Singles Flirt Up Your Life! (German)/Singles Flirt Up Your Life.iso/data1.cab/MeshLow/doorOutsideBladeOldschool.ams

Text File | 2004-01-29 | 30KB | 1,577 lines

Wonderlib::MVFMesh object
{

    boneName
    {
    }

    boneWeight
    {
    }

    material
    {

        Wonderlib::Material 0
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 1 1 1 1
            dstBlend = 5
            name = OutDoor_phong1
            power = 28
            specular = 0.60684 0.60684 0.60684 0
            srcBlend = 4
            texture = doormetal128
            type = 257
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }

        Wonderlib::Material 1
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 1 1 1 1
            dstBlend = 5
            name = phong2
            power = 8
            specular = 0 0 0 0
            srcBlend = 4
            texture = DOOR256
            type = 1
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }
    }

    normalVertex
    {
        0 = -0.639776 0.485485 -0.595811
        1 = -0.00835634 0.999965 0
        2 = -0.600602 0.488612 -0.632879
        3 = 0.605508 0.521625 -0.601055
        4 = 0.60929 0.522864 -0.596137
        5 = -0.00835634 0.999965 0
        6 = 0.635506 0.610959 0.472082
        7 = -0.00835634 0.999965 0
        8 = 0.504767 0.639187 0.580216
        9 = -0.658462 0.591753 0.465033
        10 = -0.00835634 0.999965 0
        11 = -0.514414 0.628931 0.582944
        12 = 0.498047 0.622751 -0.603432
        13 = 0.401476 0.843118 -0.357726
        14 = -0.414557 0.835828 0.359909
        15 = -0.610077 -0.540314 -0.57954
        16 = -0.5498 0.61006 -0.570567
        17 = -0.549807 0.610063 0.570557
        18 = -0.610072 -0.540311 0.579548
        19 = -0.195257 -0.568877 -0.798908
        20 = 0.357908 0.664946 -0.655552
        21 = 0.357913 0.664966 0.655529
        22 = -0.195259 -0.568875 0.798909
        23 = 0.715256 0.319123 -0.621747
        24 = 0.715262 0.319117 0.621743
        25 = -0.534125 -0.345048 -0.771785
        26 = -0.517241 0.545523 0.659444
        27 = -0.534117 -0.34504 0.771794
        28 = 0.49804 0.622743 0.603446
        29 = 0.401476 0.843118 0.357729
        30 = -0.517241 0.545521 -0.659446
        31 = -0.414557 0.835828 -0.359909
        32 = -9.44231e-008 1 0
        33 = 3.40859e-013 -3.60991e-006 -1
        34 = 1 0 0
        35 = -9.44231e-008 1 0
        36 = 3.64478e-013 -3.60991e-006 -1
        37 = -1 0 0
        38 = 2.8613e-013 -2.82093e-006 1
        39 = -9.44231e-008 1 0
        40 = 1 0 0
        41 = 2.8613e-013 -2.82093e-006 1
        42 = -9.44231e-008 1 0
        43 = -1 0 0
        44 = 1.01431e-007 -1 0
        45 = 2.8613e-013 -2.82093e-006 1
        46 = 1 0 0
        47 = 1.01431e-007 -1 0
        48 = 2.8613e-013 -2.82093e-006 1
        49 = -1 0 0
        50 = 1.01431e-007 -1 0
        51 = 3.42537e-013 -3.60991e-006 -1
        52 = 1 0 0
        53 = 1.01431e-007 -1 0
        54 = 3.66157e-013 -3.60991e-006 -1
        55 = -1 0 0
        56 = -0.00171833 0.185838 -0.982579
        57 = -0.00177992 0.192739 0.981248
        58 = -0.626428 -0.501192 -0.596988
        59 = 0.00220264 -0.999998 0
        60 = -0.594758 -0.502867 -0.627206
        61 = 0.612202 -0.507009 -0.606753
        62 = 0.622782 -0.50798 -0.595063
        63 = 0.00220264 -0.999998 0
        64 = 0.650001 -0.59505 0.472667
        65 = 0.00220264 -0.999998 0
        66 = 0.511103 -0.629584 0.585148
        67 = -0.643107 -0.607164 0.466652
        68 = 0.00220264 -0.999998 0
        69 = -0.506042 -0.64033 0.57784
        70 = 0.511365 -0.595868 -0.619231
        71 = 0.412251 -0.836706 -0.360517
        72 = -0.403561 -0.842465 0.35692
        73 = -0.386296 -0.864239 -0.322282
        74 = 0.411467 -0.852202 -0.323183
        75 = 0.406337 -0.846895 0.343015
        76 = -0.381348 -0.858671 0.342429
        77 = -0.85246 0.210571 -0.47851
        78 = 0.847233 0.228731 -0.479456
        79 = 0.835001 0.225073 0.50211
        80 = -0.840398 0.207327 0.500746
        81 = 0.450624 0.757385 -0.472552
        82 = 0.446905 0.746261 0.493326
        83 = -0.45481 0.744259 -0.489108
        84 = -0.50009 -0.619208 0.605385
        85 = -0.450785 0.732737 0.509794
        86 = 0.511365 -0.595867 0.619232
        87 = 0.412252 -0.836704 0.36052
        88 = -0.50009 -0.619209 -0.605384
        89 = -0.403561 -0.842465 -0.35692
        90 = -0.68732 0.315851 -0.654086
        91 = -0.686613 0.318454 0.653567
        92 = 0.659799 0.117074 0.742266
        93 = 0.661742 0.114195 -0.740984
        94 = -0.485519 0.694099 -0.531505
        95 = 0.596646 0.612605 0.51839
        96 = -0.486369 0.695392 0.529033
        97 = 0.597168 0.612016 -0.518485
    }

    positionVertex
    {
        0 = 0.798454 0.0356891 1.04501
        1 = 0.686763 0.0359753 1.1166
        2 = 0.798454 0.0356893 1.11665
        3 = 0.686763 0.0359753 1.04471
        4 = 0.797525 8.58784e-005 1.03869
        5 = 0.797522 8.58116e-005 1.12308
        6 = 0.676532 0.00074111 1.12302
        7 = 0.676532 0.00074111 1.03845
        8 = 0.727413 -0.0994459 0.878795
        9 = 0.741529 -0.109631 0.886876
        10 = 0.770075 -0.0992904 0.914725
        11 = 0.75625 -0.109586 0.906644
        12 = 0.743064 -0.118943 0.906644
        13 = 0.741529 -0.109631 0.906644
        14 = 0.743064 -0.118943 0.886876
        15 = 0.755427 -0.118882 0.906644
        16 = 0.755427 -0.118882 0.886876
        17 = 0.713746 -0.129627 0.916612
        18 = 0.783811 -0.129259 0.916612
        19 = 0.783811 -0.129259 0.876176
        20 = 0.713745 -0.129626 0.876175
        21 = 0.73282 -0.154046 0.907643
        22 = 0.766452 -0.153875 0.907643
        23 = 0.766447 -0.153874 0.885142
        24 = 0.732827 -0.154047 0.885142
        25 = 0.727413 -0.0994459 0.914725
        26 = 0.770075 -0.0992903 0.878795
        27 = 0.75625 -0.109586 0.886876
        28 = 0.71079 -0.0856618 0.996583
        29 = 0.716157 -0.0994366 0.986019
        30 = 0.784599 -0.0855017 0.996597
        31 = 0.779536 -0.099297 0.98621
        32 = 0.779536 -0.099297 0.732375
        33 = 0.78512 -0.0855008 0.726457
        34 = 0.711087 -0.0856623 0.725027
        35 = 0.716157 -0.0994366 0.731271
        36 = 0.749016 -0.129441 0.932967
        37 = 0.749016 -0.129441 0.856756
        38 = -3.8147e-008 -0.0845179 3.05101e-007
        39 = 0.808001 -0.0845178 3.05101e-007
        40 = -3.8147e-008 -0.0845179 2.00019
        41 = 0.808001 -0.0845178 2.00019
        42 = -3.8147e-008 -1.23978e-007 2.00019
        43 = 0.808001 -4.76837e-008 2.00019
        44 = -3.8147e-008 -1.23978e-007 0
        45 = 0.808001 -4.76837e-008 0
        46 = 0.725775 0.0148645 0.878795
        47 = 0.739592 0.025196 0.886876
        48 = 0.768427 0.0151584 0.914725
        49 = 0.754318 0.0253057 0.906644
        50 = 0.737876 0.0418561 0.906644
        51 = 0.739592 0.025196 0.906644
        52 = 0.737876 0.0418562 0.886876
        53 = 0.750143 0.0487958 0.906644
        54 = 0.750143 0.0487958 0.886876
        55 = 0.710929 0.0685132 0.91342
        56 = 0.718069 0.0815078 0.91342
        57 = 0.718069 0.0815065 0.8801
        58 = 0.710928 0.0685133 0.8801
        59 = 0.60228 0.0799817 0.912478
        60 = 0.602438 0.0924141 0.912478
        61 = 0.602438 0.0924141 0.881041
        62 = 0.60228 0.0799817 0.881041
        63 = 0.725775 0.0148645 0.914725
        64 = 0.768427 0.0151584 0.878795
        65 = 0.754318 0.0253057 0.886876
        66 = 0.70955 0.000906916 0.996583
        67 = 0.714524 0.0147346 0.986019
        68 = 0.783351 0.00152463 0.996597
        69 = 0.777892 0.0152641 0.98621
        70 = 0.777892 0.0152641 0.732375
        71 = 0.783873 0.0015303 0.726457
        72 = 0.709847 0.000908928 0.725027
        73 = 0.714524 0.0147346 0.731271
    }

    textureTriangle
    {

        0
        {
            0 = 3 4 1
            1 = 1 4 2
            2 = 5 3 0
            3 = 1 0 3
            4 = 39 0 2
            5 = 0 1 2
            6 = 5 0 6
            7 = 0 39 6
            8 = 6 39 4
            9 = 2 4 39
            10 = 37 11 13
            11 = 11 12 13
            12 = 17 38 15
            13 = 15 38 14
            14 = 18 16 37
            15 = 16 11 37
            16 = 16 40 11
            17 = 40 14 11
            18 = 18 37 41
            19 = 17 41 38
            20 = 37 38 41
            21 = 15 20 17
            22 = 17 20 21
            23 = 7 8 23
            24 = 8 24 23
            25 = 25 9 26
            26 = 9 10 26
            27 = 27 28 29
            28 = 28 30 29
            29 = 32 31 33
            30 = 31 34 33
            31 = 23 24 9
            32 = 24 10 9
            33 = 7 25 8
            34 = 25 26 8
            35 = 19 22 20
            36 = 22 21 20
            37 = 12 11 35
            38 = 11 14 35
            39 = 35 14 36
            40 = 38 36 14
            41 = 19 40 16
            42 = 22 18 41
            43 = 29 30 32
            44 = 32 30 31
            45 = 27 33 28
            46 = 33 34 28
            47 = 34 31 28
            48 = 30 28 31
            49 = 13 36 37
            50 = 37 36 38
            51 = 16 18 19
            52 = 18 22 19
            53 = 15 14 40
            54 = 20 15 40
            55 = 19 20 40
            56 = 21 41 17
            57 = 21 22 41
            58 = 42 43 45
            59 = 43 44 45
            60 = 46 47 49
            61 = 47 48 49
            62 = 50 51 53
            63 = 51 52 53
            64 = 55 56 54
            65 = 54 56 57
            66 = 59 60 58
            67 = 58 60 61
            68 = 62 63 65
            69 = 63 64 65
            70 = 66 67 69
            71 = 67 68 69
            72 = 70 71 73
            73 = 71 72 73
            74 = 77 74 76
            75 = 76 74 75
            76 = 74 66 75
            77 = 66 69 75
            78 = 70 75 71
            79 = 75 69 71
            80 = 73 72 74
            81 = 74 72 66
            82 = 70 73 79
            83 = 73 78 79
            84 = 81 82 80
            85 = 80 82 83
            86 = 85 86 84
            87 = 84 86 87
            88 = 89 90 88
            89 = 88 90 91
            90 = 92 93 95
            91 = 93 94 95
            92 = 84 87 81
            93 = 81 87 82
            94 = 85 80 86
            95 = 80 83 86
            96 = 78 77 79
            97 = 76 79 77
            98 = 71 69 96
            99 = 68 96 69
            100 = 97 72 96
            101 = 72 71 96
            102 = 70 79 75
            103 = 76 75 79
            104 = 73 74 78
            105 = 78 74 77
            106 = 89 92 90
            107 = 92 95 90
            108 = 88 91 93
            109 = 91 94 93
            110 = 94 91 95
            111 = 90 95 91
            112 = 72 97 66
            113 = 66 97 67
        }

        1
        {
            0 = 3 4 1
            1 = 1 4 2
            2 = 5 3 0
            3 = 1 0 3
            4 = 48 0 2
            5 = 0 1 2
            6 = 5 0 6
            7 = 0 48 6
            8 = 6 48 4
            9 = 2 4 48
            10 = 7 8 10
            11 = 8 9 10
            12 = 12 13 11
            13 = 11 13 14
            14 = 15 16 7
            15 = 16 8 7
            16 = 16 17 8
            17 = 17 14 8
            18 = 15 7 18
            19 = 12 18 13
            20 = 7 13 18
            21 = 11 19 12
            22 = 12 19 20
            23 = 21 10 22
            24 = 10 9 22
            25 = 26 23 25
            26 = 23 24 25
            27 = 27 28 29
            28 = 28 30 29
            29 = 32 31 33
            30 = 31 34 33
            31 = 22 9 23
            32 = 9 24 23
            33 = 21 26 10
            34 = 26 25 10
            35 = 35 36 19
            36 = 36 20 19
            37 = 9 8 24
            38 = 8 14 24
            39 = 24 14 25
            40 = 13 25 14
            41 = 35 17 16
            42 = 36 15 18
            43 = 29 30 32
            44 = 32 30 31
            45 = 27 33 28
            46 = 33 34 28
            47 = 34 31 28
            48 = 30 28 31
            49 = 10 25 7
            50 = 7 25 13
            51 = 16 15 35
            52 = 15 36 35
            53 = 11 14 17
            54 = 19 11 17
            55 = 35 19 17
            56 = 20 18 12
            57 = 20 36 18
            58 = 76 74 77
            59 = 74 75 77
            60 = 69 68 71
            61 = 68 70 71
            62 = 71 70 73
            63 = 70 72 73
            64 = 72 67 73
            65 = 73 67 66
            66 = 72 70 67
            67 = 67 70 68
            68 = 73 66 71
            69 = 66 69 71
            70 = 37 38 40
            71 = 38 39 40
            72 = 41 42 44
            73 = 42 43 44
            74 = 52 45 51
            75 = 51 45 46
            76 = 45 37 46
            77 = 37 40 46
            78 = 41 46 42
            79 = 46 40 42
            80 = 44 43 45
            81 = 45 43 37
            82 = 41 44 54
            83 = 44 53 54
            84 = 56 39 55
            85 = 55 39 38
            86 = 58 59 57
            87 = 57 59 60
            88 = 64 63 65
            89 = 65 63 62
            90 = 61 50 47
            91 = 50 49 47
            92 = 57 60 56
            93 = 56 60 39
            94 = 58 55 59
            95 = 55 38 59
            96 = 53 52 54
            97 = 51 54 52
            98 = 42 40 60
            99 = 39 60 40
            100 = 59 43 60
            101 = 43 42 60
            102 = 41 54 46
            103 = 51 46 54
            104 = 44 45 53
            105 = 53 45 52
            106 = 64 61 63
            107 = 61 47 63
            108 = 65 62 50
            109 = 62 49 50
            110 = 49 62 47
            111 = 63 47 62
            112 = 43 59 37
            113 = 37 59 38
        }
    }

    textureVertex
    {

        0
        {
            0 = 0.681882 0.710984
            1 = 0.2852 0.711591
            2 = 0.285296 0.88325
            3 = 0.221086 0.638171
            4 = 0.221086 0.956478
            5 = 0.773137 0.640097
            6 = 0.773137 0.955286
            7 = 0.948174 0.45173
            8 = 0.888619 0.412
            9 = 0.814985 0.31436
            10 = 0.862714 0.335143
            11 = 0.705911 0.149281
            12 = 0.704892 0.0692421
            13 = 0.668249 0.0685164
            14 = 0.728738 0.149281
            15 = 0.760759 0.343833
            16 = 0.737338 0.343833
            17 = 0.622042 0.343833
            18 = 0.644275 0.343833
            19 = 0.721177 0.56839
            20 = 0.732351 0.585934
            21 = 0.661039 0.586829
            22 = 0.672693 0.566881
            23 = 0.948174 0.31436
            24 = 0.888619 0.335143
            25 = 0.814985 0.45173
            26 = 0.862714 0.412
            27 = 0.989872 0.0128064
            28 = 0.985234 0.0442226
            29 = 0.772831 0.0128064
            30 = 0.790324 0.043514
            31 = 0.783368 0.984132
            32 = 0.772831 0.996996
            33 = 0.989872 0.996996
            34 = 0.985234 0.988723
            35 = 0.727298 0.0442833
            36 = 0.644999 0.0442833
            37 = 0.669268 0.149281
            38 = 0.646439 0.149281
            39 = 0.681974 0.884567
            40 = 0.749167 0.343833
            41 = 0.633093 0.343833
            42 = 0.956227 1.00537
            43 = 0.0437741 1.00537
            44 = 0.0437741 0.0137613
            45 = 0.956227 0.0137613
            46 = 0.736062 0.468021
            47 = 0.263938 0.468021
            48 = 0.263938 0.539789
            49 = 0.736062 0.539789
            50 = 0.956227 0.0137611
            51 = 0.0437741 0.0137611
            52 = 0.0437741 1.00537
            53 = 0.956227 1.00537
            54 = 0.736062 0.539789
            55 = 0.263938 0.539789
            56 = 0.263938 0.468021
            57 = 0.736062 0.468021
            58 = 0.042649 1.00781
            59 = 0.0920368 1.00781
            60 = 0.0920368 0.0139923
            61 = 0.042649 0.0139925
            62 = 0.0920369 1.00781
            63 = 0.0426492 1.00781
            64 = 0.0426492 0.0139925
            65 = 0.0920369 0.0139923
            66 = 0.669268 0.149281
            67 = 0.668249 0.0685164
            68 = 0.704892 0.0692421
            69 = 0.705911 0.149281
            70 = 0.760759 0.343833
            71 = 0.728738 0.149281
            72 = 0.646439 0.149281
            73 = 0.622042 0.343833
            74 = 0.644275 0.343833
            75 = 0.737338 0.343833
            76 = 0.721177 0.56839
            77 = 0.672693 0.566881
            78 = 0.661039 0.586829
            79 = 0.732351 0.585934
            80 = 0.948174 0.45173
            81 = 0.948174 0.31436
            82 = 0.888619 0.335143
            83 = 0.888619 0.412
            84 = 0.814985 0.31436
            85 = 0.814985 0.45173
            86 = 0.862714 0.412
            87 = 0.862714 0.335143
            88 = 0.989872 0.0128064
            89 = 0.772831 0.0128064
            90 = 0.790324 0.043514
            91 = 0.985234 0.0442226
            92 = 0.772831 0.996996
            93 = 0.989872 0.996996
            94 = 0.985234 0.988723
            95 = 0.783368 0.984132
            96 = 0.727298 0.0442833
            97 = 0.644999 0.0442833
        }

        1
        {
            0 = 0.825625 0.538391
            1 = 0.860854 0.538181
            2 = 0.860846 0.515532
            3 = 0.866548 0.547851
            4 = 0.866548 0.505876
            5 = 0.81752 0.547851
            6 = 0.81752 0.505876
            7 = 0.884956 0.83318
            8 = 0.884788 0.819383
            9 = 0.872193 0.806407
            10 = 0.872222 0.846158
            11 = 0.89247 0.823731
            12 = 0.892298 0.828933
            13 = 0.895103 0.833243
            14 = 0.895264 0.819309
            15 = 0.887697 0.828824
            16 = 0.8875 0.823847
            17 = 0.889889 0.822472
            18 = 0.889876 0.829933
            19 = 0.890816 0.825452
            20 = 0.890766 0.827215
            21 = 0.828295 0.879223
            22 = 0.828295 0.77339
            23 = 0.95069 0.77336
            24 = 0.907331 0.806418
            25 = 0.907304 0.846135
            26 = 0.95069 0.879193
            27 = 0.822355 0.729081
            28 = 0.827604 0.724415
            29 = 0.857656 0.729081
            30 = 0.852452 0.724458
            31 = 0.852389 0.627585
            32 = 0.857656 0.62434
            33 = 0.822355 0.624587
            34 = 0.827498 0.627703
            35 = 0.88924 0.825497
            36 = 0.889296 0.827162
            37 = 0.935327 0.275013
            38 = 0.939148 0.293218
            39 = 0.939148 0.239515
            40 = 0.935327 0.257736
            41 = 0.915186 0.264685
            42 = 0.89393 0.25919
            43 = 0.89393 0.273693
            44 = 0.915127 0.267175
            45 = 0.917209 0.267952
            46 = 0.916701 0.263935
            47 = 0.851149 0.391537
            48 = 0.825617 0.515298
            49 = 0.827254 0.39165
            50 = 0.822355 0.388535
            51 = 0.924323 0.264173
            52 = 0.924323 0.267858
            53 = 0.920345 0.266754
            54 = 0.920509 0.265085
            55 = 0.949783 0.343112
            56 = 0.949783 0.189347
            57 = 0.823983 0.189456
            58 = 0.823982 0.343221
            59 = 0.873902 0.294148
            60 = 0.873903 0.238607
            61 = 0.856259 0.388288
            62 = 0.827354 0.488365
            63 = 0.851215 0.488405
            64 = 0.856259 0.493029
            65 = 0.822355 0.493029
            66 = 0.737699 0.476272
            67 = 0.0553397 0.474745
            68 = 0.0553397 0.054847
            69 = 0.737699 0.0563745
            70 = 0.101329 0.0812774
            71 = 0.693575 0.0824653
            72 = 0.101329 0.448654
            73 = 0.693575 0.449842
            74 = 0.737699 0.947446
            75 = 0.737699 0.527549
            76 = 0.0553398 0.947446
            77 = 0.0553398 0.527549
        }
    }

    triangle
    {

        0
        {
            materialNr = 0
            normalVertexNr = 92 93 95
            positionVertexNr = 5 4 2
            smoothingGroup = 516
        }

        1
        {
            materialNr = 0
            normalVertexNr = 95 93 97
            positionVertexNr = 2 4 0
            smoothingGroup = 388
        }

        2
        {
            materialNr = 0
            normalVertexNr = 91 92 96
            positionVertexNr = 6 5 1
            smoothingGroup = 129
        }

        3
        {
            materialNr = 0
            normalVertexNr = 95 96 92
            positionVertexNr = 2 1 5
            smoothingGroup = 577
        }

        4
        {
            materialNr = 0
            normalVertexNr = 94 96 97
            positionVertexNr = 3 1 0
            smoothingGroup = 56
        }

        5
        {
            materialNr = 0
            normalVertexNr = 96 95 97
            positionVertexNr = 1 2 0
            smoothingGroup = 336
        }

        6
        {
            materialNr = 0
            normalVertexNr = 91 96 90
            positionVertexNr = 6 1 7
            smoothingGroup = 132
        }

        7
        {
            materialNr = 0
            normalVertexNr = 96 94 90
            positionVertexNr = 1 3 7
            smoothingGroup = 14
        }

        8
        {
            materialNr = 0
            normalVertexNr = 90 94 93
            positionVertexNr = 7 3 4
            smoothingGroup = 3
        }

        9
        {
            materialNr = 0
            normalVertexNr = 97 93 94
            positionVertexNr = 0 4 3
            smoothingGroup = 161
        }

        10
        {
            materialNr = 0
            normalVertexNr = 83 85 88
            positionVertexNr = 14 12 9
            smoothingGroup = 24576
        }

        11
        {
            materialNr = 0
            normalVertexNr = 85 84 88
            positionVertexNr = 12 13 9
            smoothingGroup = 19456
        }

        12
        {
            materialNr = 0
            normalVertexNr = 78 81 79
            positionVertexNr = 19 16 18
            smoothingGroup = 24704
        }

        13
        {
            materialNr = 0
            normalVertexNr = 79 81 82
            positionVertexNr = 18 16 15
            smoothingGroup = 14336
        }

        14
        {
            materialNr = 0
            normalVertexNr = 77 80 83
            positionVertexNr = 20 17 14
            smoothingGroup = 4224
        }

        15
        {
            materialNr = 0
            normalVertexNr = 80 85 83
            positionVertexNr = 17 12 14
            smoothingGroup = 8832
        }

        16
        {
            materialNr = 0
            normalVertexNr = 80 57 85
            positionVertexNr = 17 36 12
            smoothingGroup = 832
        }

        17
        {
            materialNr = 0
            normalVertexNr = 57 82 85
            positionVertexNr = 36 15 12
            smoothingGroup = 96
        }

        18
        {
            materialNr = 0
            normalVertexNr = 77 83 56
            positionVertexNr = 20 14 37
            smoothingGroup = 6208
        }

        19
        {
            materialNr = 0
            normalVertexNr = 78 56 81
            positionVertexNr = 19 37 16
            smoothingGroup = 162
        }

        20
        {
            materialNr = 0
            normalVertexNr = 83 81 56
            positionVertexNr = 14 16 37
            smoothingGroup = 1120
        }

        21
        {
            materialNr = 0
            normalVertexNr = 79 75 78
            positionVertexNr = 18 22 19
            smoothingGroup = 17412
        }

        22
        {
            materialNr = 0
            normalVertexNr = 78 75 74
            positionVertexNr = 19 22 23
            smoothingGroup = 1792
        }

        23
        {
            materialNr = 0
            normalVertexNr = 89 88 72
            positionVertexNr = 8 9 25
            smoothingGroup = 144
        }

        24
        {
            materialNr = 0
            normalVertexNr = 88 84 72
            positionVertexNr = 9 13 25
            smoothingGroup = 2184
        }

        25
        {
            materialNr = 0
            normalVertexNr = 71 87 70
            positionVertexNr = 26 10 27
            smoothingGroup = 768
        }

        26
        {
            materialNr = 0
            normalVertexNr = 87 86 70
            positionVertexNr = 10 11 27
            smoothingGroup = 448
        }

        27
        {
            materialNr = 0
            normalVertexNr = 69 67 66
            positionVertexNr = 28 29 30
            smoothingGroup = 80
        }

        28
        {
            materialNr = 0
            normalVertexNr = 67 64 66
            positionVertexNr = 29 31 30
            smoothingGroup = 48
        }

        29
        {
            materialNr = 0
            normalVertexNr = 61 62 60
            positionVertexNr = 33 32 34
            smoothingGroup = 24
        }

        30
        {
            materialNr = 0
            normalVertexNr = 62 58 60
            positionVertexNr = 32 35 34
            smoothingGroup = 20
        }

        31
        {
            materialNr = 0
            normalVertexNr = 72 84 87
            positionVertexNr = 25 13 10
            smoothingGroup = 12
        }

        32
        {
            materialNr = 0
            normalVertexNr = 84 86 87
            positionVertexNr = 13 11 10
            smoothingGroup = 70
        }

        33
        {
            materialNr = 0
            normalVertexNr = 89 71 88
            positionVertexNr = 8 26 9
            smoothingGroup = 48
        }

        34
        {
            materialNr = 0
            normalVertexNr = 71 70 88
            positionVertexNr = 26 27 9
            smoothingGroup = 546
        }

        35
        {
            materialNr = 0
            normalVertexNr = 76 73 75
            positionVertexNr = 21 24 22
            smoothingGroup = 224
        }

        36
        {
            materialNr = 0
            normalVertexNr = 73 74 75
            positionVertexNr = 24 23 22
            smoothingGroup = 336
        }

        37
        {
            materialNr = 0
            normalVertexNr = 84 85 86
            positionVertexNr = 13 12 11
            smoothingGroup = 1027
        }

        38
        {
            materialNr = 0
            normalVertexNr = 85 82 86
            positionVertexNr = 12 15 11
            smoothingGroup = 49
        }

        39
        {
            materialNr = 0
            normalVertexNr = 86 82 70
            positionVertexNr = 11 15 27
            smoothingGroup = 152
        }

        40
        {
            materialNr = 0
            normalVertexNr = 81 70 82
            positionVertexNr = 16 27 15
            smoothingGroup = 2060
        }

        41
        {
            materialNr = 0
            normalVertexNr = 76 57 80
            positionVertexNr = 21 36 17
            smoothingGroup = 280
        }

        42
        {
            materialNr = 0
            normalVertexNr = 73 77 56
            positionVertexNr = 24 20 37
            smoothingGroup = 2060
        }

        43
        {
            materialNr = 0
            normalVertexNr = 66 64 61
            positionVertexNr = 30 31 33
            smoothingGroup = 34
        }

        44
        {
            materialNr = 0
            normalVertexNr = 61 64 62
            positionVertexNr = 33 31 32
            smoothingGroup = 10
        }

        45
        {
            materialNr = 0
            normalVertexNr = 69 60 67
            positionVertexNr = 28 34 29
            smoothingGroup = 66
        }

        46
        {
            materialNr = 0
            normalVertexNr = 60 58 67
            positionVertexNr = 34 35 29
            smoothingGroup = 6
        }

        47
        {
            materialNr = 0
            normalVertexNr = 59 63 68
            positionVertexNr = 35 32 29
            smoothingGroup = 1
        }

        48
        {
            materialNr = 0
            normalVertexNr = 65 68 63
            positionVertexNr = 31 29 32
            smoothingGroup = 1
        }

        49
        {
            materialNr = 0
            normalVertexNr = 88 70 83
            positionVertexNr = 9 27 14
            smoothingGroup = 3
        }

        50
        {
            materialNr = 0
            normalVertexNr = 83 70 81
            positionVertexNr = 14 27 16
            smoothingGroup = 1029
        }

        51
        {
            materialNr = 0
            normalVertexNr = 80 77 76
            positionVertexNr = 17 20 21
            smoothingGroup = 18
        }

        52
        {
            materialNr = 0
            normalVertexNr = 77 73 76
            positionVertexNr = 20 24 21
            smoothingGroup = 38
        }

        53
        {
            materialNr = 0
            normalVertexNr = 79 82 57
            positionVertexNr = 18 15 36
            smoothingGroup = 4098
        }

        54
        {
            materialNr = 0
            normalVertexNr = 75 79 57
            positionVertexNr = 22 18 36
            smoothingGroup = 7
        }

        55
        {
            materialNr = 0
            normalVertexNr = 76 75 57
            positionVertexNr = 21 22 36
            smoothingGroup = 137
        }

        56
        {
            materialNr = 0
            normalVertexNr = 74 56 78
            positionVertexNr = 23 37 19
            smoothingGroup = 515
        }

        57
        {
            materialNr = 0
            normalVertexNr = 74 73 56
            positionVertexNr = 23 24 37
            smoothingGroup = 25
        }

        58
        {
            materialNr = 1
            normalVertexNr = 53 50 47
            positionVertexNr = 38 39 40
            smoothingGroup = 4
        }

        59
        {
            materialNr = 1
            normalVertexNr = 50 44 47
            positionVertexNr = 39 41 40
            smoothingGroup = 4
        }

        60
        {
            materialNr = 1
            normalVertexNr = 48 45 41
            positionVertexNr = 40 41 42
            smoothingGroup = 2
        }

        61
        {
            materialNr = 1
            normalVertexNr = 45 38 41
            positionVertexNr = 41 43 42
            smoothingGroup = 2
        }

        62
        {
            materialNr = 1
            normalVertexNr = 42 39 35
            positionVertexNr = 42 43 44
            smoothingGroup = 4
        }

        63
        {
            materialNr = 1
            normalVertexNr = 39 32 35
            positionVertexNr = 43 45 44
            smoothingGroup = 4
        }

        64
        {
            materialNr = 1
            normalVertexNr = 33 51 36
            positionVertexNr = 45 39 44
            smoothingGroup = 2
        }

        65
        {
            materialNr = 1
            normalVertexNr = 36 51 54
            positionVertexNr = 44 39 38
            smoothingGroup = 2
        }

        66
        {
            materialNr = 1
            normalVertexNr = 34 40 52
            positionVertexNr = 45 43 39
            smoothingGroup = 1
        }

        67
        {
            materialNr = 1
            normalVertexNr = 52 40 46
            positionVertexNr = 39 43 41
            smoothingGroup = 1
        }

        68
        {
            materialNr = 1
            normalVertexNr = 37 55 43
            positionVertexNr = 44 38 42
            smoothingGroup = 1
        }

        69
        {
            materialNr = 1
            normalVertexNr = 55 49 43
            positionVertexNr = 38 40 42
            smoothingGroup = 1
        }

        70
        {
            materialNr = 0
            normalVertexNr = 25 30 27
            positionVertexNr = 52 47 50
            smoothingGroup = 65664
        }

        71
        {
            materialNr = 0
            normalVertexNr = 30 26 27
            positionVertexNr = 47 51 50
            smoothingGroup = 8324
        }

        72
        {
            materialNr = 0
            normalVertexNr = 21 24 20
            positionVertexNr = 56 53 57
            smoothingGroup = 35840
        }

        73
        {
            materialNr = 0
            normalVertexNr = 24 23 20
            positionVertexNr = 53 54 57
            smoothingGroup = 71680
        }

        74
        {
            materialNr = 0
            normalVertexNr = 15 19 18
            positionVertexNr = 62 58 59
            smoothingGroup = 49280
        }

        75
        {
            materialNr = 0
            normalVertexNr = 18 19 22
            positionVertexNr = 59 58 55
            smoothingGroup = 28672
        }

        76
        {
            materialNr = 0
            normalVertexNr = 19 25 22
            positionVertexNr = 58 52 55
            smoothingGroup = 7168
        }

        77
        {
            materialNr = 0
            normalVertexNr = 25 27 22
            positionVertexNr = 52 50 55
            smoothingGroup = 67648
        }

        78
        {
            materialNr = 0
            normalVertexNr = 21 22 24
            positionVertexNr = 56 55 53
            smoothingGroup = 33312
        }

        79
        {
            materialNr = 0
            normalVertexNr = 22 27 24
            positionVertexNr = 55 50 53
            smoothingGroup = 352
        }

        80
        {
            materialNr = 0
            normalVertexNr = 20 23 19
            positionVertexNr = 57 54 58
            smoothingGroup = 66304
        }

        81
        {
            materialNr = 0
            normalVertexNr = 19 23 25
            positionVertexNr = 58 54 52
            smoothingGroup = 1312
        }

        82
        {
            materialNr = 0
            normalVertexNr = 21 20 17
            positionVertexNr = 56 57 60
            smoothingGroup = 1216
        }

        83
        {
            materialNr = 0
            normalVertexNr = 20 16 17
            positionVertexNr = 57 61 60
            smoothingGroup = 112
        }

        84
        {
            materialNr = 0
            normalVertexNr = 14 26 31
            positionVertexNr = 63 51 46
            smoothingGroup = 2050
        }

        85
        {
            materialNr = 0
            normalVertexNr = 31 26 30
            positionVertexNr = 46 51 47
            smoothingGroup = 1030
        }

        86
        {
            materialNr = 0
            normalVertexNr = 13 12 29
            positionVertexNr = 64 65 48
            smoothingGroup = 768
        }

        87
        {
            materialNr = 0
            normalVertexNr = 29 12 28
            positionVertexNr = 48 65 49
            smoothingGroup = 704
        }

        88
        {
            materialNr = 0
            normalVertexNr = 8 6 11
            positionVertexNr = 68 69 66
            smoothingGroup = 12
        }

        89
        {
            materialNr = 0
            normalVertexNr = 11 6 9
            positionVertexNr = 66 69 67
            smoothingGroup = 40
        }

        90
        {
            materialNr = 0
            normalVertexNr = 3 2 4
            positionVertexNr = 71 72 70
            smoothingGroup = 24
        }

        91
        {
            materialNr = 0
            normalVertexNr = 2 0 4
            positionVertexNr = 72 73 70
            smoothingGroup = 12
        }

        92
        {
            materialNr = 0
            normalVertexNr = 29 28 14
            positionVertexNr = 48 49 63
            smoothingGroup = 160
        }

        93
        {
            materialNr = 0
            normalVertexNr = 14 28 26
            positionVertexNr = 63 49 51
            smoothingGroup = 2096
        }

        94
        {
            materialNr = 0
            normalVertexNr = 13 31 12
            positionVertexNr = 64 46 65
            smoothingGroup = 272
        }

        95
        {
            materialNr = 0
            normalVertexNr = 31 30 12
            positionVertexNr = 46 47 65
            smoothingGroup = 1048
        }

        96
        {
            materialNr = 0
            normalVertexNr = 16 15 17
            positionVertexNr = 61 62 60
            smoothingGroup = 44
        }

        97
        {
            materialNr = 0
            normalVertexNr = 18 17 15
            positionVertexNr = 59 60 62
            smoothingGroup = 32778
        }

        98
        {
            materialNr = 0
            normalVertexNr = 24 27 28
            positionVertexNr = 53 50 49
            smoothingGroup = 265
        }

        99
        {
            materialNr = 0
            normalVertexNr = 26 28 27
            positionVertexNr = 51 49 50
            smoothingGroup = 8209
        }

        100
        {
            materialNr = 0
            normalVertexNr = 12 23 28
            positionVertexNr = 65 54 49
            smoothingGroup = 70
        }

        101
        {
            materialNr = 0
            normalVertexNr = 23 24 28
            positionVertexNr = 54 53 49
            smoothingGroup = 4108
        }

        102
        {
            materialNr = 0
            normalVertexNr = 21 17 22
            positionVertexNr = 56 60 55
            smoothingGroup = 641
        }

        103
        {
            materialNr = 0
            normalVertexNr = 18 22 17
            positionVertexNr = 59 55 60
            smoothingGroup = 8195
        }

        104
        {
            materialNr = 0
            normalVertexNr = 20 19 16
            positionVertexNr = 57 58 61
            smoothingGroup = 529
        }

        105
        {
            materialNr = 0
            normalVertexNr = 16 19 15
            positionVertexNr = 61 58 62
            smoothingGroup = 133
        }

        106
        {
            materialNr = 0
            normalVertexNr = 8 3 6
            positionVertexNr = 68 71 69
            smoothingGroup = 6
        }

        107
        {
            materialNr = 0
            normalVertexNr = 3 4 6
            positionVertexNr = 71 70 69
            smoothingGroup = 18
        }

        108
        {
            materialNr = 0
            normalVertexNr = 11 9 2
            positionVertexNr = 66 67 72
            smoothingGroup = 34
        }

        109
        {
            materialNr = 0
            normalVertexNr = 9 0 2
            positionVertexNr = 67 73 72
            smoothingGroup = 6
        }

        110
        {
            materialNr = 0
            normalVertexNr = 1 10 5
            positionVertexNr = 73 67 70
            smoothingGroup = 1
        }

        111
        {
            materialNr = 0
            normalVertexNr = 7 5 10
            positionVertexNr = 69 70 67
            smoothingGroup = 1
        }

        112
        {
            materialNr = 0
            normalVertexNr = 23 12 25
            positionVertexNr = 54 65 52
            smoothingGroup = 35
        }

        113
        {
            materialNr = 0
            normalVertexNr = 25 12 30
            positionVertexNr = 52 65 47
            smoothingGroup = 9
        }
    }
}