//1228 2218//1228 2222//1230 2223//1230
- s 4
- f 2218//1169 2220//1169 2224//1169 2222//1169
- s 2
- f 2220//1229 2221//1229 2225//1231 2224//1231
- s 4
- f 2221//1187 2219//1187 2223//1172 2225//1172
- s 2
- f 2223//1230 2222//1230 2226//1232 2227//1232
- s 4
- f 2222//1169 2224//1169 2228//1169 2226//1169
- s 2
- f 2224//1231 2225//1231 2229//1233 2228//1233
- s 4
- f 2225//1172 2223//1172 2227//1172 2229//1172
- s 2
- f 2227//1232 2226//1232 2107//1167 2106//1167
- s 4
- f 2226//1169 2228//1169 2110//1169 2107//1169
- s 2
- f 2228//1233 2229//1233 2112//1170 2110//1170
- s 4
- f 2229//1172 2227//1172 2106//1172 2112//1172
- # 124 polygons
- #
- # object Cylinder08
- #
- v 6.2505 3380.3928 7.4482
- v 282.1662 3380.3928 -110.9565
- v 300.3528 3380.3928 -52.9913
- v 306.4990 3380.3928 7.4482
- v 213.1117 3380.3928 -210.1697
- v 252.6835 3380.3928 -164.0742
- v 110.5283 3380.3928 -274.1104
- v 165.0711 3380.3928 -247.3559
- v -8.9569 3380.3928 -292.4149
- v 51.7164 3380.3928 -289.3379
- v -125.9773 3380.3928 -262.1162
- v -69.0076 3380.3928 -283.2155
- v -221.5656 3380.3928 -188.1253
- v -177.5335 3380.3928 -229.9809
- v -280.2284 3380.3928 -82.4350
- v -256.2708 3380.3928 -138.2628
- v -292.4575 3380.3928 37.8240
- v -292.4575 3380.3928 -22.9272
- v -256.2706 3380.3928 153.1596
- v -280.2283 3380.3928 97.3317
- v -177.5333 3380.3928 244.8775
- v -221.5653 3380.3928 203.0220
- v -69.0074 3380.3928 298.1119
- v -125.9770 3380.3928 277.0127
- v 51.7167 3380.3928 304.2343
- v -8.9566 3380.3928 307.3113
- v 165.0714 3380.3928 262.2522
- v 110.5286 3380.3928 289.0068
- v 252.6836 3380.3928 178.9704
- v 213.1120 3380.3928 225.0659
- v 300.3529 3380.3928 67.8875
- v 282.1663 3380.3928 125.8527
- v 300.3528 3405.7927 -52.9913
- v 306.4990 3405.7927 7.4482
- v 282.1662 3405.7927 -110.9565
- v 252.6835 3405.7927 -164.0742
- v 213.1117 3405.7927 -210.1697
- v 165.0711 3405.7927 -247.3559
- v 110.5283 3405.7927 -274.1104
- v 51.7164 3405.7927 -289.3379
- v -8.9569 3405.7927 -292.4149
- v -69.0076 3405.7927 -283.2155
- v -125.9773 3405.7927 -262.1162
- v -177.5335 3405.7927 -229.9809
- v -221.5656 3405.7927 -188.1253
- v -256.2708 3405.7927 -138.2628
- v -280.2284 3405.7927 -82.4350
- v -292.4575 3405.7927 -22.9272
- v -292.4575 3405.7927 37.8240
- v -280.2283 3405.7927 97.3317
- v -256.2706 3405.7927 153.1596
- v -221.5653 3405.7927 203.0220
- v -177.5333 3405.7927 244.8775
- v -125.9770 3405.7927 277.0127
- v -69.0074 3405.7927 298.1119
- v -8.9566 3405.7927 307.3113
- v 51.7167 3405.7927 304.2343
- v 110.5286 3405.7927 289.0068
- v 165.0714 3405.7927 262.2522
- v 213.1120 3405.7927 225.0659
- v 252.6836 3405.7927 178.9704
- v 282.1663 3405.7927 125.8527
- v 300.3529 3405.7927 67.8875
- v 6.2505 3405.7927 7.4482
- # 64 vertices
- vn 0.0000 -1.0000 -0.0000
- vn 1.0000 0.0000 -0.0000
- vn 0.9795 0.0000 -0.2013
- vn 0.9190 0.0000 -0.3944
- vn 0.8208 0.0000 -0.5713
- vn 0.6890 0.0000 -0.7248
- vn 0.5290 0.0000 -0.8486
- vn 0.3473 0.0000 -0.9378
- vn 0.1514 0.0000 -0.9885
- vn -0.0506 0.0000 -0.9987
- vn -0.2507 0.0000 -0.9681
- vn -0.4404 0.0000 -0.8978
- vn -0.6121 0.0000 -0.7908
- vn -0.7588 0.0000 -0.6514
- vn -0.8743 0.0000 -0.4853
- vn -0.9541 0.0000 -0.2994
- vn -0.9949 0.0000 -0.1012
- vn -0.9949 0.0000 0.1012
- vn -0.9541 0.0000 0.2994
- vn -0.8743 0.0000 0.4853
- vn -0.7588 0.0000 0.6514
- vn -0.6121 0.0000 0.7908
- vn -0.4404 0.0000 0.8978
- vn -0.2507 0.0000 0.9681
- vn -0.0506 0.0000 0.9987
- vn 0.1514 0.0000 0.9885
- vn 0.3473 0.0000 0.9378
- vn 0.5290 0.0000 0.8486
- vn 0.6890 0.0000 0.7248
- vn 0.8208 0.0000 0.5713
- vn 0.9190 0.0000 0.3944
- vn 0.9795 0.0000 0.2013
- vn 0.0000 1.0000 -0.0000
- # 33 vertex normals
- g Cylinder08
- usemtl MyMtl_01
- s 1
- f 2230//1234 2231//1234 2232//1234 2233//1234
- f 2230//1234 2234//1234 2235//1234 2231//1234
- f 2230//1234 2236//1234 2237//1234 2234//1234
- f 2230//1234 2238//1234 2239//1234 2236//1234
- f 2230//1234 2240//1234 2241//1234 2238//1234
- f 2230//1234 2242//1234 2243//1234 2240//1234
- f 2230//1234 2244//1234 2245//1234 2242//1234
- f 2230//1234 2246//1234 2247//1234 2244//1234
- f 2230//1234 2248//1234 2249//1234 2246//1234
- f 2230//1234 2250//1234 2251//1234 2248//1234
- f 2230//1234 2252//1234 2253//1234 2250//1234
- f 2230//1234 2254//1234 2255//1234 2252//1234
- f 2230//1234 2256//1234 2257//1234 2254//1234
- f 2230//1234 2258//1234 2259//1234 2256//1234
- f 2230//1234 2260//1234 2261//1234 2258//1234
- f 2230//1234 2233//1234 2260//1234
- s 8
- f 2233//1235 2232//1236 2262//1236 2263//1235
- f 2232//1236 2231//1237 2264//1237 2262//1236
- f 2231//1237 2235//1238 2265//1238 2264//1237
- f 2235//1238 2234//1239 2266//1239 2265//1238
- f 2234//1239 2237//1240 2267//1240 2266//1239
- f 2237//1240 2236//1241 2268//1241 2267//1240
- f 2236//1241 2239//1242 2269//1242 2268//1241
- f 2239//1242 2238//1243 2270//1243 2269//1242
- f 2238//1243 2241//1244 2271//1244 2270//1243
- f 2241//1244 2240//1245 2272//1245 2271//1244
- f 2240//1245 2243//1246 2273//1246 2272//1245
- f 2243//1246 2242//1247 2274//1247 2273//1246
- f 2242//1247 2245//1248 2275//1248 2274//1247
- f 2245//1248 2244//1249 2276//1249 2275//1248
- f 2244//1249 2247//1250 2277//1250 2276//1249
- f 2247//1250 2246//1251 2278//1251 2277//1250
- f 2246//1251 2249//1252 2279//1252 2278//1251
- f 2249//1252 2248//1253 2280//1253 2279//1252
- f 2248//1253 2251//1254 2281//1254 2280//1253
- f 2251//1254 2250//1255 2282//1255 2281//1254
- f 2250//1255 2253//1256 2283//1256 2282//1255
- f 2253//1256 2252//1257 2284//1257 2283//1256
- f 2252//1257 2255//1258 2285//1258 2284//1257
- f 2255//1258 2254//1259 2286//1259 2285//1258
- f 2254//1259 2257//1260 2287//1260 2286//1259
- f 2257//1260 2256//1261 2288//1261 2287//1260
- f 2256//1261 2259//1262 2289//1262 2288//1261
- f 2259//1262 2258//1263 2290//1263 2289//1262
- f 2258//1263 2261//1264 2291//1264 2290//1263
- f 2261//1264 2260//1265 2292//1265 2291//1264
- f 2260//1265 2233//1235 2263//1235 2292//1265
- s 1
- f 2293//1266 2292//1266 2263//1266 2262//1266
- f 2293//1266 2262//1266 2264//1266 2265//1266
- f 2293//1266 2265//1266 2266//1266 2267//1266
- f 2293//1266 2267//1266 2268//1266 2269//1266
- f 2293//1266 2269//1266 2270//1266 2271//1266
- f 2293//1266 2271//1266 2272//1266 2273//1266
- f 2293//1266 2273//1266 2274//1266 2275//1266
- f 2293//1266 2275//1266 2276//1266 2277//1266
- f 2293//1266 2277//1266 2278//1266 2279//1266
- f 2293//1266 2279//1266 2280//1266 2281//1266
- f 2293//1266 2281//1266 2282//1266 2283//1266
- f 2293//1266 2283//1266 2284//1266 2285//1266
- f 2293//1266 2285//1266 2286//1266 2287//1266
- f 2293//1266 2287//1266 2288//1266 2289//1266
- f 2293//1266 2289//1266 2290//1266 2291//1266
- f 2293//1266 2291//1266 2292//1266
- # 61 polygons - 2 triangles
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