#MAXMODEL ASCII # model: pmu2_forer018 filedependancy pmd2_forer018.max newmodel pmu2_forer018 setsupermodel pmu2_forer018 NULL classification character setanimationscale 1 #MAXGEOM ASCII beginmodelgeom pmu2_forer018 node dummy pmu2_forer018 parent NULL #part-number 0 endnode node trimesh pmu2_forer018g parent pmu2_forer018 #part-number 1 ambient 0.200000003 0.200000003 0.200000003 diffuse 0.800000012 0.800000012 0.800000012 specular 0 0 0 shininess 1 bitmap NULL verts 40 0.2079151 0.0122337 -0.0162203 0.0308504 0.0061961 0.0653697 0.0262366 -0.1679556 0.0400950 0.0461540 -0.1951413 -0.0222109 -0.0931760 -0.0108240 -0.0394128 -0.0509276 -0.1047401 -0.1826010 0.2157861 -0.0020991 -0.1528081 0.2613648 0.1675306 -0.0784926 0.0832813 0.1780172 -0.2459088 0.2379541 0.2650283 -0.5453010 0.0926374 0.0189708 -0.5393682 -0.0446078 0.1533443 -0.4983642 0.2974201 0.0090526 -0.5751864 0.2260609 -0.1675923 -0.5562144 -0.0501310 -0.1121337 -0.4957668 0.0479140 0.1622436 -0.0137396 0.0973340 -0.1173114 -0.2220642 0.2673403 -0.2174453 -0.0856406 0.2610418 -0.0178954 -0.3293478 0.2134877 0.1382989 -0.3265128 0.3148281 0.1364553 -0.1905372 0.0873802 -0.1934515 -0.3419712 0.1786853 -0.1447650 -0.4765806 -0.0624085 0.1153967 -0.1815192 0.1532757 0.2340271 -0.4450572 0.0671755 0.2450465 -0.3337362 0.1773338 0.0903694 -0.2659842 0.3798276 -0.0768825 -0.1515492 0.2126479 -0.0348395 -0.2672442 -0.0340481 -0.0896947 -0.3455874 0.0632839 0.1287510 -0.3213702 0.0805103 0.1572600 -0.3167946 0.2519179 0.0139330 -0.4451346 0.0272398 -0.0933963 -0.3238416 0.0728137 -0.1854547 -0.2329884 -0.0382420 0.1374861 -0.3417138 0.0052236 0.0346489 -0.3253842 0.3409316 -0.0804637 -0.0667309 0.3724377 -0.1065451 0.0988958 -0.0284005 0.0175955 -0.2841750 tverts 81 0.952252984 0.966463983 0 0.856617987 1.00367999 0 0.851457 0.987645984 0 0.873739004 0.948118985 0 0.765073001 0.958517015 0 0.788532972 0.846365988 0 0.428247988 0.970344007 0 0.438437015 0.981153011 0 0.42346999 0.984508991 0 0.429706007 0.991252005 0 0.420298994 0.981106997 0 0.414344996 0.987812996 0 0.431878 0.979440987 0 0.426995993 0.971961975 0 0.412766993 0.97596699 0 0.875707984 0.953492999 0 0.424650997 0.961283982 0 0.438939005 0.955496013 0 0.193728 0.736461997 0 0.114460997 0.634671986 0 0.0772600025 0.99624598 0 0.277799994 0.824342012 0 0.070039697 0.0121203 0 0.329926014 0.00958906021 0 0.775045991 0.847052991 0 0.754204988 0.0130441999 0 0.885284007 0.00762805017 0 0.795328975 0.794722974 0 0.41988799 0.991104007 0 0.425305009 0.98248601 0 0.43336001 0.984037995 0 0.435896009 0.972670019 0 0.426633 0.975831985 0 0.123714998 0.647593975 0 0.0070762299 0.0139218001 0 0.46924001 0.930442989 0 0.419037998 0.985141993 0 0.420170993 0.986505985 0 0.708804011 0.859642029 0 0.501309991 0.00592359016 0 0.656112015 0.0134015996 0 0.550055981 0.00499224011 0 0.631372988 0.901226997 0 0.418664008 0.968415976 0 0.00457511004 0.530892015 0 0.562961996 0.0163282007 0 0.290823013 0.851616025 0 0.502223015 0.957145989 0 0.188079 1.00042999 0 0.31219399 0.858464003 0 0.415791005 0.973923981 0 0.412331015 0.974479973 0 0.292733997 0.836625993 0 0.244512007 0.331726015 0 0.928196013 0.677886009 0 0.715000987 0.0152201997 0 0.699518979 0.884267986 0 0.990438998 0.0253008995 0 0.0079376502 0.523289979 0 0.415232986 0.980645001 0 0.413322002 0.986196995 0 0.514020979 0.500302017 0 0.946182013 0.806203008 0 0.983850002 0.823454022 0 0.418758988 0.963164985 0 0.422589988 0.955924988 0 0.962688982 0.821331024 0 0 0 0 0 0 0 0 0 0 0.447771996 0.962131023 0 0.244095996 0.0160863996 0 0.765210986 0.340817988 0 0.766348004 0.0241430998 0 0.880352974 0.756762981 0 0.814993978 0.78192699 0 0.854490995 0.755783975 0 0.922692001 0.758329988 0 0.532091022 0.954047024 0 0.36610499 0.0268450007 0 -0.000970132998 0.0133731002 0 faces 76 0 1 2 1 0 1 2 2 3 2 4 1 3 2 4 2 3 4 5 1 3 4 5 2 6 7 8 2 6 7 8 2 9 10 11 2 9 10 11 2 12 13 10 2 12 13 10 2 13 14 10 2 13 14 10 2 14 11 10 1 14 11 10 2 4 1 15 1 4 1 15 2 15 1 0 1 15 1 0 2 16 17 6 2 16 17 6 2 18 19 20 1 18 19 20 2 21 14 22 1 21 22 23 2 4 15 23 1 4 15 24 2 0 2 3 1 0 2 3 2 2 1 4 1 2 1 4 2 24 11 25 1 25 26 27 2 25 26 20 1 28 29 30 2 27 20 28 4 31 30 32 2 21 29 14 1 21 33 22 2 5 4 23 1 5 4 24 2 29 11 14 1 33 34 22 2 18 21 22 1 35 21 23 2 30 31 25 4 36 37 28 2 7 28 26 1 38 39 40 2 31 26 25 4 37 29 28 2 18 32 19 1 35 41 42 2 27 28 21 4 31 32 43 2 28 20 26 4 32 30 29 2 20 19 25 1 20 19 44 2 32 13 12 2 45 46 47 2 18 27 21 1 18 48 49 2 27 18 20 1 48 18 20 2 21 33 29 4 43 50 51 2 28 33 21 4 32 50 43 2 28 17 34 1 39 52 53 2 35 25 11 1 54 27 26 2 24 9 11 2 55 56 57 2 35 11 29 1 58 34 33 2 36 35 29 4 59 60 51 2 30 25 35 4 36 28 60 2 29 33 36 4 51 50 59 2 30 35 36 4 36 60 59 2 37 28 7 1 61 39 38 2 8 15 6 1 62 15 63 2 16 33 34 2 16 64 65 2 0 3 16 1 0 3 66 2 8 31 30 2 67 68 69 2 17 38 7 2 17 70 7 2 0 16 6 1 0 66 63 2 17 7 6 2 17 7 6 2 28 34 33 1 39 53 71 2 8 26 31 1 72 40 73 2 8 7 26 2 72 38 40 2 16 3 5 1 66 3 5 2 15 0 6 1 15 0 63 2 23 15 8 1 24 15 62 2 33 39 36 1 74 75 76 2 16 5 33 1 66 5 74 2 36 39 30 1 76 75 77 2 5 39 33 1 5 75 74 2 23 39 5 1 24 75 5 2 23 30 39 1 24 77 75 2 8 30 23 1 62 77 24 2 17 16 34 2 17 16 65 2 28 37 17 1 39 61 52 2 37 38 17 1 61 78 52 2 38 37 7 1 78 61 38 2 22 13 32 2 79 46 45 2 19 24 25 1 42 25 27 2 22 32 18 1 23 41 35 2 22 14 13 2 79 80 46 2 24 32 9 2 55 45 56 2 9 12 10 2 9 12 10 2 32 24 19 1 41 25 42 2 32 12 9 2 45 47 56 2 position 0.0000000 0.0000000 0.0000000 orientation 0 0 0 0 endnode endmodelgeom pmu2_forer018 donemodel pmu2_forer018