Singles (French)/Singles-FrenchVersion-Win95.iso/data1.cab/Character/elaineHairPubicBreit.ams

Text File | 2004-03-05 | 35KB | 2,234 lines

Wonderlib::MVFMesh object
{

    boneName
    {
        0 = Pelvis
    }

    boneWeight
    {

        0
        {
            0 = 0 1
        }

        1
        {
            0 = 0 1
        }

        2
        {
            0 = 0 1
        }

        3
        {
            0 = 0 1
        }

        4
        {
            0 = 0 1
        }

        5
        {
            0 = 0 1
        }

        6
        {
            0 = 0 1
        }

        7
        {
            0 = 0 1
        }

        8
        {
            0 = 0 1
        }

        9
        {
            0 = 0 1
        }

        10
        {
            0 = 0 1
        }

        11
        {
            0 = 0 1
        }

        12
        {
            0 = 0 1
        }

        13
        {
            0 = 0 1
        }

        14
        {
            0 = 0 1
        }

        15
        {
            0 = 0 1
        }

        16
        {
            0 = 0 1
        }

        17
        {
            0 = 0 1
        }

        18
        {
            0 = 0 1
        }

        19
        {
            0 = 0 1
        }

        20
        {
            0 = 0 1
        }

        21
        {
            0 = 0 1
        }

        22
        {
            0 = 0 1
        }

        23
        {
            0 = 0 1
        }

        24
        {
            0 = 0 1
        }

        25
        {
            0 = 0 1
        }

        26
        {
            0 = 0 1
        }

        27
        {
            0 = 0 1
        }

        28
        {
            0 = 0 1
        }

        29
        {
            0 = 0 1
        }

        30
        {
            0 = 0 1
        }

        31
        {
            0 = 0 1
        }

        32
        {
            0 = 0 1
        }

        33
        {
            0 = 0 1
        }

        34
        {
            0 = 0 1
        }

        35
        {
            0 = 0 1
        }

        36
        {
            0 = 0 1
        }

        37
        {
            0 = 0 1
        }

        38
        {
            0 = 0 1
        }

        39
        {
            0 = 0 1
        }

        40
        {
            0 = 0 1
        }

        41
        {
            0 = 0 1
        }

        42
        {
            0 = 0 1
        }

        43
        {
            0 = 0 1
        }

        44
        {
            0 = 0 1
        }

        45
        {
            0 = 0 1
        }

        46
        {
            0 = 0 1
        }

        47
        {
            0 = 0 1
        }

        48
        {
            0 = 0 1
        }

        49
        {
            0 = 0 1
        }

        50
        {
            0 = 0 1
        }

        51
        {
            0 = 0 1
        }

        52
        {
            0 = 0 1
        }

        53
        {
            0 = 0 1
        }

        54
        {
            0 = 0 1
        }

        55
        {
            0 = 0 1
        }

        56
        {
            0 = 0 1
        }

        57
        {
            0 = 0 1
        }

        58
        {
            0 = 0 1
        }

        59
        {
            0 = 0 1
        }

        60
        {
            0 = 0 1
        }

        61
        {
            0 = 0 1
        }

        62
        {
            0 = 0 1
        }

        63
        {
            0 = 0 1
        }

        64
        {
            0 = 0 1
        }

        65
        {
            0 = 0 1
        }

        66
        {
            0 = 0 1
        }

        67
        {
            0 = 0 1
        }

        68
        {
            0 = 0 1
        }

        69
        {
            0 = 0 1
        }

        70
        {
            0 = 0 1
        }

        71
        {
            0 = 0 1
        }

        72
        {
            0 = 0 1
        }

        73
        {
            0 = 0 1
        }

        74
        {
            0 = 0 1
        }

        75
        {
            0 = 0 1
        }

        76
        {
            0 = 0 1
        }

        77
        {
            0 = 0 1
        }

        78
        {
            0 = 0 1
        }

        79
        {
            0 = 0 1
        }

        80
        {
            0 = 0 1
        }

        81
        {
            0 = 0 1
        }

        82
        {
            0 = 0 1
        }

        83
        {
            0 = 0 1
        }

        84
        {
            0 = 0 1
        }

        85
        {
            0 = 0 1
        }

        86
        {
            0 = 0 1
        }

        87
        {
            0 = 0 1
        }

        88
        {
            0 = 0 1
        }

        89
        {
            0 = 0 1
        }

        90
        {
            0 = 0 1
        }

        91
        {
            0 = 0 1
        }

        92
        {
            0 = 0 1
        }

        93
        {
            0 = 0 1
        }

        94
        {
            0 = 0 1
        }

        95
        {
            0 = 0 1
        }

        96
        {
            0 = 0 1
        }
    }

    material
    {
        Wonderlib::Material 0
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 0.20662 0.124532 0.0774825 1
            dstBlend = 5
            name = pubicHairMat
            power = 8
            specular = 0.24794 0.165293 0.0826467 0.5
            srcBlend = 4
            texture = hairPubicBlonde2
            type = 285
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }

        Wonderlib::Material 1
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 0.20662 0.124532 0.0774825 1
            dstBlend = 5
            name = pubicHairMat1
            power = 8
            specular = 0.24794 0.165293 0.0826467 0.5
            srcBlend = 4
            texture = hairPubicBlonde2
            type = 285
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }
    }

    normalVertex
    {
        0 = 0.00914927 0.985796 -0.167698
        1 = 0.00914927 0.985796 -0.167698
        2 = 0.00914927 0.985796 -0.167698
        3 = 0.123698 0.982394 -0.14
        4 = 0.236614 0.966096 -0.103308
        5 = 0.271665 0.507362 -0.817791
        6 = 0.252988 0.613088 -0.748412
        7 = 0.35029 0.920812 -0.171473
        8 = 0.024097 0.791425 -0.610791
        9 = 0.0931549 0.924672 -0.369195
        10 = 0.00580818 0.984533 -0.175104
        11 = -0.23932 0.965621 -0.101496
        12 = -0.12504 0.981974 -0.141749
        13 = -4.73116e-005 0.546975 -0.837149
        14 = -0.408099 0.440337 -0.799724
        15 = -0.313565 0.473953 -0.822828
        16 = -0.385722 0.897837 -0.212382
        17 = -0.508146 0.714549 -0.48084
        18 = -0.227402 0.666791 -0.709703
        19 = 0.238886 0.93203 -0.272494
        20 = 0.27176 0.962126 -0.0214514
        21 = 0.247258 0.514196 -0.821259
        22 = 0.0789043 0.785456 -0.613868
        23 = 0.171672 0.886513 -0.429679
        24 = 0.122451 0.988645 -0.0871059
        25 = 0.127549 0.953542 -0.272926
        26 = 0.409144 0.902461 -0.134775
        27 = 0.122984 0.886613 -0.44586
        28 = 0.250088 0.741802 -0.622243
        29 = 0.0552747 0.873921 -0.482914
        30 = 0.208788 0.329156 -0.920904
        31 = 0.0649434 0.9544 -0.291381
        32 = 0.00606656 0.993475 -0.113886
        33 = 0.00991822 0.959211 -0.282518
        34 = -0.250966 0.930366 -0.267273
        35 = -0.27465 0.961291 -0.0220779
        36 = 0.00429249 0.91353 -0.406749
        37 = -7.87677e-006 0.817167 -0.576401
        38 = -2.27246e-005 0.334115 -0.942532
        39 = -0.413008 0.331013 -0.848442
        40 = -0.238553 0.712631 -0.659735
        41 = -0.219141 0.859414 -0.461937
        42 = -0.122827 0.988556 -0.0875859
        43 = -0.121099 0.952074 -0.280874
        44 = -0.435105 0.879448 -0.193016
        45 = -0.105334 0.879893 -0.46335
        46 = -0.250076 0.741791 -0.622261
        47 = -0.15368 0.794073 -0.588074
        48 = -0.313056 0.318582 -0.894708
        49 = -0.50887 0.783284 -0.357097
        50 = -0.0656406 0.980098 -0.187347
        51 = 0.0918352 0.937145 -0.336638
        52 = 0.0637382 0.759809 -0.647014
        53 = 0.259935 0.52414 -0.810994
        54 = 0.161632 0.607781 -0.777481
        55 = -0.245412 0.934968 -0.256141
        56 = -0.137387 0.984973 -0.104656
        57 = 0.0127514 0.931922 -0.362433
        58 = -0.0968962 0.936658 -0.336575
        59 = 0.0580016 0.979921 -0.190762
        60 = -7.08049e-005 0.63096 -0.775816
        61 = -0.0638836 0.759739 -0.647083
        62 = -0.16164 0.607802 -0.777463
        63 = -0.259815 0.524162 -0.811018
        64 = 0.137393 0.984972 -0.104656
        65 = 0.245411 0.934969 -0.256136
        66 = 0.0705019 0.908204 -0.412546
        67 = 0.162218 0.576758 -0.800647
        68 = 0.00173285 0.94087 -0.338763
        69 = 0.294871 0.494232 -0.817793
        70 = 0.171522 0.738485 -0.652089
        71 = 0.0524615 0.979809 -0.192931
        72 = 0.00934404 0.928075 -0.372276
        73 = 0.0667268 0.95165 -0.299849
        74 = -0.222636 0.966145 -0.130374
        75 = 0.0314989 0.76769 -0.640046
        76 = 0.0310415 0.921166 -0.387929
        77 = -0.416177 0.842148 -0.342905
        78 = -0.4245 0.902355 -0.0745374
        79 = 0.0138858 0.909799 -0.414818
        80 = -0.0671616 0.90836 -0.41276
        81 = -1.75705e-005 0.571653 -0.820495
        82 = -0.162224 0.576817 -0.800603
        83 = -0.0124441 0.940785 -0.338776
        84 = -0.294703 0.494383 -0.817763
        85 = 0.0104421 0.956123 -0.292781
        86 = 1.38542e-005 0.79192 -0.610624
        87 = 0.00348306 0.917392 -0.397969
        88 = -0.1715 0.738478 -0.652102
        89 = -0.0643249 0.977807 -0.199389
        90 = -0.0116385 0.925931 -0.377512
        91 = -0.0674583 0.949271 -0.307138
        92 = 0.222634 0.966145 -0.130376
        93 = -0.0315058 0.767629 -0.64012
        94 = -0.0293053 0.916394 -0.399203
        95 = 0.416096 0.842178 -0.342928
        96 = 0.4245 0.902355 -0.074541
    }

    positionVertex
    {
        0 = -0.0483689 0.0705685 0.86588
        1 = -0.0387457 0.0591927 0.845424
        2 = -0.0176384 0.067776 0.86697
        3 = -0.0127459 0.0514596 0.835484
        4 = -0.0720089 0.0781926 0.904824
        5 = -0.0270657 0.078006 0.89451
        6 = -0.0340447 0.0659764 0.863662
        7 = -0.051506 0.0748707 0.896267
        8 = -0.0270724 0.0558022 0.839828
        9 = -5.60445e-009 0.0692796 0.867976
        10 = -7.28599e-009 0.0518822 0.834993
        11 = -7.22511e-009 0.0803446 0.901818
        12 = -0.0209536 0.0341326 0.825145
        13 = -0.0600084 0.077405 0.91085
        14 = -0.00910052 0.0301949 0.817476
        15 = -1.28525e-009 0.0274568 0.81473
        16 = -0.030909 0.0835139 0.910383
        17 = -6.80911e-009 0.0865827 0.919284
        18 = 0.0483689 0.0705685 0.86588
        19 = 0.0387457 0.0591927 0.845423
        20 = 0.0176384 0.0677761 0.86697
        21 = 0.0127459 0.0514597 0.835486
        22 = 0.0720089 0.0781926 0.904824
        23 = 0.0270657 0.0780061 0.896629
        24 = 0.0340447 0.0659764 0.863662
        25 = 0.0515059 0.0748706 0.896266
        26 = 0.0270724 0.0558022 0.839829
        27 = 0.0209536 0.0341327 0.825146
        28 = 0.0600084 0.077405 0.91085
        29 = 0.00910051 0.0301949 0.817475
        30 = 0.030909 0.083514 0.912502
        31 = -0.0411492 0.0669225 0.864868
        32 = -0.0577675 0.0746784 0.891164
        33 = -0.0203382 0.0435824 0.829912
        34 = -0.00939825 0.0397316 0.824597
        35 = -0.0331033 0.0551792 0.842534
        36 = -7.32178e-010 0.0387812 0.82262
        37 = -0.0599404 0.0751089 0.904313
        38 = -0.0313513 0.0801758 0.903114
        39 = -6.80911e-009 0.0835583 0.912651
        40 = 0.0577675 0.0746784 0.891164
        41 = 0.0411492 0.0669225 0.864868
        42 = 0.00939823 0.0397315 0.824594
        43 = 0.0203382 0.0435823 0.82991
        44 = 0.0331033 0.0551793 0.842535
        45 = 0.0313513 0.0801758 0.905233
        46 = 0.0599404 0.0751089 0.904313
        47 = -0.0673881 0.0615609 0.888704
        48 = -0.0120267 0.0228182 0.823072
        49 = -0.0498722 0.048693 0.852086
        50 = -0.0161505 0.049527 0.84036
        51 = -0.0241617 0.0674948 0.872437
        52 = -0.0787105 0.0652276 0.914181
        53 = -0.028258 0.0756236 0.892284
        54 = -0.030183 0.0774892 0.909099
        55 = -0.0480023 0.0632425 0.873009
        56 = -0.0345773 0.0467326 0.845846
        57 = -0.026867 0.0239699 0.830042
        58 = -1.28525e-009 0.0256027 0.820853
        59 = -7.28599e-009 0.0530926 0.838907
        60 = -6.17362e-009 0.0689528 0.87408
        61 = -0.0585989 0.0730688 0.917864
        62 = -0.0558024 0.0717959 0.903755
        63 = -6.78659e-009 0.0777716 0.899143
        64 = -6.78659e-009 0.080731 0.915485
        65 = 0.0673881 0.0615609 0.876443
        66 = 0.0120268 0.0228182 0.823072
        67 = 0.0498722 0.0513794 0.852087
        68 = 0.0161505 0.049527 0.84036
        69 = 0.0241617 0.0674948 0.872437
        70 = 0.0787106 0.0652276 0.914181
        71 = 0.028258 0.0756236 0.894402
        72 = 0.030183 0.0774892 0.911218
        73 = 0.0480023 0.0621666 0.873009
        74 = 0.0345772 0.0467326 0.845846
        75 = 0.026867 0.0274352 0.82738
        76 = 0.0585989 0.0730688 0.917864
        77 = 0.0558024 0.0718053 0.903755
        78 = -0.0424291 0.0473243 0.848795
        79 = -0.0580317 0.061017 0.874269
        80 = -0.06706 0.0694825 0.907305
        81 = -0.0122012 0.0372187 0.82826
        82 = -0.0267656 0.036881 0.835075
        83 = -7.32177e-010 0.0403165 0.826021
        84 = -0.0292441 0.0767291 0.899581
        85 = -0.0570042 0.0733437 0.911442
        86 = -6.78659e-009 0.0796677 0.90621
        87 = 0.0580317 0.061017 0.874269
        88 = 0.042429 0.0500106 0.848795
        89 = 0.06706 0.0694824 0.907303
        90 = 0.0267656 0.0368811 0.835076
        91 = 0.0122012 0.0372186 0.828259
        92 = 0.0570042 0.0733437 0.911442
        93 = 0.0292441 0.0767292 0.9017
        94 = -0.000444194 0.104905 0.849739
        95 = -0.000113766 0.104897 0.849714
        96 = -0.000200254 0.104978 0.85018
    }

    textureTriangle
    {

        0
        {
            0 = 4 5 3
            1 = 2 3 5
            2 = 6 2 5
            3 = 7 8 10
            4 = 8 9 10
            5 = 10 11 7
            6 = 6 5 0
            7 = 5 1 0
            8 = 14 34 13
            9 = 33 13 34
            10 = 15 16 37
            11 = 37 16 30
            12 = 18 25 17
            13 = 28 17 25
            14 = 19 20 22
            15 = 20 21 22
            16 = 21 23 22
            17 = 42 43 20
            18 = 43 21 20
            19 = 24 25 45
            20 = 45 25 41
            21 = 28 24 27
            22 = 26 27 24
            23 = 25 24 28
            24 = 8 7 29
            25 = 1 29 7
            26 = 0 1 11
            27 = 1 7 11
            28 = 11 30 0
            29 = 31 0 30
            30 = 6 32 2
            31 = 2 32 33
            32 = 34 3 33
            33 = 2 33 3
            34 = 5 4 1
            35 = 4 29 1
            36 = 32 6 31
            37 = 6 0 31
            38 = 12 35 31
            39 = 32 31 35
            40 = 13 33 35
            41 = 33 32 35
            42 = 36 37 9
            43 = 10 9 37
            44 = 10 37 11
            45 = 37 30 11
            46 = 37 36 15
            47 = 36 38 15
            48 = 16 12 30
            49 = 31 30 12
            50 = 27 39 28
            51 = 28 39 17
            52 = 25 18 41
            53 = 18 40 41
            54 = 23 21 44
            55 = 43 44 21
            56 = 22 17 19
            57 = 17 39 19
            58 = 23 18 22
            59 = 17 22 18
            60 = 44 40 23
            61 = 40 18 23
            62 = 12 40 35
            63 = 35 40 44
            64 = 13 35 43
            65 = 35 44 43
            66 = 14 13 42
            67 = 13 43 42
            68 = 46 26 45
            69 = 45 26 24
            70 = 45 15 46
            71 = 15 38 46
            72 = 15 45 16
            73 = 45 41 16
            74 = 16 41 12
            75 = 40 12 41
            76 = 53 52 48
            77 = 52 47 48
            78 = 51 52 50
            79 = 49 50 52
            80 = 53 49 52
            81 = 55 56 54
            82 = 54 56 57
            83 = 57 58 54
            84 = 54 58 47
            85 = 47 58 48
            86 = 53 79 49
            87 = 80 49 79
            88 = 56 83 57
            89 = 84 57 83
            90 = 67 68 70
            91 = 68 69 70
            92 = 69 71 70
            93 = 73 74 72
            94 = 72 74 75
            95 = 74 76 75
            96 = 87 90 59
            97 = 90 60 59
            98 = 63 93 64
            99 = 92 64 93
            100 = 77 47 51
            101 = 52 51 47
            102 = 47 77 54
            103 = 77 55 54
            104 = 79 53 78
            105 = 53 48 78
            106 = 81 50 80
            107 = 80 50 49
            108 = 60 82 80
            109 = 82 81 80
            110 = 79 59 80
            111 = 60 80 59
            112 = 78 61 79
            113 = 79 61 59
            114 = 57 84 58
            115 = 84 85 58
            116 = 58 85 48
            117 = 78 48 85
            118 = 62 61 85
            119 = 78 85 61
            120 = 64 62 84
            121 = 62 85 84
            122 = 63 64 83
            123 = 64 84 83
            124 = 70 66 67
            125 = 66 86 67
            126 = 71 65 70
            127 = 66 70 65
            128 = 73 86 74
            129 = 74 86 66
            130 = 74 66 76
            131 = 66 65 76
            132 = 87 88 71
            133 = 88 65 71
            134 = 89 90 68
            135 = 69 68 90
            136 = 71 69 87
            137 = 69 90 87
            138 = 60 90 82
            139 = 90 89 82
            140 = 88 87 61
            141 = 87 59 61
            142 = 75 76 92
            143 = 76 91 92
            144 = 72 75 93
            145 = 75 92 93
            146 = 76 65 91
            147 = 91 65 88
            148 = 62 91 61
            149 = 88 61 91
            150 = 64 92 62
            151 = 92 91 62
            152 = 95 94 96
        }
    }

    textureVertex
    {

        0
        {
            0 = 0.149565 0.460187
            1 = 0.0774095 0.446602
            2 = 0.0947466 0.885151
            3 = 0.0897829 1
            4 = -0.0516623 0.650398
            5 = 0.0292625 0.691084
            6 = 0.0772821 0.726211
            7 = 0.0478264 0.216061
            8 = -0.00578109 0.155772
            9 = 0.0698488 -0.0816007
            10 = 0.103298 0.0776859
            11 = 0.138625 0.180634
            12 = 0.5 0.479784
            13 = 0.500001 0.938919
            14 = 0.500001 1
            15 = 0.5 0.074964
            16 = 0.5 0.124358
            17 = 0.922591 0.446603
            18 = 0.850435 0.460186
            19 = 1.05166 0.650398
            20 = 0.910219 1
            21 = 0.905254 0.885151
            22 = 0.970738 0.691084
            23 = 0.922718 0.726211
            24 = 0.894404 0.0829223
            25 = 0.861375 0.180634
            26 = 0.919315 0.00691903
            27 = 1.01785 0.197748
            28 = 0.94747 0.197247
            29 = 0 0.430212
            30 = 0.310994 0.133714
            31 = 0.317603 0.48246
            32 = 0.302419 0.783107
            33 = 0.313508 0.917103
            34 = 0.321837 1
            35 = 0.5 0.798483
            36 = 0.314894 0
            37 = 0.312441 0.0773219
            38 = 0.5 0
            39 = 1 0.430212
            40 = 0.682397 0.482463
            41 = 0.689006 0.133713
            42 = 0.678165 1
            43 = 0.686494 0.917103
            44 = 0.697583 0.783108
            45 = 0.687559 0.077323
            46 = 0.685105 0.00817227
            47 = 0.920782 -0.593048
            48 = 0.846523 -0.596743
            49 = 0.902818 -0.145314
            50 = 1.00652 0
            51 = 1.02816 -0.368443
            52 = 0.992258 -0.332253
            53 = 0.909389 -0.285056
            54 = 0.89949 -0.875311
            55 = 1.01284 -0.899882
            56 = 0.817469 -1.01609
            57 = 0.806243 -0.931443
            58 = 0.80476 -0.854437
            59 = 0.5 -0.267956
            60 = 0.499999 -0.118477
            61 = 0.5 -0.632267
            62 = 0.5 -0.886515
            63 = 0.5 -1
            64 = 0.5 -0.95213
            65 = 0.153484 -0.59674
            66 = 0.0717609 -0.600267
            67 = -0.0281598 -0.368443
            68 = -0.00651712 0
            69 = 0.0971805 -0.145314
            70 = 0.00774171 -0.332253
            71 = 0.0906106 -0.285056
            72 = 0.132155 -1.06469
            73 = -0.00936524 -0.911126
            74 = 0.115046 -0.865317
            75 = 0.198706 -0.912738
            76 = 0.228163 -0.833271
            77 = 0.989445 -0.590482
            78 = 0.670108 -0.609393
            79 = 0.681582 -0.270718
            80 = 0.676483 -0.123323
            81 = 0.678163 0
            82 = 0.499999 0
            83 = 0.645038 -0.996531
            84 = 0.660319 -0.934639
            85 = 0.674618 -0.87404
            86 = 0.00550213 -0.613329
            87 = 0.318418 -0.270718
            88 = 0.329893 -0.609391
            89 = 0.321835 0
            90 = 0.323516 -0.123324
            91 = 0.325382 -0.87404
            92 = 0.327656 -0.938246
            93 = 0.329816 -1.00829
            94 = 0 0.762273
            95 = 0.0462543 0.762523
            96 = 0.0365017 0.823979
        }
    }

    triangle
    {

        0
        {
            materialNr = 1
            normalVertexNr = 95 61 84
            positionVertexNr = 1 35 12
            smoothingGroup = 528
        }

        1
        {
            materialNr = 1
            normalVertexNr = 63 84 61
            positionVertexNr = 33 12 35
            smoothingGroup = 4864
        }

        2
        {
            materialNr = 1
            normalVertexNr = 88 63 61
            positionVertexNr = 8 33 35
            smoothingGroup = 2336
        }

        3
        {
            materialNr = 1
            normalVertexNr = 64 92 59
            positionVertexNr = 32 4 37
            smoothingGroup = 208
        }

        4
        {
            materialNr = 1
            normalVertexNr = 92 83 59
            positionVertexNr = 4 13 37
            smoothingGroup = 160
        }

        5
        {
            materialNr = 1
            normalVertexNr = 59 89 64
            positionVertexNr = 37 7 32
            smoothingGroup = 2368
        }

        6
        {
            materialNr = 1
            normalVertexNr = 88 61 90
            positionVertexNr = 8 35 6
            smoothingGroup = 19456
        }

        7
        {
            materialNr = 1
            normalVertexNr = 61 65 90
            positionVertexNr = 35 31 6
            smoothingGroup = 1216
        }

        8
        {
            materialNr = 1
            normalVertexNr = 81 82 60
            positionVertexNr = 15 14 36
            smoothingGroup = 80
        }

        9
        {
            materialNr = 1
            normalVertexNr = 62 60 82
            positionVertexNr = 34 36 14
            smoothingGroup = 32840
        }

        10
        {
            materialNr = 1
            normalVertexNr = 57 85 58
            positionVertexNr = 39 11 38
            smoothingGroup = 49408
        }

        11
        {
            materialNr = 1
            normalVertexNr = 58 85 91
            positionVertexNr = 38 11 5
            smoothingGroup = 41984
        }

        12
        {
            materialNr = 1
            normalVertexNr = 72 71 55
            positionVertexNr = 24 25 41
            smoothingGroup = 49216
        }

        13
        {
            materialNr = 1
            normalVertexNr = 56 55 71
            positionVertexNr = 40 41 25
            smoothingGroup = 8288
        }

        14
        {
            materialNr = 1
            normalVertexNr = 77 69 52
            positionVertexNr = 19 27 44
            smoothingGroup = 8320
        }

        15
        {
            materialNr = 1
            normalVertexNr = 69 53 52
            positionVertexNr = 27 43 44
            smoothingGroup = 14336
        }

        16
        {
            materialNr = 1
            normalVertexNr = 53 70 52
            positionVertexNr = 43 26 44
            smoothingGroup = 4640
        }

        17
        {
            materialNr = 1
            normalVertexNr = 67 54 69
            positionVertexNr = 29 42 27
            smoothingGroup = 96
        }

        18
        {
            materialNr = 1
            normalVertexNr = 54 53 69
            positionVertexNr = 42 43 27
            smoothingGroup = 3136
        }

        19
        {
            materialNr = 1
            normalVertexNr = 50 71 51
            positionVertexNr = 46 25 45
            smoothingGroup = 4736
        }

        20
        {
            materialNr = 1
            normalVertexNr = 51 71 73
            positionVertexNr = 45 25 23
            smoothingGroup = 6400
        }

        21
        {
            materialNr = 1
            normalVertexNr = 56 50 74
            positionVertexNr = 40 46 22
            smoothingGroup = 13
        }

        22
        {
            materialNr = 1
            normalVertexNr = 68 74 50
            positionVertexNr = 28 22 46
            smoothingGroup = 68
        }

        23
        {
            materialNr = 1
            normalVertexNr = 71 50 56
            positionVertexNr = 25 46 40
            smoothingGroup = 8321
        }

        24
        {
            materialNr = 1
            normalVertexNr = 92 64 96
            positionVertexNr = 4 32 0
            smoothingGroup = 24
        }

        25
        {
            materialNr = 1
            normalVertexNr = 65 96 64
            positionVertexNr = 31 0 32
            smoothingGroup = 14
        }

        26
        {
            materialNr = 1
            normalVertexNr = 90 65 89
            positionVertexNr = 6 31 7
            smoothingGroup = 672
        }

        27
        {
            materialNr = 1
            normalVertexNr = 65 64 89
            positionVertexNr = 31 32 7
            smoothingGroup = 292
        }

        28
        {
            materialNr = 1
            normalVertexNr = 89 91 90
            positionVertexNr = 7 5 6
            smoothingGroup = 536
        }

        29
        {
            materialNr = 1
            normalVertexNr = 94 90 91
            positionVertexNr = 2 6 5
            smoothingGroup = 276
        }

        30
        {
            materialNr = 1
            normalVertexNr = 88 93 63
            positionVertexNr = 8 3 33
            smoothingGroup = 56
        }

        31
        {
            materialNr = 1
            normalVertexNr = 63 93 62
            positionVertexNr = 33 3 34
            smoothingGroup = 16404
        }

        32
        {
            materialNr = 1
            normalVertexNr = 82 84 62
            positionVertexNr = 14 12 34
            smoothingGroup = 10
        }

        33
        {
            materialNr = 1
            normalVertexNr = 63 62 84
            positionVertexNr = 33 34 12
            smoothingGroup = 4102
        }

        34
        {
            materialNr = 1
            normalVertexNr = 61 95 65
            positionVertexNr = 35 1 31
            smoothingGroup = 81
        }

        35
        {
            materialNr = 1
            normalVertexNr = 95 96 65
            positionVertexNr = 1 0 31
            smoothingGroup = 3
        }

        36
        {
            materialNr = 1
            normalVertexNr = 93 88 94
            positionVertexNr = 3 8 2
            smoothingGroup = 8202
        }

        37
        {
            materialNr = 1
            normalVertexNr = 88 90 94
            positionVertexNr = 8 6 2
            smoothingGroup = 16390
        }

        38
        {
            materialNr = 1
            normalVertexNr = 87 86 94
            positionVertexNr = 9 10 2
            smoothingGroup = 7168
        }

        39
        {
            materialNr = 1
            normalVertexNr = 93 94 86
            positionVertexNr = 3 2 10
            smoothingGroup = 9217
        }

        40
        {
            materialNr = 1
            normalVertexNr = 60 62 86
            positionVertexNr = 36 34 10
            smoothingGroup = 33536
        }

        41
        {
            materialNr = 1
            normalVertexNr = 62 93 86
            positionVertexNr = 34 3 10
            smoothingGroup = 16641
        }

        42
        {
            materialNr = 1
            normalVertexNr = 80 58 83
            positionVertexNr = 16 38 13
            smoothingGroup = 68
        }

        43
        {
            materialNr = 1
            normalVertexNr = 59 83 58
            positionVertexNr = 37 13 38
            smoothingGroup = 38
        }

        44
        {
            materialNr = 1
            normalVertexNr = 59 58 89
            positionVertexNr = 37 38 7
            smoothingGroup = 2051
        }

        45
        {
            materialNr = 1
            normalVertexNr = 58 91 89
            positionVertexNr = 38 5 7
            smoothingGroup = 1033
        }

        46
        {
            materialNr = 1
            normalVertexNr = 58 80 57
            positionVertexNr = 38 16 39
            smoothingGroup = 336
        }

        47
        {
            materialNr = 1
            normalVertexNr = 80 79 57
            positionVertexNr = 16 17 39
            smoothingGroup = 18
        }

        48
        {
            materialNr = 1
            normalVertexNr = 85 87 91
            positionVertexNr = 11 9 5
            smoothingGroup = 8384
        }

        49
        {
            materialNr = 1
            normalVertexNr = 94 91 87
            positionVertexNr = 2 5 9
            smoothingGroup = 4480
        }

        50
        {
            materialNr = 1
            normalVertexNr = 74 78 56
            positionVertexNr = 22 18 40
            smoothingGroup = 24
        }

        51
        {
            materialNr = 1
            normalVertexNr = 56 78 55
            positionVertexNr = 40 18 41
            smoothingGroup = 50
        }

        52
        {
            materialNr = 1
            normalVertexNr = 71 72 73
            positionVertexNr = 25 24 23
            smoothingGroup = 17664
        }

        53
        {
            materialNr = 1
            normalVertexNr = 72 76 73
            positionVertexNr = 24 20 23
            smoothingGroup = 1664
        }

        54
        {
            materialNr = 1
            normalVertexNr = 70 53 75
            positionVertexNr = 26 43 21
            smoothingGroup = 784
        }

        55
        {
            materialNr = 1
            normalVertexNr = 54 75 53
            positionVertexNr = 42 21 43
            smoothingGroup = 1168
        }

        56
        {
            materialNr = 1
            normalVertexNr = 52 55 77
            positionVertexNr = 44 41 19
            smoothingGroup = 140
        }

        57
        {
            materialNr = 1
            normalVertexNr = 55 78 77
            positionVertexNr = 41 18 19
            smoothingGroup = 6
        }

        58
        {
            materialNr = 1
            normalVertexNr = 70 72 52
            positionVertexNr = 26 24 44
            smoothingGroup = 35
        }

        59
        {
            materialNr = 1
            normalVertexNr = 55 52 72
            positionVertexNr = 41 44 24
            smoothingGroup = 32777
        }

        60
        {
            materialNr = 1
            normalVertexNr = 75 76 70
            positionVertexNr = 21 20 26
            smoothingGroup = 324
        }

        61
        {
            materialNr = 1
            normalVertexNr = 76 72 70
            positionVertexNr = 20 24 26
            smoothingGroup = 134
        }

        62
        {
            materialNr = 1
            normalVertexNr = 87 76 86
            positionVertexNr = 9 20 10
            smoothingGroup = 2096
        }

        63
        {
            materialNr = 1
            normalVertexNr = 86 76 75
            positionVertexNr = 10 20 21
            smoothingGroup = 104
        }

        64
        {
            materialNr = 1
            normalVertexNr = 60 86 54
            positionVertexNr = 36 10 42
            smoothingGroup = 518
        }

        65
        {
            materialNr = 1
            normalVertexNr = 86 75 54
            positionVertexNr = 10 21 42
            smoothingGroup = 138
        }

        66
        {
            materialNr = 1
            normalVertexNr = 81 60 67
            positionVertexNr = 15 36 29
            smoothingGroup = 17
        }

        67
        {
            materialNr = 1
            normalVertexNr = 60 54 67
            positionVertexNr = 36 42 29
            smoothingGroup = 37
        }

        68
        {
            materialNr = 1
            normalVertexNr = 66 68 51
            positionVertexNr = 30 28 45
            smoothingGroup = 48
        }

        69
        {
            materialNr = 1
            normalVertexNr = 51 68 50
            positionVertexNr = 45 28 46
            smoothingGroup = 592
        }

        70
        {
            materialNr = 1
            normalVertexNr = 51 57 66
            positionVertexNr = 45 39 30
            smoothingGroup = 41
        }

        71
        {
            materialNr = 1
            normalVertexNr = 57 79 66
            positionVertexNr = 39 17 30
            smoothingGroup = 3
        }

        72
        {
            materialNr = 1
            normalVertexNr = 57 51 85
            positionVertexNr = 39 45 11
            smoothingGroup = 16396
        }

        73
        {
            materialNr = 1
            normalVertexNr = 51 73 85
            positionVertexNr = 45 23 11
            smoothingGroup = 2054
        }

        74
        {
            materialNr = 1
            normalVertexNr = 85 73 87
            positionVertexNr = 11 23 9
            smoothingGroup = 67
        }

        75
        {
            materialNr = 1
            normalVertexNr = 76 87 73
            positionVertexNr = 20 9 23
            smoothingGroup = 529
        }

        76
        {
            materialNr = 0
            normalVertexNr = 40 18 41
            positionVertexNr = 56 78 55
            smoothingGroup = 12416
        }

        77
        {
            materialNr = 0
            normalVertexNr = 18 17 41
            positionVertexNr = 78 79 55
            smoothingGroup = 2240
        }

        78
        {
            materialNr = 0
            normalVertexNr = 47 18 39
            positionVertexNr = 49 78 57
            smoothingGroup = 1280
        }

        79
        {
            materialNr = 0
            normalVertexNr = 14 39 18
            positionVertexNr = 82 57 78
            smoothingGroup = 1064
        }

        80
        {
            materialNr = 0
            normalVertexNr = 40 14 18
            positionVertexNr = 56 82 78
            smoothingGroup = 4144
        }

        81
        {
            materialNr = 0
            normalVertexNr = 44 35 16
            positionVertexNr = 52 61 80
            smoothingGroup = 96
        }

        82
        {
            materialNr = 0
            normalVertexNr = 16 35 11
            positionVertexNr = 80 61 85
            smoothingGroup = 4132
        }

        83
        {
            materialNr = 0
            normalVertexNr = 11 34 16
            positionVertexNr = 85 62 80
            smoothingGroup = 5136
        }

        84
        {
            materialNr = 0
            normalVertexNr = 16 34 17
            positionVertexNr = 80 62 79
            smoothingGroup = 536
        }

        85
        {
            materialNr = 0
            normalVertexNr = 17 34 41
            positionVertexNr = 79 62 55
            smoothingGroup = 2592
        }

        86
        {
            materialNr = 0
            normalVertexNr = 40 46 14
            positionVertexNr = 56 50 82
            smoothingGroup = 532
        }

        87
        {
            materialNr = 0
            normalVertexNr = 15 14 46
            positionVertexNr = 81 82 50
            smoothingGroup = 66176
        }

        88
        {
            materialNr = 0
            normalVertexNr = 35 42 11
            positionVertexNr = 61 54 85
            smoothingGroup = 5
        }

        89
        {
            materialNr = 0
            normalVertexNr = 12 11 42
            positionVertexNr = 84 85 54
            smoothingGroup = 2177
        }

        90
        {
            materialNr = 0
            normalVertexNr = 29 21 8
            positionVertexNr = 67 75 88
            smoothingGroup = 16416
        }

        91
        {
            materialNr = 0
            normalVertexNr = 21 6 8
            positionVertexNr = 75 90 88
            smoothingGroup = 97
        }

        92
        {
            materialNr = 0
            normalVertexNr = 6 22 8
            positionVertexNr = 90 74 88
            smoothingGroup = 8201
        }

        93
        {
            materialNr = 0
            normalVertexNr = 26 7 20
            positionVertexNr = 70 89 76
            smoothingGroup = 96
        }

        94
        {
            materialNr = 0
            normalVertexNr = 20 7 4
            positionVertexNr = 76 89 92
            smoothingGroup = 4176
        }

        95
        {
            materialNr = 0
            normalVertexNr = 7 19 4
            positionVertexNr = 89 77 92
            smoothingGroup = 6656
        }

        96
        {
            materialNr = 0
            normalVertexNr = 28 5 37
            positionVertexNr = 68 91 59
            smoothingGroup = 35328
        }

        97
        {
            materialNr = 0
            normalVertexNr = 5 13 37
            positionVertexNr = 91 83 59
            smoothingGroup = 2432
        }

        98
        {
            materialNr = 0
            normalVertexNr = 32 24 10
            positionVertexNr = 64 72 86
            smoothingGroup = 576
        }

        99
        {
            materialNr = 0
            normalVertexNr = 3 10 24
            positionVertexNr = 93 86 72
            smoothingGroup = 1792
        }

        100
        {
            materialNr = 0
            normalVertexNr = 49 17 47
            positionVertexNr = 47 79 49
            smoothingGroup = 6
        }

        101
        {
            materialNr = 0
            normalVertexNr = 18 47 17
            positionVertexNr = 78 49 79
            smoothingGroup = 324
        }

        102
        {
            materialNr = 0
            normalVertexNr = 17 49 16
            positionVertexNr = 79 47 80
            smoothingGroup = 11
        }

        103
        {
            materialNr = 0
            normalVertexNr = 49 44 16
            positionVertexNr = 47 52 80
            smoothingGroup = 65
        }

        104
        {
            materialNr = 0
            normalVertexNr = 46 40 45
            positionVertexNr = 50 56 51
            smoothingGroup = 16396
        }

        105
        {
            materialNr = 0
            normalVertexNr = 40 41 45
            positionVertexNr = 56 55 51
            smoothingGroup = 8202
        }

        106
        {
            materialNr = 0
            normalVertexNr = 48 39 15
            positionVertexNr = 48 57 81
            smoothingGroup = 65
        }

        107
        {
            materialNr = 0
            normalVertexNr = 15 39 14
            positionVertexNr = 81 57 82
            smoothingGroup = 137
        }

        108
        {
            materialNr = 0
            normalVertexNr = 13 38 15
            positionVertexNr = 83 58 81
            smoothingGroup = 52
        }

        109
        {
            materialNr = 0
            normalVertexNr = 38 48 15
            positionVertexNr = 58 48 81
            smoothingGroup = 68
        }

        110
        {
            materialNr = 0
            normalVertexNr = 46 37 15
            positionVertexNr = 50 59 81
            smoothingGroup = 73730
        }

        111
        {
            materialNr = 0
            normalVertexNr = 13 15 37
            positionVertexNr = 83 81 59
            smoothingGroup = 274
        }

        112
        {
            materialNr = 0
            normalVertexNr = 45 36 46
            positionVertexNr = 51 60 50
            smoothingGroup = 20544
        }

        113
        {
            materialNr = 0
            normalVertexNr = 46 36 37
            positionVertexNr = 50 60 59
            smoothingGroup = 9280
        }

        114
        {
            materialNr = 0
            normalVertexNr = 11 12 34
            positionVertexNr = 85 84 62
            smoothingGroup = 1216
        }

        115
        {
            materialNr = 0
            normalVertexNr = 12 43 34
            positionVertexNr = 84 53 62
            smoothingGroup = 324
        }

        116
        {
            materialNr = 0
            normalVertexNr = 34 43 41
            positionVertexNr = 62 53 55
            smoothingGroup = 37
        }

        117
        {
            materialNr = 0
            normalVertexNr = 45 41 43
            positionVertexNr = 51 55 53
            smoothingGroup = 19
        }

        118
        {
            materialNr = 0
            normalVertexNr = 33 36 43
            positionVertexNr = 63 60 53
            smoothingGroup = 2688
        }

        119
        {
            materialNr = 0
            normalVertexNr = 45 43 36
            positionVertexNr = 51 53 60
            smoothingGroup = 4240
        }

        120
        {
            materialNr = 0
            normalVertexNr = 10 33 12
            positionVertexNr = 86 63 84
            smoothingGroup = 56
        }

        121
        {
            materialNr = 0
            normalVertexNr = 33 43 12
            positionVertexNr = 63 53 84
            smoothingGroup = 776
        }

        122
        {
            materialNr = 0
            normalVertexNr = 32 10 42
            positionVertexNr = 64 86 54
            smoothingGroup = 66
        }

        123
        {
            materialNr = 0
            normalVertexNr = 10 12 42
            positionVertexNr = 86 84 54
            smoothingGroup = 2082
        }

        124
        {
            materialNr = 0
            normalVertexNr = 8 9 29
            positionVertexNr = 88 87 67
            smoothingGroup = 16528
        }

        125
        {
            materialNr = 0
            normalVertexNr = 9 31 29
            positionVertexNr = 87 65 67
            smoothingGroup = 24
        }

        126
        {
            materialNr = 0
            normalVertexNr = 22 23 8
            positionVertexNr = 74 73 88
            smoothingGroup = 14336
        }

        127
        {
            materialNr = 0
            normalVertexNr = 9 8 23
            positionVertexNr = 87 88 73
            smoothingGroup = 4480
        }

        128
        {
            materialNr = 0
            normalVertexNr = 26 31 7
            positionVertexNr = 70 65 89
            smoothingGroup = 36
        }

        129
        {
            materialNr = 0
            normalVertexNr = 7 31 9
            positionVertexNr = 89 65 87
            smoothingGroup = 14
        }

        130
        {
            materialNr = 0
            normalVertexNr = 7 9 19
            positionVertexNr = 89 87 77
            smoothingGroup = 515
        }

        131
        {
            materialNr = 0
            normalVertexNr = 9 23 19
            positionVertexNr = 87 73 77
            smoothingGroup = 1281
        }

        132
        {
            materialNr = 0
            normalVertexNr = 28 27 22
            positionVertexNr = 68 69 74
            smoothingGroup = 224
        }

        133
        {
            materialNr = 0
            normalVertexNr = 27 23 22
            positionVertexNr = 69 73 74
            smoothingGroup = 2624
        }

        134
        {
            materialNr = 0
            normalVertexNr = 30 5 21
            positionVertexNr = 66 91 75
            smoothingGroup = 24
        }

        135
        {
            materialNr = 0
            normalVertexNr = 6 21 5
            positionVertexNr = 90 75 91
            smoothingGroup = 84
        }

        136
        {
            materialNr = 0
            normalVertexNr = 22 6 28
            positionVertexNr = 74 90 68
            smoothingGroup = 138
        }

        137
        {
            materialNr = 0
            normalVertexNr = 6 5 28
            positionVertexNr = 90 91 68
            smoothingGroup = 518
        }

        138
        {
            materialNr = 0
            normalVertexNr = 13 5 38
            positionVertexNr = 83 91 58
            smoothingGroup = 161
        }

        139
        {
            materialNr = 0
            normalVertexNr = 5 30 38
            positionVertexNr = 91 66 58
            smoothingGroup = 9
        }

        140
        {
            materialNr = 0
            normalVertexNr = 27 28 36
            positionVertexNr = 69 68 60
            smoothingGroup = 289
        }

        141
        {
            materialNr = 0
            normalVertexNr = 28 37 36
            positionVertexNr = 68 59 60
            smoothingGroup = 33793
        }

        142
        {
            materialNr = 0
            normalVertexNr = 4 19 3
            positionVertexNr = 92 77 93
            smoothingGroup = 2184
        }

        143
        {
            materialNr = 0
            normalVertexNr = 19 25 3
            positionVertexNr = 77 71 93
            smoothingGroup = 224
        }

        144
        {
            materialNr = 0
            normalVertexNr = 20 4 24
            positionVertexNr = 76 92 72
            smoothingGroup = 20
        }

        145
        {
            materialNr = 0
            normalVertexNr = 4 3 24
            positionVertexNr = 92 93 72
            smoothingGroup = 268
        }

        146
        {
            materialNr = 0
            normalVertexNr = 19 23 25
            positionVertexNr = 77 73 71
            smoothingGroup = 1072
        }

        147
        {
            materialNr = 0
            normalVertexNr = 25 23 27
            positionVertexNr = 71 73 69
            smoothingGroup = 536
        }

        148
        {
            materialNr = 0
            normalVertexNr = 33 25 36
            positionVertexNr = 63 71 60
            smoothingGroup = 2054
        }

        149
        {
            materialNr = 0
            normalVertexNr = 27 36 25
            positionVertexNr = 69 60 71
            smoothingGroup = 268
        }

        150
        {
            materialNr = 0
            normalVertexNr = 10 3 33
            positionVertexNr = 86 93 63
            smoothingGroup = 1041
        }

        151
        {
            materialNr = 0
            normalVertexNr = 3 25 33
            positionVertexNr = 93 71 63
            smoothingGroup = 67
        }

        152
        {
            materialNr = 1
            normalVertexNr = 1 2 0
            positionVertexNr = 95 94 96
            smoothingGroup = 0
        }
    }
}