Singles Flirt Up Your Life! (German)/Singles Flirt Up Your Life.iso/data1.cab/CharacterLow/elaineScientistEyes.ams

Text File | 2004-01-29 | 94KB | 5,597 lines

Wonderlib::MVFMesh object
{

    boneName
    {
        0 = RootBone
        1 = Pelvis
        2 = Spine
        3 = Spine1
        4 = Spine2
        5 = Spine3
        6 = Neck
        7 = Neck1
        8 = Head
        9 = Mimik
        10 = L UpperEyelidOrigin
        11 = L UpperEyelidCluster
        12 = L LowerEyelidOrigin
        13 = L LowerEyelidCluster
        14 = R OutLipOrigin
        15 = R OutLipCluster
        16 = R UpperEyelidOrigin
        17 = R UpperEyelidCluster
        18 = R LowerEyelidOrigin
        19 = R LowerEyelidCluster
        20 = R EyebrowOrigin
        21 = R EyebrowCluster
        22 = R Eyeball
        23 = R Pupille
        24 = L Eyeball
        25 = L Pupille
        26 = R Eyebrow1Origin
        27 = R Eyebrow1Cluster
        28 = R Eyebrow2Origin
        29 = R Eyebrow2Cluster
        30 = R UpperLip1Origin
        31 = R UpperLip1Cluster
        32 = R Cheek0Origin
        33 = R Cheek0Cluster
        34 = R OuterNoseWingOrigin
        35 = R OuterNoseWingCluster
        36 = ForeheadOrigin
        37 = ForeheadCluster
        38 = R OuterEyeCornerOrigin
        39 = R OuterEyeCornerCluster
        40 = R UpperEyelid1Origin
        41 = R UpperEyelid1Cluster
        42 = R FrontalisOrigin
        43 = R FrontalisCluster
        44 = R CheekOrigin
        45 = R CheekCluster
        46 = MiddleUpperLipOrigin
        47 = MiddleUpperLipCluster
        48 = L UpperLip1Origin
        49 = L UpperLip1Cluster
        50 = R Smile1Origin
        51 = R Smile1Cluster
        52 = L CheekOrigin
        53 = L CheekCluster
        54 = L OuterNoseWingOrigin
        55 = L OuterNoseWingCluster
        56 = L Cheek0Origin
        57 = L Cheek0Cluster
        58 = L OuterEyeCornerOrigin
        59 = L OuterEyeCornerCluster
        60 = L EyebrowOrigin
        61 = L EyebrowCluster
        62 = L Eyebrow1Origin
        63 = L Eyebrow1Cluster
        64 = L Eyebrow2Origin
        65 = L Eyebrow2Cluster
        66 = L FrontalisOrigin
        67 = L FrontalisCluster
        68 = R Smile0Origin
        69 = R Smile0Cluster
        70 = L OutLipOrigin
        71 = L OutLipCluster
        72 = L smile1Origin
        73 = L Smile1Cluster
        74 = L Smile0Origin
        75 = L Smile0Cluster
        76 = L UpperEyelid1Origin
        77 = L UpperEyelid1Cluster
        78 = Jaw
        79 = ChinOrigin
        80 = Chin1Cluster
        81 = R LowerLip1Origin
        82 = R LowerLip1Cluster
        83 = MiddleLowerLipOrigin
        84 = MiddleLowerLipCluster
        85 = L LowerLip1Origin
        86 = L LowerLip1Cluster
        87 = Tongue
        88 = Tongue1
        89 = Tongue2
        90 = Tongue3
        91 = L OutLip1Origin
        92 = L OutLip1Cluster
        93 = R OutLip1Origin
        94 = R OutLip1Cluster
        95 = MouthOrigin
        96 = MouthCluster
        97 = CameraBoneFace
        98 = R NeckSinew
        99 = L NeckSinew
        100 = R Clavicle
        101 = R UpperArm
        102 = R ArmTwist
        103 = R Forearm
        104 = R ArmRadius
        105 = R Hand
        106 = R ObjectHolder
        107 = R Finger0
        108 = R Finger0Middle
        109 = R Finger0Tip
        110 = R Finger0Dummy
        111 = R Finger1
        112 = R Finger1Middle
        113 = R Finger1Tip
        114 = R Finger1Dummy
        115 = R Finger2
        116 = R Finger2Middle
        117 = R Finger2Tip
        118 = R Finger2Dummy
        119 = R Finger3
        120 = R Finger3Middle
        121 = R Finger3Tip
        122 = R Finger3Dummy
        123 = R Finger4
        124 = R Finger4Middle
        125 = R Finger4Tip
        126 = R Finger4Dummy
        127 = R ArmRadiusHelper1
        128 = R ForearmHelper1
        129 = R ForearmHelper1Cluster
        130 = R ArmTwistHelper1
        131 = R ArmTwistHelper2
        132 = R UpperArmTopCluster
        133 = R UpperArmFrontCluster
        134 = R UpperArmBackCluster
        135 = R UpperArmBottomCluster
        136 = L Clavicle
        137 = L UpperArm
        138 = L ArmTwist
        139 = L Forearm
        140 = L ArmRadius
        141 = L Hand
        142 = L Finger2
        143 = L Finger2Middle
        144 = L Finger2Tip
        145 = L Finger2Dummy
        146 = L Finger1
        147 = L Finger1Middle
        148 = L Finger1Tip
        149 = L Finger1Dummy
        150 = L Finger0
        151 = L Finger0Middle
        152 = L Finger0Tip
        153 = L Finger0Dummy
        154 = L Finger3
        155 = L Finger3Middle
        156 = L Finger3Tip
        157 = L Finger3Dummy
        158 = L Finger4
        159 = L Finger4Middle
        160 = L Finger4Tip
        161 = L Finger4Dummy
        162 = L ObjectHolder
        163 = L ArmRadiusHelper1
        164 = L ForearmHelper1
        165 = L ForearmHelper1Cluster
        166 = L ArmTwistHelper1
        167 = L ArmTwistHelper2
        168 = L UpperArmTopCluster
        169 = L UpperArmFrontCluster
        170 = L UpperArmBackCluster
        171 = L UpperArmBottomCluster
        172 = L BreastMove
        173 = L BreastScale
        174 = R BreastMove
        175 = R BreastScale
        176 = R ClavicleHelper0
        177 = R ClavicleHelper1
        178 = R BoneHelper2
        179 = L ClavicleHelper0
        180 = L ClavicleHelper1
        181 = L BoneHelper2
        182 = CameraBoneHead
        183 = Tommy
        184 = Vagina
        185 = L InnerLabia
        186 = L OuterLabia
        187 = L InnerVagina
        188 = R InnerLabia
        189 = R OuterLabia
        190 = R InnerVagina
        191 = Clitoris
        192 = VaginaLowerEnd
        193 = R Thigh
        194 = R ThighRadix
        195 = R Calf
        196 = R Foot
        197 = R FootHelper1
        198 = R Toe0
        199 = R Toe0Dummy
        200 = R Toe1
        201 = R Toe1Dummy
        202 = R CalfHelper1
        203 = R CalfHelper1Cluster
        204 = R ThighRadixHelper1
        205 = R ThighHelper1
        206 = R ThighHelperFrontCluster
        207 = R ThighHelperLeftCluster
        208 = R ThighHelperBackCluster
        209 = R ThighHelperRightCluster
        210 = L Thigh
        211 = L ThighRadix
        212 = L Calf
        213 = L Foot
        214 = L Toe0
        215 = L Toe0Dummy
        216 = L FootHelper1
        217 = L Toe1
        218 = L Toe1Dummy
        219 = L CalfHelper1
        220 = L CalfHelper1Cluster
        221 = L ThighRadixHelper1
        222 = L ThighHelper1
        223 = L ThighHelperFrontCluster
        224 = L ThighHelperLeftCluster
        225 = L ThighHelperBackCluster
        226 = L ThighHelperRightCluster
        227 = DressFront
        228 = DressFrontDummy
        229 = DressBack
        230 = DressBackDummy
        231 = CameraBoneShoulder
        232 = CameraBoneBody
        233 = ObjectAnimator
    }

    boneWeight
    {

        0
        {
            0 = 22 1
        }

        1
        {
            0 = 22 1
        }

        2
        {
            0 = 22 1
        }

        3
        {
            0 = 22 1
        }

        4
        {
            0 = 22 1
        }

        5
        {
            0 = 22 1
        }

        6
        {
            0 = 22 1
        }

        7
        {
            0 = 22 1
        }

        8
        {
            0 = 22 1
        }

        9
        {
            0 = 22 1
        }

        10
        {
            0 = 22 1
        }

        11
        {
            0 = 22 1
        }

        12
        {
            0 = 22 1
        }

        13
        {
            0 = 22 1
        }

        14
        {
            0 = 22 1
        }

        15
        {
            0 = 22 1
        }

        16
        {
            0 = 22 1
        }

        17
        {
            0 = 22 1
        }

        18
        {
            0 = 22 1
        }

        19
        {
            0 = 22 1
        }

        20
        {
            0 = 22 1
        }

        21
        {
            0 = 22 1
        }

        22
        {
            0 = 22 1
        }

        23
        {
            0 = 22 1
        }

        24
        {
            0 = 22 1
        }

        25
        {
            0 = 22 1
        }

        26
        {
            0 = 22 1
        }

        27
        {
            0 = 22 1
        }

        28
        {
            0 = 22 1
        }

        29
        {
            0 = 22 1
        }

        30
        {
            0 = 22 1
        }

        31
        {
            0 = 22 1
        }

        32
        {
            0 = 22 1
        }

        33
        {
            0 = 22 1
        }

        34
        {
            0 = 22 1
        }

        35
        {
            0 = 22 1
        }

        36
        {
            0 = 22 1
        }

        37
        {
            0 = 22 1
        }

        38
        {
            0 = 22 1
        }

        39
        {
            0 = 22 1
        }

        40
        {
            0 = 22 1
        }

        41
        {
            0 = 22 1
        }

        42
        {
            0 = 22 1
        }

        43
        {
            0 = 22 1
        }

        44
        {
            0 = 22 1
        }

        45
        {
            0 = 22 1
        }

        46
        {
            0 = 22 1
        }

        47
        {
            0 = 22 1
        }

        48
        {
            0 = 22 1
        }

        49
        {
            0 = 22 1
        }

        50
        {
            0 = 22 1
        }

        51
        {
            0 = 22 1
        }

        52
        {
            0 = 22 1
        }

        53
        {
            0 = 22 1
        }

        54
        {
            0 = 22 1
        }

        55
        {
            0 = 22 1
        }

        56
        {
            0 = 22 1
        }

        57
        {
            0 = 22 1
        }

        58
        {
            0 = 22 1
        }

        59
        {
            0 = 22 1
        }

        60
        {
            0 = 22 1
        }

        61
        {
            0 = 22 1
        }

        62
        {
            0 = 22 1
        }

        63
        {
            0 = 22 1
        }

        64
        {
            0 = 22 1
        }

        65
        {
            0 = 22 1
        }

        66
        {
            0 = 22 1
        }

        67
        {
            0 = 22 1
        }

        68
        {
            0 = 22 1
        }

        69
        {
            0 = 22 1
        }

        70
        {
            0 = 22 1
        }

        71
        {
            0 = 22 1
        }

        72
        {
            0 = 22 1
        }

        73
        {
            0 = 22 1
        }

        74
        {
            0 = 22 1
        }

        75
        {
            0 = 22 1
        }

        76
        {
            0 = 22 1
        }

        77
        {
            0 = 22 1
        }

        78
        {
            0 = 22 1
        }

        79
        {
            0 = 22 1
        }

        80
        {
            0 = 22 1
        }

        81
        {
            0 = 22 1
        }

        82
        {
            0 = 22 1
        }

        83
        {
            0 = 22 1
        }

        84
        {
            0 = 22 1
        }

        85
        {
            0 = 22 1
        }

        86
        {
            0 = 22 1
        }

        87
        {
            0 = 22 1
        }

        88
        {
            0 = 22 1
        }

        89
        {
            0 = 22 1
        }

        90
        {
            0 = 22 1
        }

        91
        {
            0 = 22 1
        }

        92
        {
            0 = 22 1
        }

        93
        {
            0 = 22 1
        }

        94
        {
            0 = 22 1
        }

        95
        {
            0 = 22 1
        }

        96
        {
            0 = 22 1
        }

        97
        {
            0 = 22 1
        }

        98
        {
            0 = 22 1
        }

        99
        {
            0 = 22 1
        }

        100
        {
            0 = 22 1
        }

        101
        {
            0 = 22 1
        }

        102
        {
            0 = 22 1
        }

        103
        {
            0 = 22 1
        }

        104
        {
            0 = 22 1
        }

        105
        {
            0 = 22 1
        }

        106
        {
            0 = 22 1
        }

        107
        {
            0 = 22 1
        }

        108
        {
            0 = 22 1
        }

        109
        {
            0 = 22 1
        }

        110
        {
            0 = 24 1
        }

        111
        {
            0 = 24 1
        }

        112
        {
            0 = 24 1
        }

        113
        {
            0 = 24 1
        }

        114
        {
            0 = 24 1
        }

        115
        {
            0 = 24 1
        }

        116
        {
            0 = 24 1
        }

        117
        {
            0 = 24 1
        }

        118
        {
            0 = 24 1
        }

        119
        {
            0 = 24 1
        }

        120
        {
            0 = 24 1
        }

        121
        {
            0 = 24 1
        }

        122
        {
            0 = 24 1
        }

        123
        {
            0 = 24 1
        }

        124
        {
            0 = 24 1
        }

        125
        {
            0 = 24 1
        }

        126
        {
            0 = 24 1
        }

        127
        {
            0 = 24 1
        }

        128
        {
            0 = 24 1
        }

        129
        {
            0 = 24 1
        }

        130
        {
            0 = 24 1
        }

        131
        {
            0 = 24 1
        }

        132
        {
            0 = 24 1
        }

        133
        {
            0 = 24 1
        }

        134
        {
            0 = 24 1
        }

        135
        {
            0 = 24 1
        }

        136
        {
            0 = 24 1
        }

        137
        {
            0 = 24 1
        }

        138
        {
            0 = 24 1
        }

        139
        {
            0 = 24 1
        }

        140
        {
            0 = 24 1
        }

        141
        {
            0 = 24 1
        }

        142
        {
            0 = 24 1
        }

        143
        {
            0 = 24 1
        }

        144
        {
            0 = 24 1
        }

        145
        {
            0 = 24 1
        }

        146
        {
            0 = 24 1
        }

        147
        {
            0 = 24 1
        }

        148
        {
            0 = 24 1
        }

        149
        {
            0 = 24 1
        }

        150
        {
            0 = 24 1
        }

        151
        {
            0 = 24 1
        }

        152
        {
            0 = 24 1
        }

        153
        {
            0 = 24 1
        }

        154
        {
            0 = 24 1
        }

        155
        {
            0 = 24 1
        }

        156
        {
            0 = 24 1
        }

        157
        {
            0 = 24 1
        }

        158
        {
            0 = 24 1
        }

        159
        {
            0 = 24 1
        }

        160
        {
            0 = 24 1
        }

        161
        {
            0 = 24 1
        }

        162
        {
            0 = 24 1
        }

        163
        {
            0 = 24 1
        }

        164
        {
            0 = 24 1
        }

        165
        {
            0 = 24 1
        }

        166
        {
            0 = 24 1
        }

        167
        {
            0 = 24 1
        }

        168
        {
            0 = 24 1
        }

        169
        {
            0 = 24 1
        }

        170
        {
            0 = 24 1
        }

        171
        {
            0 = 24 1
        }

        172
        {
            0 = 24 1
        }

        173
        {
            0 = 24 1
        }

        174
        {
            0 = 24 1
        }

        175
        {
            0 = 24 1
        }

        176
        {
            0 = 24 1
        }

        177
        {
            0 = 24 1
        }

        178
        {
            0 = 24 1
        }

        179
        {
            0 = 24 1
        }

        180
        {
            0 = 24 1
        }

        181
        {
            0 = 24 1
        }

        182
        {
            0 = 24 1
        }

        183
        {
            0 = 24 1
        }

        184
        {
            0 = 24 1
        }

        185
        {
            0 = 24 1
        }

        186
        {
            0 = 24 1
        }

        187
        {
            0 = 24 1
        }

        188
        {
            0 = 24 1
        }

        189
        {
            0 = 24 1
        }

        190
        {
            0 = 24 1
        }

        191
        {
            0 = 24 1
        }

        192
        {
            0 = 24 1
        }

        193
        {
            0 = 24 1
        }

        194
        {
            0 = 24 1
        }

        195
        {
            0 = 24 1
        }

        196
        {
            0 = 24 1
        }

        197
        {
            0 = 24 1
        }

        198
        {
            0 = 24 1
        }

        199
        {
            0 = 24 1
        }

        200
        {
            0 = 24 1
        }

        201
        {
            0 = 24 1
        }

        202
        {
            0 = 24 1
        }

        203
        {
            0 = 24 1
        }

        204
        {
            0 = 24 1
        }

        205
        {
            0 = 24 1
        }

        206
        {
            0 = 24 1
        }

        207
        {
            0 = 24 1
        }

        208
        {
            0 = 24 1
        }

        209
        {
            0 = 24 1
        }

        210
        {
            0 = 24 1
        }

        211
        {
            0 = 24 1
        }

        212
        {
            0 = 24 1
        }

        213
        {
            0 = 24 1
        }

        214
        {
            0 = 24 1
        }

        215
        {
            0 = 24 1
        }

        216
        {
            0 = 24 1
        }

        217
        {
            0 = 24 1
        }

        218
        {
            0 = 24 1
        }

        219
        {
            0 = 24 1
        }
    }

    material
    {

        Wonderlib::Material 0
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 1 1 1 1
            dstBlend = 5
            name = eyesBlue_IrisMat
            power = 80
            specular = 0 0 0 0.7
            srcBlend = 4
            texture = eyeScientist
            type = 1
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }

        Wonderlib::Material 1
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 0 0 0 0.99174
            dstBlend = 1
            name = eyesBlue_sientist_transfer_eyeLensMat
            power = 160
            specular = 0 0 0 0.7
            srcBlend = 1
            texture =
            type = 136
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }

        Wonderlib::Material 2
        {
            ambient = 0 0 0 1
            bumpmap =
            diffuse = 1 1 1 1
            dstBlend = 5
            name = scientistExport_eyeballMat
            power = 160
            specular = 0 0 0 1
            srcBlend = 4
            texture = eyeScientist
            type = 129
            uOffset = 0
            uRepeat = 1
            vOffset = 0
            vRepeat = 1
        }
    }

    normalVertex
    {
        0 = -0.192201 0.675139 0.712212
        1 = -0.521553 0.673559 0.523738
        2 = -0.712267 0.674087 0.195659
        3 = -0.713115 0.676353 -0.18443
        4 = -0.523234 0.679406 -0.514426
        5 = -0.191846 0.681977 -0.705764
        6 = 0.191988 0.682008 -0.705695
        7 = 0.52235 0.682126 -0.511716
        8 = 0.712103 0.677343 -0.184707
        9 = 0.71192 0.67462 0.195085
        10 = 0.521085 0.674826 0.522571
        11 = 0.190699 0.67394 0.713749
        12 = -0.251227 0.933433 0.256101
        13 = -0.342204 0.934502 0.0979973
        14 = -0.342809 0.935688 -0.0834824
        15 = -0.252505 0.936724 -0.242465
        16 = -0.0930653 0.937279 -0.335928
        17 = 0.093432 0.937226 -0.335973
        18 = 0.25056 0.938173 -0.238852
        19 = 0.343393 0.935288 -0.0855496
        20 = 0.342118 0.93452 0.0981206
        21 = 0.251076 0.93415 0.253624
        22 = -0.0934689 0.933584 0.345955
        23 = 0.0922894 0.93277 0.348459
        24 = 8.12053e-006 0.999974 0.00721438
        25 = 0.000105476 0.999968 0.00793687
        26 = -0.206442 -0.617244 0.759204
        27 = -0.562761 -0.614428 0.552972
        28 = -0.766775 -0.610381 0.198723
        29 = -0.766746 -0.60715 -0.208492
        30 = -0.562649 -0.605718 -0.562611
        31 = -0.206492 -0.605312 -0.768739
        32 = 0.206373 -0.604681 -0.769267
        33 = 0.56282 -0.605322 -0.562867
        34 = 0.766786 -0.607073 -0.208573
        35 = 0.76677 -0.610367 0.198786
        36 = 0.562762 -0.614377 0.553028
        37 = 0.20666 -0.617337 0.75907
        38 = -0.234918 -0.438929 0.867269
        39 = -0.640251 -0.436067 0.632396
        40 = -0.872456 -0.431932 0.228592
        41 = -0.872433 -0.428243 -0.235519
        42 = -0.640266 -0.426143 -0.63911
        43 = -0.23338 -0.420264 -0.876876
        44 = 0.233705 -0.418077 -0.877835
        45 = 0.640306 -0.425888 -0.639239
        46 = 0.872449 -0.428171 -0.235591
        47 = 0.87246 -0.431901 0.228635
        48 = 0.640286 -0.436053 0.632369
        49 = 0.234885 -0.43897 0.867257
        50 = -0.260388 -0.00777742 0.965473
        51 = -0.70938 -0.00559624 0.704804
        52 = -0.966335 -0.00201343 0.257277
        53 = -0.966356 0.00208511 -0.257201
        54 = -0.70683 0.00638427 -0.707355
        55 = -0.255221 0.0119055 -0.966809
        56 = 0.256579 0.0167394 -0.966378
        57 = 0.705628 0.00630823 -0.708555
        58 = 0.966348 0.00207669 -0.257231
        59 = 0.966337 -0.00204437 0.257271
        60 = 0.709279 -0.00566565 0.704905
        61 = 0.260389 -0.00773268 0.965473
        62 = -0.234938 0.425131 0.87411
        63 = -0.640275 0.425943 0.639234
        64 = -0.506168 0.69712 0.507758
        65 = -0.872394 0.428254 0.235642
        66 = -0.690193 0.698544 0.188863
        67 = -0.872466 0.431855 -0.228703
        68 = -0.690505 0.701145 -0.177762
        69 = -0.639812 0.435288 -0.633376
        70 = -0.506468 0.704589 -0.497035
        71 = -0.234834 0.434958 -0.869289
        72 = -0.185699 0.70703 -0.682367
        73 = 0.235266 0.434024 -0.869639
        74 = 0.185795 0.706966 -0.682407
        75 = 0.63956 0.43511 -0.633752
        76 = 0.506503 0.704683 -0.496867
        77 = 0.872481 0.431862 -0.228634
        78 = 0.690454 0.701129 -0.17802
        79 = 0.872465 0.42812 0.235621
        80 = 0.690296 0.698327 0.189289
        81 = 0.640215 0.425918 0.639311
        82 = 0.506271 0.696907 0.507947
        83 = 0.234854 0.424944 0.874223
        84 = -0.185646 0.696358 0.693268
        85 = 0.18563 0.696357 0.693274
        86 = -0.127439 0.869714 0.476819
        87 = -0.34699 0.870217 0.349744
        88 = -0.473115 0.870924 0.132862
        89 = -0.473329 0.872792 -0.119137
        90 = -0.347245 0.875056 -0.337192
        91 = -0.12728 0.876451 -0.464364
        92 = 0.127473 0.876486 -0.464244
        93 = 0.346818 0.875495 -0.33649
        94 = 0.472977 0.873078 -0.118439
        95 = 0.472918 0.871137 0.132166
        96 = 0.346709 0.870028 0.35049
        97 = 0.127245 0.869345 0.477543
        98 = -0.199015 0.958288 0.205128
        99 = -0.271672 0.959074 0.0798243
        100 = -0.271721 0.960219 -0.0644026
        101 = -0.199117 0.961457 -0.189614
        102 = -0.072961 0.962313 -0.261972
        103 = 0.073363 0.962373 -0.261643
        104 = 0.198686 0.9618 -0.188319
        105 = 0.271564 0.96017 -0.0657815
        106 = 0.271567 0.959096 0.0799113
        107 = 0.199106 0.958566 0.203737
        108 = -0.0737146 0.958314 0.276043
        109 = 0.0727326 0.958156 0.276851
        110 = 0.192201 0.675139 0.712212
        111 = 0.521553 0.673559 0.523738
        112 = 0.712267 0.674087 0.195659
        113 = 0.713115 0.676353 -0.18443
        114 = 0.523221 0.679366 -0.514492
        115 = 0.191818 0.681746 -0.705994
        116 = -0.191956 0.681775 -0.705929
        117 = -0.522087 0.682089 -0.512035
        118 = -0.711768 0.677581 -0.185125
        119 = -0.711924 0.67462 0.195071
        120 = -0.521085 0.674826 0.522571
        121 = -0.190699 0.67394 0.713749
        122 = 0.251227 0.933433 0.256101
        123 = 0.342204 0.934502 0.0979973
        124 = 0.342809 0.935688 -0.0834824
        125 = 0.252505 0.936724 -0.242465
        126 = 0.0930383 0.93723 -0.336072
        127 = -0.0934058 0.937177 -0.336118
        128 = -0.250355 0.938214 -0.238907
        129 = -0.343205 0.935386 -0.0852243
        130 = -0.342122 0.934519 0.0981168
        131 = -0.251076 0.93415 0.253624
        132 = 0.0934689 0.933584 0.345955
        133 = -0.0922894 0.93277 0.348459
        134 = -8.12053e-006 0.999974 0.00721438
        135 = -0.000105476 0.999968 0.00793687
        136 = 0.206442 -0.617244 0.759204
        137 = 0.562761 -0.614428 0.552972
        138 = 0.766775 -0.610381 0.198723
        139 = 0.766746 -0.60715 -0.208492
        140 = 0.562649 -0.605718 -0.562611
        141 = 0.206492 -0.605312 -0.768739
        142 = -0.206373 -0.604681 -0.769267
        143 = -0.56282 -0.605322 -0.562867
        144 = -0.766786 -0.607073 -0.208573
        145 = -0.76677 -0.610367 0.198786
        146 = -0.562762 -0.614377 0.553028
        147 = -0.20666 -0.617337 0.75907
        148 = 0.234918 -0.438929 0.867269
        149 = 0.640251 -0.436067 0.632396
        150 = 0.872456 -0.431932 0.228592
        151 = 0.872433 -0.428243 -0.235519
        152 = 0.640266 -0.426143 -0.63911
        153 = 0.23338 -0.420264 -0.876876
        154 = -0.233679 -0.418097 -0.877832
        155 = -0.640308 -0.42594 -0.639204
        156 = -0.872449 -0.428171 -0.235591
        157 = -0.87246 -0.431901 0.228635
        158 = -0.640286 -0.436053 0.632369
        159 = -0.234885 -0.43897 0.867257
        160 = 0.260388 -0.00777742 0.965473
        161 = 0.709387 -0.00555258 0.704797
        162 = 0.966332 -0.00198747 0.257291
        163 = 0.966356 0.00208593 -0.2572
        164 = 0.70683 0.00638427 -0.707355
        165 = 0.255221 0.0119055 -0.966809
        166 = -0.256517 0.0167594 -0.966394
        167 = -0.705601 0.00632526 -0.708581
        168 = -0.966354 0.00207659 -0.257206
        169 = -0.966337 -0.00204437 0.257271
        170 = -0.709279 -0.00566565 0.704905
        171 = -0.260389 -0.00773267 0.965473
        172 = 0.235015 0.425026 0.87414
        173 = 0.640337 0.426054 0.639098
        174 = 0.506364 0.697174 0.507487
        175 = 0.87234 0.428364 0.235644
        176 = 0.690218 0.69858 0.188643
        177 = 0.872466 0.431859 -0.228695
        178 = 0.690512 0.701142 -0.177746
        179 = 0.639812 0.435288 -0.633376
        180 = 0.506468 0.704589 -0.497035
        181 = 0.234834 0.434958 -0.869289
        182 = 0.185699 0.70703 -0.682367
        183 = -0.235266 0.434024 -0.869639
        184 = -0.185458 0.706876 -0.682592
        185 = -0.639689 0.43458 -0.633985
        186 = -0.506144 0.704256 -0.497837
        187 = -0.87265 0.431588 -0.228503
        188 = -0.690524 0.700955 -0.178438
        189 = -0.872465 0.42812 0.235621
        190 = -0.690295 0.698331 0.189279
        191 = -0.640215 0.425918 0.639311
        192 = -0.506271 0.696907 0.507947
        193 = -0.234884 0.424918 0.874228
        194 = 0.185798 0.696329 0.693257
        195 = -0.185755 0.696344 0.693254
        196 = 0.127568 0.86976 0.476701
        197 = 0.347124 0.870111 0.349873
        198 = 0.473214 0.87085 0.132998
        199 = 0.473329 0.872792 -0.119137
        200 = 0.347245 0.875056 -0.337192
        201 = 0.127231 0.876459 -0.464361
        202 = -0.127221 0.876596 -0.464105
        203 = -0.346353 0.875804 -0.336164
        204 = -0.472821 0.873109 -0.118835
        205 = -0.472921 0.87114 0.132138
        206 = -0.346709 0.870028 0.35049
        207 = -0.127316 0.869377 0.477466
        208 = 0.199015 0.958288 0.205128
        209 = 0.271672 0.959074 0.0798243
        210 = 0.271721 0.960219 -0.0644026
        211 = 0.199117 0.961457 -0.189614
        212 = 0.0729387 0.962309 -0.261996
        213 = -0.0733565 0.962348 -0.261735
        214 = -0.198562 0.96182 -0.188348
        215 = -0.271443 0.960221 -0.0655256
        216 = -0.271583 0.959093 0.0798963
        217 = -0.199106 0.958566 0.203737
        218 = 0.0737146 0.958314 0.276043
        219 = -0.0727326 0.958156 0.276851
    }

    positionVertex
    {
        0 = 0.0291135 0.0377395 1.62872
        1 = 0.0321403 0.0377391 1.6287
        2 = 0.0264921 0.0377515 1.62718
        3 = 0.0249786 0.0377727 1.62454
        4 = 0.0249786 0.0377973 1.62149
        5 = 0.0265074 0.0378184 1.61886
        6 = 0.0291133 0.0378308 1.61732
        7 = 0.0321403 0.0378308 1.61732
        8 = 0.0347614 0.0378186 1.61884
        9 = 0.036275 0.0377974 1.62149
        10 = 0.036275 0.0377727 1.62454
        11 = 0.0347614 0.0377516 1.62718
        12 = 0.0285248 0.0369297 1.63092
        13 = 0.0248861 0.0369467 1.62881
        14 = 0.0227846 0.0369758 1.62512
        15 = 0.0227846 0.0370099 1.62089
        16 = 0.0248859 0.0370394 1.61722
        17 = 0.0285245 0.0370565 1.6151
        18 = 0.032727 0.0370563 1.6151
        19 = 0.0363658 0.0370395 1.61722
        20 = 0.038467 0.0370098 1.62089
        21 = 0.0384671 0.0369759 1.62513
        22 = 0.0363657 0.0369464 1.62879
        23 = 0.0327274 0.0369298 1.63093
        24 = 0.0275857 0.0341778 1.63443
        25 = 0.0336665 0.0341779 1.63443
        26 = 0.026904 0.0307126 1.63698
        27 = 0.0223213 0.0342023 1.63137
        28 = 0.020453 0.0307428 1.63322
        29 = 0.019281 0.0342451 1.62606
        30 = 0.016731 0.0307952 1.62672
        31 = 0.0192808 0.0342939 1.61992
        32 = 0.016731 0.0308554 1.61922
        33 = 0.0223212 0.0343369 1.61461
        34 = 0.020453 0.0309076 1.61271
        35 = 0.0275857 0.0343618 1.61156
        36 = 0.0269041 0.0309378 1.60896
        37 = 0.0336665 0.0343616 1.61156
        38 = 0.0343505 0.0309377 1.60896
        39 = 0.0389308 0.0343371 1.61462
        40 = 0.0407991 0.0309076 1.61271
        41 = 0.0419712 0.0342944 1.61993
        42 = 0.0445212 0.0308553 1.61921
        43 = 0.0419708 0.0342447 1.62605
        44 = 0.0445212 0.0307952 1.62672
        45 = 0.0389307 0.0342023 1.63137
        46 = 0.0407991 0.0307429 1.63322
        47 = 0.0343505 0.0307128 1.63698
        48 = 0.0263278 0.0223847 1.63908
        49 = 0.0188813 0.0224195 1.63474
        50 = 0.0145806 0.02248 1.62724
        51 = 0.0145806 0.0225495 1.61857
        52 = 0.0188788 0.0226098 1.61106
        53 = 0.0263458 0.0228309 1.60687
        54 = 0.0349254 0.0227327 1.60683
        55 = 0.0423732 0.0226097 1.61106
        56 = 0.0466715 0.0225495 1.61857
        57 = 0.0466716 0.0224801 1.62724
        58 = 0.0423733 0.0224195 1.63474
        59 = 0.0349268 0.0223848 1.63908
        60 = 0.026904 0.0140889 1.63684
        61 = 0.020453 0.0141191 1.63309
        62 = 0.016731 0.0141712 1.62659
        63 = 0.016731 0.0142318 1.61908
        64 = 0.020453 0.014284 1.61258
        65 = 0.0269041 0.0143143 1.60883
        66 = 0.0343506 0.0143142 1.60883
        67 = 0.0407992 0.014284 1.61258
        68 = 0.0445212 0.0142318 1.61908
        69 = 0.0445212 0.0141713 1.62659
        70 = 0.0407992 0.0141191 1.63309
        71 = 0.0343505 0.0140889 1.63684
        72 = 0.0275856 0.0106652 1.63424
        73 = 0.0223214 0.0106898 1.63118
        74 = 0.019281 0.010735 1.62587
        75 = 0.019281 0.0107841 1.61974
        76 = 0.0223214 0.0108269 1.61443
        77 = 0.0275856 0.0108516 1.61137
        78 = 0.0336665 0.0108516 1.61137
        79 = 0.0389308 0.010827 1.61443
        80 = 0.0419712 0.0107843 1.61974
        81 = 0.0419712 0.010735 1.62587
        82 = 0.0389308 0.01069 1.63118
        83 = 0.0336665 0.0106651 1.63424
        84 = 0.030626 0.0390642 1.62302
        85 = 0.0306288 0.0362058 1.62302
        86 = 0.0291135 0.0377395 1.62872
        87 = 0.0321403 0.0377392 1.6287
        88 = 0.0264921 0.0377515 1.62718
        89 = 0.0249786 0.0377727 1.62454
        90 = 0.0249786 0.0377973 1.62149
        91 = 0.0265074 0.0378184 1.61886
        92 = 0.0291133 0.0378308 1.61732
        93 = 0.0321403 0.0378308 1.61732
        94 = 0.0347614 0.0378186 1.61884
        95 = 0.036275 0.0377974 1.62149
        96 = 0.036275 0.0377727 1.62454
        97 = 0.0347614 0.0377516 1.62718
        98 = 0.0285248 0.0352414 1.63092
        99 = 0.0248861 0.0352583 1.6288
        100 = 0.0227846 0.0352876 1.62512
        101 = 0.0227846 0.0353215 1.62088
        102 = 0.0248859 0.0353513 1.61722
        103 = 0.0285246 0.0353681 1.6151
        104 = 0.0327271 0.0353681 1.6151
        105 = 0.0363658 0.0353512 1.61722
        106 = 0.038467 0.0353216 1.62088
        107 = 0.0384671 0.0352877 1.62512
        108 = 0.0363657 0.035258 1.62878
        109 = 0.0327273 0.0352413 1.63092
        110 = -0.0291135 0.0377395 1.62872
        111 = -0.0321403 0.0377391 1.6287
        112 = -0.0264921 0.0377515 1.62718
        113 = -0.0249786 0.0377727 1.62454
        114 = -0.0249786 0.0377973 1.62149
        115 = -0.0265074 0.0378184 1.61886
        116 = -0.0291133 0.0378308 1.61732
        117 = -0.0321403 0.0378308 1.61732
        118 = -0.0347614 0.0378186 1.61884
        119 = -0.036275 0.0377974 1.62149
        120 = -0.036275 0.0377727 1.62454
        121 = -0.0347614 0.0377516 1.62718
        122 = -0.0285248 0.0369297 1.63092
        123 = -0.0248861 0.0369467 1.62881
        124 = -0.0227846 0.0369758 1.62512
        125 = -0.0227848 0.0370102 1.6209
        126 = -0.0248859 0.0370394 1.61722
        127 = -0.0285245 0.0370565 1.6151
        128 = -0.032727 0.0370563 1.6151
        129 = -0.0363658 0.0370395 1.61722
        130 = -0.038467 0.0370098 1.62089
        131 = -0.0384671 0.0369759 1.62513
        132 = -0.0363657 0.0369464 1.62879
        133 = -0.0327274 0.0369298 1.63093
        134 = -0.0275857 0.0341778 1.63443
        135 = -0.0336664 0.0341778 1.63443
        136 = -0.026904 0.0307126 1.63698
        137 = -0.0223213 0.0342023 1.63137
        138 = -0.020453 0.0307428 1.63322
        139 = -0.019281 0.0342451 1.62606
        140 = -0.016731 0.0307952 1.62672
        141 = -0.019281 0.0342942 1.61993
        142 = -0.016731 0.0308554 1.61922
        143 = -0.0223214 0.0343372 1.61463
        144 = -0.020453 0.0309076 1.61271
        145 = -0.0275857 0.0343618 1.61156
        146 = -0.0269041 0.0309378 1.60896
        147 = -0.0336665 0.0343616 1.61156
        148 = -0.0343505 0.0309377 1.60896
        149 = -0.0389308 0.0343371 1.61462
        150 = -0.0407991 0.0309076 1.61271
        151 = -0.0419712 0.0342944 1.61993
        152 = -0.0445212 0.0308553 1.61921
        153 = -0.0419709 0.0342448 1.62605
        154 = -0.0445212 0.0307952 1.62672
        155 = -0.0389308 0.0342023 1.63137
        156 = -0.0407991 0.0307429 1.63322
        157 = -0.0343505 0.0307128 1.63698
        158 = -0.0263278 0.0223847 1.63908
        159 = -0.0188813 0.0224195 1.63474
        160 = -0.0145806 0.02248 1.62724
        161 = -0.0145806 0.0225495 1.61857
        162 = -0.0188788 0.0226098 1.61106
        163 = -0.0263458 0.0228309 1.60687
        164 = -0.0349254 0.0227327 1.60683
        165 = -0.0423732 0.0226097 1.61106
        166 = -0.0466715 0.0225495 1.61857
        167 = -0.0466716 0.0224801 1.62724
        168 = -0.0423733 0.0224195 1.63474
        169 = -0.0349268 0.0223848 1.63908
        170 = -0.026904 0.0140889 1.63684
        171 = -0.020453 0.0141191 1.63309
        172 = -0.016731 0.0141712 1.62659
        173 = -0.016731 0.0142318 1.61908
        174 = -0.020453 0.014284 1.61258
        175 = -0.0269041 0.0143143 1.60883
        176 = -0.0343506 0.0143142 1.60883
        177 = -0.0407992 0.014284 1.61258
        178 = -0.0445212 0.0142318 1.61908
        179 = -0.0445212 0.0141713 1.62659
        180 = -0.0407992 0.0141191 1.63309
        181 = -0.0343505 0.0140889 1.63684
        182 = -0.0275856 0.0106652 1.63424
        183 = -0.0223214 0.0106898 1.63118
        184 = -0.019281 0.010735 1.62587
        185 = -0.019281 0.0107841 1.61974
        186 = -0.0223214 0.0108269 1.61443
        187 = -0.0275856 0.0108516 1.61137
        188 = -0.0336665 0.0108516 1.61137
        189 = -0.0389308 0.010827 1.61443
        190 = -0.0419712 0.0107843 1.61974
        191 = -0.0419712 0.010735 1.62587
        192 = -0.0389308 0.01069 1.63118
        193 = -0.0336665 0.0106651 1.63424
        194 = -0.030626 0.0390642 1.62302
        195 = -0.0306288 0.0362058 1.62302
        196 = -0.0291135 0.0377395 1.62872
        197 = -0.0321403 0.0377392 1.6287
        198 = -0.0264921 0.0377515 1.62718
        199 = -0.0249786 0.0377727 1.62454
        200 = -0.0249786 0.0377973 1.62149
        201 = -0.0265074 0.0378184 1.61886
        202 = -0.0291133 0.0378308 1.61732
        203 = -0.0321403 0.0378308 1.61732
        204 = -0.0347614 0.0378186 1.61884
        205 = -0.036275 0.0377974 1.62149
        206 = -0.036275 0.0377727 1.62454
        207 = -0.0347614 0.0377516 1.62718
        208 = -0.0285248 0.0352414 1.63092
        209 = -0.0248861 0.0352583 1.6288
        210 = -0.0227846 0.0352876 1.62512
        211 = -0.0227847 0.0353217 1.62089
        212 = -0.0248859 0.0353513 1.61722
        213 = -0.0285245 0.035368 1.6151
        214 = -0.0327271 0.035368 1.6151
        215 = -0.0363658 0.0353512 1.61722
        216 = -0.038467 0.0353216 1.62088
        217 = -0.0384671 0.0352877 1.62512
        218 = -0.0363657 0.035258 1.62878
        219 = -0.0327273 0.0352413 1.63092
    }

    textureTriangle
    {

        0
        {
            0 = 0 1 2
            1 = 3 2 1
            2 = 2 3 4
            3 = 5 4 3
            4 = 4 5 6
            5 = 7 6 5
            6 = 8 6 9
            7 = 9 6 7
            8 = 12 11 13
            9 = 13 11 10
            10 = 12 13 14
            11 = 15 14 13
            12 = 14 15 16
            13 = 17 16 15
            14 = 18 16 19
            15 = 19 16 17
            16 = 20 18 21
            17 = 21 18 19
            18 = 22 20 23
            19 = 23 20 21
            20 = 0 22 1
            21 = 22 23 1
            22 = 11 8 10
            23 = 10 8 9
            24 = 25 22 24
            25 = 22 0 24
            26 = 24 0 27
            27 = 0 2 27
            28 = 26 24 28
            29 = 24 27 28
            30 = 27 2 29
            31 = 2 4 29
            32 = 28 27 30
            33 = 27 29 30
            34 = 29 4 31
            35 = 4 6 31
            36 = 30 29 32
            37 = 29 31 32
            38 = 33 31 8
            39 = 6 8 31
            40 = 34 32 33
            41 = 31 33 32
            42 = 35 33 11
            43 = 8 11 33
            44 = 36 34 35
            45 = 33 35 34
            46 = 37 35 12
            47 = 11 12 35
            48 = 38 36 37
            49 = 35 37 36
            50 = 37 12 39
            51 = 12 14 39
            52 = 38 37 40
            53 = 37 39 40
            54 = 39 14 41
            55 = 14 16 41
            56 = 40 39 42
            57 = 39 41 42
            58 = 43 41 18
            59 = 16 18 41
            60 = 44 42 43
            61 = 41 43 42
            62 = 45 43 20
            63 = 18 20 43
            64 = 46 44 45
            65 = 43 45 44
            66 = 25 45 22
            67 = 20 22 45
            68 = 47 46 25
            69 = 45 25 46
            70 = 47 25 26
            71 = 25 24 26
            72 = 48 26 49
            73 = 28 49 26
            74 = 49 28 50
            75 = 30 50 28
            76 = 51 50 32
            77 = 32 50 30
            78 = 52 51 34
            79 = 34 51 32
            80 = 52 34 53
            81 = 36 53 34
            82 = 54 53 38
            83 = 38 53 36
            84 = 55 54 40
            85 = 40 54 38
            86 = 55 40 56
            87 = 42 56 40
            88 = 57 56 44
            89 = 44 56 42
            90 = 58 57 46
            91 = 46 57 44
            92 = 59 58 47
            93 = 47 58 46
            94 = 59 47 48
            95 = 47 26 48
            96 = 60 61 72
            97 = 61 73 72
            98 = 61 62 73
            99 = 62 74 73
            100 = 63 75 62
            101 = 75 74 62
            102 = 64 76 63
            103 = 76 75 63
            104 = 65 77 64
            105 = 77 76 64
            106 = 65 66 77
            107 = 66 78 77
            108 = 66 67 78
            109 = 67 79 78
            110 = 67 68 79
            111 = 68 80 79
            112 = 69 81 68
            113 = 81 80 68
            114 = 70 82 69
            115 = 82 81 69
            116 = 71 83 70
            117 = 83 82 70
            118 = 71 60 83
            119 = 83 60 72
            120 = 72 73 84
            121 = 73 85 84
            122 = 73 74 85
            123 = 74 86 85
            124 = 75 87 74
            125 = 74 87 86
            126 = 76 88 75
            127 = 75 88 87
            128 = 77 89 76
            129 = 76 89 88
            130 = 78 90 77
            131 = 77 90 89
            132 = 78 79 90
            133 = 79 91 90
            134 = 79 80 91
            135 = 80 92 91
            136 = 80 81 92
            137 = 81 93 92
            138 = 82 94 81
            139 = 81 94 93
            140 = 83 95 82
            141 = 82 95 94
            142 = 83 72 95
            143 = 84 95 72
            144 = 96 97 98
            145 = 96 99 97
            146 = 96 100 99
            147 = 96 101 100
            148 = 96 102 101
            149 = 96 103 102
            150 = 96 104 103
            151 = 96 105 104
            152 = 96 106 105
            153 = 96 107 106
            154 = 96 108 107
            155 = 96 98 108
            156 = 109 111 110
            157 = 109 110 112
            158 = 109 112 113
            159 = 109 113 114
            160 = 109 114 115
            161 = 109 115 116
            162 = 109 116 117
            163 = 109 117 118
            164 = 109 118 119
            165 = 109 119 120
            166 = 109 120 121
            167 = 109 121 111
            168 = 122 111 123
            169 = 111 121 123
            170 = 123 121 124
            171 = 121 120 124
            172 = 124 120 125
            173 = 120 119 125
            174 = 126 125 118
            175 = 119 118 125
            176 = 127 117 128
            177 = 117 116 128
            178 = 128 116 129
            179 = 116 115 129
            180 = 129 115 130
            181 = 115 114 130
            182 = 131 130 113
            183 = 114 113 130
            184 = 132 131 112
            185 = 113 112 131
            186 = 133 132 110
            187 = 112 110 132
            188 = 122 133 111
            189 = 133 110 111
            190 = 127 126 117
            191 = 118 117 126
            192 = 134 135 156
            193 = 135 157 156
            194 = 134 136 135
            195 = 135 136 137
            196 = 136 138 137
            197 = 137 138 139
            198 = 138 140 139
            199 = 139 140 141
            200 = 142 143 140
            201 = 141 140 143
            202 = 145 144 142
            203 = 143 142 144
            204 = 146 147 145
            205 = 144 145 147
            206 = 146 148 147
            207 = 147 148 149
            208 = 148 150 149
            209 = 149 150 151
            210 = 152 153 150
            211 = 151 150 153
            212 = 154 155 152
            213 = 153 152 155
            214 = 156 157 154
            215 = 155 154 157
            216 = 158 134 159
            217 = 134 156 159
            218 = 158 161 134
            219 = 136 134 161
            220 = 181 160 159
            221 = 160 158 159
            222 = 160 162 158
            223 = 161 158 162
            224 = 161 163 136
            225 = 138 136 163
            226 = 162 164 161
            227 = 163 161 164
            228 = 163 165 138
            229 = 140 138 165
            230 = 164 166 163
            231 = 165 163 166
            232 = 167 142 165
            233 = 142 140 165
            234 = 168 167 166
            235 = 167 165 166
            236 = 169 145 167
            237 = 145 142 167
            238 = 170 169 168
            239 = 169 167 168
            240 = 171 146 169
            241 = 146 145 169
            242 = 172 171 170
            243 = 171 169 170
            244 = 171 173 146
            245 = 148 146 173
            246 = 172 174 171
            247 = 173 171 174
            248 = 173 175 148
            249 = 150 148 175
            250 = 174 176 173
            251 = 175 173 176
            252 = 177 152 175
            253 = 152 150 175
            254 = 178 177 176
            255 = 177 175 176
            256 = 179 154 177
            257 = 154 152 177
            258 = 180 179 178
            259 = 179 177 178
            260 = 159 156 179
            261 = 156 154 179
            262 = 181 159 180
            263 = 159 179 180
            264 = 193 182 181
            265 = 182 160 181
            266 = 182 183 160
            267 = 162 160 183
            268 = 183 184 162
            269 = 164 162 184
            270 = 185 166 184
            271 = 166 164 184
            272 = 186 168 185
            273 = 168 166 185
            274 = 186 187 168
            275 = 170 168 187
            276 = 188 172 187
            277 = 172 170 187
            278 = 189 174 188
            279 = 174 172 188
            280 = 189 190 174
            281 = 176 174 190
            282 = 191 178 190
            283 = 178 176 190
            284 = 192 180 191
            285 = 180 178 191
            286 = 193 181 192
            287 = 181 180 192
            288 = 205 217 194
            289 = 206 194 217
            290 = 194 206 195
            291 = 195 206 207
            292 = 195 207 196
            293 = 196 207 208
            294 = 197 196 209
            295 = 196 208 209
            296 = 198 197 210
            297 = 197 209 210
            298 = 199 198 211
            299 = 198 210 211
            300 = 199 211 200
            301 = 200 211 212
            302 = 200 212 201
            303 = 201 212 213
            304 = 201 213 202
            305 = 202 213 214
            306 = 203 202 215
            307 = 202 214 215
            308 = 204 203 216
            309 = 203 215 216
            310 = 205 204 217
            311 = 204 216 217
            312 = 217 229 206
            313 = 229 218 206
            314 = 206 218 207
            315 = 207 218 219
            316 = 207 219 208
            317 = 208 219 220
            318 = 209 208 221
            319 = 208 220 221
            320 = 210 209 222
            321 = 209 221 222
            322 = 211 210 223
            323 = 210 222 223
            324 = 212 211 224
            325 = 211 223 224
            326 = 212 224 213
            327 = 213 224 225
            328 = 213 225 214
            329 = 214 225 226
            330 = 214 226 215
            331 = 215 226 227
            332 = 216 215 228
            333 = 215 227 228
            334 = 217 216 229
            335 = 216 228 229
            336 = 230 232 231
            337 = 230 231 233
            338 = 230 233 234
            339 = 230 234 235
            340 = 230 235 236
            341 = 230 236 237
            342 = 230 237 238
            343 = 230 238 239
            344 = 230 239 240
            345 = 230 240 241
            346 = 230 241 242
            347 = 230 242 232
            348 = 243 244 245
            349 = 243 246 244
            350 = 243 247 246
            351 = 243 248 247
            352 = 243 249 248
            353 = 243 250 249
            354 = 243 251 250
            355 = 243 252 251
            356 = 243 253 252
            357 = 243 254 253
            358 = 243 255 254
            359 = 243 245 255
            360 = 256 245 267
            361 = 267 245 244
            362 = 256 257 245
            363 = 255 245 257
            364 = 257 258 255
            365 = 254 255 258
            366 = 258 259 254
            367 = 253 254 259
            368 = 260 252 259
            369 = 252 253 259
            370 = 261 251 260
            371 = 251 252 260
            372 = 261 262 251
            373 = 250 251 262
            374 = 262 263 250
            375 = 249 250 263
            376 = 263 264 249
            377 = 248 249 264
            378 = 265 247 264
            379 = 247 248 264
            380 = 266 246 265
            381 = 246 247 265
            382 = 267 244 266
            383 = 244 246 266
        }
    }

    textureVertex
    {

        0
        {
            0 = 0.563923 -0.73569
            1 = 0.552791 -0.703176
            2 = 0.673753 -0.67659
            3 = 0.646073 -0.649194
            4 = 0.732761 -0.566594
            5 = 0.699937 -0.555703
            6 = 0.732761 -0.436855
            7 = 0.69994 -0.447729
            8 = 0.673753 -0.326859
            9 = 0.646077 -0.35424
            10 = 0.552791 -0.300182
            11 = 0.563919 -0.267742
            12 = 0.43437 -0.267743
            13 = 0.445062 -0.300182
            14 = 0.324539 -0.326861
            15 = 0.351776 -0.35424
            16 = 0.265532 -0.436858
            17 = 0.297913 -0.447729
            18 = 0.265535 -0.566599
            19 = 0.297916 -0.555703
            20 = 0.324544 -0.676592
            21 = 0.35178 -0.649194
            22 = 0.434376 -0.735691
            23 = 0.445062 -0.703176
            24 = 0.578462 -0.774482
            25 = 0.42036 -0.774485
            26 = 0.602036 -0.841029
            27 = 0.710421 -0.710439
            28 = 0.772104 -0.771885
            29 = 0.776465 -0.578926
            30 = 0.842282 -0.602292
            31 = 0.776469 -0.420841
            32 = 0.842279 -0.397483
            33 = 0.71041 -0.288779
            34 = 0.772092 -0.227455
            35 = 0.578488 -0.222724
            36 = 0.602036 -0.157205
            37 = 0.420384 -0.222725
            38 = 0.397202 -0.15721
            39 = 0.288464 -0.288784
            40 = 0.22721 -0.227461
            41 = 0.222407 -0.42085
            42 = 0.157027 -0.397492
            43 = 0.222411 -0.578933
            44 = 0.157025 -0.6023
            45 = 0.288454 -0.710448
            46 = 0.227206 -0.771895
            47 = 0.397191 -0.841028
            48 = 0.66666 -1
            49 = 1 -1
            50 = 1 -0.666652
            51 = 1 -0.333302
            52 = 1 0
            53 = 0.666626 0
            54 = 0.333283 0
            55 = 0 0
            56 = 0 -0.333324
            57 = 0 -0.666692
            58 = 0 -1
            59 = 0.333328 -1
            60 = 1.62808 -0.982787
            61 = 1.85159 -0.853385
            62 = 1.98069 -0.629235
            63 = 1.98069 -0.370463
            64 = 1.85173 -0.146431
            65 = 1.62808 -0.0170499
            66 = 1.36973 -0.0170499
            67 = 1.14622 -0.146431
            68 = 1.01711 -0.370463
            69 = 1.01711 -0.629235
            70 = 1.14622 -0.853385
            71 = 1.36973 -0.982787
            72 = 1.78294 -0.963583
            73 = 1.87416 -0.874893
            74 = 1.96167 -0.782553
            75 = 1.9614 -0.218571
            76 = 1.87337 -0.125773
            77 = 1.78155 -0.036752
            78 = 1.21655 -0.0371306
            79 = 1.12456 -0.126869
            80 = 1.03627 -0.220471
            81 = 1.03642 -0.780905
            82 = 1.12507 -0.87395
            83 = 1.21746 -0.963253
            84 = 1.83665 -0.966711
            85 = 1.89669 -0.896873
            86 = 1.96497 -0.835168
            87 = 1.96457 -0.166748
            88 = 1.89541 -0.104275
            89 = 1.8344 -0.0338024
            90 = 1.16386 -0.0343611
            91 = 1.10257 -0.106009
            92 = 1.03309 -0.169786
            93 = 1.03337 -0.832535
            94 = 1.10337 -0.89537
            95 = 1.16529 -0.966227
            96 = 1.92714 -0.911349
            97 = 1.946 -0.982933
            98 = 1.90827 -0.982933
            99 = 1.97866 -0.963752
            100 = 1.99752 -0.930532
            101 = 1.99753 -0.892165
            102 = 1.97866 -0.858945
            103 = 1.946 -0.839738
            104 = 1.90827 -0.839738
            105 = 1.87561 -0.858946
            106 = 1.85674 -0.892165
            107 = 1.85674 -0.930533
            108 = 1.87561 -0.963752
            109 = 0.499975 -0.501715
            110 = 0.445062 -0.703176
            111 = 0.552791 -0.703176
            112 = 0.35178 -0.649194
            113 = 0.297916 -0.555703
            114 = 0.297913 -0.447729
            115 = 0.351776 -0.35424
            116 = 0.445062 -0.300182
            117 = 0.552791 -0.300182
            118 = 0.646077 -0.35424
            119 = 0.69994 -0.447729
            120 = 0.699937 -0.555703
            121 = 0.646073 -0.649194
            122 = 0.563923 -0.73569
            123 = 0.673753 -0.67659
            124 = 0.732761 -0.566594
            125 = 0.732761 -0.436855
            126 = 0.673753 -0.326859
            127 = 0.563919 -0.267742
            128 = 0.43437 -0.267743
            129 = 0.324539 -0.326861
            130 = 0.265532 -0.436858
            131 = 0.265535 -0.566599
            132 = 0.324544 -0.676592
            133 = 0.434376 -0.735691
            134 = 0.563923 -0.73569
            135 = 0.552791 -0.703176
            136 = 0.673753 -0.67659
            137 = 0.646073 -0.649194
            138 = 0.732761 -0.566594
            139 = 0.699937 -0.555703
            140 = 0.732761 -0.436855
            141 = 0.69994 -0.447729
            142 = 0.673753 -0.326859
            143 = 0.646077 -0.35424
            144 = 0.552791 -0.300182
            145 = 0.563919 -0.267742
            146 = 0.43437 -0.267743
            147 = 0.445062 -0.300182
            148 = 0.324539 -0.326861
            149 = 0.351776 -0.35424
            150 = 0.265532 -0.436858
            151 = 0.297913 -0.447729
            152 = 0.265535 -0.566599
            153 = 0.297916 -0.555703
            154 = 0.324544 -0.676592
            155 = 0.35178 -0.649194
            156 = 0.434376 -0.735691
            157 = 0.445062 -0.703176
            158 = 0.578462 -0.774482
            159 = 0.42036 -0.774485
            160 = 0.602036 -0.841029
            161 = 0.710421 -0.710439
            162 = 0.772104 -0.771885
            163 = 0.776465 -0.578926
            164 = 0.842282 -0.602292
            165 = 0.776469 -0.420841
            166 = 0.842279 -0.397483
            167 = 0.71041 -0.288779
            168 = 0.772092 -0.227455
            169 = 0.578488 -0.222724
            170 = 0.602036 -0.157205
            171 = 0.420384 -0.222725
            172 = 0.397202 -0.15721
            173 = 0.288464 -0.288784
            174 = 0.22721 -0.227461
            175 = 0.222407 -0.42085
            176 = 0.157027 -0.397492
            177 = 0.222411 -0.578933
            178 = 0.157025 -0.6023
            179 = 0.288454 -0.710448
            180 = 0.227206 -0.771895
            181 = 0.397191 -0.841028
            182 = 0.66666 -1
            183 = 1 -1
            184 = 1 -0.666652
            185 = 1 -0.333302
            186 = 1 0
            187 = 0.666626 0
            188 = 0.333283 0
            189 = 0 0
            190 = 0 -0.333324
            191 = 0 -0.666692
            192 = 0 -1
            193 = 0.333328 -1
            194 = 1.62808 -0.982787
            195 = 1.85159 -0.853385
            196 = 1.98069 -0.629235
            197 = 1.98069 -0.370463
            198 = 1.85173 -0.146431
            199 = 1.62808 -0.0170499
            200 = 1.36973 -0.0170499
            201 = 1.14622 -0.146431
            202 = 1.01711 -0.370463
            203 = 1.01711 -0.629235
            204 = 1.14622 -0.853385
            205 = 1.36973 -0.982787
            206 = 1.78294 -0.963583
            207 = 1.87416 -0.874893
            208 = 1.96167 -0.782553
            209 = 1.9614 -0.218571
            210 = 1.87337 -0.125773
            211 = 1.78155 -0.036752
            212 = 1.21655 -0.0371306
            213 = 1.12456 -0.126869
            214 = 1.03627 -0.220471
            215 = 1.03642 -0.780905
            216 = 1.12507 -0.87395
            217 = 1.21746 -0.963253
            218 = 1.83665 -0.966711
            219 = 1.89669 -0.896873
            220 = 1.96497 -0.835168
            221 = 1.96457 -0.166748
            222 = 1.89541 -0.104275
            223 = 1.8344 -0.0338024
            224 = 1.16386 -0.0343611
            225 = 1.10257 -0.106009
            226 = 1.03309 -0.169786
            227 = 1.03337 -0.832535
            228 = 1.10337 -0.89537
            229 = 1.16529 -0.966227
            230 = 1.92714 -0.911349
            231 = 1.946 -0.982933
            232 = 1.90827 -0.982933
            233 = 1.97866 -0.963752
            234 = 1.99752 -0.930532
            235 = 1.99753 -0.892165
            236 = 1.97866 -0.858945
            237 = 1.946 -0.839738
            238 = 1.90827 -0.839738
            239 = 1.87561 -0.858946
            240 = 1.85674 -0.892165
            241 = 1.85674 -0.930533
            242 = 1.87561 -0.963752
            243 = 0.499975 -0.501715
            244 = 0.445062 -0.703176
            245 = 0.552791 -0.703176
            246 = 0.35178 -0.649194
            247 = 0.297916 -0.555703
            248 = 0.297913 -0.447729
            249 = 0.351776 -0.35424
            250 = 0.445062 -0.300182
            251 = 0.552791 -0.300182
            252 = 0.646077 -0.35424
            253 = 0.69994 -0.447729
            254 = 0.699937 -0.555703
            255 = 0.646073 -0.649194
            256 = 0.563923 -0.73569
            257 = 0.673753 -0.67659
            258 = 0.732761 -0.566594
            259 = 0.732761 -0.436855
            260 = 0.673753 -0.326859
            261 = 0.563919 -0.267742
            262 = 0.43437 -0.267743
            263 = 0.324539 -0.326861
            264 = 0.265532 -0.436858
            265 = 0.265535 -0.566599
            266 = 0.324544 -0.676592
            267 = 0.434376 -0.735691
        }
    }

    triangle
    {

        0
        {
            materialNr = 2
            normalVertexNr = 207 219 206
            positionVertexNr = 12 0 13
            smoothingGroup = 196612
        }

        1
        {
            materialNr = 2
            normalVertexNr = 217 206 219
            positionVertexNr = 2 13 0
            smoothingGroup = 8421380
        }

        2
        {
            materialNr = 2
            normalVertexNr = 206 217 205
            positionVertexNr = 13 2 14
            smoothingGroup = 53248
        }

        3
        {
            materialNr = 2
            normalVertexNr = 216 205 217
            positionVertexNr = 3 14 2
            smoothingGroup = 4198464
        }

        4
        {
            materialNr = 2
            normalVertexNr = 205 216 204
            positionVertexNr = 14 3 15
            smoothingGroup = 2144
        }

        5
        {
            materialNr = 2
            normalVertexNr = 215 204 216
            positionVertexNr = 4 15 3
            smoothingGroup = 2097192
        }

        6
        {
            materialNr = 2
            normalVertexNr = 203 204 214
            positionVertexNr = 16 15 5
            smoothingGroup = 8720
        }

        7
        {
            materialNr = 2
            normalVertexNr = 214 204 215
            positionVertexNr = 5 15 4
            smoothingGroup = 1048600
        }

        8
        {
            materialNr = 2
            normalVertexNr = 201 202 212
            positionVertexNr = 18 17 7
            smoothingGroup = 24580
        }

        9
        {
            materialNr = 2
            normalVertexNr = 212 202 213
            positionVertexNr = 7 17 6
            smoothingGroup = 525316
        }

        10
        {
            materialNr = 2
            normalVertexNr = 201 212 200
            positionVertexNr = 18 7 19
            smoothingGroup = 22528
        }

        11
        {
            materialNr = 2
            normalVertexNr = 211 200 212
            positionVertexNr = 8 19 7
            smoothingGroup = 264704
        }

        12
        {
            materialNr = 2
            normalVertexNr = 200 211 199
            positionVertexNr = 19 8 20
            smoothingGroup = 1568
        }

        13
        {
            materialNr = 2
            normalVertexNr = 210 199 211
            positionVertexNr = 9 20 8
            smoothingGroup = 131360
        }

        14
        {
            materialNr = 2
            normalVertexNr = 198 199 209
            positionVertexNr = 21 20 10
            smoothingGroup = 2240
        }

        15
        {
            materialNr = 2
            normalVertexNr = 209 199 210
            positionVertexNr = 10 20 9
            smoothingGroup = 65856
        }

        16
        {
            materialNr = 2
            normalVertexNr = 197 198 208
            positionVertexNr = 22 21 11
            smoothingGroup = 1568
        }

        17
        {
            materialNr = 2
            normalVertexNr = 208 198 209
            positionVertexNr = 11 21 10
            smoothingGroup = 32928
        }

        18
        {
            materialNr = 2
            normalVertexNr = 196 197 218
            positionVertexNr = 23 22 1
            smoothingGroup = 65728
        }

        19
        {
            materialNr = 2
            normalVertexNr = 218 197 208
            positionVertexNr = 1 22 11
            smoothingGroup = 16960
        }

        20
        {
            materialNr = 2
            normalVertexNr = 207 196 219
            positionVertexNr = 12 23 0
            smoothingGroup = 131344
        }

        21
        {
            materialNr = 2
            normalVertexNr = 196 218 219
            positionVertexNr = 23 1 0
            smoothingGroup = 8336
        }

        22
        {
            materialNr = 2
            normalVertexNr = 202 203 213
            positionVertexNr = 17 16 6
            smoothingGroup = 3328
        }

        23
        {
            materialNr = 2
            normalVertexNr = 213 203 214
            positionVertexNr = 6 16 5
            smoothingGroup = 4864
        }

        24
        {
            materialNr = 2
            normalVertexNr = 194 196 195
            positionVertexNr = 25 23 24
            smoothingGroup = 34818
        }

        25
        {
            materialNr = 2
            normalVertexNr = 196 207 195
            positionVertexNr = 23 12 24
            smoothingGroup = 770
        }

        26
        {
            materialNr = 2
            normalVertexNr = 195 207 192
            positionVertexNr = 24 12 27
            smoothingGroup = 641
        }

        27
        {
            materialNr = 2
            normalVertexNr = 207 206 192
            positionVertexNr = 12 13 27
            smoothingGroup = 65545
        }

        28
        {
            materialNr = 2
            normalVertexNr = 193 195 191
            positionVertexNr = 26 24 28
            smoothingGroup = 81984
        }

        29
        {
            materialNr = 2
            normalVertexNr = 195 192 191
            positionVertexNr = 24 27 28
            smoothingGroup = 208
        }

        30
        {
            materialNr = 2
            normalVertexNr = 192 206 190
            positionVertexNr = 27 13 29
            smoothingGroup = 42
        }

        31
        {
            materialNr = 2
            normalVertexNr = 206 205 190
            positionVertexNr = 13 14 29
            smoothingGroup = 16402
        }

        32
        {
            materialNr = 2
            normalVertexNr = 191 192 189
            positionVertexNr = 28 27 30
            smoothingGroup = 32788
        }

        33
        {
            materialNr = 2
            normalVertexNr = 192 190 189
            positionVertexNr = 27 29 30
            smoothingGroup = 292
        }

        34
        {
            materialNr = 2
            normalVertexNr = 190 205 188
            positionVertexNr = 29 14 31
            smoothingGroup = 145
        }

        35
        {
            materialNr = 2
            normalVertexNr = 205 204 188
            positionVertexNr = 14 15 31
            smoothingGroup = 2053
        }

        36
        {
            materialNr = 2
            normalVertexNr = 189 190 187
            positionVertexNr = 30 29 32
            smoothingGroup = 8512
        }

        37
        {
            materialNr = 2
            normalVertexNr = 190 188 187
            positionVertexNr = 29 31 32
            smoothingGroup = 704
        }

        38
        {
            materialNr = 2
            normalVertexNr = 186 188 203
            positionVertexNr = 33 31 16
            smoothingGroup = 42
        }

        39
        {
            materialNr = 2
            normalVertexNr = 204 203 188
            positionVertexNr = 15 16 31
            smoothingGroup = 8198
        }

        40
        {
            materialNr = 2
            normalVertexNr = 185 187 186
            positionVertexNr = 34 32 33
            smoothingGroup = 33796
        }

        41
        {
            materialNr = 2
            normalVertexNr = 188 186 187
            positionVertexNr = 31 33 32
            smoothingGroup = 1568
        }

        42
        {
            materialNr = 2
            normalVertexNr = 184 186 202
            positionVertexNr = 35 33 17
            smoothingGroup = 193
        }

        43
        {
            materialNr = 2
            normalVertexNr = 203 202 186
            positionVertexNr = 16 17 33
            smoothingGroup = 2057
        }

        44
        {
            materialNr = 2
            normalVertexNr = 183 185 184
            positionVertexNr = 36 34 35
            smoothingGroup = 800
        }

        45
        {
            materialNr = 2
            normalVertexNr = 186 184 185
            positionVertexNr = 33 35 34
            smoothingGroup = 33088
        }

        46
        {
            materialNr = 2
            normalVertexNr = 182 184 201
            positionVertexNr = 37 35 18
            smoothingGroup = 26
        }

        47
        {
            materialNr = 2
            normalVertexNr = 202 201 184
            positionVertexNr = 17 18 35
            smoothingGroup = 8322
        }

        48
        {
            materialNr = 2
            normalVertexNr = 181 183 182
            positionVertexNr = 38 36 37
            smoothingGroup = 196
        }

        49
        {
            materialNr = 2
            normalVertexNr = 184 182 183
            positionVertexNr = 35 37 36
            smoothingGroup = 532
        }

        50
        {
            materialNr = 2
            normalVertexNr = 182 201 180
            positionVertexNr = 37 18 39
            smoothingGroup = 265
        }

        51
        {
            materialNr = 2
            normalVertexNr = 201 200 180
            positionVertexNr = 18 19 39
            smoothingGroup = 4161
        }

        52
        {
            materialNr = 2
            normalVertexNr = 181 182 179
            positionVertexNr = 38 37 40
            smoothingGroup = 16544
        }

        53
        {
            materialNr = 2
            normalVertexNr = 182 180 179
            positionVertexNr = 37 39 40
            smoothingGroup = 2336
        }

        54
        {
            materialNr = 2
            normalVertexNr = 180 200 178
            positionVertexNr = 39 19 41
            smoothingGroup = 194
        }

        55
        {
            materialNr = 2
            normalVertexNr = 200 199 178
            positionVertexNr = 19 20 41
            smoothingGroup = 1042
        }

        56
        {
            materialNr = 2
            normalVertexNr = 179 180 177
            positionVertexNr = 40 39 42
            smoothingGroup = 34820
        }

        57
        {
            materialNr = 2
            normalVertexNr = 180 178 177
            positionVertexNr = 39 41 42
            smoothingGroup = 644
        }

        58
        {
            materialNr = 2
            normalVertexNr = 176 178 198
            positionVertexNr = 43 41 21
            smoothingGroup = 265
        }

        59
        {
            materialNr = 2
            normalVertexNr = 199 198 178
            positionVertexNr = 20 21 41
            smoothingGroup = 2065
        }

        60
        {
            materialNr = 2
            normalVertexNr = 175 177 176
            positionVertexNr = 44 42 43
            smoothingGroup = 16480
        }

        61
        {
            materialNr = 2
            normalVertexNr = 178 176 177
            positionVertexNr = 41 43 42
            smoothingGroup = 800
        }

        62
        {
            materialNr = 2
            normalVertexNr = 174 176 197
            positionVertexNr = 45 43 22
            smoothingGroup = 22
        }

        63
        {
            materialNr = 2
            normalVertexNr = 198 197 176
            positionVertexNr = 21 22 43
            smoothingGroup = 1034
        }

        64
        {
            materialNr = 2
            normalVertexNr = 173 175 174
            positionVertexNr = 46 44 45
            smoothingGroup = 5248
        }

        65
        {
            materialNr = 2
            normalVertexNr = 176 174 175
            positionVertexNr = 43 45 44
            smoothingGroup = 208
        }

        66
        {
            materialNr = 2
            normalVertexNr = 194 174 196
            positionVertexNr = 25 45 23
            smoothingGroup = 2081
        }

        67
        {
            materialNr = 2
            normalVertexNr = 197 196 174
            positionVertexNr = 22 23 45
            smoothingGroup = 65541
        }

        68
        {
            materialNr = 2
            normalVertexNr = 172 173 194
            positionVertexNr = 47 46 25
            smoothingGroup = 832
        }

        69
        {
            materialNr = 2
            normalVertexNr = 174 194 173
            positionVertexNr = 45 25 46
            smoothingGroup = 1312
        }

        70
        {
            materialNr = 2
            normalVertexNr = 172 194 193
            positionVertexNr = 47 25 26
            smoothingGroup = 648
        }

        71
        {
            materialNr = 2
            normalVertexNr = 194 195 193
            positionVertexNr = 25 24 26
            smoothingGroup = 49160
        }

        72
        {
            materialNr = 2
            normalVertexNr = 171 193 170
            positionVertexNr = 48 26 49
            smoothingGroup = 8226
        }

        73
        {
            materialNr = 2
            normalVertexNr = 191 170 193
            positionVertexNr = 28 49 26
            smoothingGroup = 69634
        }

        74
        {
            materialNr = 2
            normalVertexNr = 170 191 169
            positionVertexNr = 49 28 50
            smoothingGroup = 6145
        }

        75
        {
            materialNr = 2
            normalVertexNr = 189 169 191
            positionVertexNr = 30 50 28
            smoothingGroup = 32777
        }

        76
        {
            materialNr = 2
            normalVertexNr = 168 169 187
            positionVertexNr = 51 50 32
            smoothingGroup = 16402
        }

        77
        {
            materialNr = 2
            normalVertexNr = 187 169 189
            positionVertexNr = 32 50 30
            smoothingGroup = 8202
        }

        78
        {
            materialNr = 2
            normalVertexNr = 167 168 185
            positionVertexNr = 52 51 34
            smoothingGroup = 10241
        }

        79
        {
            materialNr = 2
            normalVertexNr = 185 168 187
            positionVertexNr = 34 51 32
            smoothingGroup = 16389
        }

        80
        {
            materialNr = 2
            normalVertexNr = 167 185 166
            positionVertexNr = 52 34 53
            smoothingGroup = 12296
        }

        81
        {
            materialNr = 2
            normalVertexNr = 183 166 185
            positionVertexNr = 36 53 34
            smoothingGroup = 42
        }

        82
        {
            materialNr = 2
            normalVertexNr = 165 166 181
            positionVertexNr = 54 53 38
            smoothingGroup = 2065
        }

        83
        {
            materialNr = 2
            normalVertexNr = 181 166 183
            positionVertexNr = 38 53 36
            smoothingGroup = 67
        }

        84
        {
            materialNr = 2
            normalVertexNr = 164 165 179
            positionVertexNr = 55 54 40
            smoothingGroup = 9218
        }

        85
        {
            materialNr = 2
            normalVertexNr = 179 165 181
            positionVertexNr = 40 54 38
            smoothingGroup = 17424
        }

        86
        {
            materialNr = 2
            normalVertexNr = 164 179 163
            positionVertexNr = 55 40 56
            smoothingGroup = 12289
        }

        87
        {
            materialNr = 2
            normalVertexNr = 177 163 179
            positionVertexNr = 42 56 40
            smoothingGroup = 32777
        }

        88
        {
            materialNr = 2
            normalVertexNr = 162 163 175
            positionVertexNr = 57 56 44
            smoothingGroup = 2054
        }

        89
        {
            materialNr = 2
            normalVertexNr = 175 163 177
            positionVertexNr = 44 56 42
            smoothingGroup = 16394
        }

        90
        {
            materialNr = 2
            normalVertexNr = 161 162 173
            positionVertexNr = 58 57 46
            smoothingGroup = 8209
        }

        91
        {
            materialNr = 2
            normalVertexNr = 173 162 175
            positionVertexNr = 46 57 44
            smoothingGroup = 4101
        }

        92
        {
            materialNr = 2
            normalVertexNr = 160 161 172
            positionVertexNr = 59 58 47
            smoothingGroup = 4102
        }

        93
        {
            materialNr = 2
            normalVertexNr = 172 161 173
            positionVertexNr = 47 58 46
            smoothingGroup = 8258
        }

        94
        {
            materialNr = 2
            normalVertexNr = 160 172 171
            positionVertexNr = 59 47 48
            smoothingGroup = 2053
        }

        95
        {
            materialNr = 2
            normalVertexNr = 172 193 171
            positionVertexNr = 47 26 48
            smoothingGroup = 161
        }

        96
        {
            materialNr = 2
            normalVertexNr = 171 170 159
            positionVertexNr = 48 49 60
            smoothingGroup = 9728
        }

        97
        {
            materialNr = 2
            normalVertexNr = 170 158 159
            positionVertexNr = 49 61 60
            smoothingGroup = 644
        }

        98
        {
            materialNr = 2
            normalVertexNr = 170 169 158
            positionVertexNr = 49 50 61
            smoothingGroup = 2308
        }

        99
        {
            materialNr = 2
            normalVertexNr = 169 157 158
            positionVertexNr = 50 62 61
            smoothingGroup = 1344
        }

        100
        {
            materialNr = 2
            normalVertexNr = 168 156 169
            positionVertexNr = 51 63 50
            smoothingGroup = 656
        }

        101
        {
            materialNr = 2
            normalVertexNr = 156 157 169
            positionVertexNr = 63 62 50
            smoothingGroup = 1184
        }

        102
        {
            materialNr = 2
            normalVertexNr = 167 155 168
            positionVertexNr = 52 64 51
            smoothingGroup = 3328
        }

        103
        {
            materialNr = 2
            normalVertexNr = 155 156 168
            positionVertexNr = 64 63 51
            smoothingGroup = 832
        }

        104
        {
            materialNr = 2
            normalVertexNr = 166 154 167
            positionVertexNr = 53 65 52
            smoothingGroup = 4228
        }

        105
        {
            materialNr = 2
            normalVertexNr = 154 155 167
            positionVertexNr = 65 64 52
            smoothingGroup = 1184
        }

        106
        {
            materialNr = 2
            normalVertexNr = 166 165 154
            positionVertexNr = 53 54 65
            smoothingGroup = 2564
        }

        107
        {
            materialNr = 2
            normalVertexNr = 165 153 154
            positionVertexNr = 54 66 65
            smoothingGroup = 832
        }

        108
        {
            materialNr = 2
            normalVertexNr = 165 164 153
            positionVertexNr = 54 55 66
            smoothingGroup = 194
        }

        109
        {
            materialNr = 2
            normalVertexNr = 164 152 153
            positionVertexNr = 55 67 66
            smoothingGroup = 176
        }

        110
        {
            materialNr = 2
            normalVertexNr = 164 163 152
            positionVertexNr = 55 56 67
            smoothingGroup = 4624
        }

        111
        {
            materialNr = 2
            normalVertexNr = 163 151 152
            positionVertexNr = 56 68 67
            smoothingGroup = 832
        }

        112
        {
            materialNr = 2
            normalVertexNr = 162 150 163
            positionVertexNr = 57 69 56
            smoothingGroup = 3200
        }

        113
        {
            materialNr = 2
            normalVertexNr = 150 151 163
            positionVertexNr = 69 68 56
            smoothingGroup = 416
        }

        114
        {
            materialNr = 2
            normalVertexNr = 161 149 162
            positionVertexNr = 58 70 57
            smoothingGroup = 784
        }

        115
        {
            materialNr = 2
            normalVertexNr = 149 150 162
            positionVertexNr = 70 69 57
            smoothingGroup = 1600
        }

        116
        {
            materialNr = 2
            normalVertexNr = 160 148 161
            positionVertexNr = 59 71 58
            smoothingGroup = 4136
        }

        117
        {
            materialNr = 2
            normalVertexNr = 148 149 161
            positionVertexNr = 71 70 58
            smoothingGroup = 416
        }

        118
        {
            materialNr = 2
            normalVertexNr = 160 171 148
            positionVertexNr = 59 48 71
            smoothingGroup = 2120
        }

        119
        {
            materialNr = 2
            normalVertexNr = 148 171 159
            positionVertexNr = 71 48 60
            smoothingGroup = 1104
        }

        120
        {
            materialNr = 2
            normalVertexNr = 159 158 147
            positionVertexNr = 60 61 72
            smoothingGroup = 168
        }

        121
        {
            materialNr = 2
            normalVertexNr = 158 146 147
            positionVertexNr = 61 73 72
            smoothingGroup = 24
        }

        122
        {
            materialNr = 2
            normalVertexNr = 158 157 146
            positionVertexNr = 61 62 73
            smoothingGroup = 81
        }

        123
        {
            materialNr = 2
            normalVertexNr = 157 145 146
            positionVertexNr = 62 74 73
            smoothingGroup = 5
        }

        124
        {
            materialNr = 2
            normalVertexNr = 156 144 157
            positionVertexNr = 63 75 62
            smoothingGroup = 42
        }

        125
        {
            materialNr = 2
            normalVertexNr = 157 144 145
            positionVertexNr = 62 75 74
            smoothingGroup = 6
        }

        126
        {
            materialNr = 2
            normalVertexNr = 155 143 156
            positionVertexNr = 64 76 63
            smoothingGroup = 69
        }

        127
        {
            materialNr = 2
            normalVertexNr = 156 143 144
            positionVertexNr = 63 76 75
            smoothingGroup = 9
        }

        128
        {
            materialNr = 2
            normalVertexNr = 154 142 155
            positionVertexNr = 65 77 64
            smoothingGroup = 50
        }

        129
        {
            materialNr = 2
            normalVertexNr = 155 142 143
            positionVertexNr = 64 77 76
            smoothingGroup = 6
        }

        130
        {
            materialNr = 2
            normalVertexNr = 153 141 154
            positionVertexNr = 66 78 65
            smoothingGroup = 265
        }

        131
        {
            materialNr = 2
            normalVertexNr = 154 141 142
            positionVertexNr = 65 78 77
            smoothingGroup = 17
        }

        132
        {
            materialNr = 2
            normalVertexNr = 153 152 141
            positionVertexNr = 66 67 78
            smoothingGroup = 44
        }

        133
        {
            materialNr = 2
            normalVertexNr = 152 140 141
            positionVertexNr = 67 79 78
            smoothingGroup = 6
        }

        134
        {
            materialNr = 2
            normalVertexNr = 152 151 140
            positionVertexNr = 67 68 79
            smoothingGroup = 67
        }

        135
        {
            materialNr = 2
            normalVertexNr = 151 139 140
            positionVertexNr = 68 80 79
            smoothingGroup = 17
        }

        136
        {
            materialNr = 2
            normalVertexNr = 151 150 139
            positionVertexNr = 68 69 80
            smoothingGroup = 52
        }

        137
        {
            materialNr = 2
            normalVertexNr = 150 138 139
            positionVertexNr = 69 81 80
            smoothingGroup = 6
        }

        138
        {
            materialNr = 2
            normalVertexNr = 149 137 150
            positionVertexNr = 70 82 69
            smoothingGroup = 73
        }

        139
        {
            materialNr = 2
            normalVertexNr = 150 137 138
            positionVertexNr = 69 82 81
            smoothingGroup = 3
        }

        140
        {
            materialNr = 2
            normalVertexNr = 148 136 149
            positionVertexNr = 71 83 70
            smoothingGroup = 134
        }

        141
        {
            materialNr = 2
            normalVertexNr = 149 136 137
            positionVertexNr = 70 83 82
            smoothingGroup = 12
        }

        142
        {
            materialNr = 2
            normalVertexNr = 148 159 136
            positionVertexNr = 71 60 83
            smoothingGroup = 19
        }

        143
        {
            materialNr = 2
            normalVertexNr = 147 136 159
            positionVertexNr = 72 83 60
            smoothingGroup = 33
        }

        144
        {
            materialNr = 1
            normalVertexNr = 135 219 218
            positionVertexNr = 84 0 1
            smoothingGroup = 11264
        }

        145
        {
            materialNr = 1
            normalVertexNr = 135 217 219
            positionVertexNr = 84 2 0
            smoothingGroup = 8390144
        }

        146
        {
            materialNr = 1
            normalVertexNr = 135 216 217
            positionVertexNr = 84 3 2
            smoothingGroup = 4195072
        }

        147
        {
            materialNr = 1
            normalVertexNr = 135 215 216
            positionVertexNr = 84 4 3
            smoothingGroup = 2097536
        }

        148
        {
            materialNr = 1
            normalVertexNr = 135 214 215
            positionVertexNr = 84 5 4
            smoothingGroup = 1048768
        }

        149
        {
            materialNr = 1
            normalVertexNr = 135 213 214
            positionVertexNr = 84 6 5
            smoothingGroup = 4192
        }

        150
        {
            materialNr = 1
            normalVertexNr = 135 212 213
            positionVertexNr = 84 7 6
            smoothingGroup = 524336
        }

        151
        {
            materialNr = 1
            normalVertexNr = 135 211 212
            positionVertexNr = 84 8 7
            smoothingGroup = 262168
        }

        152
        {
            materialNr = 1
            normalVertexNr = 135 210 211
            positionVertexNr = 84 9 8
            smoothingGroup = 131084
        }

        153
        {
            materialNr = 1
            normalVertexNr = 135 209 210
            positionVertexNr = 84 10 9
            smoothingGroup = 65542
        }

        154
        {
            materialNr = 1
            normalVertexNr = 135 208 209
            positionVertexNr = 84 11 10
            smoothingGroup = 32771
        }

        155
        {
            materialNr = 1
            normalVertexNr = 135 218 208
            positionVertexNr = 84 1 11
            smoothingGroup = 18433
        }

        156
        {
            materialNr = 0
            normalVertexNr = 134 133 132
            positionVertexNr = 85 86 87
            smoothingGroup = 234881024
        }

        157
        {
            materialNr = 0
            normalVertexNr = 134 132 122
            positionVertexNr = 85 87 97
            smoothingGroup = 159383552
        }

        158
        {
            materialNr = 0
            normalVertexNr = 134 122 123
            positionVertexNr = 85 97 96
            smoothingGroup = 20971536
        }

        159
        {
            materialNr = 0
            normalVertexNr = 134 123 124
            positionVertexNr = 85 96 95
            smoothingGroup = 7340032
        }

        160
        {
            materialNr = 0
            normalVertexNr = 134 124 125
            positionVertexNr = 85 95 94
            smoothingGroup = 2883584
        }

        161
        {
            materialNr = 0
            normalVertexNr = 134 125 126
            positionVertexNr = 85 94 93
            smoothingGroup = 720896
        }

        162
        {
            materialNr = 0
            normalVertexNr = 134 126 127
            positionVertexNr = 85 93 92
            smoothingGroup = 180224
        }

        163
        {
            materialNr = 0
            normalVertexNr = 134 127 128
            positionVertexNr = 85 92 91
            smoothingGroup = 45056
        }

        164
        {
            materialNr = 0
            normalVertexNr = 134 128 129
            positionVertexNr = 85 91 90
            smoothingGroup = 11264
        }

        165
        {
            materialNr = 0
            normalVertexNr = 134 129 130
            positionVertexNr = 85 90 89
            smoothingGroup = 2592
        }

        166
        {
            materialNr = 0
            normalVertexNr = 134 130 131
            positionVertexNr = 85 89 88
            smoothingGroup = 896
        }

        167
        {
            materialNr = 0
            normalVertexNr = 134 131 133
            positionVertexNr = 85 88 86
            smoothingGroup = 33554752
        }

        168
        {
            materialNr = 0
            normalVertexNr = 121 133 120
            positionVertexNr = 98 86 99
            smoothingGroup = 40
        }

        169
        {
            materialNr = 0
            normalVertexNr = 133 131 120
            positionVertexNr = 86 88 99
            smoothingGroup = 112
        }

        170
        {
            materialNr = 0
            normalVertexNr = 120 131 119
            positionVertexNr = 99 88 100
            smoothingGroup = 18
        }

        171
        {
            materialNr = 0
            normalVertexNr = 131 130 119
            positionVertexNr = 88 89 100
            smoothingGroup = 138
        }

        172
        {
            materialNr = 0
            normalVertexNr = 119 130 118
            positionVertexNr = 100 89 101
            smoothingGroup = 9
        }

        173
        {
            materialNr = 0
            normalVertexNr = 130 129 118
            positionVertexNr = 89 90 101
            smoothingGroup = 37
        }

        174
        {
            materialNr = 0
            normalVertexNr = 117 118 128
            positionVertexNr = 102 101 91
            smoothingGroup = 18
        }

        175
        {
            materialNr = 0
            normalVertexNr = 129 128 118
            positionVertexNr = 90 91 101
            smoothingGroup = 1030
        }

        176
        {
            materialNr = 0
            normalVertexNr = 116 127 115
            positionVertexNr = 103 92 104
            smoothingGroup = 40
        }

        177
        {
            materialNr = 0
            normalVertexNr = 127 126 115
            positionVertexNr = 92 93 104
            smoothingGroup = 16420
        }

        178
        {
            materialNr = 0
            normalVertexNr = 115 126 114
            positionVertexNr = 104 93 105
            smoothingGroup = 6
        }

        179
        {
            materialNr = 0
            normalVertexNr = 126 125 114
            positionVertexNr = 93 94 105
            smoothingGroup = 65554
        }

        180
        {
            materialNr = 0
            normalVertexNr = 114 125 113
            positionVertexNr = 105 94 106
            smoothingGroup = 17
        }

        181
        {
            materialNr = 0
            normalVertexNr = 125 124 113
            positionVertexNr = 94 95 106
            smoothingGroup = 262153
        }

        182
        {
            materialNr = 0
            normalVertexNr = 112 113 123
            positionVertexNr = 107 106 96
            smoothingGroup = 6
        }

        183
        {
            materialNr = 0
            normalVertexNr = 124 123 113
            positionVertexNr = 95 96 106
            smoothingGroup = 1048586
        }

        184
        {
            materialNr = 0
            normalVertexNr = 111 112 122
            positionVertexNr = 108 107 97
            smoothingGroup = 9
        }

        185
        {
            materialNr = 0
            normalVertexNr = 123 122 112
            positionVertexNr = 96 97 107
            smoothingGroup = 21
        }

        186
        {
            materialNr = 0
            normalVertexNr = 110 111 132
            positionVertexNr = 109 108 87
            smoothingGroup = 6
        }

        187
        {
            materialNr = 0
            normalVertexNr = 122 132 111
            positionVertexNr = 97 87 108
            smoothingGroup = 8388618
        }

        188
        {
            materialNr = 0
            normalVertexNr = 121 110 133
            positionVertexNr = 98 109 86
            smoothingGroup = 9
        }

        189
        {
            materialNr = 0
            normalVertexNr = 110 132 133
            positionVertexNr = 109 87 86
            smoothingGroup = 67108869
        }

        190
        {
            materialNr = 0
            normalVertexNr = 116 117 127
            positionVertexNr = 103 102 92
            smoothingGroup = 9
        }

        191
        {
            materialNr = 0
            normalVertexNr = 128 127 117
            positionVertexNr = 91 92 102
            smoothingGroup = 4113
        }

        192
        {
            materialNr = 2
            normalVertexNr = 97 109 86
            positionVertexNr = 122 110 133
            smoothingGroup = 69640
        }

        193
        {
            materialNr = 2
            normalVertexNr = 109 108 86
            positionVertexNr = 110 111 133
            smoothingGroup = 8421384
        }

        194
        {
            materialNr = 2
            normalVertexNr = 97 96 109
            positionVertexNr = 122 123 110
            smoothingGroup = 73792
        }

        195
        {
            materialNr = 2
            normalVertexNr = 109 96 107
            positionVertexNr = 110 123 112
            smoothingGroup = 4194496
        }

        196
        {
            materialNr = 2
            normalVertexNr = 96 95 107
            positionVertexNr = 123 124 112
            smoothingGroup = 5248
        }

        197
        {
            materialNr = 2
            normalVertexNr = 107 95 106
            positionVertexNr = 112 124 113
            smoothingGroup = 2101280
        }

        198
        {
            materialNr = 2
            normalVertexNr = 95 94 106
            positionVertexNr = 124 125 113
            smoothingGroup = 2088
        }

        199
        {
            materialNr = 2
            normalVertexNr = 106 94 105
            positionVertexNr = 113 125 114
            smoothingGroup = 1048586
        }

        200
        {
            materialNr = 2
            normalVertexNr = 93 104 94
            positionVertexNr = 126 115 125
            smoothingGroup = 1792
        }

        201
        {
            materialNr = 2
            normalVertexNr = 105 94 104
            positionVertexNr = 114 125 115
            smoothingGroup = 524802
        }

        202
        {
            materialNr = 2
            normalVertexNr = 92 103 93
            positionVertexNr = 127 116 126
            smoothingGroup = 71680
        }

        203
        {
            materialNr = 2
            normalVertexNr = 104 93 103
            positionVertexNr = 115 126 116
            smoothingGroup = 266496
        }

        204
        {
            materialNr = 2
            normalVertexNr = 91 102 92
            positionVertexNr = 128 117 127
            smoothingGroup = 34304
        }

        205
        {
            materialNr = 2
            normalVertexNr = 103 92 102
            positionVertexNr = 116 127 117
            smoothingGroup = 134144
        }

        206
        {
            materialNr = 2
            normalVertexNr = 91 90 102
            positionVertexNr = 128 129 117
            smoothingGroup = 17024
        }

        207
        {
            materialNr = 2
            normalVertexNr = 102 90 101
            positionVertexNr = 117 129 118
            smoothingGroup = 73856
        }

        208
        {
            materialNr = 2
            normalVertexNr = 90 89 101
            positionVertexNr = 129 130 118
            smoothingGroup = 13312
        }

        209
        {
            materialNr = 2
            normalVertexNr = 101 89 100
            positionVertexNr = 118 130 119
            smoothingGroup = 36896
        }

        210
        {
            materialNr = 2
            normalVertexNr = 88 99 89
            positionVertexNr = 131 120 130
            smoothingGroup = 704
        }

        211
        {
            materialNr = 2
            normalVertexNr = 100 89 99
            positionVertexNr = 119 130 120
            smoothingGroup = 16544
        }

        212
        {
            materialNr = 2
            normalVertexNr = 87 98 88
            positionVertexNr = 132 121 131
            smoothingGroup = 2336
        }

        213
        {
            materialNr = 2
            normalVertexNr = 99 88 98
            positionVertexNr = 120 131 121
            smoothingGroup = 8512
        }

        214
        {
            materialNr = 2
            normalVertexNr = 86 108 87
            positionVertexNr = 133 111 132
            smoothingGroup = 49280
        }

        215
        {
            materialNr = 2
            normalVertexNr = 98 87 108
            positionVertexNr = 121 132 111
            smoothingGroup = 4256
        }

        216
        {
            materialNr = 2
            normalVertexNr = 85 97 84
            positionVertexNr = 134 122 135
            smoothingGroup = 2306
        }

        217
        {
            materialNr = 2
            normalVertexNr = 97 86 84
            positionVertexNr = 122 133 135
            smoothingGroup = 4368
        }

        218
        {
            materialNr = 2
            normalVertexNr = 85 82 97
            positionVertexNr = 134 137 122
            smoothingGroup = 2177
        }

        219
        {
            materialNr = 2
            normalVertexNr = 96 97 82
            positionVertexNr = 123 122 137
            smoothingGroup = 8197
        }

        220
        {
            materialNr = 2
            normalVertexNr = 62 83 84
            positionVertexNr = 157 136 135
            smoothingGroup = 49156
        }

        221
        {
            materialNr = 2
            normalVertexNr = 83 85 84
            positionVertexNr = 136 134 135
            smoothingGroup = 1030
        }

        222
        {
            materialNr = 2
            normalVertexNr = 83 81 85
            positionVertexNr = 136 138 134
            smoothingGroup = 1568
        }

        223
        {
            materialNr = 2
            normalVertexNr = 82 85 81
            positionVertexNr = 137 134 138
            smoothingGroup = 224
        }

        224
        {
            materialNr = 2
            normalVertexNr = 82 80 96
            positionVertexNr = 137 139 123
            smoothingGroup = 14
        }

        225
        {
            materialNr = 2
            normalVertexNr = 95 96 80
            positionVertexNr = 124 123 139
            smoothingGroup = 1538
        }

        226
        {
            materialNr = 2
            normalVertexNr = 81 79 82
            positionVertexNr = 138 140 137
            smoothingGroup = 16464
        }

        227
        {
            materialNr = 2
            normalVertexNr = 80 82 79
            positionVertexNr = 139 137 140
            smoothingGroup = 280
        }

        228
        {
            materialNr = 2
            normalVertexNr = 80 78 95
            positionVertexNr = 139 141 124
            smoothingGroup = 577
        }

        229
        {
            materialNr = 2
            normalVertexNr = 94 95 78
            positionVertexNr = 125 124 141
            smoothingGroup = 2065
        }

        230
        {
            materialNr = 2
            normalVertexNr = 79 77 80
            positionVertexNr = 140 142 139
            smoothingGroup = 33056
        }

        231
        {
            materialNr = 2
            normalVertexNr = 78 80 77
            positionVertexNr = 141 139 142
            smoothingGroup = 224
        }

        232
        {
            materialNr = 2
            normalVertexNr = 76 93 78
            positionVertexNr = 143 126 141
            smoothingGroup = 14
        }

        233
        {
            materialNr = 2
            normalVertexNr = 93 94 78
            positionVertexNr = 126 125 141
            smoothingGroup = 1044
        }

        234
        {
            materialNr = 2
            normalVertexNr = 75 76 77
            positionVertexNr = 144 143 142
            smoothingGroup = 25600
        }

        235
        {
            materialNr = 2
            normalVertexNr = 76 78 77
            positionVertexNr = 143 141 142
            smoothingGroup = 8328
        }

        236
        {
            materialNr = 2
            normalVertexNr = 74 92 76
            positionVertexNr = 145 127 143
            smoothingGroup = 321
        }

        237
        {
            materialNr = 2
            normalVertexNr = 92 93 76
            positionVertexNr = 127 126 143
            smoothingGroup = 65539
        }

        238
        {
            materialNr = 2
            normalVertexNr = 73 74 75
            positionVertexNr = 146 145 144
            smoothingGroup = 672
        }

        239
        {
            materialNr = 2
            normalVertexNr = 74 76 75
            positionVertexNr = 145 143 144
            smoothingGroup = 1312
        }

        240
        {
            materialNr = 2
            normalVertexNr = 72 91 74
            positionVertexNr = 147 128 145
            smoothingGroup = 22
        }

        241
        {
            materialNr = 2
            normalVertexNr = 91 92 74
            positionVertexNr = 128 127 145
            smoothingGroup = 32836
        }

        242
        {
            materialNr = 2
            normalVertexNr = 71 72 73
            positionVertexNr = 148 147 146
            smoothingGroup = 8264
        }

        243
        {
            materialNr = 2
            normalVertexNr = 72 74 73
            positionVertexNr = 147 145 146
            smoothingGroup = 152
        }

        244
        {
            materialNr = 2
            normalVertexNr = 72 70 91
            positionVertexNr = 147 149 128
            smoothingGroup = 4099
        }

        245
        {
            materialNr = 2
            normalVertexNr = 90 91 70
            positionVertexNr = 129 128 149
            smoothingGroup = 18433
        }

        246
        {
            materialNr = 2
            normalVertexNr = 71 69 72
            positionVertexNr = 148 150 147
            smoothingGroup = 608
        }

        247
        {
            materialNr = 2
            normalVertexNr = 70 72 69
            positionVertexNr = 149 147 150
            smoothingGroup = 5632
        }

        248
        {
            materialNr = 2
            normalVertexNr = 70 68 90
            positionVertexNr = 149 151 129
            smoothingGroup = 2368
        }

        249
        {
            materialNr = 2
            normalVertexNr = 89 90 68
            positionVertexNr = 130 129 151
            smoothingGroup = 1282
        }

        250
        {
            materialNr = 2
            normalVertexNr = 69 67 70
            positionVertexNr = 150 152 149
            smoothingGroup = 33796
        }

        251
        {
            materialNr = 2
            normalVertexNr = 68 70 67
            positionVertexNr = 151 149 152
            smoothingGroup = 196
        }

        252
        {
            materialNr = 2
            normalVertexNr = 66 88 68
            positionVertexNr = 153 131 151
            smoothingGroup = 25
        }

        253
        {
            materialNr = 2
            normalVertexNr = 88 89 68
            positionVertexNr = 131 130 151
            smoothingGroup = 515
        }

        254
        {
            materialNr = 2
            normalVertexNr = 65 66 67
            positionVertexNr = 154 153 152
            smoothingGroup = 16928
        }

        255
        {
            materialNr = 2
            normalVertexNr = 66 68 67
            positionVertexNr = 153 151 152
            smoothingGroup = 176
        }

        256
        {
            materialNr = 2
            normalVertexNr = 64 87 66
            positionVertexNr = 155 132 153
            smoothingGroup = 70
        }

        257
        {
            materialNr = 2
            normalVertexNr = 87 88 66
            positionVertexNr = 132 131 153
            smoothingGroup = 2060
        }

        258
        {
            materialNr = 2
            normalVertexNr = 63 64 65
            positionVertexNr = 156 155 154
            smoothingGroup = 8576
        }

        259
        {
            materialNr = 2
            normalVertexNr = 64 66 65
            positionVertexNr = 155 153 154
            smoothingGroup = 832
        }

        260
        {
            materialNr = 2
            normalVertexNr = 84 86 64
            positionVertexNr = 135 133 155
            smoothingGroup = 49
        }

        261
        {
            materialNr = 2
            normalVertexNr = 86 87 64
            positionVertexNr = 133 132 155
            smoothingGroup = 16387
        }

        262
        {
            materialNr = 2
            normalVertexNr = 62 84 63
            positionVertexNr = 157 135 156
            smoothingGroup = 32840
        }

        263
        {
            materialNr = 2
            normalVertexNr = 84 64 63
            positionVertexNr = 135 155 156
            smoothingGroup = 168
        }

        264
        {
            materialNr = 2
            normalVertexNr = 50 61 62
            positionVertexNr = 169 158 157
            smoothingGroup = 14336
        }

        265
        {
            materialNr = 2
            normalVertexNr = 61 83 62
            positionVertexNr = 158 136 157
            smoothingGroup = 20496
        }

        266
        {
            materialNr = 2
            normalVertexNr = 61 60 83
            positionVertexNr = 158 159 136
            smoothingGroup = 273
        }

        267
        {
            materialNr = 2
            normalVertexNr = 81 83 60
            positionVertexNr = 138 136 159
            smoothingGroup = 521
        }

        268
        {
            materialNr = 2
            normalVertexNr = 60 59 81
            positionVertexNr = 159 160 138
            smoothingGroup = 8202
        }

        269
        {
            materialNr = 2
            normalVertexNr = 79 81 59
            positionVertexNr = 140 138 160
            smoothingGroup = 16390
        }

        270
        {
            materialNr = 2
            normalVertexNr = 58 77 59
            positionVertexNr = 161 142 160
            smoothingGroup = 4113
        }

        271
        {
            materialNr = 2
            normalVertexNr = 77 79 59
            positionVertexNr = 142 140 160
            smoothingGroup = 32773
        }

        272
        {
            materialNr = 2
            normalVertexNr = 57 75 58
            positionVertexNr = 162 144 161
            smoothingGroup = 2058
        }

        273
        {
            materialNr = 2
            normalVertexNr = 75 77 58
            positionVertexNr = 144 142 161
            smoothingGroup = 16402
        }

        274
        {
            materialNr = 2
            normalVertexNr = 57 56 75
            positionVertexNr = 162 163 144
            smoothingGroup = 4105
        }

        275
        {
            materialNr = 2
            normalVertexNr = 73 75 56
            positionVertexNr = 146 144 163
            smoothingGroup = 517
        }

        276
        {
            materialNr = 2
            normalVertexNr = 55 71 56
            positionVertexNr = 164 148 163
            smoothingGroup = 2066
        }

        277
        {
            materialNr = 2
            normalVertexNr = 71 73 56
            positionVertexNr = 148 146 163
            smoothingGroup = 8198
        }

        278
        {
            materialNr = 2
            normalVertexNr = 54 69 55
            positionVertexNr = 165 150 164
            smoothingGroup = 8449
        }

        279
        {
            materialNr = 2
            normalVertexNr = 69 71 55
            positionVertexNr = 150 148 164
            smoothingGroup = 49
        }

        280
        {
            materialNr = 2
            normalVertexNr = 54 53 69
            positionVertexNr = 165 166 150
            smoothingGroup = 10248
        }

        281
        {
            materialNr = 2
            normalVertexNr = 67 69 53
            positionVertexNr = 152 150 166
            smoothingGroup = 32778
        }

        282
        {
            materialNr = 2
            normalVertexNr = 52 65 53
            positionVertexNr = 167 154 166
            smoothingGroup = 4101
        }

        283
        {
            materialNr = 2
            normalVertexNr = 65 67 53
            positionVertexNr = 154 152 166
            smoothingGroup = 16387
        }

        284
        {
            materialNr = 2
            normalVertexNr = 51 63 52
            positionVertexNr = 168 156 167
            smoothingGroup = 2066
        }

        285
        {
            materialNr = 2
            normalVertexNr = 63 65 52
            positionVertexNr = 156 154 167
            smoothingGroup = 8212
        }

        286
        {
            materialNr = 2
            normalVertexNr = 50 62 51
            positionVertexNr = 169 157 168
            smoothingGroup = 9217
        }

        287
        {
            materialNr = 2
            normalVertexNr = 62 63 51
            positionVertexNr = 157 156 168
            smoothingGroup = 67
        }

        288
        {
            materialNr = 2
            normalVertexNr = 50 38 61
            positionVertexNr = 169 181 158
            smoothingGroup = 2564
        }

        289
        {
            materialNr = 2
            normalVertexNr = 49 61 38
            positionVertexNr = 170 158 181
            smoothingGroup = 704
        }

        290
        {
            materialNr = 2
            normalVertexNr = 61 49 60
            positionVertexNr = 158 170 159
            smoothingGroup = 352
        }

        291
        {
            materialNr = 2
            normalVertexNr = 60 49 48
            positionVertexNr = 159 170 171
            smoothingGroup = 2084
        }

        292
        {
            materialNr = 2
            normalVertexNr = 60 48 59
            positionVertexNr = 159 171 160
            smoothingGroup = 10368
        }

        293
        {
            materialNr = 2
            normalVertexNr = 59 48 47
            positionVertexNr = 160 171 172
            smoothingGroup = 704
        }

        294
        {
            materialNr = 2
            normalVertexNr = 58 59 46
            positionVertexNr = 161 160 173
            smoothingGroup = 5376
        }

        295
        {
            materialNr = 2
            normalVertexNr = 59 47 46
            positionVertexNr = 160 172 173
            smoothingGroup = 800
        }

        296
        {
            materialNr = 2
            normalVertexNr = 57 58 45
            positionVertexNr = 162 161 174
            smoothingGroup = 2688
        }

        297
        {
            materialNr = 2
            normalVertexNr = 58 46 45
            positionVertexNr = 161 173 174
            smoothingGroup = 1216
        }

        298
        {
            materialNr = 2
            normalVertexNr = 56 57 44
            positionVertexNr = 163 162 175
            smoothingGroup = 5376
        }

        299
        {
            materialNr = 2
            normalVertexNr = 57 45 44
            positionVertexNr = 162 174 175
            smoothingGroup = 800
        }

        300
        {
            materialNr = 2
            normalVertexNr = 56 44 55
            positionVertexNr = 163 175 164
            smoothingGroup = 3200
        }

        301
        {
            materialNr = 2
            normalVertexNr = 55 44 43
            positionVertexNr = 164 175 176
            smoothingGroup = 196
        }

        302
        {
            materialNr = 2
            normalVertexNr = 55 43 54
            positionVertexNr = 164 176 165
            smoothingGroup = 772
        }

        303
        {
            materialNr = 2
            normalVertexNr = 54 43 42
            positionVertexNr = 165 176 177
            smoothingGroup = 560
        }

        304
        {
            materialNr = 2
            normalVertexNr = 54 42 53
            positionVertexNr = 165 177 166
            smoothingGroup = 2192
        }

        305
        {
            materialNr = 2
            normalVertexNr = 53 42 41
            positionVertexNr = 166 177 178
            smoothingGroup = 448
        }

        306
        {
            materialNr = 2
            normalVertexNr = 52 53 40
            positionVertexNr = 167 166 179
            smoothingGroup = 5632
        }

        307
        {
            materialNr = 2
            normalVertexNr = 53 41 40
            positionVertexNr = 166 178 179
            smoothingGroup = 800
        }

        308
        {
            materialNr = 2
            normalVertexNr = 51 52 39
            positionVertexNr = 168 167 180
            smoothingGroup = 2432
        }

        309
        {
            materialNr = 2
            normalVertexNr = 52 40 39
            positionVertexNr = 167 179 180
            smoothingGroup = 1216
        }

        310
        {
            materialNr = 2
            normalVertexNr = 50 51 38
            positionVertexNr = 169 168 181
            smoothingGroup = 1036
        }

        311
        {
            materialNr = 2
            normalVertexNr = 51 39 38
            positionVertexNr = 168 180 181
            smoothingGroup = 296
        }

        312
        {
            materialNr = 2
            normalVertexNr = 38 26 49
            positionVertexNr = 181 193 170
            smoothingGroup = 146
        }

        313
        {
            materialNr = 2
            normalVertexNr = 26 37 49
            positionVertexNr = 193 182 170
            smoothingGroup = 10
        }

        314
        {
            materialNr = 2
            normalVertexNr = 49 37 48
            positionVertexNr = 170 182 171
            smoothingGroup = 13
        }

        315
        {
            materialNr = 2
            normalVertexNr = 48 37 36
            positionVertexNr = 171 182 183
            smoothingGroup = 17
        }

        316
        {
            materialNr = 2
            normalVertexNr = 48 36 47
            positionVertexNr = 171 183 172
            smoothingGroup = 82
        }

        317
        {
            materialNr = 2
            normalVertexNr = 47 36 35
            positionVertexNr = 172 183 184
            smoothingGroup = 6
        }

        318
        {
            materialNr = 2
            normalVertexNr = 46 47 34
            positionVertexNr = 173 172 185
            smoothingGroup = 41
        }

        319
        {
            materialNr = 2
            normalVertexNr = 47 35 34
            positionVertexNr = 172 184 185
            smoothingGroup = 5
        }

        320
        {
            materialNr = 2
            normalVertexNr = 45 46 33
            positionVertexNr = 174 173 186
            smoothingGroup = 70
        }

        321
        {
            materialNr = 2
            normalVertexNr = 46 34 33
            positionVertexNr = 173 185 186
            smoothingGroup = 10
        }

        322
        {
            materialNr = 2
            normalVertexNr = 44 45 32
            positionVertexNr = 175 174 187
            smoothingGroup = 49
        }

        323
        {
            materialNr = 2
            normalVertexNr = 45 33 32
            positionVertexNr = 174 186 187
            smoothingGroup = 5
        }

        324
        {
            materialNr = 2
            normalVertexNr = 43 44 31
            positionVertexNr = 176 175 188
            smoothingGroup = 74
        }

        325
        {
            materialNr = 2
            normalVertexNr = 44 32 31
            positionVertexNr = 175 187 188
            smoothingGroup = 18
        }

        326
        {
            materialNr = 2
            normalVertexNr = 43 31 42
            positionVertexNr = 176 188 177
            smoothingGroup = 41
        }

        327
        {
            materialNr = 2
            normalVertexNr = 42 31 30
            positionVertexNr = 177 188 189
            smoothingGroup = 5
        }

        328
        {
            materialNr = 2
            normalVertexNr = 42 30 41
            positionVertexNr = 177 189 178
            smoothingGroup = 70
        }

        329
        {
            materialNr = 2
            normalVertexNr = 41 30 29
            positionVertexNr = 178 189 190
            smoothingGroup = 18
        }

        330
        {
            materialNr = 2
            normalVertexNr = 41 29 40
            positionVertexNr = 178 190 179
            smoothingGroup = 49
        }

        331
        {
            materialNr = 2
            normalVertexNr = 40 29 28
            positionVertexNr = 179 190 191
            smoothingGroup = 9
        }

        332
        {
            materialNr = 2
            normalVertexNr = 39 40 27
            positionVertexNr = 180 179 192
            smoothingGroup = 70
        }

        333
        {
            materialNr = 2
            normalVertexNr = 40 28 27
            positionVertexNr = 179 191 192
            smoothingGroup = 10
        }

        334
        {
            materialNr = 2
            normalVertexNr = 38 39 26
            positionVertexNr = 181 180 193
            smoothingGroup = 49
        }

        335
        {
            materialNr = 2
            normalVertexNr = 39 27 26
            positionVertexNr = 180 192 193
            smoothingGroup = 5
        }

        336
        {
            materialNr = 1
            normalVertexNr = 25 108 109
            positionVertexNr = 194 111 110
            smoothingGroup = 8391680
        }

        337
        {
            materialNr = 1
            normalVertexNr = 25 109 107
            positionVertexNr = 194 110 112
            smoothingGroup = 4196864
        }

        338
        {
            materialNr = 1
            normalVertexNr = 25 107 106
            positionVertexNr = 194 112 113
            smoothingGroup = 2097920
        }

        339
        {
            materialNr = 1
            normalVertexNr = 25 106 105
            positionVertexNr = 194 113 114
            smoothingGroup = 1048960
        }

        340
        {
            materialNr = 1
            normalVertexNr = 25 105 104
            positionVertexNr = 194 114 115
            smoothingGroup = 524480
        }

        341
        {
            materialNr = 1
            normalVertexNr = 25 104 103
            positionVertexNr = 194 115 116
            smoothingGroup = 262240
        }

        342
        {
            materialNr = 1
            normalVertexNr = 25 103 102
            positionVertexNr = 194 116 117
            smoothingGroup = 131120
        }

        343
        {
            materialNr = 1
            normalVertexNr = 25 102 101
            positionVertexNr = 194 117 118
            smoothingGroup = 65560
        }

        344
        {
            materialNr = 1
            normalVertexNr = 25 101 100
            positionVertexNr = 194 118 119
            smoothingGroup = 32780
        }

        345
        {
            materialNr = 1
            normalVertexNr = 25 100 99
            positionVertexNr = 194 119 120
            smoothingGroup = 16390
        }

        346
        {
            materialNr = 1
            normalVertexNr = 25 99 98
            positionVertexNr = 194 120 121
            smoothingGroup = 8195
        }

        347
        {
            materialNr = 1
            normalVertexNr = 25 98 108
            positionVertexNr = 194 121 111
            smoothingGroup = 5121
        }

        348
        {
            materialNr = 0
            normalVertexNr = 24 22 23
            positionVertexNr = 195 197 196
            smoothingGroup = 117440512
        }

        349
        {
            materialNr = 0
            normalVertexNr = 24 12 22
            positionVertexNr = 195 207 197
            smoothingGroup = 29360128
        }

        350
        {
            materialNr = 0
            normalVertexNr = 24 13 12
            positionVertexNr = 195 206 207
            smoothingGroup = 7340032
        }

        351
        {
            materialNr = 0
            normalVertexNr = 24 14 13
            positionVertexNr = 195 205 206
            smoothingGroup = 1835008
        }

        352
        {
            materialNr = 0
            normalVertexNr = 24 15 14
            positionVertexNr = 195 204 205
            smoothingGroup = 458752
        }

        353
        {
            materialNr = 0
            normalVertexNr = 24 16 15
            positionVertexNr = 195 203 204
            smoothingGroup = 98312
        }

        354
        {
            materialNr = 0
            normalVertexNr = 24 17 16
            positionVertexNr = 195 202 203
            smoothingGroup = 57344
        }

        355
        {
            materialNr = 0
            normalVertexNr = 24 18 17
            positionVertexNr = 195 201 202
            smoothingGroup = 14336
        }

        356
        {
            materialNr = 0
            normalVertexNr = 24 19 18
            positionVertexNr = 195 200 201
            smoothingGroup = 3584
        }

        357
        {
            materialNr = 0
            normalVertexNr = 24 20 19
            positionVertexNr = 195 199 200
            smoothingGroup = 800
        }

        358
        {
            materialNr = 0
            normalVertexNr = 24 21 20
            positionVertexNr = 195 198 199
            smoothingGroup = 176
        }

        359
        {
            materialNr = 0
            normalVertexNr = 24 23 21
            positionVertexNr = 195 196 198
            smoothingGroup = 67109056
        }

        360
        {
            materialNr = 0
            normalVertexNr = 11 23 0
            positionVertexNr = 208 196 219
            smoothingGroup = 48
        }

        361
        {
            materialNr = 0
            normalVertexNr = 0 23 22
            positionVertexNr = 219 196 197
            smoothingGroup = 33554472
        }

        362
        {
            materialNr = 0
            normalVertexNr = 11 10 23
            positionVertexNr = 208 209 196
            smoothingGroup = 17
        }

        363
        {
            materialNr = 0
            normalVertexNr = 21 23 10
            positionVertexNr = 198 196 209
            smoothingGroup = 69
        }

        364
        {
            materialNr = 0
            normalVertexNr = 10 9 21
            positionVertexNr = 209 210 198
            smoothingGroup = 6
        }

        365
        {
            materialNr = 0
            normalVertexNr = 20 21 9
            positionVertexNr = 199 198 210
            smoothingGroup = 26
        }

        366
        {
            materialNr = 0
            normalVertexNr = 9 8 20
            positionVertexNr = 210 211 199
            smoothingGroup = 9
        }

        367
        {
            materialNr = 0
            normalVertexNr = 19 20 8
            positionVertexNr = 200 199 211
            smoothingGroup = 261
        }

        368
        {
            materialNr = 0
            normalVertexNr = 7 18 8
            positionVertexNr = 212 201 211
            smoothingGroup = 18
        }

        369
        {
            materialNr = 0
            normalVertexNr = 18 19 8
            positionVertexNr = 201 200 211
            smoothingGroup = 1030
        }

        370
        {
            materialNr = 0
            normalVertexNr = 6 17 7
            positionVertexNr = 213 202 212
            smoothingGroup = 9
        }

        371
        {
            materialNr = 0
            normalVertexNr = 17 18 7
            positionVertexNr = 202 201 212
            smoothingGroup = 4113
        }

        372
        {
            materialNr = 0
            normalVertexNr = 6 5 17
            positionVertexNr = 213 214 202
            smoothingGroup = 12
        }

        373
        {
            materialNr = 0
            normalVertexNr = 16 17 5
            positionVertexNr = 203 202 214
            smoothingGroup = 16390
        }

        374
        {
            materialNr = 0
            normalVertexNr = 5 4 16
            positionVertexNr = 214 215 203
            smoothingGroup = 3
        }

        375
        {
            materialNr = 0
            normalVertexNr = 15 16 4
            positionVertexNr = 204 203 215
            smoothingGroup = 25
        }

        376
        {
            materialNr = 0
            normalVertexNr = 4 3 15
            positionVertexNr = 215 216 204
            smoothingGroup = 20
        }

        377
        {
            materialNr = 0
            normalVertexNr = 14 15 3
            positionVertexNr = 205 204 216
            smoothingGroup = 131078
        }

        378
        {
            materialNr = 0
            normalVertexNr = 2 13 3
            positionVertexNr = 217 206 216
            smoothingGroup = 9
        }

        379
        {
            materialNr = 0
            normalVertexNr = 13 14 3
            positionVertexNr = 206 205 216
            smoothingGroup = 524291
        }

        380
        {
            materialNr = 0
            normalVertexNr = 1 12 2
            positionVertexNr = 218 207 217
            smoothingGroup = 6
        }

        381
        {
            materialNr = 0
            normalVertexNr = 12 13 2
            positionVertexNr = 207 206 217
            smoothingGroup = 2097164
        }

        382
        {
            materialNr = 0
            normalVertexNr = 0 22 1
            positionVertexNr = 219 197 218
            smoothingGroup = 9
        }

        383
        {
            materialNr = 0
            normalVertexNr = 22 12 1
            positionVertexNr = 197 207 218
            smoothingGroup = 8388611
        }
    }
}