#MAXMODEL ASCII # model: pmu0_forer018 filedependancy pmh0_forer018.max newmodel pmu0_forer018 setsupermodel pmu0_forer018 NULL classification character setanimationscale 1 #MAXGEOM ASCII beginmodelgeom pmu0_forer018 node dummy pmu0_forer018 parent NULL #part-number 0 endnode node trimesh pmu0_forer018g parent pmu0_forer018 #part-number 1 ambient 1 1 1 diffuse 1 1 1 specular 0 0 0 shininess 1 bitmap pmh0_forer017 verts 40 -0.0013795 -0.0620507 0.0330882 0.0539572 0.0079106 -0.0020821 0.0045053 0.0055664 0.0529967 -0.0572311 -0.0010419 0.0032684 0.0046432 -0.0726060 -0.0188746 -0.0774495 -0.0444904 -0.1389233 -0.0133258 0.0825987 -0.2066563 0.0569470 0.0301783 -0.1200254 0.0056795 0.1069830 -0.2015980 -0.0571963 0.0927311 -0.4008235 0.0929850 0.1209021 -0.4716857 -0.0049007 0.0323079 -0.4418137 0.1321205 0.0265231 -0.4904567 0.0851073 -0.0463009 -0.4682851 -0.0599058 -0.0337912 -0.4006377 0.0067557 0.0661542 -0.0122216 0.1357563 -0.0780403 -0.0206449 0.1054840 0.0337121 -0.0855592 0.1429448 0.0370751 -0.2142848 0.0868431 -0.0157235 -0.2748584 0.0546762 0.0692494 -0.3206330 0.0321640 -0.0251373 -0.3915100 -0.0137427 -0.0947882 -0.2495867 -0.0809946 0.0122446 -0.1375365 -0.0128954 0.1178158 -0.2788569 0.0393794 0.1004795 -0.3907332 -0.0140285 0.0851512 -0.2674663 0.0944792 0.0451213 -0.1923815 0.0967377 -0.0106197 -0.1870517 0.1795856 -0.0367524 -0.1089369 -0.0706942 -0.0217877 -0.3312745 0.1859840 -0.0213986 -0.0666154 0.0688615 0.0287371 -0.3748695 -0.0222613 -0.0389938 -0.2384532 0.0005795 -0.1094548 -0.1777482 -0.0625709 0.0596236 -0.3288028 -0.0459152 0.0230512 -0.2967120 0.0419439 -0.0361394 -0.1319724 0.1947740 -0.0453650 0.0531047 -0.0624404 0.0014743 -0.2462256 tverts 62 0.00989523996 0.693597019 0 0.0370809995 0.967682004 0 0.0209558997 0.767581999 0 0.0381061994 0.450073987 0 0.0253011994 0.684324026 0 0.148451999 0.537252009 0 0.928121984 0.888382971 0 0.922477007 0.882241011 0 0.926344991 0.891241014 0 0.153842002 0.135553002 0 0.277648002 0.0576260015 0 0.0981108993 0.0597194992 0 0.487320989 0.0469844006 0 0.0198745001 0.0453405008 0 0.0214814004 0.126481995 0 0.0205508992 0.799498022 0 0.915720999 0.869560003 0 0.91823101 0.882655025 0 0.451871991 0.532775998 0 0.606181979 0.328063995 0 0.352784008 0.283973008 0 0.714568019 0.151253998 0 0.860162973 0.451454997 0 0.933373988 0.122616999 0 0.156786993 0.461203009 0 0.212062001 0.351296991 0 0.25730601 0.159288004 0 0.188185006 0.406215996 0 0.231802002 0.521107018 0 0.373986989 0.536038995 0 0.917694986 0.877460003 0 0.906633019 0.874397993 0 0.917841971 0.883992016 0 0.971257985 0.348598003 0 0.0566470996 0.327796012 0 0.596463025 0.800442994 0 0.599524021 0.675297976 0 0.48010999 0.161394998 0 0.927577019 0.867597997 0 0.607936978 0.664296985 0 0.772768974 0.0444287993 0 0.931994975 0.876151979 0 0.928556025 0.874135017 0 0.925719023 0.626038015 0 0.773203015 0.856351972 0 0.127330005 0.323040009 0 0.930059016 0.881406009 0 0.931239009 0.885690987 0 0.927359998 0.888682008 0 0.382838011 0.794669986 0 0.137849003 0.990763009 0 0.927165985 0.865878999 0 0.923771977 0.874469995 0 0.139945999 0.924171984 0 0.90692699 0.873389006 0 0.989127994 0.394394994 0 0.290634006 0.853525996 0 0.286718011 0.646247029 0 0.196629003 0.709370971 0 0.239956006 0.559809983 0 0.288733989 0.74672699 0 0.578379989 0.982284009 0 faces 76 0 1 2 1 0 1 2 1 3 4 0 1 3 4 0 1 5 4 3 1 5 4 3 1 6 7 8 2 6 7 8 1 9 10 11 1 9 10 11 1 11 12 13 1 11 12 13 1 11 13 14 1 11 13 14 1 11 14 9 2 11 14 9 1 15 3 2 1 15 3 2 1 1 15 2 1 1 15 2 1 7 16 17 2 7 16 17 1 18 19 20 2 18 19 20 1 21 22 14 2 21 22 23 1 23 3 15 1 24 3 15 1 4 1 0 1 4 1 0 1 3 0 2 1 3 0 2 1 24 25 9 2 25 26 9 1 26 8 27 1 27 28 29 1 28 29 27 4 30 31 32 1 14 22 30 2 23 22 33 1 23 5 3 1 24 5 3 1 14 30 9 2 14 34 9 1 21 19 22 2 21 19 22 1 24 26 27 4 25 27 29 1 27 31 28 1 29 35 36 1 24 27 18 4 25 29 18 1 20 19 32 2 20 19 37 1 22 29 28 4 38 31 30 1 27 29 18 4 29 39 18 1 24 18 20 2 25 18 20 1 12 21 13 1 12 21 40 1 22 19 29 2 22 19 39 1 18 29 19 2 18 39 19 1 30 22 33 4 41 38 42 1 22 28 33 4 38 30 42 1 34 31 16 1 43 35 44 1 9 35 24 2 9 45 25 1 9 25 10 1 9 26 10 1 30 35 9 2 34 45 9 1 30 36 35 4 41 46 47 1 35 26 24 4 45 27 25 1 36 30 33 4 46 41 42 1 36 26 35 4 46 48 47 1 17 31 27 1 49 35 29 1 7 15 1 1 50 15 1 1 34 37 33 2 51 52 42 1 37 1 4 1 53 1 4 1 26 6 8 2 48 6 8 1 17 16 38 2 17 16 54 1 7 1 37 1 50 1 53 1 34 16 37 2 51 16 52 1 33 28 34 1 55 36 43 1 8 17 27 1 28 49 29 1 8 7 17 2 8 7 17 1 5 37 4 1 5 53 4 1 6 15 7 1 56 15 50 1 6 23 15 1 56 24 15 1 36 33 39 1 57 58 59 1 33 37 5 1 58 53 5 1 26 36 39 1 60 57 59 1 33 5 39 1 58 5 59 1 5 23 39 1 5 24 59 1 39 23 26 1 59 24 60 1 23 6 26 1 24 56 60 1 16 7 37 2 16 7 52 1 34 28 31 1 43 36 35 1 16 31 38 1 44 35 61 1 17 38 31 1 49 61 35 1 32 21 12 1 37 21 12 1 24 20 25 2 25 20 26 1 19 21 32 2 19 21 37 1 13 21 14 1 40 21 23 1 10 25 12 1 10 26 12 1 11 10 12 1 11 10 12 1 20 32 25 2 20 37 26 1 25 32 12 1 26 37 12 1 position 0.0000000 0.0000000 0.0000000 orientation 0 0 0 0 endnode endmodelgeom pmu0_forer018 donemodel pmu0_forer018