本项目演示如何创建自己的顶点动画着色器。场景不使用任何纹理或动画资源,所有内容都使用Shader Graph进行着色和动画处理。
您最多选择25个主题 主题必须以中文或者字母或数字开头,可以包含连字符 (-),并且长度不得超过35个字符
 
 
 
 
 

787 行
358 KiB

; FBX 7.1.0 project file
; Copyright (C) 1997-2010 Autodesk Inc. and/or its licensors.
; All rights reserved.
; ----------------------------------------------------
FBXHeaderExtension: {
FBXHeaderVersion: 1003
FBXVersion: 7100
CreationTimeStamp: {
Version: 1000
Year: 2012
Month: 1
Day: 31
Hour: 20
Minute: 44
Second: 33
Millisecond: 127
}
Creator: "FBX SDK/FBX Plugins version 2012.2"
SceneInfo: "SceneInfo::GlobalInfo", "UserData" {
Type: "UserData"
Version: 100
MetaData: {
Version: 100
Title: ""
Subject: ""
Author: ""
Keywords: ""
Revision: ""
Comment: ""
}
Properties70: {
P: "DocumentUrl", "KString", "Url", "", "J:\zivixUnity3d\Assets\Sea_Assets\Sea_Creatures\Fish\TropicalFish02.fbx"
P: "SrcDocumentUrl", "KString", "Url", "", "J:\zivixUnity3d\Assets\Sea_Assets\Sea_Creatures\Fish\TropicalFish02.fbx"
P: "Original", "Compound", "", ""
P: "Original|ApplicationVendor", "KString", "", "", "Autodesk"
P: "Original|ApplicationName", "KString", "", "", "3ds Max"
P: "Original|ApplicationVersion", "KString", "", "", "2012"
P: "Original|DateTime_GMT", "DateTime", "", "", "01/02/2012 02:44:33.124"
P: "Original|FileName", "KString", "", "", "J:\zivixUnity3d\Assets\Sea_Assets\Sea_Creatures\Fish\TropicalFish02.fbx"
P: "LastSaved", "Compound", "", ""
P: "LastSaved|ApplicationVendor", "KString", "", "", "Autodesk"
P: "LastSaved|ApplicationName", "KString", "", "", "3ds Max"
P: "LastSaved|ApplicationVersion", "KString", "", "", "2012"
P: "LastSaved|DateTime_GMT", "DateTime", "", "", "01/02/2012 02:44:33.124"
}
}
}
GlobalSettings: {
Version: 1000
Properties70: {
P: "UpAxis", "int", "Integer", "",2
P: "UpAxisSign", "int", "Integer", "",1
P: "FrontAxis", "int", "Integer", "",1
P: "FrontAxisSign", "int", "Integer", "",-1
P: "CoordAxis", "int", "Integer", "",0
P: "CoordAxisSign", "int", "Integer", "",1
P: "OriginalUpAxis", "int", "Integer", "",2
P: "OriginalUpAxisSign", "int", "Integer", "",1
P: "UnitScaleFactor", "double", "Number", "",100
P: "OriginalUnitScaleFactor", "double", "Number", "",100.00000066
P: "AmbientColor", "ColorRGB", "Color", "",0,0,0
P: "DefaultCamera", "KString", "", "", "Producer Perspective"
P: "TimeMode", "enum", "", "",6
P: "TimeSpanStart", "KTime", "Time", "",0
P: "TimeSpanStop", "KTime", "Time", "",153953860000
P: "CustomFrameRate", "double", "Number", "",-1
}
}
; Documents Description
;------------------------------------------------------------------
Documents: {
Count: 1
Document: 1397876256, "", "Scene" {
Properties70: {
P: "SourceObject", "object", "", ""
P: "ActiveAnimStackName", "KString", "", "", ""
}
RootNode: 0
}
}
; Document References
;------------------------------------------------------------------
References: {
}
; Object definitions
;------------------------------------------------------------------
Definitions: {
Version: 100
Count: 29
ObjectType: "GlobalSettings" {
Count: 1
}
ObjectType: "AnimationStack" {
Count: 1
PropertyTemplate: "KFbxAnimStack" {
Properties70: {
P: "Description", "KString", "", "", ""
P: "LocalStart", "KTime", "Time", "",0
P: "LocalStop", "KTime", "Time", "",0
P: "ReferenceStart", "KTime", "Time", "",0
P: "ReferenceStop", "KTime", "Time", "",0
}
}
}
ObjectType: "AnimationLayer" {
Count: 1
PropertyTemplate: "KFbxAnimLayer" {
Properties70: {
P: "Weight", "Number", "", "A",100
P: "Mute", "bool", "", "",0
P: "Solo", "bool", "", "",0
P: "Lock", "bool", "", "",0
P: "Color", "ColorRGB", "Color", "",0.8,0.8,0.8
P: "BlendMode", "enum", "", "",0
P: "RotationAccumulationMode", "enum", "", "",0
P: "ScaleAccumulationMode", "enum", "", "",0
P: "BlendModeBypass", "ULongLong", "", "",0
}
}
}
ObjectType: "Model" {
Count: 1
PropertyTemplate: "KFbxNode" {
Properties70: {
P: "QuaternionInterpolate", "enum", "", "",0
P: "RotationOffset", "Vector3D", "Vector", "",0,0,0
P: "RotationPivot", "Vector3D", "Vector", "",0,0,0
P: "ScalingOffset", "Vector3D", "Vector", "",0,0,0
P: "ScalingPivot", "Vector3D", "Vector", "",0,0,0
P: "TranslationActive", "bool", "", "",0
P: "TranslationMin", "Vector3D", "Vector", "",0,0,0
P: "TranslationMax", "Vector3D", "Vector", "",0,0,0
P: "TranslationMinX", "bool", "", "",0
P: "TranslationMinY", "bool", "", "",0
P: "TranslationMinZ", "bool", "", "",0
P: "TranslationMaxX", "bool", "", "",0
P: "TranslationMaxY", "bool", "", "",0
P: "TranslationMaxZ", "bool", "", "",0
P: "RotationOrder", "enum", "", "",0
P: "RotationSpaceForLimitOnly", "bool", "", "",0
P: "RotationStiffnessX", "double", "Number", "",0
P: "RotationStiffnessY", "double", "Number", "",0
P: "RotationStiffnessZ", "double", "Number", "",0
P: "AxisLen", "double", "Number", "",10
P: "PreRotation", "Vector3D", "Vector", "",0,0,0
P: "PostRotation", "Vector3D", "Vector", "",0,0,0
P: "RotationActive", "bool", "", "",0
P: "RotationMin", "Vector3D", "Vector", "",0,0,0
P: "RotationMax", "Vector3D", "Vector", "",0,0,0
P: "RotationMinX", "bool", "", "",0
P: "RotationMinY", "bool", "", "",0
P: "RotationMinZ", "bool", "", "",0
P: "RotationMaxX", "bool", "", "",0
P: "RotationMaxY", "bool", "", "",0
P: "RotationMaxZ", "bool", "", "",0
P: "InheritType", "enum", "", "",0
P: "ScalingActive", "bool", "", "",0
P: "ScalingMin", "Vector3D", "Vector", "",0,0,0
P: "ScalingMax", "Vector3D", "Vector", "",1,1,1
P: "ScalingMinX", "bool", "", "",0
P: "ScalingMinY", "bool", "", "",0
P: "ScalingMinZ", "bool", "", "",0
P: "ScalingMaxX", "bool", "", "",0
P: "ScalingMaxY", "bool", "", "",0
P: "ScalingMaxZ", "bool", "", "",0
P: "GeometricTranslation", "Vector3D", "Vector", "",0,0,0
P: "GeometricRotation", "Vector3D", "Vector", "",0,0,0
P: "GeometricScaling", "Vector3D", "Vector", "",1,1,1
P: "MinDampRangeX", "double", "Number", "",0
P: "MinDampRangeY", "double", "Number", "",0
P: "MinDampRangeZ", "double", "Number", "",0
P: "MaxDampRangeX", "double", "Number", "",0
P: "MaxDampRangeY", "double", "Number", "",0
P: "MaxDampRangeZ", "double", "Number", "",0
P: "MinDampStrengthX", "double", "Number", "",0
P: "MinDampStrengthY", "double", "Number", "",0
P: "MinDampStrengthZ", "double", "Number", "",0
P: "MaxDampStrengthX", "double", "Number", "",0
P: "MaxDampStrengthY", "double", "Number", "",0
P: "MaxDampStrengthZ", "double", "Number", "",0
P: "PreferedAngleX", "double", "Number", "",0
P: "PreferedAngleY", "double", "Number", "",0
P: "PreferedAngleZ", "double", "Number", "",0
P: "LookAtProperty", "object", "", ""
P: "UpVectorProperty", "object", "", ""
P: "Show", "bool", "", "",1
P: "NegativePercentShapeSupport", "bool", "", "",1
P: "DefaultAttributeIndex", "int", "Integer", "",-1
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
P: "Lcl Translation", "Lcl Translation", "", "A",0,0,0
P: "Lcl Rotation", "Lcl Rotation", "", "A",0,0,0
P: "Lcl Scaling", "Lcl Scaling", "", "A",1,1,1
P: "Visibility", "Visibility", "", "A",1
P: "Visibility Inheritance", "Visibility Inheritance", "", "",1
}
}
}
ObjectType: "Geometry" {
Count: 1
PropertyTemplate: "KFbxMesh" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.8,0.8,0.8
P: "BBoxMin", "Vector3D", "Vector", "",0,0,0
P: "BBoxMax", "Vector3D", "Vector", "",0,0,0
}
}
}
ObjectType: "Material" {
Count: 7
PropertyTemplate: "KFbxSurfacePhong" {
Properties70: {
P: "ShadingModel", "KString", "", "", "Phong"
P: "MultiLayer", "bool", "", "",0
P: "EmissiveColor", "ColorRGB", "Color", "",0,0,0
P: "EmissiveFactor", "double", "Number", "",1
P: "AmbientColor", "ColorRGB", "Color", "",0.2,0.2,0.2
P: "AmbientFactor", "double", "Number", "",1
P: "DiffuseColor", "ColorRGB", "Color", "",0.8,0.8,0.8
P: "DiffuseFactor", "double", "Number", "",1
P: "Bump", "Vector3D", "Vector", "",0,0,0
P: "NormalMap", "Vector3D", "Vector", "",0,0,0
P: "BumpFactor", "double", "Number", "",1
P: "TransparentColor", "ColorRGB", "Color", "",0,0,0
P: "TransparencyFactor", "double", "Number", "",0
P: "DisplacementColor", "ColorRGB", "Color", "",0,0,0
P: "DisplacementFactor", "double", "Number", "",1
P: "VectorDisplacementColor", "ColorRGB", "Color", "",0,0,0
P: "VectorDisplacementFactor", "double", "Number", "",1
P: "SpecularColor", "ColorRGB", "Color", "",0.2,0.2,0.2
P: "SpecularFactor", "double", "Number", "",1
P: "ShininessExponent", "double", "Number", "",20
P: "ReflectionColor", "ColorRGB", "Color", "",0,0,0
P: "ReflectionFactor", "double", "Number", "",1
}
}
}
ObjectType: "Texture" {
Count: 1
PropertyTemplate: "KFbxFileTexture" {
Properties70: {
P: "TextureTypeUse", "enum", "", "",0
P: "Texture alpha", "Number", "", "A",1
P: "CurrentMappingType", "enum", "", "",0
P: "WrapModeU", "enum", "", "",0
P: "WrapModeV", "enum", "", "",0
P: "UVSwap", "bool", "", "",0
P: "PremultiplyAlpha", "bool", "", "",1
P: "Translation", "Vector", "", "A",0,0,0
P: "Rotation", "Vector", "", "A",0,0,0
P: "Scaling", "Vector", "", "A",1,1,1
P: "TextureRotationPivot", "Vector3D", "Vector", "",0,0,0
P: "TextureScalingPivot", "Vector3D", "Vector", "",0,0,0
P: "CurrentTextureBlendMode", "enum", "", "",1
P: "UVSet", "KString", "", "", "default"
P: "UseMaterial", "bool", "", "",0
P: "UseMipMap", "bool", "", "",0
}
}
}
ObjectType: "CollectionExclusive" {
Count: 15
}
ObjectType: "Video" {
Count: 1
PropertyTemplate: "KFbxVideo" {
Properties70: {
P: "ImageSequence", "bool", "", "",0
P: "ImageSequenceOffset", "int", "Integer", "",0
P: "FrameRate", "double", "Number", "",0
P: "LastFrame", "int", "Integer", "",0
P: "Width", "int", "Integer", "",0
P: "Height", "int", "Integer", "",0
P: "Path", "KString", "XRefUrl", "", ""
P: "StartFrame", "int", "Integer", "",0
P: "StopFrame", "int", "Integer", "",0
P: "PlaySpeed", "double", "Number", "",0
P: "Offset", "KTime", "Time", "",0
P: "InterlaceMode", "enum", "", "",0
P: "FreeRunning", "bool", "", "",0
P: "Loop", "bool", "", "",0
P: "AccessMode", "enum", "", "",0
}
}
}
}
; Object properties
;------------------------------------------------------------------
Objects: {
Geometry: 665886384, "Geometry::", "Mesh" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.341176470588235,0.882352941176471,0.56078431372549
}
Vertices: *720 {
a: -88.5398254394531,-57.7633666992188,0,-63.4221878051758,-65.5521240234375,0,21.5591087341309,-80.9069213867188,0,101.496246337891,-80.7352294921875,0,170.83088684082,-40.36572265625,0,-115.501739501953,-42.5937805175781,0,-81.362678527832,-48.2799987792969,-30.9701824188232,20.3689308166504,-48.5551490783691,-43.8911781311035,98.0400238037109,-48.3019104003906,-34.3335418701172,186.596725463867,-22.3190002441406,0,-157.893417358398,-19.0119037628174,-1.94761371612549,-102.033676147461,-27.594970703125,-26.1777858734131,18.9797706604004,-24.3015098571777,-53.3420143127441,101.967971801758,-23.9133892059326,-41.974494934082,179.000900268555,-17.8123779296875,0,-158.125457763672,1.67520141601563,-7.45071268081665,-117.179824829102,4.92880535125732,-23.2445106506348,14.9797296524048,7.72000026702881,-47.9338264465332,98.3703536987305,3.85110092163086,-37.6020050048828,186.592071533203,-8.80514526367188,0,-157.835952758789,38.4172477722168,-1.94761323928833,-115.827667236328,57.8192138671875,0,5.162353515625,86.8962707519531,0,78.7848358154297,93.0950012207031,0,180.170501708984,5.70797729492188,0,-88.5398178100586,-57.7633666992188,12.0344009399414,-63.4221878051758,-65.5521240234375,12.0343933105469,21.5591125488281,-80.9069213867188,12.0343933105469,101.496253967285,-80.7352294921875,12.0343933105469,170.83088684082,-40.36572265625,12.0343933105469,-115.501739501953,-42.5937805175781,12.0343933105469,-81.362678527832,-48.2799987792969,43.0045433044434,20.3689384460449,-48.5551376342773,55.9255332946777,98.0400314331055,-48.3019104003906,46.3678970336914,186.596725463867,-22.3190002441406,12.0343933105469,-157.893417358398,-19.0119037628174,13.9820079803467,-102.033668518066,-27.5949726104736,38.212158203125,18.9797801971436,-24.3015193939209,65.3763961791992,101.967979431152,-23.9133968353271,54.0089111328125,179.000900268555,-17.8123779296875,12.0343933105469,-158.125457763672,1.67520141601563,19.4850978851318,-117.179817199707,4.92880916595459,35.2789154052734,14.9797334671021,7.72000598907471,59.9682388305664,
98.3703689575195,3.85110378265381,49.6364212036133,186.592071533203,-8.80514526367188,12.0343933105469,-157.835952758789,38.4172439575195,13.9820079803467,-115.827651977539,57.8192138671875,12.0343933105469,5.16235637664795,86.8962707519531,12.0343933105469,78.7848281860352,93.0950012207031,12.0343933105469,180.170501708984,5.70797729492188,12.0343933105469,151.181060791016,-40.3016967773438,-12.3660469055176,149.500732421875,-60.9189605712891,-0.738218307495117,152.164932250977,-23.2751770019531,-12.3660449981689,158.800476074219,-0.211883544921875,-12.3660430908203,164.131698608398,27.5312175750732,-0.738218307495117,149.500732421875,-60.9189605712891,12.772611618042,151.181060791016,-40.3016967773438,24.4004325866699,152.164932250977,-23.2751770019531,24.4004364013672,158.800476074219,-0.211882591247559,24.4004383087158,164.131683349609,27.531229019165,12.772611618042,126.949569702148,-49.7690277099609,-25.2930641174316,127.833404541016,-23.3334846496582,-25.2930698394775,135.679382324219,2.70883083343506,-25.2930927276611,135.270095825195,62.517032623291,-1.63476848602295,126.087226867676,-73.3821563720703,13.6691694259644,126.087265014648,-73.3821411132813,-1.63473844528198,126.949378967285,-49.7690315246582,37.3274841308594,127.833236694336,-23.3334884643555,37.3274917602539,135.679214477539,2.70883464813232,37.327465057373,135.270065307617,62.5170249938965,13.6691398620605,73.5078582763672,-47.507568359375,-43.8911781311035,75.9418029785156,-86.4806518554688,0,76.4185333251953,-23.2893409729004,-53.3420028686523,68.3116149902344,5.58126544952393,-47.9338264465332,46.144287109375,88.9208526611328,0,75.9418029785156,-86.4806518554688,12.0343933105469,73.5078582763672,-47.507568359375,55.9255409240723,76.4185409545898,-23.2893409729004,65.3764114379883,68.3116149902344,5.58127117156982,59.9682388305664,46.1442947387695,88.9208526611328,12.0343933105469,-176.409454345703,-1.16719484329224,-2.76381683349609,-176.468765258789,-15.7541999816895,0,-176.468765258789,-15.7541999816895,12.0343933105469,-176.409454345703,-1.16719484329224,14.7982025146484,
-190.708068847656,24.5377922058105,12.0343933105469,-190.708068847656,24.5377922058105,0,-199.455017089844,-0.827548503875732,-1.53365707397461,-191.182189941406,-21.7809524536133,1,-191.182189941406,-21.7809524536133,11.0343933105469,-199.455017089844,-0.827548503875732,13.5680494308472,-207.305847167969,31.6819305419922,11.0343933105469,-207.305847167969,31.6819286346436,1,-219.386489868164,-6.00629234313965,1,-205.474075317383,-30.9603118896484,1,-205.474075317383,-30.9603118896484,11.0343933105469,-219.386489868164,-6.00629234313965,11.0343933105469,-222.189056396484,39.1225662231445,11.0343933105469,-222.189056396484,39.1225662231445,1,-236.780532836914,-6.37923812866211,2.48007988929749,-228.225082397461,-43.7413940429688,1,-228.225082397461,-43.7413940429688,11.0343933105469,-236.780532836914,-6.37923812866211,9.55431175231934,-251.870361328125,54.6544036865234,8.76665878295898,-251.870361328125,54.6544036865234,3.26773428916931,-255.016418457031,-2.97602081298828,3.26773571968079,-237.767578125,-45.3534927368164,2.48008060455322,-237.767578125,-45.3534927368164,9.55431270599365,-255.016418457031,-2.97602081298828,8.76666450500488,-270.237365722656,54.27197265625,8.87264060974121,-270.237365722656,54.2719764709473,3.16175985336304,-158.056564331055,11.9473762512207,-4.69916296005249,-115.329971313477,28.9241905212402,-11.4681491851807,9.95202732086182,52.3979263305664,-24.9995861053467,92.7047271728516,42.4807434082031,-20.0133972167969,184.363388061523,-2.53067016601563,0,-115.329963684082,28.924186706543,23.5025424957275,-158.056549072266,11.9473762512207,16.7335529327393,9.95203113555908,52.3979225158691,37.0339851379395,92.7047271728516,42.4807434082031,32.0477867126465,184.363388061523,-2.53067016601563,12.0343933105469,164.902862548828,14.4120483398438,-6.55213069915771,164.902847290039,14.412052154541,18.5865230560303,138.892105102539,28.870288848877,-16.6272583007813,138.891983032227,28.870288848877,28.6616039276123,55.0300712585449,52.9160690307617,-24.9995899200439,55.0300750732422,52.9160766601563,37.0339889526367,
-181.049438476563,9.06042194366455,13.4162979125977,-181.049438476563,9.06042098999023,-1.38190841674805,-207.454711914063,14.4046087265015,12.3012218475342,-207.454711914063,14.4046068191528,-0.266828536987305,-224.129364013672,19.1358661651611,11.0343933105469,-224.129364013672,19.1358642578125,1,-250.163269042969,17.996768951416,8.7666597366333,-250.163269042969,17.9967803955078,3.26773524284363,-268.593994140625,23.2652549743652,8.87264060974121,-268.593994140625,23.2652587890625,3.16176056861877,-118.835441589355,66.6848907470703,4.70370674133301,-160.511352539063,43.5528831481934,4.278564453125,-190.650939941406,31.818546295166,4.70370674133301,-190.650939941406,31.818546295166,7.33069229125977,-160.511352539063,43.5528831481934,7.7558388710022,-118.835426330566,66.6848907470703,7.33069229125977,4.27369117736816,97.479866027832,7.33069229125977,34.6613960266113,100.407501220703,7.33069229125977,61.4676055908203,103.727157592773,7.33069229125977,61.4676055908203,103.727157592773,4.70370674133301,34.6613883972168,100.407501220703,4.70370674133301,4.2736873626709,97.479866027832,4.70370674133301,-17.5905380249023,134.837936401367,4.70372867584229,-126.992805480957,94.5777435302734,4.70372867584229,-164.262069702148,69.4108123779297,4.70372867584229,-183.155792236328,47.8712196350098,4.70372867584229,-183.155792236328,47.8712196350098,7.33071422576904,-164.262069702148,69.4108123779297,7.33071422576904,-126.992797851563,94.5777435302734,7.33071422576904,-17.5905380249023,134.837936401367,7.33071422576904,-72.4433212280273,118.529449462891,4.70372867584229,-28.9662857055664,-46.1393737792969,-37.4306793212891,-30.5123176574707,-72.8607177734375,0,-29.7633972167969,-21.7063522338867,-45.6581344604492,-33.0712509155273,6.32439851760864,-40.950023651123,-43.656379699707,77.7553558349609,0,-30.5123176574707,-72.8607177734375,12.0343933105469,-28.9662818908691,-46.1393737792969,49.4650344848633,-29.7633895874023,-21.7063636779785,57.692512512207,-33.0712509155273,6.32440137863159,52.9844360351563,-43.6563720703125,77.7553558349609,12.0343933105469,
-33.9667816162109,44.157585144043,-21.4372482299805,-33.9667816162109,44.1575889587402,33.4716453552246,-47.080883026123,86.9291076660156,7.33069229125977,-47.0808868408203,86.9291076660156,4.70370674133301,-72.4433135986328,118.529449462891,7.33071422576904,13.8680381774902,130.431915283203,4.70372867584229,13.8680458068848,130.431915283203,7.33071422576904,25.7602348327637,132.430740356445,7.33069181442261,25.7602348327637,132.430740356445,4.70370626449585,-114.30290222168,-55.3519668579102,4.70370531082153,-87.3409729003906,-71.6865310668945,4.70370531082153,-56.5980529785156,-83.598762512207,4.70370531082153,-29.5981216430664,-87.220832824707,4.70370531082153,-1.19985389709473,-82.378059387207,4.70370531082153,-1.19985389709473,-82.378059387207,7.33069086074829,-29.5981216430664,-87.220832824707,7.33069086074829,-56.5980529785156,-83.598762512207,7.33069086074829,-87.3409652709961,-71.6865310668945,7.33069849014282,-114.302886962891,-55.3519668579102,7.33069086074829,-144.535690307617,-31.5781555175781,7.33069086074829,-144.535690307617,-31.5781555175781,4.70370531082153,55.2490310668945,-48.0313568115234,-43.8911819458008,51.983570098877,-23.7954216003418,-53.3420219421387,46.4887161254883,6.65063238143921,-47.9338302612305,25.6533184051514,87.908561706543,0,35.6580657958984,-82.3419799804688,12.0343933105469,35.6580657958984,-82.3419799804688,0,55.2490234375,-48.0313491821289,55.925537109375,51.9835739135742,-23.7954273223877,65.3763961791992,46.4887161254883,6.65063905715942,59.9682426452637,25.6533241271973,87.908561706543,12.0343933105469,32.4910507202148,52.6569976806641,-24.9995861053467,32.4910545349121,52.6570014953613,37.0339889526367,19.4675445556641,98.9436798095703,7.33069229125977,19.4675388336182,98.9436798095703,4.70370674133301,-1.86124992370605,132.634918212891,4.70372867584229,-1.86124610900879,132.634918212891,7.33071422576904,31.8423690795898,-85.1026916503906,4.70370388031006,56.8459167480469,-91.4085845947266,4.70370388031006,56.8459167480469,-91.4085845947266,7.33068943023682,31.8423690795898,-85.1026916503906,7.33068943023682,
23.1412506103516,-89.6835327148438,4.70370388031006,41.495777130127,-94.8756561279297,4.70370388031006,41.495777130127,-94.8756561279297,7.33068943023682,23.1412506103516,-89.6835327148438,7.33068943023682,16.6468124389648,-97.9414367675781,9.40740776062012,23.3521995544434,-100.070198059082,9.40740776062012,23.3521995544434,-100.070198059082,2.62698602676392,16.6468124389648,-97.9414367675781,2.62698602676392,66.214485168457,-34.9342155456543,-60.4270553588867,64.3824005126953,-41.3824691772461,-57.765453338623,54.3892936706543,-41.5096817016602,-54.6944694519043,52.2721710205078,-35.0469055175781,-57.2025337219238,54.3892936706543,-41.509693145752,66.7288436889648,64.3824005126953,-41.3824844360352,69.7998275756836,66.2145004272461,-34.9342422485352,72.4614486694336,52.2721748352051,-35.0469169616699,69.2369079589844,41.6174545288086,-42.4853553771973,-73.0214538574219,39.1751937866211,-45.5038909912109,-71.3996658325195,29.1428508758545,-45.4105606079102,-62.9367904663086,27.6906890869141,-42.6854095458984,-64.1311264038086,29.1428546905518,-45.4105682373047,74.9711303710938,39.1752014160156,-45.5039100646973,83.4340057373047,41.6174736022949,-42.4853820800781,85.0558090209961,27.6906929016113,-42.685417175293,76.1654586791992,-0.72264289855957,-46.085506439209,-76.2931823730469,-3.16490364074707,-49.1040344238281,-74.8991165161133,11.099178314209,-49.0107078552246,-65.6701812744141,9.64701461791992,-46.2855491638184,-66.6888961791992,11.0991878509521,-49.0107421875,77.7045211791992,-3.1648998260498,-49.1040802001953,86.9334259033203,-0.722621917724609,-46.0855522155762,88.3275299072266,9.64702606201172,-46.2855834960938,78.7232284545898
}
PolygonVertexIndex: *1428 {
a: 0,5,-7,6,1,-1,1,6,-158,157,158,-2,2,7,-189,188,193,-3,8,60,-66,65,3,-9,5,10,-12,11,6,-6,6,11,-160,159,157,-7,7,12,-190,189,188,-8,8,13,-62,61,60,-9,10,15,-17,16,11,-11,16,160,-160,159,11,-17,12,17,-191,190,189,-13,13,18,-63,62,61,-14,110,111,-17,16,15,-111,16,111,-168,167,160,-17,17,112,-199,198,190,-18,18,113,-123,122,62,-19,25,26,-32,31,30,-26,26,162,-164,163,31,-27,27,192,-195,194,32,-28,64,66,-34,33,28,-65,30,31,-37,36,35,-31,31,163,-165,164,36,-32,32,194,-196,195,37,-33,33,66,-68,67,38,-34,35,36,-42,41,40,-36,164,165,-42,41,36,-165,37,195,-197,196,42,-38,38,67,-69,68,43,-39,41,115,-117,116,40,-42,41,165,-169,168,115,-42,42,196,-200,199,117,-43,43,68,-124,123,118,-44,177,178,-184,183,184,-178,179,182,-184,183,178,-180,193,192,-28,27,2,-194,65,64,-29,28,3,-66,4,9,-35,34,29,-5,9,14,-40,39,34,-10,14,19,-45,44,39,-15,114,119,-45,44,19,-115,54,59,-50,49,24,-55,172,173,-175,174,175,-173,149,150,-154,153,154,-150,135,134,-109,108,109,-136,104,105,-107,106,107,-105,187,176,-186,185,186,-188,176,177,-185,184,185,-177,50,9,-5,4,51,-51,14,9,-51,50,52,-15,53,19,-15,14,52,-54,114,120,-55,54,24,-115,29,34,-57,56,55,-30,56,34,-40,39,57,-57,39,44,-59,58,57,-40,44,119,-122,121,58,-45,4,29,-56,55,51,-5,63,69,-60,59,54,-64,60,50,-52,51,65,-61,52,50,-61,60,61,-53,53,52,-62,61,62,-54,54,120,-123,122,63,-55,55,56,-67,66,64,-56,66,56,-58,57,67,-67,67,57,-59,58,68,-68,58,121,-124,123,68,-59,51,55,-65,64,65,-52,23,48,-70,69,63,-24,70,8,-4,3,71,-71,72,13,-9,8,70,-73,73,18,-14,13,72,-74,23,113,-125,124,74,-24,28,33,-77,76,75,-29,33,38,-78,77,76,-34,38,43,-79,78,77,-39,78,43,-119,118,125,-79,3,28,-76,75,71,-4,202,203,-174,173,172,-203,15,10,-82,81,80,-16,10,35,-83,82,81,-11,35,40,-84,83,82,-36,40,116,-127,126,83,-41,153,150,-152,151,152,-154,110,127,-86,85,20,-111,80,81,-88,87,86,-81,81,82,-89,88,87,-82,82,83,-90,89,88,-83,126,128,-90,89,83,-127,84,85,-92,91,90,-85,85,127,-130,129,91,-86,86,87,-94,93,92,-87,87,88,-95,94,93,-88,88,89,-96,95,94,-89,128,130,-96,95,89,-129,90,91,-98,97,96,-91,91,129,-132,131,97,-92,92,93,-100,
99,98,-93,93,94,-101,100,99,-94,94,95,-102,101,100,-95,130,132,-102,101,95,-131,96,97,-104,103,102,-97,97,131,-134,133,103,-98,98,99,-106,105,104,-99,99,100,-107,106,105,-100,100,101,-108,107,106,-101,132,134,-108,107,101,-133,102,103,-110,109,108,-103,103,133,-136,135,109,-104,20,21,-112,111,110,-21,21,161,-168,167,111,-22,112,22,-192,191,198,-113,113,23,-64,63,122,-114,115,46,-46,45,116,-116,117,47,-167,166,168,-118,79,197,-200,199,125,-80,69,48,-119,118,123,-70,24,49,-120,119,114,-25,104,107,-135,134,135,-105,19,53,-121,120,114,-20,59,121,-120,119,49,-60,53,62,-123,122,120,-54,59,69,-124,123,121,-60,113,18,-74,73,124,-114,48,79,-126,125,118,-49,116,45,-85,84,126,-117,15,80,-128,127,110,-16,84,90,-129,128,126,-85,127,80,-87,86,129,-128,90,96,-131,130,128,-91,129,86,-93,92,131,-130,96,102,-133,132,130,-97,131,92,-99,98,133,-132,102,108,-135,134,132,-103,133,98,-105,104,135,-134,21,20,-138,137,136,-22,20,85,-139,138,137,-21,85,84,-140,139,138,-86,84,45,-141,140,139,-85,45,46,-142,141,140,-46,166,169,-142,141,46,-167,47,197,-201,200,142,-48,79,48,-145,144,143,-80,48,23,-146,145,144,-49,145,23,-75,74,146,-146,191,201,-147,146,74,-192,161,170,-148,147,22,-162,201,202,-173,172,146,-202,170,156,-149,148,147,-171,136,137,-151,150,149,-137,137,138,-152,151,150,-138,138,139,-153,152,151,-139,152,139,-141,140,153,-153,140,141,-155,154,153,-141,141,169,-172,171,154,-142,142,200,-204,203,155,-143,155,148,-157,156,171,-156,7,2,-159,158,157,-8,12,7,-158,157,159,-13,160,17,-13,12,159,-161,112,17,-161,160,167,-113,162,27,-33,32,163,-163,163,32,-38,37,164,-164,37,42,-166,165,164,-38,165,42,-118,117,168,-166,180,181,-183,182,179,-181,149,154,-172,171,156,-150,161,22,-113,112,167,-162,46,115,-169,168,166,-47,166,47,-143,142,169,-167,161,21,-137,136,170,-162,136,149,-157,156,170,-137,169,142,-156,155,171,-170,143,144,-175,174,173,-144,144,145,-176,175,174,-145,145,146,-173,172,175,-146,5,0,-178,177,176,-6,0,1,-179,178,177,-1,1,158,-180,179,178,-2,158,2,-181,180,179,-159,2,27,-182,181,180,-3,181,27,-163,162,182,-182,162,26,-184,183,182,
-163,26,25,-185,184,183,-27,25,30,-186,185,184,-26,30,35,-187,186,185,-31,35,10,-188,187,186,-36,10,5,-177,176,187,-11,70,71,-194,193,188,-71,232,233,-235,234,235,-233,73,72,-190,189,190,-74,198,124,-74,73,190,-199,192,75,-77,76,194,-193,236,237,-239,238,239,-237,195,77,-79,78,196,-196,78,125,-200,199,196,-79,213,214,-216,215,212,-214,148,155,-204,203,202,-149,74,124,-199,198,191,-75,197,47,-118,117,199,-198,197,79,-144,143,200,-198,22,147,-202,201,191,-23,147,148,-203,202,201,-148,200,143,-174,173,203,-201,193,71,-206,205,204,-194,71,75,-207,206,205,-72,75,192,-208,207,206,-76,192,193,-205,204,207,-193,204,205,-210,209,208,-205,205,206,-211,210,209,-206,206,207,-212,211,210,-207,207,204,-209,208,211,-208,208,209,-214,213,212,-209,214,213,-210,209,210,-215,210,211,-216,215,214,-211,212,215,-212,211,208,-213,72,70,-218,217,216,-73,70,188,-219,218,217,-71,188,189,-220,219,218,-189,189,72,-217,216,219,-190,194,76,-222,221,220,-195,76,77,-223,222,221,-77,77,195,-224,223,222,-78,195,194,-221,220,223,-196,216,217,-226,225,224,-217,217,218,-227,226,225,-218,218,219,-228,227,226,-219,219,216,-225,224,227,-220,220,221,-230,229,228,-221,221,222,-231,230,229,-222,222,223,-232,231,230,-223,223,220,-229,228,231,-224,224,225,-234,233,232,-225,225,226,-235,234,233,-226,226,227,-236,235,234,-227,227,224,-233,232,235,-228,228,229,-238,237,236,-229,229,230,-239,238,237,-230,230,231,-240,239,238,-231,231,228,-237,236,239,-232
}
Edges: *714 {
a: 0,1,2,3,4,7,8,9,10,12,13,14,15,16,18,19,20,21,22,24,25,26,27,31,32,33,36,37,38,39,42,43,44,45,48,49,50,51,54,55,56,60,61,62,63,66,67,68,69,72,73,74,76,79,80,81,84,85,86,87,90,91,92,93,96,97,98,99,100,102,103,104,105,108,109,110,111,112,114,115,116,117,118,121,122,123,124,127,128,129,133,134,135,136,139,140,141,142,145,146,147,148,150,151,152,157,158,159,160,163,164,165,166,168,169,170,171,175,176,177,181,182,183,184,187,188,189,190,192,193,194,195,196,198,199,200,202,204,206,207,210,212,213,216,217,218,219,220,222,223,224,225,228,229,230,231,234,235,236,238,240,241,242,243,244,246,247,248,249,250,252,253,254,255,256,258,259,260,261,262,264,265,266,267,268,270,271,272,273,274,276,278,279,282,284,285,286,290,291,292,294,296,298,300,301,302,304,307,308,309,310,314,315,316,319,320,321,325,326,327,332,333,336,337,338,340,342,344,345,350,352,356,358,361,362,363,367,368,370,374,375,380,381,385,386,392,396,397,398,400,402,404,405,406,408,410,412,414,416,418,420,421,422,423,424,427,428,429,430,433,434,435,439,440,441,446,447,448,452,453,456,457,458,460,463,464,465,466,468,469,470,471,475,476,477,481,482,483,487,488,489,490,492,493,494,495,496,499,500,501,502,505,506,507,511,512,513,516,517,518,522,523,524,525,526,529,530,531,535,536,537,538,541,542,543,547,548,549,552,553,554,559,560,561,562,565,566,567,571,572,573,574,577,578,579,583,584,585,588,589,590,595,596,597,598,601,602,603,607,608,610,613,614,619,620,624,625,626,631,632,634,637,638,642,643,644,648,649,650,654,655,656,657,662,666,667,668,669,672,673,674,675,676,678,679,680,681,682,685,686,688,691,692,698,700,703,704,708,710,716,722,728,729,732,734,739,740,741,745,746,751,752,758,759,763,764,770,771,775,776,782,783,788,794,799,800,801,802,805,806,807,811,812,813,817,818,819,823,824,825,828,829,830,832,834,835,836,837,838,841,842,843,844,847,848,849,854,855,856,858,859,860,862,864,865,866,867,868,870,872,873,876,877,878,879,883,884,886,889,890,895,896,902,903,907,908,913,914,915,919,920,921,922,924,926,927,928,931,932,934,938,940,942,944,950,952,954,
956,957,962,963,967,968,974,978,979,980,982,986,988,992,998,1004,1005,1010,1011,1016,1022,1027,1028,1030,1033,1034,1040,1045,1046,1048,1051,1052,1057,1058,1063,1064,1069,1070,1076,1077,1081,1082,1087,1088,1093,1094,1099,1100,1105,1106,1112,1117,1118,1120,1122,1123,1124,1125,1126,1129,1130,1132,1134,1136,1140,1142,1143,1146,1147,1148,1149,1150,1152,1154,1155,1160,1164,1165,1166,1167,1168,1172,1174,1178,1184,1190,1191,1195,1196,1202,1208,1213,1214,1215,1216,1219,1220,1221,1225,1226,1227,1232,1233,1237,1238,1239,1240,1243,1244,1245,1249,1250,1251,1256,1257,1261,1262,1264,1268,1270,1273,1274,1280,1285,1286,1287,1288,1291,1292,1293,1297,1298,1299,1304,1305,1309,1310,1311,1312,1315,1316,1317,1321,1322,1323,1328,1329,1333,1334,1335,1336,1339,1340,1341,1345,1346,1347,1352,1353,1357,1358,1359,1360,1363,1364,1365,1369,1370,1371,1376,1377,1381,1382,1384,1387,1388,1393,1394,1400,1405,1406,1408,1411,1412,1417,1418,1424
}
GeometryVersion: 124
LayerElementNormal: 0 {
Version: 101
Name: ""
MappingInformationType: "ByPolygonVertex"
ReferenceInformationType: "Direct"
Normals: *4284 {
a: -0.287834703922272,-0.634552657604218,-0.717282474040985,-0.326748996973038,-0.549505829811096,-0.768946290016174,-0.314815491437912,-0.574475944042206,-0.755558431148529,-0.314815491437912,-0.574475944042206,-0.755558431148529,-0.122955434024334,-0.616586804389954,-0.777626216411591,-0.287834703922272,-0.634552657604218,-0.717282474040985,-0.122955434024334,-0.616586804389954,-0.777626216411591,-0.314815491437912,-0.574475944042206,-0.755558431148529,-0.124471880495548,-0.601113200187683,-0.789411008358002,-0.124471880495548,-0.601113200187683,-0.789411008358002,-0.0909201055765152,-0.593803524971008,-0.799456715583801,-0.122955434024334,-0.616586804389954,-0.777626216411591,-0.0602297969162464,-0.934518337249756,-0.350781708955765,-0.0613133423030376,-0.607569336891174,-0.79189658164978,-0.0907781273126602,-0.740512251853943,-0.665883541107178,-0.0907781273126602,-0.740512251853943,-0.665883541107178,-0.198052585124969,-0.805351376533508,-0.558734595775604,-0.0602297969162464,-0.934518337249756,-0.350781708955765,0.312936037778854,-0.502640724182129,-0.805868029594421,0.363979190587997,-0.378524482250214,-0.851021945476532,0.340952545404434,-0.866609752178192,-0.364333391189575,0.340952545404434,-0.866609752178192,-0.364333391189575,0.231507927179337,-0.906558990478516,-0.352923393249512,0.312936037778854,-0.502640724182129,-0.805868029594421,-0.326748996973038,-0.549505829811096,-0.768946290016174,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.421162515878677,-0.278536885976791,-0.863156616687775,-0.421162515878677,-0.278536885976791,-0.863156616687775,-0.314815491437912,-0.574475944042206,-0.755558431148529,-0.326748996973038,-0.549505829811096,-0.768946290016174,-0.314815491437912,-0.574475944042206,-0.755558431148529,-0.421162515878677,-0.278536885976791,-0.863156616687775,-0.17170038819313,-0.0732080861926079,-0.982425332069397,-0.17170038819313,-0.0732080861926079,-0.982425332069397,-0.124471880495548,-0.601113200187683,-0.789411008358002,-0.314815491437912,-0.574475944042206,-0.755558431148529,
-0.0613133423030376,-0.607569336891174,-0.79189658164978,-0.0714218840003014,-0.106767386198044,-0.991715550422668,-0.144903525710106,0.0916082784533501,-0.985195875167847,-0.144903525710106,0.0916082784533501,-0.985195875167847,-0.0907781273126602,-0.740512251853943,-0.665883541107178,-0.0613133423030376,-0.607569336891174,-0.79189658164978,0.312936037778854,-0.502640724182129,-0.805868029594421,0.43005383014679,-0.0998531952500343,-0.897264122962952,0.474786937236786,-0.118955738842487,-0.872024536132813,0.474786937236786,-0.118955738842487,-0.872024536132813,0.363979190587997,-0.378524482250214,-0.851021945476532,0.312936037778854,-0.502640724182129,-0.805868029594421,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.278614103794098,-0.00436397735029459,-0.960393190383911,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.421162515878677,-0.278536885976791,-0.863156616687775,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.175976485013962,0.296181589365005,-0.93878036737442,-0.17170038819313,-0.0732080861926079,-0.982425332069397,-0.17170038819313,-0.0732080861926079,-0.982425332069397,-0.421162515878677,-0.278536885976791,-0.863156616687775,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.0714218840003014,-0.106767386198044,-0.991715550422668,-0.0691622123122215,0.30623596906662,-0.949439942836761,0.0121214753016829,0.316033661365509,-0.948670506477356,0.0121214753016829,0.316033661365509,-0.948670506477356,-0.144903525710106,0.0916082784533501,-0.985195875167847,-0.0714218840003014,-0.106767386198044,-0.991715550422668,0.43005383014679,-0.0998531952500343,-0.897264122962952,0.29976287484169,0.296586096286774,-0.906740844249725,0.431729644536972,0.0882743299007416,-0.8976731300354,0.431729644536972,0.0882743299007416,-0.8976731300354,0.474786937236786,-0.118955738842487,-0.872024536132813,0.43005383014679,-0.0998531952500343,-0.897264122962952,-0.216393992304802,0.194413676857948,-0.956753313541412,
-0.199716344475746,0.378171801567078,-0.903935551643372,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.278614103794098,-0.00436397735029459,-0.960393190383911,-0.216393992304802,0.194413676857948,-0.956753313541412,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.199716344475746,0.378171801567078,-0.903935551643372,-0.164669170975685,0.465954214334488,-0.869350790977478,-0.164669170975685,0.465954214334488,-0.869350790977478,-0.175976485013962,0.296181589365005,-0.93878036737442,-0.307422608137131,0.181285947561264,-0.934144914150238,-0.0691622123122215,0.30623596906662,-0.949439942836761,-0.0743301138281822,0.509511411190033,-0.857247412204742,-0.0040654381737113,0.512232959270477,-0.858836889266968,-0.0040654381737113,0.512232959270477,-0.858836889266968,0.0121214753016829,0.316033661365509,-0.948670506477356,-0.0691622123122215,0.30623596906662,-0.949439942836761,0.29976287484169,0.296586096286774,-0.906740844249725,0.222127988934517,0.430280804634094,-0.874938666820526,0.370769530534744,0.349106192588806,-0.860612988471985,0.370769530534744,0.349106192588806,-0.860612988471985,0.431729644536972,0.0882743299007416,-0.8976731300354,0.29976287484169,0.296586096286774,-0.906740844249725,-0.289876580238342,-0.638162791728973,0.713245987892151,-0.133153319358826,-0.620029211044312,0.77319723367691,-0.314815402030945,-0.574476003646851,0.755558431148529,-0.314815402030945,-0.574476003646851,0.755558431148529,-0.370499551296234,-0.559808433055878,0.741177797317505,-0.289876580238342,-0.638162791728973,0.713245987892151,-0.133153319358826,-0.620029211044312,0.77319723367691,-0.0845169574022293,-0.590310513973236,0.802739322185516,-0.124471761286259,-0.601113438606262,0.789410769939423,-0.124471761286259,-0.601113438606262,0.789410769939423,-0.314815402030945,-0.574476003646851,0.755558431148529,-0.133153319358826,-0.620029211044312,0.77319723367691,-0.0602298118174076,-0.934518337249756,0.350781947374344,-0.16728088259697,-0.834772765636444,0.524567902088165,
-0.108431480824947,-0.747601509094238,0.655236303806305,-0.108431480824947,-0.747601509094238,0.655236303806305,-0.0613132603466511,-0.607569575309753,0.791896343231201,-0.0602298118174076,-0.934518337249756,0.350781947374344,0.340952306985855,-0.866609513759613,0.364334285259247,0.363978117704391,-0.378524214029312,0.85102254152298,0.312936097383499,-0.502641022205353,0.805867910385132,0.312936097383499,-0.502641022205353,0.805867910385132,0.231507688760757,-0.90655905008316,0.352923303842545,0.340952306985855,-0.866609513759613,0.364334285259247,-0.370499551296234,-0.559808433055878,0.741177797317505,-0.314815402030945,-0.574476003646851,0.755558431148529,-0.421162307262421,-0.278537273406982,0.863156676292419,-0.421162307262421,-0.278537273406982,0.863156676292419,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.370499551296234,-0.559808433055878,0.741177797317505,-0.314815402030945,-0.574476003646851,0.755558431148529,-0.124471761286259,-0.601113438606262,0.789410769939423,-0.171700447797775,-0.0732091963291168,0.982425272464752,-0.171700447797775,-0.0732091963291168,0.982425272464752,-0.421162307262421,-0.278537273406982,0.863156676292419,-0.314815402030945,-0.574476003646851,0.755558431148529,-0.0613132603466511,-0.607569575309753,0.791896343231201,-0.108431480824947,-0.747601509094238,0.655236303806305,-0.114425353705883,0.0581561848521233,0.991728127002716,-0.114425353705883,0.0581561848521233,0.991728127002716,-0.0714217573404312,-0.106768488883972,0.991715371608734,-0.0613132603466511,-0.607569575309753,0.791896343231201,0.312936097383499,-0.502641022205353,0.805867910385132,0.363978117704391,-0.378524214029312,0.85102254152298,0.474787205457687,-0.118955709040165,0.872024476528168,0.474787205457687,-0.118955709040165,0.872024476528168,0.43005508184433,-0.0998542606830597,0.897263467311859,0.312936097383499,-0.502641022205353,0.805867910385132,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.421162307262421,-0.278537273406982,0.863156676292419,-0.30742272734642,0.181285798549652,0.934144914150238,
-0.30742272734642,0.181285798549652,0.934144914150238,-0.28487104177475,-0.0109632993116975,0.958503127098084,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.171700447797775,-0.0732091963291168,0.982425272464752,-0.175976619124413,0.29618114233017,0.938780546188354,-0.30742272734642,0.181285798549652,0.934144914150238,-0.30742272734642,0.181285798549652,0.934144914150238,-0.421162307262421,-0.278537273406982,0.863156676292419,-0.171700447797775,-0.0732091963291168,0.982425272464752,-0.0714217573404312,-0.106768488883972,0.991715371608734,-0.114425353705883,0.0581561848521233,0.991728127002716,0.0121214995160699,0.316033184528351,0.94867068529129,0.0121214995160699,0.316033184528351,0.94867068529129,-0.0691622495651245,0.306235611438751,0.949440002441406,-0.0714217573404312,-0.106768488883972,0.991715371608734,0.43005508184433,-0.0998542606830597,0.897263467311859,0.474787205457687,-0.118955709040165,0.872024476528168,0.43172898888588,0.0882754325866699,0.897673368453979,0.43172898888588,0.0882754325866699,0.897673368453979,0.299763768911362,0.296586245298386,0.906740486621857,0.43005508184433,-0.0998542606830597,0.897263467311859,-0.30742272734642,0.181285798549652,0.934144914150238,-0.199716478586197,0.378172010183334,0.903935492038727,-0.216394081711769,0.19441357254982,0.956753373146057,-0.216394081711769,0.19441357254982,0.956753373146057,-0.28487104177475,-0.0109632993116975,0.958503127098084,-0.30742272734642,0.181285798549652,0.934144914150238,-0.30742272734642,0.181285798549652,0.934144914150238,-0.175976619124413,0.29618114233017,0.938780546188354,-0.164669156074524,0.4659543633461,0.869350612163544,-0.164669156074524,0.4659543633461,0.869350612163544,-0.199716478586197,0.378172010183334,0.903935492038727,-0.30742272734642,0.181285798549652,0.934144914150238,-0.0691622495651245,0.306235611438751,0.949440002441406,0.0121214995160699,0.316033184528351,0.94867068529129,-0.00406555412337184,0.512233257293701,0.858836710453033,-0.00406555412337184,0.512233257293701,0.858836710453033,-0.0743302553892136,0.509511590003967,0.857247352600098,
-0.0691622495651245,0.306235611438751,0.949440002441406,0.299763768911362,0.296586245298386,0.906740486621857,0.43172898888588,0.0882754325866699,0.897673368453979,0.370768696069717,0.349106013774872,0.860613524913788,0.370768696069717,0.349106013774872,0.860613524913788,0.222128599882126,0.430280894041061,0.874938368797302,0.299763768911362,0.296586245298386,0.906740486621857,-0.361990481615067,-0.752296626567841,-0.550465941429138,-0.194227769970894,-0.791760623455048,-0.579129338264465,-0.20339447259903,-0.793665051460266,0.573346734046936,-0.20339447259903,-0.793665051460266,0.573346734046936,-0.356433510780334,-0.750250518321991,0.55684769153595,-0.361990481615067,-0.752296626567841,-0.550465941429138,0.0106399282813072,-0.825409710407257,-0.564433932304382,0.0153832612559199,-0.827260971069336,0.56160706281662,-0.20339447259903,-0.793665051460266,0.573346734046936,-0.20339447259903,-0.793665051460266,0.573346734046936,-0.194227769970894,-0.791760623455048,-0.579129338264465,0.0106399282813072,-0.825409710407257,-0.564433932304382,-0.198052585124969,-0.805351376533508,-0.558734595775604,-0.16728088259697,-0.834772765636444,0.524567902088165,-0.0602298118174076,-0.934518337249756,0.350781947374344,-0.0602298118174076,-0.934518337249756,0.350781947374344,-0.0602297969162464,-0.934518337249756,-0.350781708955765,-0.198052585124969,-0.805351376533508,-0.558734595775604,0.340952545404434,-0.866609752178192,-0.364333391189575,0.340952306985855,-0.866609513759613,0.364334285259247,0.231507688760757,-0.90655905008316,0.352923303842545,0.231507688760757,-0.90655905008316,0.352923303842545,0.231507927179337,-0.906558990478516,-0.352923393249512,0.340952545404434,-0.866609752178192,-0.364333391189575,0.66529369354248,-0.62145733833313,-0.413733094930649,0.86287260055542,0.151618361473084,-0.482143938541412,0.862872540950775,0.151618406176567,0.482143998146057,0.862872540950775,0.151618406176567,0.482143998146057,0.665293633937836,-0.621457278728485,0.413733214139938,0.66529369354248,-0.62145733833313,-0.413733094930649,
0.86287260055542,0.151618361473084,-0.482143938541412,0.613354980945587,0.0669902116060257,-0.786961257457733,0.613354861736298,0.0669900923967361,0.786961376667023,0.613354861736298,0.0669900923967361,0.786961376667023,0.862872540950775,0.151618406176567,0.482143998146057,0.86287260055542,0.151618361473084,-0.482143938541412,0.613354980945587,0.0669902116060257,-0.786961257457733,0.860481202602386,-0.160676181316376,-0.483482658863068,0.860481142997742,-0.160676121711731,0.48348268866539,0.860481142997742,-0.160676121711731,0.48348268866539,0.613354861736298,0.0669900923967361,0.786961376667023,0.613354980945587,0.0669902116060257,-0.786961257457733,0.796100258827209,0.334546089172363,-0.504284918308258,0.796100199222565,0.334546029567719,0.504285097122192,0.860481142997742,-0.160676121711731,0.48348268866539,0.860481142997742,-0.160676121711731,0.48348268866539,0.860481202602386,-0.160676181316376,-0.483482658863068,0.796100258827209,0.334546089172363,-0.504284918308258,0.721537888050079,0.547590851783752,-0.42370668053627,0.721536934375763,0.547590851783752,0.423708319664001,0.667624354362488,0.401911318302155,0.626693665981293,0.667624354362488,0.401911318302155,0.626693665981293,0.667624473571777,0.401911348104477,-0.626693606376648,0.721537888050079,0.547590851783752,-0.42370668053627,-0.00915857497602701,0.669191777706146,-0.743033289909363,-0.00915820244699717,0.669191241264343,0.743033826351166,0.197017252445221,0.754920601844788,0.625523030757904,0.197017252445221,0.754920601844788,0.625523030757904,0.197016298770905,0.75491988658905,-0.6255242228508,-0.00915857497602701,0.669191777706146,-0.743033289909363,-0.350638449192047,0.636025905609131,-0.687403678894043,-0.485205620527267,0.555438935756683,-0.675324499607086,-0.488628834486008,0.555307745933533,0.672959983348846,-0.488628834486008,0.555307745933533,0.672959983348846,-0.349485129117966,0.637336909770966,0.686776399612427,-0.350638449192047,0.636025905609131,-0.687403678894043,-0.720635890960693,-0.196687817573547,-0.664829134941101,-0.720635831356049,-0.196687951683998,0.664829194545746,
-0.597613871097565,0.55622261762619,0.57747209072113,-0.597613871097565,0.55622261762619,0.57747209072113,-0.59761381149292,0.556223034858704,-0.577471733093262,-0.720635890960693,-0.196687817573547,-0.664829134941101,-0.648859620094299,-0.285474061965942,-0.705326676368713,-0.431622415781021,-0.711481988430023,-0.554522693157196,-0.432478129863739,-0.721196711063385,0.541145145893097,-0.432478129863739,-0.721196711063385,0.541145145893097,-0.651586413383484,-0.281713366508484,0.70432436466217,-0.648859620094299,-0.285474061965942,-0.705326676368713,-0.635851204395294,-0.764512538909912,-0.105895571410656,-0.468396782875061,-0.712480068206787,-0.52247166633606,-0.47414293885231,-0.702221095561981,0.531106412410736,-0.47414293885231,-0.702221095561981,0.531106412410736,-0.560073554515839,-0.769046783447266,0.308033347129822,-0.635851204395294,-0.764512538909912,-0.105895571410656,-0.468396782875061,-0.712480068206787,-0.52247166633606,-0.361990481615067,-0.752296626567841,-0.550465941429138,-0.356433510780334,-0.750250518321991,0.55684769153595,-0.356433510780334,-0.750250518321991,0.55684769153595,-0.47414293885231,-0.702221095561981,0.531106412410736,-0.468396782875061,-0.712480068206787,-0.52247166633606,0.492184609174728,-0.243897870182991,-0.83562433719635,0.86287260055542,0.151618361473084,-0.482143938541412,0.66529369354248,-0.62145733833313,-0.413733094930649,0.66529369354248,-0.62145733833313,-0.413733094930649,0.570848703384399,-0.733732998371124,-0.368466526269913,0.492184609174728,-0.243897870182991,-0.83562433719635,0.613354980945587,0.0669902116060257,-0.786961257457733,0.86287260055542,0.151618361473084,-0.482143938541412,0.492184609174728,-0.243897870182991,-0.83562433719635,0.492184609174728,-0.243897870182991,-0.83562433719635,0.450602978467941,-0.073891393840313,-0.889661192893982,0.613354980945587,0.0669902116060257,-0.786961257457733,0.45321199297905,0.0242514666169882,-0.891072809696198,0.860481202602386,-0.160676181316376,-0.483482658863068,0.613354980945587,0.0669902116060257,-0.786961257457733,
0.613354980945587,0.0669902116060257,-0.786961257457733,0.450602978467941,-0.073891393840313,-0.889661192893982,0.45321199297905,0.0242514666169882,-0.891072809696198,0.796100258827209,0.334546089172363,-0.504284918308258,0.499446004629135,0.275685340166092,-0.821310698986053,0.721537888050079,0.547590851783752,-0.42370668053627,0.721537888050079,0.547590851783752,-0.42370668053627,0.667624473571777,0.401911348104477,-0.626693606376648,0.796100258827209,0.334546089172363,-0.504284918308258,0.665293633937836,-0.621457278728485,0.413733214139938,0.862872540950775,0.151618406176567,0.482143998146057,0.492183357477188,-0.243898063898087,0.835625052452087,0.492183357477188,-0.243898063898087,0.835625052452087,0.57084858417511,-0.733732879161835,0.368467092514038,0.665293633937836,-0.621457278728485,0.413733214139938,0.492183357477188,-0.243898063898087,0.835625052452087,0.862872540950775,0.151618406176567,0.482143998146057,0.613354861736298,0.0669900923967361,0.786961376667023,0.613354861736298,0.0669900923967361,0.786961376667023,0.45060208439827,-0.0738914906978607,0.88966166973114,0.492183357477188,-0.243898063898087,0.835625052452087,0.613354861736298,0.0669900923967361,0.786961376667023,0.860481142997742,-0.160676121711731,0.48348268866539,0.453210651874542,0.0242523569613695,0.89107346534729,0.453210651874542,0.0242523569613695,0.89107346534729,0.45060208439827,-0.0738914906978607,0.88966166973114,0.613354861736298,0.0669900923967361,0.786961376667023,0.860481142997742,-0.160676121711731,0.48348268866539,0.796100199222565,0.334546029567719,0.504285097122192,0.49944481253624,0.27568593621254,0.821311235427856,0.49944481253624,0.27568593621254,0.821311235427856,0.453210651874542,0.0242523569613695,0.89107346534729,0.860481142997742,-0.160676121711731,0.48348268866539,0.66529369354248,-0.62145733833313,-0.413733094930649,0.665293633937836,-0.621457278728485,0.413733214139938,0.57084858417511,-0.733732879161835,0.368467092514038,0.57084858417511,-0.733732879161835,0.368467092514038,0.570848703384399,-0.733732998371124,-0.368466526269913,
0.66529369354248,-0.62145733833313,-0.413733094930649,0.533899784088135,0.693554162979126,-0.483666867017746,0.533899366855621,0.693553507328033,0.483668357133865,0.721536934375763,0.547590851783752,0.423708319664001,0.721536934375763,0.547590851783752,0.423708319664001,0.721537888050079,0.547590851783752,-0.42370668053627,0.533899784088135,0.693554162979126,-0.483666867017746,0.363979190587997,-0.378524482250214,-0.851021945476532,0.492184609174728,-0.243897870182991,-0.83562433719635,0.570848703384399,-0.733732998371124,-0.368466526269913,0.570848703384399,-0.733732998371124,-0.368466526269913,0.340952545404434,-0.866609752178192,-0.364333391189575,0.363979190587997,-0.378524482250214,-0.851021945476532,0.450602978467941,-0.073891393840313,-0.889661192893982,0.492184609174728,-0.243897870182991,-0.83562433719635,0.363979190587997,-0.378524482250214,-0.851021945476532,0.363979190587997,-0.378524482250214,-0.851021945476532,0.474786937236786,-0.118955738842487,-0.872024536132813,0.450602978467941,-0.073891393840313,-0.889661192893982,0.45321199297905,0.0242514666169882,-0.891072809696198,0.450602978467941,-0.073891393840313,-0.889661192893982,0.474786937236786,-0.118955738842487,-0.872024536132813,0.474786937236786,-0.118955738842487,-0.872024536132813,0.431729644536972,0.0882743299007416,-0.8976731300354,0.45321199297905,0.0242514666169882,-0.891072809696198,0.721537888050079,0.547590851783752,-0.42370668053627,0.499446004629135,0.275685340166092,-0.821310698986053,0.370769530534744,0.349106192588806,-0.860612988471985,0.370769530534744,0.349106192588806,-0.860612988471985,0.533899784088135,0.693554162979126,-0.483666867017746,0.721537888050079,0.547590851783752,-0.42370668053627,0.57084858417511,-0.733732879161835,0.368467092514038,0.492183357477188,-0.243898063898087,0.835625052452087,0.363978117704391,-0.378524214029312,0.85102254152298,0.363978117704391,-0.378524214029312,0.85102254152298,0.340952306985855,-0.866609513759613,0.364334285259247,0.57084858417511,-0.733732879161835,0.368467092514038,0.363978117704391,-0.378524214029312,0.85102254152298,
0.492183357477188,-0.243898063898087,0.835625052452087,0.45060208439827,-0.0738914906978607,0.88966166973114,0.45060208439827,-0.0738914906978607,0.88966166973114,0.474787205457687,-0.118955709040165,0.872024476528168,0.363978117704391,-0.378524214029312,0.85102254152298,0.474787205457687,-0.118955709040165,0.872024476528168,0.45060208439827,-0.0738914906978607,0.88966166973114,0.453210651874542,0.0242523569613695,0.89107346534729,0.453210651874542,0.0242523569613695,0.89107346534729,0.43172898888588,0.0882754325866699,0.897673368453979,0.474787205457687,-0.118955709040165,0.872024476528168,0.453210651874542,0.0242523569613695,0.89107346534729,0.49944481253624,0.27568593621254,0.821311235427856,0.370768696069717,0.349106013774872,0.860613524913788,0.370768696069717,0.349106013774872,0.860613524913788,0.43172898888588,0.0882754325866699,0.897673368453979,0.453210651874542,0.0242523569613695,0.89107346534729,0.570848703384399,-0.733732998371124,-0.368466526269913,0.57084858417511,-0.733732879161835,0.368467092514038,0.340952306985855,-0.866609513759613,0.364334285259247,0.340952306985855,-0.866609513759613,0.364334285259247,0.340952545404434,-0.866609752178192,-0.364333391189575,0.570848703384399,-0.733732998371124,-0.368466526269913,0.324618637561798,0.765275478363037,-0.555856168270111,0.32461866736412,0.765275299549103,0.555856466293335,0.533899366855621,0.693553507328033,0.483668357133865,0.533899366855621,0.693553507328033,0.483668357133865,0.533899784088135,0.693554162979126,-0.483666867017746,0.324618637561798,0.765275478363037,-0.555856168270111,0.239653930068016,-0.657650947570801,-0.714185655117035,0.312936037778854,-0.502640724182129,-0.805868029594421,0.231507927179337,-0.906558990478516,-0.352923393249512,0.231507927179337,-0.906558990478516,-0.352923393249512,0.13599905371666,-0.908230125904083,-0.395755499601364,0.239653930068016,-0.657650947570801,-0.714185655117035,0.333008319139481,0.0559476241469383,-0.941262662410736,0.43005383014679,-0.0998531952500343,-0.897264122962952,0.312936037778854,-0.502640724182129,-0.805868029594421,
0.312936037778854,-0.502640724182129,-0.805868029594421,0.239653930068016,-0.657650947570801,-0.714185655117035,0.333008319139481,0.0559476241469383,-0.941262662410736,0.163561999797821,0.32812288403511,-0.930367052555084,0.29976287484169,0.296586096286774,-0.906740844249725,0.43005383014679,-0.0998531952500343,-0.897264122962952,0.43005383014679,-0.0998531952500343,-0.897264122962952,0.333008319139481,0.0559476241469383,-0.941262662410736,0.163561999797821,0.32812288403511,-0.930367052555084,0.324618637561798,0.765275478363037,-0.555856168270111,0.222127988934517,0.430280804634094,-0.874938666820526,0.0819421261548996,0.485522121191025,-0.870375633239746,0.0819421261548996,0.485522121191025,-0.870375633239746,-0.0406528003513813,0.463019579648972,-0.885415375232697,0.324618637561798,0.765275478363037,-0.555856168270111,0.231507688760757,-0.90655905008316,0.352923303842545,0.312936097383499,-0.502641022205353,0.805867910385132,0.250552445650101,-0.663960993289948,0.704541921615601,0.250552445650101,-0.663960993289948,0.704541921615601,0.132605880498886,-0.908819258213043,0.395554333925247,0.231507688760757,-0.90655905008316,0.352923303842545,0.312936097383499,-0.502641022205353,0.805867910385132,0.43005508184433,-0.0998542606830597,0.897263467311859,0.322850108146667,0.0558783672749996,0.944799184799194,0.322850108146667,0.0558783672749996,0.944799184799194,0.250552445650101,-0.663960993289948,0.704541921615601,0.312936097383499,-0.502641022205353,0.805867910385132,0.43005508184433,-0.0998542606830597,0.897263467311859,0.299763768911362,0.296586245298386,0.906740486621857,0.163561761379242,0.328122735023499,0.930367171764374,0.163561761379242,0.328122735023499,0.930367171764374,0.322850108146667,0.0558783672749996,0.944799184799194,0.43005508184433,-0.0998542606830597,0.897263467311859,0.163561761379242,0.328122735023499,0.930367171764374,0.299763768911362,0.296586245298386,0.906740486621857,0.222128599882126,0.430280894041061,0.874938368797302,0.222128599882126,0.430280894041061,0.874938368797302,0.0819423049688339,0.485522300004959,0.870375573635101,
0.163561761379242,0.328122735023499,0.930367171764374,0.231507927179337,-0.906558990478516,-0.352923393249512,0.231507688760757,-0.90655905008316,0.352923303842545,0.132605880498886,-0.908819258213043,0.395554333925247,0.132605880498886,-0.908819258213043,0.395554333925247,0.13599905371666,-0.908230125904083,-0.395755499601364,0.231507927179337,-0.906558990478516,-0.352923393249512,0.0980785638093948,0.700271904468536,-0.707106649875641,0.0980785489082336,0.700271606445313,0.70710700750351,-0.00915820244699717,0.669191241264343,0.743033826351166,-0.00915820244699717,0.669191241264343,0.743033826351166,-0.00915857497602701,0.669191777706146,-0.743033289909363,0.0980785638093948,0.700271904468536,-0.707106649875641,-0.278614103794098,-0.00436397735029459,-0.960393190383911,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.00110344204585999,-0.727039933204651,-0.686594188213348,-0.00110344204585999,-0.727039933204651,-0.686594188213348,-0.152975305914879,-0.0659530311822891,-0.98602682352066,-0.278614103794098,-0.00436397735029459,-0.960393190383911,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.00360224605537951,-0.712177574634552,0.701990067958832,-0.00360224605537951,-0.712177574634552,0.701990067958832,-0.00110344204585999,-0.727039933204651,-0.686594188213348,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.28487104177475,-0.0109632993116975,0.958503127098084,-0.146379306912422,-0.0843999683856964,0.985621571540833,-0.146379306912422,-0.0843999683856964,0.985621571540833,-0.00360224605537951,-0.712177574634552,0.701990067958832,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.28487104177475,-0.0109632993116975,0.958503127098084,-0.216394081711769,0.19441357254982,0.956753373146057,-0.110026553273201,0.0635896027088165,0.991892397403717,-0.110026553273201,0.0635896027088165,0.991892397403717,-0.146379306912422,-0.0843999683856964,0.985621571540833,-0.28487104177475,-0.0109632993116975,0.958503127098084,
-0.488628834486008,0.555307745933533,0.672959983348846,-0.485205620527267,0.555438935756683,-0.675324499607086,-0.621806561946869,0.405514597892761,-0.67001086473465,-0.621806561946869,0.405514597892761,-0.67001086473465,-0.621806204319,0.405513346195221,0.670011937618256,-0.488628834486008,0.555307745933533,0.672959983348846,-0.216393992304802,0.194413676857948,-0.956753313541412,-0.110026709735394,0.063589796423912,-0.991892337799072,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.221233502030373,0.427913457155228,-0.876325249671936,-0.216393992304802,0.194413676857948,-0.956753313541412,-0.152975305914879,-0.0659530311822891,-0.98602682352066,-0.00110344204585999,-0.727039933204651,-0.686594188213348,0.314067602157593,-0.667490482330322,-0.675143003463745,0.314067602157593,-0.667490482330322,-0.675143003463745,-0.0634352192282677,-0.0174588412046433,-0.997833251953125,-0.152975305914879,-0.0659530311822891,-0.98602682352066,-0.00110344204585999,-0.727039933204651,-0.686594188213348,-0.00360224605537951,-0.712177574634552,0.701990067958832,0.290960341691971,-0.658808529376984,0.693767607212067,0.290960341691971,-0.658808529376984,0.693767607212067,0.314067602157593,-0.667490482330322,-0.675143003463745,-0.00110344204585999,-0.727039933204651,-0.686594188213348,-0.00360224605537951,-0.712177574634552,0.701990067958832,-0.146379306912422,-0.0843999683856964,0.985621571540833,-0.0686974823474884,-0.0414689406752586,0.996775388717651,-0.0686974823474884,-0.0414689406752586,0.996775388717651,0.290960341691971,-0.658808529376984,0.693767607212067,-0.00360224605537951,-0.712177574634552,0.701990067958832,-0.110026553273201,0.0635896027088165,0.991892397403717,-0.0610918886959553,0.0444188080728054,0.997143268585205,-0.0686974823474884,-0.0414689406752586,0.996775388717651,-0.0686974823474884,-0.0414689406752586,0.996775388717651,-0.146379306912422,-0.0843999683856964,0.985621571540833,-0.110026553273201,0.0635896027088165,0.991892397403717,-0.169368848204613,0.426395058631897,0.888538956642151,
-0.176388174295425,0.418705880641937,-0.890826940536499,0.274674892425537,0.664680540561676,-0.694804668426514,0.274674892425537,0.664680540561676,-0.694804668426514,0.27467492222786,0.664680659770966,0.694804549217224,-0.169368848204613,0.426395058631897,0.888538956642151,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.110026709735394,0.063589796423912,-0.991892337799072,-0.0610919333994389,0.0444188341498375,-0.997143268585205,-0.0610919333994389,0.0444188341498375,-0.997143268585205,0.274674892425537,0.664680540561676,-0.694804668426514,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.0634352192282677,-0.0174588412046433,-0.997833251953125,0.314067602157593,-0.667490482330322,-0.675143003463745,0.356232136487961,-0.630143344402313,-0.689940631389618,0.356232136487961,-0.630143344402313,-0.689940631389618,-0.0853225216269493,-0.0121900094673038,-0.996278762817383,-0.0634352192282677,-0.0174588412046433,-0.997833251953125,0.314067602157593,-0.667490482330322,-0.675143003463745,0.290960341691971,-0.658808529376984,0.693767607212067,0.357750654220581,-0.611279904842377,0.705940067768097,0.357750654220581,-0.611279904842377,0.705940067768097,0.356232136487961,-0.630143344402313,-0.689940631389618,0.314067602157593,-0.667490482330322,-0.675143003463745,0.290960341691971,-0.658808529376984,0.693767607212067,-0.0686974823474884,-0.0414689406752586,0.996775388717651,-0.0822038725018501,-0.0375491343438625,0.995907843112946,-0.0822038725018501,-0.0375491343438625,0.995907843112946,0.357750654220581,-0.611279904842377,0.705940067768097,0.290960341691971,-0.658808529376984,0.693767607212067,-0.0610918886959553,0.0444188080728054,0.997143268585205,-0.0692065358161926,0.00619372585788369,0.997583210468292,-0.0822038725018501,-0.0375491343438625,0.995907843112946,-0.0822038725018501,-0.0375491343438625,0.995907843112946,-0.0686974823474884,-0.0414689406752586,0.996775388717651,-0.0610918886959553,0.0444188080728054,0.997143268585205,0.27467492222786,0.664680659770966,0.694804549217224,0.274674892425537,0.664680540561676,-0.694804668426514,
0.28443044424057,0.628864109516144,-0.72362232208252,0.28443044424057,0.628864109516144,-0.72362232208252,0.284430414438248,0.628864109516144,0.723622441291809,0.27467492222786,0.664680659770966,0.694804549217224,0.274674892425537,0.664680540561676,-0.694804668426514,-0.0610919333994389,0.0444188341498375,-0.997143268585205,-0.0692065581679344,0.00619374355301261,-0.997583091259003,-0.0692065581679344,0.00619374355301261,-0.997583091259003,0.28443044424057,0.628864109516144,-0.72362232208252,0.274674892425537,0.664680540561676,-0.694804668426514,-0.0853225216269493,-0.0121900094673038,-0.996278762817383,0.356232136487961,-0.630143344402313,-0.689940631389618,0.184747010469437,-0.692408978939056,-0.69745135307312,0.184747010469437,-0.692408978939056,-0.69745135307312,-0.0702127665281296,0.00106440065428615,-0.997531473636627,-0.0853225216269493,-0.0121900094673038,-0.996278762817383,0.356232136487961,-0.630143344402313,-0.689940631389618,0.357750654220581,-0.611279904842377,0.705940067768097,0.199639111757278,-0.690381348133087,0.695354521274567,0.199639111757278,-0.690381348133087,0.695354521274567,0.184747010469437,-0.692408978939056,-0.69745135307312,0.356232136487961,-0.630143344402313,-0.689940631389618,0.357750654220581,-0.611279904842377,0.705940067768097,-0.0822038725018501,-0.0375491343438625,0.995907843112946,-0.0567497462034225,0.00474496278911829,0.998377203941345,-0.0567497462034225,0.00474496278911829,0.998377203941345,0.199639111757278,-0.690381348133087,0.695354521274567,0.357750654220581,-0.611279904842377,0.705940067768097,-0.0692065358161926,0.00619372585788369,0.997583210468292,-0.0379526242613792,-0.00157970108557492,0.99927830696106,-0.0567497462034225,0.00474496278911829,0.998377203941345,-0.0567497462034225,0.00474496278911829,0.998377203941345,-0.0822038725018501,-0.0375491343438625,0.995907843112946,-0.0692065358161926,0.00619372585788369,0.997583210468292,0.284430414438248,0.628864109516144,0.723622441291809,0.28443044424057,0.628864109516144,-0.72362232208252,0.161004453897476,0.743938624858856,-0.648562252521515,
0.161004453897476,0.743938624858856,-0.648562252521515,0.161004573106766,0.743938624858856,0.648562133312225,0.284430414438248,0.628864109516144,0.723622441291809,0.28443044424057,0.628864109516144,-0.72362232208252,-0.0692065581679344,0.00619374355301261,-0.997583091259003,-0.0379528664052486,-0.00157976127229631,-0.99927830696106,-0.0379528664052486,-0.00157976127229631,-0.99927830696106,0.161004453897476,0.743938624858856,-0.648562252521515,0.28443044424057,0.628864109516144,-0.72362232208252,-0.0702127665281296,0.00106440065428615,-0.997531473636627,0.184747010469437,-0.692408978939056,-0.69745135307312,-0.431622415781021,-0.711481988430023,-0.554522693157196,-0.431622415781021,-0.711481988430023,-0.554522693157196,-0.648859620094299,-0.285474061965942,-0.705326676368713,-0.0702127665281296,0.00106440065428615,-0.997531473636627,0.184747010469437,-0.692408978939056,-0.69745135307312,0.199639111757278,-0.690381348133087,0.695354521274567,-0.432478129863739,-0.721196711063385,0.541145145893097,-0.432478129863739,-0.721196711063385,0.541145145893097,-0.431622415781021,-0.711481988430023,-0.554522693157196,0.184747010469437,-0.692408978939056,-0.69745135307312,0.199639111757278,-0.690381348133087,0.695354521274567,-0.0567497462034225,0.00474496278911829,0.998377203941345,-0.651586413383484,-0.281713366508484,0.70432436466217,-0.651586413383484,-0.281713366508484,0.70432436466217,-0.432478129863739,-0.721196711063385,0.541145145893097,0.199639111757278,-0.690381348133087,0.695354521274567,-0.0379526242613792,-0.00157970108557492,0.99927830696106,-0.720635831356049,-0.196687951683998,0.664829194545746,-0.651586413383484,-0.281713366508484,0.70432436466217,-0.651586413383484,-0.281713366508484,0.70432436466217,-0.0567497462034225,0.00474496278911829,0.998377203941345,-0.0379526242613792,-0.00157970108557492,0.99927830696106,0.161004573106766,0.743938624858856,0.648562133312225,0.161004453897476,0.743938624858856,-0.648562252521515,-0.59761381149292,0.556223034858704,-0.577471733093262,-0.59761381149292,0.556223034858704,-0.577471733093262,
-0.597613871097565,0.55622261762619,0.57747209072113,0.161004573106766,0.743938624858856,0.648562133312225,0.161004453897476,0.743938624858856,-0.648562252521515,-0.0379528664052486,-0.00157976127229631,-0.99927830696106,-0.720635890960693,-0.196687817573547,-0.664829134941101,-0.720635890960693,-0.196687817573547,-0.664829134941101,-0.59761381149292,0.556223034858704,-0.577471733093262,0.161004453897476,0.743938624858856,-0.648562252521515,-0.221233502030373,0.427913457155228,-0.876325249671936,-0.162510633468628,0.411486953496933,-0.896810352802277,-0.199716344475746,0.378171801567078,-0.903935551643372,-0.199716344475746,0.378171801567078,-0.903935551643372,-0.216393992304802,0.194413676857948,-0.956753313541412,-0.221233502030373,0.427913457155228,-0.876325249671936,-0.162510633468628,0.411486953496933,-0.896810352802277,-0.119056582450867,0.470333874225616,-0.874420642852783,-0.164669170975685,0.465954214334488,-0.869350790977478,-0.164669170975685,0.465954214334488,-0.869350790977478,-0.199716344475746,0.378171801567078,-0.903935551643372,-0.162510633468628,0.411486953496933,-0.896810352802277,-0.0743301138281822,0.509511411190033,-0.857247412204742,-0.0608445033431053,0.487491458654404,-0.871005237102509,-0.0249500814825296,0.479770630598068,-0.877039194107056,-0.0249500814825296,0.479770630598068,-0.877039194107056,-0.0040654381737113,0.512232959270477,-0.858836889266968,-0.0743301138281822,0.509511411190033,-0.857247412204742,0.222127988934517,0.430280804634094,-0.874938666820526,0.324618637561798,0.765275478363037,-0.555856168270111,0.533899784088135,0.693554162979126,-0.483666867017746,0.533899784088135,0.693554162979126,-0.483666867017746,0.370769530534744,0.349106192588806,-0.860612988471985,0.222127988934517,0.430280804634094,-0.874938666820526,-0.199716478586197,0.378172010183334,0.903935492038727,-0.144041746854782,0.408284306526184,0.90141886472702,-0.243367269635201,0.411890417337418,0.878133654594421,-0.243367269635201,0.411890417337418,0.878133654594421,-0.216394081711769,0.19441357254982,0.956753373146057,
-0.199716478586197,0.378172010183334,0.903935492038727,-0.0743302553892136,0.509511590003967,0.857247352600098,-0.0608444884419441,0.487491309642792,0.871005296707153,-0.119056545197964,0.470333755016327,0.874420762062073,-0.119056545197964,0.470333755016327,0.874420762062073,-0.164669156074524,0.4659543633461,0.869350612163544,-0.0743302553892136,0.509511590003967,0.857247352600098,-0.0406528040766716,0.463019579648972,0.885415375232697,-0.0249501001089811,0.479770511388779,0.877039194107056,-0.00406555412337184,0.512233257293701,0.858836710453033,-0.00406555412337184,0.512233257293701,0.858836710453033,0.0819423049688339,0.485522300004959,0.870375573635101,-0.0406528040766716,0.463019579648972,0.885415375232697,0.533899366855621,0.693553507328033,0.483668357133865,0.32461866736412,0.765275299549103,0.555856466293335,0.222128599882126,0.430280894041061,0.874938368797302,0.222128599882126,0.430280894041061,0.874938368797302,0.370768696069717,0.349106013774872,0.860613524913788,0.533899366855621,0.693553507328033,0.483668357133865,0.667624473571777,0.401911348104477,-0.626693606376648,0.667624354362488,0.401911318302155,0.626693665981293,0.796100199222565,0.334546029567719,0.504285097122192,0.796100199222565,0.334546029567719,0.504285097122192,0.796100258827209,0.334546089172363,-0.504284918308258,0.667624473571777,0.401911348104477,-0.626693606376648,-0.648859620094299,-0.285474061965942,-0.705326676368713,-0.651586413383484,-0.281713366508484,0.70432436466217,-0.720635831356049,-0.196687951683998,0.664829194545746,-0.720635831356049,-0.196687951683998,0.664829194545746,-0.720635890960693,-0.196687817573547,-0.664829134941101,-0.648859620094299,-0.285474061965942,-0.705326676368713,0.860481202602386,-0.160676181316376,-0.483482658863068,0.45321199297905,0.0242514666169882,-0.891072809696198,0.499446004629135,0.275685340166092,-0.821310698986053,0.499446004629135,0.275685340166092,-0.821310698986053,0.796100258827209,0.334546089172363,-0.504284918308258,0.860481202602386,-0.160676181316376,-0.483482658863068,0.721536934375763,0.547590851783752,0.423708319664001,
0.49944481253624,0.27568593621254,0.821311235427856,0.796100199222565,0.334546029567719,0.504285097122192,0.796100199222565,0.334546029567719,0.504285097122192,0.667624354362488,0.401911318302155,0.626693665981293,0.721536934375763,0.547590851783752,0.423708319664001,0.45321199297905,0.0242514666169882,-0.891072809696198,0.431729644536972,0.0882743299007416,-0.8976731300354,0.370769530534744,0.349106192588806,-0.860612988471985,0.370769530534744,0.349106192588806,-0.860612988471985,0.499446004629135,0.275685340166092,-0.821310698986053,0.45321199297905,0.0242514666169882,-0.891072809696198,0.721536934375763,0.547590851783752,0.423708319664001,0.533899366855621,0.693553507328033,0.483668357133865,0.370768696069717,0.349106013774872,0.860613524913788,0.370768696069717,0.349106013774872,0.860613524913788,0.49944481253624,0.27568593621254,0.821311235427856,0.721536934375763,0.547590851783752,0.423708319664001,0.222127988934517,0.430280804634094,-0.874938666820526,0.29976287484169,0.296586096286774,-0.906740844249725,0.163561999797821,0.32812288403511,-0.930367052555084,0.163561999797821,0.32812288403511,-0.930367052555084,0.0819421261548996,0.485522121191025,-0.870375633239746,0.222127988934517,0.430280804634094,-0.874938666820526,0.32461866736412,0.765275299549103,0.555856466293335,-0.0406528040766716,0.463019579648972,0.885415375232697,0.0819423049688339,0.485522300004959,0.870375573635101,0.0819423049688339,0.485522300004959,0.870375573635101,0.222128599882126,0.430280894041061,0.874938368797302,0.32461866736412,0.765275299549103,0.555856466293335,-0.216394081711769,0.19441357254982,0.956753373146057,-0.243367269635201,0.411890417337418,0.878133654594421,-0.169368848204613,0.426395058631897,0.888538956642151,-0.169368848204613,0.426395058631897,0.888538956642151,-0.110026553273201,0.0635896027088165,0.991892397403717,-0.216394081711769,0.19441357254982,0.956753373146057,-0.278614103794098,-0.00436397735029459,-0.960393190383911,-0.152975305914879,-0.0659530311822891,-0.98602682352066,-0.110026709735394,0.063589796423912,-0.991892337799072,
-0.110026709735394,0.063589796423912,-0.991892337799072,-0.216393992304802,0.194413676857948,-0.956753313541412,-0.278614103794098,-0.00436397735029459,-0.960393190383911,-0.169368848204613,0.426395058631897,0.888538956642151,0.27467492222786,0.664680659770966,0.694804549217224,-0.0610918886959553,0.0444188080728054,0.997143268585205,-0.0610918886959553,0.0444188080728054,0.997143268585205,-0.110026553273201,0.0635896027088165,0.991892397403717,-0.169368848204613,0.426395058631897,0.888538956642151,-0.110026709735394,0.063589796423912,-0.991892337799072,-0.152975305914879,-0.0659530311822891,-0.98602682352066,-0.0634352192282677,-0.0174588412046433,-0.997833251953125,-0.0634352192282677,-0.0174588412046433,-0.997833251953125,-0.0610919333994389,0.0444188341498375,-0.997143268585205,-0.110026709735394,0.063589796423912,-0.991892337799072,0.27467492222786,0.664680659770966,0.694804549217224,0.284430414438248,0.628864109516144,0.723622441291809,-0.0692065358161926,0.00619372585788369,0.997583210468292,-0.0692065358161926,0.00619372585788369,0.997583210468292,-0.0610918886959553,0.0444188080728054,0.997143268585205,0.27467492222786,0.664680659770966,0.694804549217224,-0.0610919333994389,0.0444188341498375,-0.997143268585205,-0.0634352192282677,-0.0174588412046433,-0.997833251953125,-0.0853225216269493,-0.0121900094673038,-0.996278762817383,-0.0853225216269493,-0.0121900094673038,-0.996278762817383,-0.0692065581679344,0.00619374355301261,-0.997583091259003,-0.0610919333994389,0.0444188341498375,-0.997143268585205,0.284430414438248,0.628864109516144,0.723622441291809,0.161004573106766,0.743938624858856,0.648562133312225,-0.0379526242613792,-0.00157970108557492,0.99927830696106,-0.0379526242613792,-0.00157970108557492,0.99927830696106,-0.0692065358161926,0.00619372585788369,0.997583210468292,0.284430414438248,0.628864109516144,0.723622441291809,-0.0692065581679344,0.00619374355301261,-0.997583091259003,-0.0853225216269493,-0.0121900094673038,-0.996278762817383,-0.0702127665281296,0.00106440065428615,-0.997531473636627,-0.0702127665281296,0.00106440065428615,-0.997531473636627,
-0.0379528664052486,-0.00157976127229631,-0.99927830696106,-0.0692065581679344,0.00619374355301261,-0.997583091259003,0.161004573106766,0.743938624858856,0.648562133312225,-0.597613871097565,0.55622261762619,0.57747209072113,-0.720635831356049,-0.196687951683998,0.664829194545746,-0.720635831356049,-0.196687951683998,0.664829194545746,-0.0379526242613792,-0.00157970108557492,0.99927830696106,0.161004573106766,0.743938624858856,0.648562133312225,-0.0379528664052486,-0.00157976127229631,-0.99927830696106,-0.0702127665281296,0.00106440065428615,-0.997531473636627,-0.648859620094299,-0.285474061965942,-0.705326676368713,-0.648859620094299,-0.285474061965942,-0.705326676368713,-0.720635890960693,-0.196687817573547,-0.664829134941101,-0.0379528664052486,-0.00157976127229631,-0.99927830696106,-0.162510633468628,0.411486953496933,-0.896810352802277,-0.221233502030373,0.427913457155228,-0.876325249671936,-0.159130990505219,0.379865646362305,-0.911251544952393,-0.159130990505219,0.379865646362305,-0.911251544952393,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.162510633468628,0.411486953496933,-0.896810352802277,-0.221233502030373,0.427913457155228,-0.876325249671936,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.822167813777924,0.344713389873505,-0.453004151582718,-0.822167813777924,0.344713389873505,-0.453004151582718,-0.159130990505219,0.379865646362305,-0.911251544952393,-0.221233502030373,0.427913457155228,-0.876325249671936,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.169368848204613,0.426395058631897,0.888538956642151,-0.813538312911987,0.343502104282379,0.469213873147964,-0.813538312911987,0.343502104282379,0.469213873147964,-0.822167813777924,0.344713389873505,-0.453004151582718,-0.176388174295425,0.418705880641937,-0.890826940536499,-0.169368848204613,0.426395058631897,0.888538956642151,-0.243367269635201,0.411890417337418,0.878133654594421,-0.190018951892853,0.368101716041565,0.910161435604095,-0.190018951892853,0.368101716041565,0.910161435604095,-0.813538312911987,0.343502104282379,0.469213873147964,
-0.169368848204613,0.426395058631897,0.888538956642151,-0.243367269635201,0.411890417337418,0.878133654594421,-0.144041746854782,0.408284306526184,0.90141886472702,-0.068397268652916,0.212427034974098,0.974780261516571,-0.068397268652916,0.212427034974098,0.974780261516571,-0.190018951892853,0.368101716041565,0.910161435604095,-0.243367269635201,0.411890417337418,0.878133654594421,-0.119056545197964,0.470333755016327,0.874420762062073,-0.0521738976240158,0.212105631828308,0.975852966308594,-0.068397268652916,0.212427034974098,0.974780261516571,-0.068397268652916,0.212427034974098,0.974780261516571,-0.144041746854782,0.408284306526184,0.90141886472702,-0.119056545197964,0.470333755016327,0.874420762062073,-0.0608444884419441,0.487491309642792,0.871005296707153,-0.0249501001089811,0.479770511388779,0.877039194107056,-0.0150383757427335,0.195841267704964,0.980520308017731,-0.0150383757427335,0.195841267704964,0.980520308017731,-0.0282134003937244,0.199576959013939,0.979475915431976,-0.0608444884419441,0.487491309642792,0.871005296707153,-0.0406528040766716,0.463019579648972,0.885415375232697,0.32461866736412,0.765275299549103,0.555856466293335,0.358551234006882,0.708115220069885,0.608287632465363,0.358551234006882,0.708115220069885,0.608287632465363,-0.0155322821810842,0.184810698032379,0.982651352882385,-0.0406528040766716,0.463019579648972,0.885415375232697,0.32461866736412,0.765275299549103,0.555856466293335,0.324618637561798,0.765275478363037,-0.555856168270111,0.35855096578598,0.70811527967453,-0.608287751674652,0.35855096578598,0.70811527967453,-0.608287751674652,0.358551234006882,0.708115220069885,0.608287632465363,0.32461866736412,0.765275299549103,0.555856466293335,0.35855096578598,0.70811527967453,-0.608287751674652,0.324618637561798,0.765275478363037,-0.555856168270111,-0.0406528003513813,0.463019579648972,-0.885415375232697,-0.0406528003513813,0.463019579648972,-0.885415375232697,-0.0155324432998896,0.184811294078827,-0.98265129327774,0.35855096578598,0.70811527967453,-0.608287751674652,-0.0249500814825296,0.479770630598068,-0.877039194107056,
-0.0150384372100234,0.195842102169991,-0.980520129203796,-0.0155324432998896,0.184811294078827,-0.98265129327774,-0.0155324432998896,0.184811294078827,-0.98265129327774,-0.0406528003513813,0.463019579648972,-0.885415375232697,-0.0249500814825296,0.479770630598068,-0.877039194107056,-0.119056582450867,0.470333874225616,-0.874420642852783,-0.0521741136908531,0.212106451392174,-0.975852787494659,-0.0282134935259819,0.199577733874321,-0.979475796222687,-0.0282134935259819,0.199577733874321,-0.979475796222687,-0.0608445033431053,0.487491458654404,-0.871005237102509,-0.119056582450867,0.470333874225616,-0.874420642852783,-0.0150384372100234,0.195842102169991,-0.980520129203796,0.0980785638093948,0.700271904468536,-0.707106649875641,-0.00915857497602701,0.669191777706146,-0.743033289909363,-0.00915857497602701,0.669191777706146,-0.743033289909363,-0.0155324432998896,0.184811294078827,-0.98265129327774,-0.0150384372100234,0.195842102169991,-0.980520129203796,-0.0521741136908531,0.212106451392174,-0.975852787494659,-0.24801841378212,0.67658257484436,-0.693341851234436,-0.0560814589262009,0.747163414955139,-0.66227000951767,-0.0560814589262009,0.747163414955139,-0.66227000951767,-0.0282134935259819,0.199577733874321,-0.979475796222687,-0.0521741136908531,0.212106451392174,-0.975852787494659,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.159130990505219,0.379865646362305,-0.911251544952393,-0.485205620527267,0.555438935756683,-0.675324499607086,-0.485205620527267,0.555438935756683,-0.675324499607086,-0.350638449192047,0.636025905609131,-0.687403678894043,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.159130990505219,0.379865646362305,-0.911251544952393,-0.822167813777924,0.344713389873505,-0.453004151582718,-0.621806561946869,0.405514597892761,-0.67001086473465,-0.621806561946869,0.405514597892761,-0.67001086473465,-0.485205620527267,0.555438935756683,-0.675324499607086,-0.159130990505219,0.379865646362305,-0.911251544952393,-0.822167813777924,0.344713389873505,-0.453004151582718,-0.813538312911987,0.343502104282379,0.469213873147964,
-0.621806204319,0.405513346195221,0.670011937618256,-0.621806204319,0.405513346195221,0.670011937618256,-0.621806561946869,0.405514597892761,-0.67001086473465,-0.822167813777924,0.344713389873505,-0.453004151582718,-0.621806204319,0.405513346195221,0.670011937618256,-0.813538312911987,0.343502104282379,0.469213873147964,-0.190018951892853,0.368101716041565,0.910161435604095,-0.190018951892853,0.368101716041565,0.910161435604095,-0.488628834486008,0.555307745933533,0.672959983348846,-0.621806204319,0.405513346195221,0.670011937618256,-0.190018951892853,0.368101716041565,0.910161435604095,-0.068397268652916,0.212427034974098,0.974780261516571,-0.349485129117966,0.637336909770966,0.686776399612427,-0.349485129117966,0.637336909770966,0.686776399612427,-0.488628834486008,0.555307745933533,0.672959983348846,-0.190018951892853,0.368101716041565,0.910161435604095,-0.068397268652916,0.212427034974098,0.974780261516571,-0.0521738976240158,0.212105631828308,0.975852966308594,-0.248017877340317,0.67658144235611,0.693343043327332,-0.248017877340317,0.67658144235611,0.693343043327332,-0.349485129117966,0.637336909770966,0.686776399612427,-0.068397268652916,0.212427034974098,0.974780261516571,-0.0282134003937244,0.199576959013939,0.979475915431976,-0.0150383757427335,0.195841267704964,0.980520308017731,0.0980785489082336,0.700271606445313,0.70710700750351,0.0980785489082336,0.700271606445313,0.70710700750351,-0.0560814738273621,0.747163116931915,0.662270486354828,-0.0282134003937244,0.199576959013939,0.979475915431976,-0.0560814738273621,0.747163116931915,0.662270486354828,-0.0560814589262009,0.747163414955139,-0.66227000951767,-0.24801841378212,0.67658257484436,-0.693341851234436,-0.24801841378212,0.67658257484436,-0.693341851234436,-0.248017877340317,0.67658144235611,0.693343043327332,-0.0560814738273621,0.747163116931915,0.662270486354828,-0.0613133423030376,-0.607569336891174,-0.79189658164978,-0.0602297969162464,-0.934518337249756,-0.350781708955765,-0.0909201055765152,-0.593803524971008,-0.799456715583801,-0.0909201055765152,-0.593803524971008,-0.799456715583801,
-0.124471880495548,-0.601113200187683,-0.789411008358002,-0.0613133423030376,-0.607569336891174,-0.79189658164978,-0.0714218840003014,-0.106767386198044,-0.991715550422668,-0.0613133423030376,-0.607569336891174,-0.79189658164978,-0.124471880495548,-0.601113200187683,-0.789411008358002,-0.124471880495548,-0.601113200187683,-0.789411008358002,-0.17170038819313,-0.0732080861926079,-0.982425332069397,-0.0714218840003014,-0.106767386198044,-0.991715550422668,-0.175976485013962,0.296181589365005,-0.93878036737442,-0.0691622123122215,0.30623596906662,-0.949439942836761,-0.0714218840003014,-0.106767386198044,-0.991715550422668,-0.0714218840003014,-0.106767386198044,-0.991715550422668,-0.17170038819313,-0.0732080861926079,-0.982425332069397,-0.175976485013962,0.296181589365005,-0.93878036737442,-0.0743301138281822,0.509511411190033,-0.857247412204742,-0.0691622123122215,0.30623596906662,-0.949439942836761,-0.175976485013962,0.296181589365005,-0.93878036737442,-0.175976485013962,0.296181589365005,-0.93878036737442,-0.164669170975685,0.465954214334488,-0.869350790977478,-0.0743301138281822,0.509511411190033,-0.857247412204742,-0.0845169574022293,-0.590310513973236,0.802739322185516,-0.0602298118174076,-0.934518337249756,0.350781947374344,-0.0613132603466511,-0.607569575309753,0.791896343231201,-0.0613132603466511,-0.607569575309753,0.791896343231201,-0.124471761286259,-0.601113438606262,0.789410769939423,-0.0845169574022293,-0.590310513973236,0.802739322185516,-0.124471761286259,-0.601113438606262,0.789410769939423,-0.0613132603466511,-0.607569575309753,0.791896343231201,-0.0714217573404312,-0.106768488883972,0.991715371608734,-0.0714217573404312,-0.106768488883972,0.991715371608734,-0.171700447797775,-0.0732091963291168,0.982425272464752,-0.124471761286259,-0.601113438606262,0.789410769939423,-0.0714217573404312,-0.106768488883972,0.991715371608734,-0.0691622495651245,0.306235611438751,0.949440002441406,-0.175976619124413,0.29618114233017,0.938780546188354,-0.175976619124413,0.29618114233017,0.938780546188354,-0.171700447797775,-0.0732091963291168,0.982425272464752,
-0.0714217573404312,-0.106768488883972,0.991715371608734,-0.175976619124413,0.29618114233017,0.938780546188354,-0.0691622495651245,0.306235611438751,0.949440002441406,-0.0743302553892136,0.509511590003967,0.857247352600098,-0.0743302553892136,0.509511590003967,0.857247352600098,-0.164669156074524,0.4659543633461,0.869350612163544,-0.175976619124413,0.29618114233017,0.938780546188354,0.0222059395164251,-0.911139190196991,-0.411500066518784,0.0222059469670057,-0.911139130592346,0.411500245332718,0.0153832612559199,-0.827260971069336,0.56160706281662,0.0153832612559199,-0.827260971069336,0.56160706281662,0.0106399282813072,-0.825409710407257,-0.564433932304382,0.0222059395164251,-0.911139190196991,-0.411500066518784,-0.350638449192047,0.636025905609131,-0.687403678894043,-0.349485129117966,0.637336909770966,0.686776399612427,-0.248017877340317,0.67658144235611,0.693343043327332,-0.248017877340317,0.67658144235611,0.693343043327332,-0.24801841378212,0.67658257484436,-0.693341851234436,-0.350638449192047,0.636025905609131,-0.687403678894043,-0.119056582450867,0.470333874225616,-0.874420642852783,-0.0608445033431053,0.487491458654404,-0.871005237102509,-0.0743301138281822,0.509511411190033,-0.857247412204742,-0.0743301138281822,0.509511411190033,-0.857247412204742,-0.164669170975685,0.465954214334488,-0.869350790977478,-0.119056582450867,0.470333874225616,-0.874420642852783,-0.144041746854782,0.408284306526184,0.90141886472702,-0.199716478586197,0.378172010183334,0.903935492038727,-0.164669156074524,0.4659543633461,0.869350612163544,-0.164669156074524,0.4659543633461,0.869350612163544,-0.119056545197964,0.470333755016327,0.874420762062073,-0.144041746854782,0.408284306526184,0.90141886472702,-0.119056545197964,0.470333755016327,0.874420762062073,-0.0608444884419441,0.487491309642792,0.871005296707153,-0.0282134003937244,0.199576959013939,0.979475915431976,-0.0282134003937244,0.199576959013939,0.979475915431976,-0.0521738976240158,0.212105631828308,0.975852966308594,-0.119056545197964,0.470333755016327,0.874420762062073,
-0.119056582450867,0.470333874225616,-0.874420642852783,-0.162510633468628,0.411486953496933,-0.896810352802277,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.0521741136908531,0.212106451392174,-0.975852787494659,-0.119056582450867,0.470333874225616,-0.874420642852783,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.350638449192047,0.636025905609131,-0.687403678894043,-0.24801841378212,0.67658257484436,-0.693341851234436,-0.24801841378212,0.67658257484436,-0.693341851234436,-0.0521741136908531,0.212106451392174,-0.975852787494659,-0.078499048948288,0.200691640377045,-0.976504385471344,-0.0521738976240158,0.212105631828308,0.975852966308594,-0.0282134003937244,0.199576959013939,0.979475915431976,-0.0560814738273621,0.747163116931915,0.662270486354828,-0.0560814738273621,0.747163116931915,0.662270486354828,-0.248017877340317,0.67658144235611,0.693343043327332,-0.0521738976240158,0.212105631828308,0.975852966308594,-0.0155322821810842,0.184810698032379,0.982651352882385,0.358551234006882,0.708115220069885,0.608287632465363,0.197017252445221,0.754920601844788,0.625523030757904,0.197017252445221,0.754920601844788,0.625523030757904,-0.00915820244699717,0.669191241264343,0.743033826351166,-0.0155322821810842,0.184810698032379,0.982651352882385,0.358551234006882,0.708115220069885,0.608287632465363,0.35855096578598,0.70811527967453,-0.608287751674652,0.197016298770905,0.75491988658905,-0.6255242228508,0.197016298770905,0.75491988658905,-0.6255242228508,0.197017252445221,0.754920601844788,0.625523030757904,0.358551234006882,0.708115220069885,0.608287632465363,0.35855096578598,0.70811527967453,-0.608287751674652,-0.0155324432998896,0.184811294078827,-0.98265129327774,-0.00915857497602701,0.669191777706146,-0.743033289909363,-0.00915857497602701,0.669191777706146,-0.743033289909363,0.197016298770905,0.75491988658905,-0.6255242228508,0.35855096578598,0.70811527967453,-0.608287751674652,-0.326748996973038,-0.549505829811096,-0.768946290016174,-0.287834703922272,-0.634552657604218,-0.717282474040985,
-0.361990481615067,-0.752296626567841,-0.550465941429138,-0.361990481615067,-0.752296626567841,-0.550465941429138,-0.468396782875061,-0.712480068206787,-0.52247166633606,-0.326748996973038,-0.549505829811096,-0.768946290016174,-0.287834703922272,-0.634552657604218,-0.717282474040985,-0.122955434024334,-0.616586804389954,-0.777626216411591,-0.194227769970894,-0.791760623455048,-0.579129338264465,-0.194227769970894,-0.791760623455048,-0.579129338264465,-0.361990481615067,-0.752296626567841,-0.550465941429138,-0.287834703922272,-0.634552657604218,-0.717282474040985,-0.122955434024334,-0.616586804389954,-0.777626216411591,-0.0909201055765152,-0.593803524971008,-0.799456715583801,0.0106399282813072,-0.825409710407257,-0.564433932304382,0.0106399282813072,-0.825409710407257,-0.564433932304382,-0.194227769970894,-0.791760623455048,-0.579129338264465,-0.122955434024334,-0.616586804389954,-0.777626216411591,-0.0909201055765152,-0.593803524971008,-0.799456715583801,-0.0602297969162464,-0.934518337249756,-0.350781708955765,0.0222059395164251,-0.911139190196991,-0.411500066518784,0.0222059395164251,-0.911139190196991,-0.411500066518784,0.0106399282813072,-0.825409710407257,-0.564433932304382,-0.0909201055765152,-0.593803524971008,-0.799456715583801,-0.0602297969162464,-0.934518337249756,-0.350781708955765,-0.0602298118174076,-0.934518337249756,0.350781947374344,0.0222059469670057,-0.911139130592346,0.411500245332718,0.0222059469670057,-0.911139130592346,0.411500245332718,0.0222059395164251,-0.911139190196991,-0.411500066518784,-0.0602297969162464,-0.934518337249756,-0.350781708955765,0.0222059469670057,-0.911139130592346,0.411500245332718,-0.0602298118174076,-0.934518337249756,0.350781947374344,-0.0845169574022293,-0.590310513973236,0.802739322185516,-0.0845169574022293,-0.590310513973236,0.802739322185516,0.0153832612559199,-0.827260971069336,0.56160706281662,0.0222059469670057,-0.911139130592346,0.411500245332718,-0.0845169574022293,-0.590310513973236,0.802739322185516,-0.133153319358826,-0.620029211044312,0.77319723367691,
-0.20339447259903,-0.793665051460266,0.573346734046936,-0.20339447259903,-0.793665051460266,0.573346734046936,0.0153832612559199,-0.827260971069336,0.56160706281662,-0.0845169574022293,-0.590310513973236,0.802739322185516,-0.133153319358826,-0.620029211044312,0.77319723367691,-0.289876580238342,-0.638162791728973,0.713245987892151,-0.356433510780334,-0.750250518321991,0.55684769153595,-0.356433510780334,-0.750250518321991,0.55684769153595,-0.20339447259903,-0.793665051460266,0.573346734046936,-0.133153319358826,-0.620029211044312,0.77319723367691,-0.289876580238342,-0.638162791728973,0.713245987892151,-0.370499551296234,-0.559808433055878,0.741177797317505,-0.47414293885231,-0.702221095561981,0.531106412410736,-0.47414293885231,-0.702221095561981,0.531106412410736,-0.356433510780334,-0.750250518321991,0.55684769153595,-0.289876580238342,-0.638162791728973,0.713245987892151,-0.370499551296234,-0.559808433055878,0.741177797317505,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.560073554515839,-0.769046783447266,0.308033347129822,-0.560073554515839,-0.769046783447266,0.308033347129822,-0.47414293885231,-0.702221095561981,0.531106412410736,-0.370499551296234,-0.559808433055878,0.741177797317505,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.635851204395294,-0.764512538909912,-0.105895571410656,-0.635851204395294,-0.764512538909912,-0.105895571410656,-0.560073554515839,-0.769046783447266,0.308033347129822,-0.414896667003632,-0.664840400218964,0.62116664648056,-0.412254363298416,-0.667341709136963,-0.620242953300476,-0.326748996973038,-0.549505829811096,-0.768946290016174,-0.468396782875061,-0.712480068206787,-0.52247166633606,-0.468396782875061,-0.712480068206787,-0.52247166633606,-0.635851204395294,-0.764512538909912,-0.105895571410656,-0.412254363298416,-0.667341709136963,-0.620242953300476,0.239653930068016,-0.657650947570801,-0.714185655117035,0.13599905371666,-0.908230125904083,-0.395755499601364,-0.198052585124969,-0.805351376533508,-0.558734595775604,
-0.198052585124969,-0.805351376533508,-0.558734595775604,-0.0907781273126602,-0.740512251853943,-0.665883541107178,0.239653930068016,-0.657650947570801,-0.714185655117035,-0.588232219219208,0.532681345939636,-0.608468174934387,-0.936022996902466,-0.337041348218918,-0.101311825215817,-0.231327518820763,-0.657879829406738,0.716715931892395,-0.231327518820763,-0.657879829406738,0.716715931892395,-0.472930580377579,0.518292665481567,0.712537407875061,-0.588232219219208,0.532681345939636,-0.608468174934387,0.163561999797821,0.32812288403511,-0.930367052555084,0.333008319139481,0.0559476241469383,-0.941262662410736,-0.144903525710106,0.0916082784533501,-0.985195875167847,-0.144903525710106,0.0916082784533501,-0.985195875167847,0.0121214753016829,0.316033661365509,-0.948670506477356,0.163561999797821,0.32812288403511,-0.930367052555084,-0.0040654381737113,0.512232959270477,-0.858836889266968,0.0819421261548996,0.485522121191025,-0.870375633239746,0.163561999797821,0.32812288403511,-0.930367052555084,0.163561999797821,0.32812288403511,-0.930367052555084,0.0121214753016829,0.316033661365509,-0.948670506477356,-0.0040654381737113,0.512232959270477,-0.858836889266968,-0.16728088259697,-0.834772765636444,0.524567902088165,0.132605880498886,-0.908819258213043,0.395554333925247,0.250552445650101,-0.663960993289948,0.704541921615601,0.250552445650101,-0.663960993289948,0.704541921615601,-0.108431480824947,-0.747601509094238,0.655236303806305,-0.16728088259697,-0.834772765636444,0.524567902088165,-0.154650956392288,-0.747076869010925,-0.646497666835785,-0.930078566074371,-0.357807070016861,0.0832349583506584,-0.566381335258484,0.550821363925934,0.61303186416626,-0.566381335258484,0.550821363925934,0.61303186416626,-0.443386912345886,0.595799326896667,-0.669650137424469,-0.154650956392288,-0.747076869010925,-0.646497666835785,-0.114425353705883,0.0581561848521233,0.991728127002716,0.322850108146667,0.0558783672749996,0.944799184799194,0.163561761379242,0.328122735023499,0.930367171764374,0.163561761379242,0.328122735023499,0.930367171764374,
0.0121214995160699,0.316033184528351,0.94867068529129,-0.114425353705883,0.0581561848521233,0.991728127002716,0.163561761379242,0.328122735023499,0.930367171764374,0.0819423049688339,0.485522300004959,0.870375573635101,-0.00406555412337184,0.512233257293701,0.858836710453033,-0.00406555412337184,0.512233257293701,0.858836710453033,0.0121214995160699,0.316033184528351,0.94867068529129,0.163561761379242,0.328122735023499,0.930367171764374,-0.0699115544557571,0.606868982315063,-0.791721045970917,-0.0693480297923088,0.614092886447906,0.786181092262268,0.727403938770294,0.16423474252224,0.666266083717346,0.727403938770294,0.16423474252224,0.666266083717346,0.725039720535278,0.163687884807587,-0.668972134590149,-0.0699115544557571,0.606868982315063,-0.791721045970917,-0.0560814589262009,0.747163414955139,-0.66227000951767,-0.0560814738273621,0.747163116931915,0.662270486354828,0.0980785489082336,0.700271606445313,0.70710700750351,0.0980785489082336,0.700271606445313,0.70710700750351,0.0980785638093948,0.700271904468536,-0.707106649875641,-0.0560814589262009,0.747163414955139,-0.66227000951767,-0.0406528003513813,0.463019579648972,-0.885415375232697,0.0819421261548996,0.485522121191025,-0.870375633239746,-0.0040654381737113,0.512232959270477,-0.858836889266968,-0.0040654381737113,0.512232959270477,-0.858836889266968,-0.0249500814825296,0.479770630598068,-0.877039194107056,-0.0406528003513813,0.463019579648972,-0.885415375232697,-0.0249501001089811,0.479770511388779,0.877039194107056,-0.0608444884419441,0.487491309642792,0.871005296707153,-0.0743302553892136,0.509511590003967,0.857247352600098,-0.0743302553892136,0.509511590003967,0.857247352600098,-0.00406555412337184,0.512233257293701,0.858836710453033,-0.0249501001089811,0.479770511388779,0.877039194107056,-0.0249501001089811,0.479770511388779,0.877039194107056,-0.0406528040766716,0.463019579648972,0.885415375232697,-0.0155322821810842,0.184810698032379,0.982651352882385,-0.0155322821810842,0.184810698032379,0.982651352882385,-0.0150383757427335,0.195841267704964,0.980520308017731,
-0.0249501001089811,0.479770511388779,0.877039194107056,-0.0608445033431053,0.487491458654404,-0.871005237102509,-0.0282134935259819,0.199577733874321,-0.979475796222687,-0.0150384372100234,0.195842102169991,-0.980520129203796,-0.0150384372100234,0.195842102169991,-0.980520129203796,-0.0249500814825296,0.479770630598068,-0.877039194107056,-0.0608445033431053,0.487491458654404,-0.871005237102509,-0.0282134935259819,0.199577733874321,-0.979475796222687,-0.0560814589262009,0.747163414955139,-0.66227000951767,0.0980785638093948,0.700271904468536,-0.707106649875641,0.0980785638093948,0.700271904468536,-0.707106649875641,-0.0150384372100234,0.195842102169991,-0.980520129203796,-0.0282134935259819,0.199577733874321,-0.979475796222687,-0.0150383757427335,0.195841267704964,0.980520308017731,-0.0155322821810842,0.184810698032379,0.982651352882385,-0.00915820244699717,0.669191241264343,0.743033826351166,-0.00915820244699717,0.669191241264343,0.743033826351166,0.0980785489082336,0.700271606445313,0.70710700750351,-0.0150383757427335,0.195841267704964,0.980520308017731,-0.198052585124969,-0.805351376533508,-0.558734595775604,0.13599905371666,-0.908230125904083,-0.395755499601364,0.111528471112251,-0.876333892345428,-0.468615293502808,0.111528471112251,-0.876333892345428,-0.468615293502808,-0.508647739887238,0.536467492580414,-0.673409223556519,-0.198052585124969,-0.805351376533508,-0.558734595775604,0.13599905371666,-0.908230125904083,-0.395755499601364,0.132605880498886,-0.908819258213043,0.395554333925247,0.0982203260064125,-0.840373337268829,0.533034265041351,0.0982203260064125,-0.840373337268829,0.533034265041351,0.111528471112251,-0.876333892345428,-0.468615293502808,0.13599905371666,-0.908230125904083,-0.395755499601364,0.132605880498886,-0.908819258213043,0.395554333925247,-0.16728088259697,-0.834772765636444,0.524567902088165,-0.48698103427887,0.541165709495544,0.685557544231415,-0.48698103427887,0.541165709495544,0.685557544231415,0.0982203260064125,-0.840373337268829,0.533034265041351,0.132605880498886,-0.908819258213043,0.395554333925247,
-0.16728088259697,-0.834772765636444,0.524567902088165,-0.198052585124969,-0.805351376533508,-0.558734595775604,-0.508647739887238,0.536467492580414,-0.673409223556519,-0.508647739887238,0.536467492580414,-0.673409223556519,-0.48698103427887,0.541165709495544,0.685557544231415,-0.16728088259697,-0.834772765636444,0.524567902088165,-0.508647739887238,0.536467492580414,-0.673409223556519,0.111528471112251,-0.876333892345428,-0.468615293502808,0.14374902844429,-0.684817254543304,-0.714395940303802,0.14374902844429,-0.684817254543304,-0.714395940303802,-0.552165389060974,0.386555790901184,-0.738706946372986,-0.508647739887238,0.536467492580414,-0.673409223556519,0.111528471112251,-0.876333892345428,-0.468615293502808,0.0982203260064125,-0.840373337268829,0.533034265041351,0.143263906240463,-0.684912741184235,0.71440190076828,0.143263906240463,-0.684912741184235,0.71440190076828,0.14374902844429,-0.684817254543304,-0.714395940303802,0.111528471112251,-0.876333892345428,-0.468615293502808,0.0982203260064125,-0.840373337268829,0.533034265041351,-0.48698103427887,0.541165709495544,0.685557544231415,-0.552933096885681,0.383582383394241,0.739682018756866,-0.552933096885681,0.383582383394241,0.739682018756866,0.143263906240463,-0.684912741184235,0.71440190076828,0.0982203260064125,-0.840373337268829,0.533034265041351,-0.48698103427887,0.541165709495544,0.685557544231415,-0.508647739887238,0.536467492580414,-0.673409223556519,-0.552165389060974,0.386555790901184,-0.738706946372986,-0.552165389060974,0.386555790901184,-0.738706946372986,-0.552933096885681,0.383582383394241,0.739682018756866,-0.48698103427887,0.541165709495544,0.685557544231415,-0.552165389060974,0.386555790901184,-0.738706946372986,0.14374902844429,-0.684817254543304,-0.714395940303802,-0.0699115544557571,0.606868982315063,-0.791721045970917,-0.0699115544557571,0.606868982315063,-0.791721045970917,0.725039720535278,0.163687884807587,-0.668972134590149,-0.552165389060974,0.386555790901184,-0.738706946372986,-0.0693480297923088,0.614092886447906,0.786181092262268,
-0.0699115544557571,0.606868982315063,-0.791721045970917,0.14374902844429,-0.684817254543304,-0.714395940303802,0.14374902844429,-0.684817254543304,-0.714395940303802,0.143263906240463,-0.684912741184235,0.71440190076828,-0.0693480297923088,0.614092886447906,0.786181092262268,0.143263906240463,-0.684912741184235,0.71440190076828,-0.552933096885681,0.383582383394241,0.739682018756866,0.727403938770294,0.16423474252224,0.666266083717346,0.727403938770294,0.16423474252224,0.666266083717346,-0.0693480297923088,0.614092886447906,0.786181092262268,0.143263906240463,-0.684912741184235,0.71440190076828,0.725039720535278,0.163687884807587,-0.668972134590149,0.727403938770294,0.16423474252224,0.666266083717346,-0.552933096885681,0.383582383394241,0.739682018756866,-0.552933096885681,0.383582383394241,0.739682018756866,-0.552165389060974,0.386555790901184,-0.738706946372986,0.725039720535278,0.163687884807587,-0.668972134590149,0.333008319139481,0.0559476241469383,-0.941262662410736,0.239653930068016,-0.657650947570801,-0.714185655117035,0.412844747304916,-0.730508804321289,-0.543981790542603,0.412844747304916,-0.730508804321289,-0.543981790542603,0.464523255825043,0.0301486533135176,-0.885047614574432,0.333008319139481,0.0559476241469383,-0.941262662410736,0.239653930068016,-0.657650947570801,-0.714185655117035,-0.0907781273126602,-0.740512251853943,-0.665883541107178,-0.484223157167435,-0.867101430892944,0.11688919365406,-0.484223157167435,-0.867101430892944,0.11688919365406,0.412844747304916,-0.730508804321289,-0.543981790542603,0.239653930068016,-0.657650947570801,-0.714185655117035,-0.0907781273126602,-0.740512251853943,-0.665883541107178,-0.144903525710106,0.0916082784533501,-0.985195875167847,-0.761028468608856,0.632345080375671,-0.144829168915749,-0.761028468608856,0.632345080375671,-0.144829168915749,-0.484223157167435,-0.867101430892944,0.11688919365406,-0.0907781273126602,-0.740512251853943,-0.665883541107178,-0.144903525710106,0.0916082784533501,-0.985195875167847,0.333008319139481,0.0559476241469383,-0.941262662410736,
0.464523255825043,0.0301486533135176,-0.885047614574432,0.464523255825043,0.0301486533135176,-0.885047614574432,-0.761028468608856,0.632345080375671,-0.144829168915749,-0.144903525710106,0.0916082784533501,-0.985195875167847,-0.108431480824947,-0.747601509094238,0.655236303806305,0.250552445650101,-0.663960993289948,0.704541921615601,0.384791612625122,-0.727154672145844,0.568490624427795,0.384791612625122,-0.727154672145844,0.568490624427795,-0.584434032440186,-0.791568696498871,-0.178482234477997,-0.108431480824947,-0.747601509094238,0.655236303806305,0.250552445650101,-0.663960993289948,0.704541921615601,0.322850108146667,0.0558783672749996,0.944799184799194,0.391892850399017,0.132367730140686,0.910438895225525,0.391892850399017,0.132367730140686,0.910438895225525,0.384791612625122,-0.727154672145844,0.568490624427795,0.250552445650101,-0.663960993289948,0.704541921615601,0.322850108146667,0.0558783672749996,0.944799184799194,-0.114425353705883,0.0581561848521233,0.991728127002716,-0.729706466197968,0.678600311279297,0.0838461518287659,-0.729706466197968,0.678600311279297,0.0838461518287659,0.391892850399017,0.132367730140686,0.910438895225525,0.322850108146667,0.0558783672749996,0.944799184799194,-0.114425353705883,0.0581561848521233,0.991728127002716,-0.108431480824947,-0.747601509094238,0.655236303806305,-0.584434032440186,-0.791568696498871,-0.178482234477997,-0.584434032440186,-0.791568696498871,-0.178482234477997,-0.729706466197968,0.678600311279297,0.0838461518287659,-0.114425353705883,0.0581561848521233,0.991728127002716,0.464523255825043,0.0301486533135176,-0.885047614574432,0.412844747304916,-0.730508804321289,-0.543981790542603,0.210638463497162,-0.881706416606903,-0.422167271375656,0.210638463497162,-0.881706416606903,-0.422167271375656,0.254073143005371,0.229092508554459,-0.939661383628845,0.464523255825043,0.0301486533135176,-0.885047614574432,0.412844747304916,-0.730508804321289,-0.543981790542603,-0.484223157167435,-0.867101430892944,0.11688919365406,-0.101768814027309,-0.551253080368042,0.828108191490173,
-0.101768814027309,-0.551253080368042,0.828108191490173,0.210638463497162,-0.881706416606903,-0.422167271375656,0.412844747304916,-0.730508804321289,-0.543981790542603,-0.484223157167435,-0.867101430892944,0.11688919365406,-0.761028468608856,0.632345080375671,-0.144829168915749,-0.242643117904663,0.823176681995392,0.51332688331604,-0.242643117904663,0.823176681995392,0.51332688331604,-0.101768814027309,-0.551253080368042,0.828108191490173,-0.484223157167435,-0.867101430892944,0.11688919365406,-0.761028468608856,0.632345080375671,-0.144829168915749,0.464523255825043,0.0301486533135176,-0.885047614574432,0.254073143005371,0.229092508554459,-0.939661383628845,0.254073143005371,0.229092508554459,-0.939661383628845,-0.242643117904663,0.823176681995392,0.51332688331604,-0.761028468608856,0.632345080375671,-0.144829168915749,-0.584434032440186,-0.791568696498871,-0.178482234477997,0.384791612625122,-0.727154672145844,0.568490624427795,0.189568132162094,-0.88909125328064,0.416630208492279,0.189568132162094,-0.88909125328064,0.416630208492279,-0.142546996474266,-0.594241917133331,-0.791553378105164,-0.584434032440186,-0.791568696498871,-0.178482234477997,0.384791612625122,-0.727154672145844,0.568490624427795,0.391892850399017,0.132367730140686,0.910438895225525,0.215394333004951,0.271680116653442,0.937973976135254,0.215394333004951,0.271680116653442,0.937973976135254,0.189568132162094,-0.88909125328064,0.416630208492279,0.384791612625122,-0.727154672145844,0.568490624427795,0.391892850399017,0.132367730140686,0.910438895225525,-0.729706466197968,0.678600311279297,0.0838461518287659,-0.281565010547638,0.84535676240921,-0.453974843025208,-0.281565010547638,0.84535676240921,-0.453974843025208,0.215394333004951,0.271680116653442,0.937973976135254,0.391892850399017,0.132367730140686,0.910438895225525,-0.729706466197968,0.678600311279297,0.0838461518287659,-0.584434032440186,-0.791568696498871,-0.178482234477997,-0.142546996474266,-0.594241917133331,-0.791553378105164,-0.142546996474266,-0.594241917133331,-0.791553378105164,-0.281565010547638,0.84535676240921,-0.453974843025208,
-0.729706466197968,0.678600311279297,0.0838461518287659,0.254073143005371,0.229092508554459,-0.939661383628845,0.210638463497162,-0.881706416606903,-0.422167271375656,-0.936022996902466,-0.337041348218918,-0.101311825215817,-0.936022996902466,-0.337041348218918,-0.101311825215817,-0.588232219219208,0.532681345939636,-0.608468174934387,0.254073143005371,0.229092508554459,-0.939661383628845,0.210638463497162,-0.881706416606903,-0.422167271375656,-0.101768814027309,-0.551253080368042,0.828108191490173,-0.231327518820763,-0.657879829406738,0.716715931892395,-0.231327518820763,-0.657879829406738,0.716715931892395,-0.936022996902466,-0.337041348218918,-0.101311825215817,0.210638463497162,-0.881706416606903,-0.422167271375656,-0.101768814027309,-0.551253080368042,0.828108191490173,-0.242643117904663,0.823176681995392,0.51332688331604,-0.472930580377579,0.518292665481567,0.712537407875061,-0.472930580377579,0.518292665481567,0.712537407875061,-0.231327518820763,-0.657879829406738,0.716715931892395,-0.101768814027309,-0.551253080368042,0.828108191490173,-0.242643117904663,0.823176681995392,0.51332688331604,0.254073143005371,0.229092508554459,-0.939661383628845,-0.588232219219208,0.532681345939636,-0.608468174934387,-0.588232219219208,0.532681345939636,-0.608468174934387,-0.472930580377579,0.518292665481567,0.712537407875061,-0.242643117904663,0.823176681995392,0.51332688331604,-0.142546996474266,-0.594241917133331,-0.791553378105164,0.189568132162094,-0.88909125328064,0.416630208492279,-0.930078566074371,-0.357807070016861,0.0832349583506584,-0.930078566074371,-0.357807070016861,0.0832349583506584,-0.154650956392288,-0.747076869010925,-0.646497666835785,-0.142546996474266,-0.594241917133331,-0.791553378105164,0.189568132162094,-0.88909125328064,0.416630208492279,0.215394333004951,0.271680116653442,0.937973976135254,-0.566381335258484,0.550821363925934,0.61303186416626,-0.566381335258484,0.550821363925934,0.61303186416626,-0.930078566074371,-0.357807070016861,0.0832349583506584,0.189568132162094,-0.88909125328064,0.416630208492279,
0.215394333004951,0.271680116653442,0.937973976135254,-0.281565010547638,0.84535676240921,-0.453974843025208,-0.443386912345886,0.595799326896667,-0.669650137424469,-0.443386912345886,0.595799326896667,-0.669650137424469,-0.566381335258484,0.550821363925934,0.61303186416626,0.215394333004951,0.271680116653442,0.937973976135254,-0.281565010547638,0.84535676240921,-0.453974843025208,-0.142546996474266,-0.594241917133331,-0.791553378105164,-0.154650956392288,-0.747076869010925,-0.646497666835785,-0.154650956392288,-0.747076869010925,-0.646497666835785,-0.443386912345886,0.595799326896667,-0.669650137424469,-0.281565010547638,0.84535676240921,-0.453974843025208
}
}
LayerElementUV: 0 {
Version: 101
Name: "UVChannel_1"
MappingInformationType: "ByPolygonVertex"
ReferenceInformationType: "IndexToDirect"
UV: *544 {
a: 0.373080790042877,0.296783447265625,0.421738862991333,0.281934708356857,0.586365222930908,0.252661824226379,0.741219997406006,0.252989083528519,0.875535488128662,0.32995069026947,0.320850014686584,0.325703233480453,0.386984407901764,0.314862817525864,0.584059596061707,0.314338207244873,0.734524548053741,0.314820945262909,0.905049204826355,0.36743950843811,0.240465879440308,0.375872433185577,0.346940398216248,0.354297399520874,0.581368505954742,0.360576093196869,0.742133796215057,0.361315965652466,0.891362547874451,0.372947037220001,0.238279044628143,0.410098969936371,0.317599207162857,0.416301727294922,0.573619604110718,0.421622842550278,0.735164523124695,0.414247006177902,0.903755187988281,0.392945736646652,0.238839864730835,0.480145126581192,0.315447479486465,0.527630090713501,0.551213562488556,0.578213155269623,0.700697958469391,0.587858974933624,0.901081264019012,0.418043971061707,0.3730808198452,0.296783447265625,0.421738862991333,0.281934708356857,0.586365222930908,0.252661824226379,0.741219997406006,0.252989083528519,0.875535488128662,0.32995069026947,0.320850014686584,0.325703233480453,0.386984407901764,0.314862817525864,0.584059596061707,0.314338207244873,0.734524607658386,0.314820945262909,0.905049204826355,0.36743950843811,0.240465879440308,0.375872433185577,0.34694042801857,0.354297399520874,0.581368505954742,0.360576063394547,0.742133855819702,0.361315935850143,0.891362547874451,0.372947037220001,0.238279044628143,0.410098969936371,0.317599236965179,0.416301727294922,0.573619604110718,0.4216228723526,0.735164523124695,0.414247035980225,0.903755187988281,0.392945736646652,0.238839864730835,0.48014509677887,0.31544753909111,0.527630090713501,0.551213562488556,0.578213155269623,0.700697958469391,0.587858974933624,0.901081264019012,0.418043971061707,0.837469696998596,0.33007276058197,0.834214568138123,0.290767371654511,0.839375734329224,0.362532615661621,0.852230131626129,0.406501173973084,0.863426446914673,0.461128801107407,0.834214568138123,0.290767371654511,0.837469696998596,0.33007276058197,
0.839375734329224,0.362532615661621,0.852230131626129,0.406501173973084,0.863426446914673,0.461128801107407,0.790528297424316,0.312023967504501,0.792240500450134,0.362421482801437,0.807439804077148,0.412069320678711,0.808818578720093,0.528695464134216,0.788857758045197,0.267007172107697,0.788857817649841,0.267007231712341,0.790527939796448,0.312023937702179,0.792240142822266,0.362421452999115,0.80743944644928,0.412069320678711,0.808818519115448,0.528695464134216,0.687000691890717,0.316335320472717,0.691715717315674,0.242035865783691,0.692639231681824,0.362505674362183,0.676934480667114,0.417545467615128,0.630604028701782,0.582072913646698,0.691715717315674,0.242035865783691,0.687000691890717,0.316335320472717,0.692639291286469,0.362505674362183,0.676934480667114,0.41754549741745,0.630604028701782,0.582072913646698,0.202859163284302,0.404680162668228,0.203612923622131,0.385557681322098,0.203612923622131,0.385557681322098,0.202859163284302,0.404680162668228,0.175159782171249,0.45368492603302,0.175159782171249,0.45368492603302,0.158215135335922,0.405327677726746,0.172503978013992,0.375371098518372,0.172503978013992,0.375371098518372,0.158215135335922,0.405327677726746,0.143006443977356,0.467304736375809,0.143006443977356,0.467304736375809,0.119603753089905,0.39545476436615,0.14221166074276,0.357002645730972,0.14221166074276,0.357002645730972,0.119603753089905,0.39545476436615,0.114174604415894,0.481489777565002,0.114174604415894,0.481489777565002,0.0859078764915466,0.394743800163269,0.0990068912506104,0.333939403295517,0.0990068912506104,0.333939403295517,0.0859078764915466,0.394743800163269,0.0566757917404175,0.511100172996521,0.0566757917404175,0.511100172996521,0.0505812168121338,0.401231795549393,0.0805211067199707,0.330866038799286,0.0805211067199707,0.330866038799286,0.0505812168121338,0.401231795549393,0.0210950672626495,0.510371088981628,0.0210950672626495,0.510371088981628,0.238412499427795,0.42968213558197,0.321182787418365,0.462047249078751,0.563879907131195,0.506798207759857,0.724189043045044,0.487891733646393,
0.901750802993774,0.402080565690994,0.321182787418365,0.462047219276428,0.238412529230118,0.42968213558197,0.563879907131195,0.506798207759857,0.724189043045044,0.487891733646393,0.901750802993774,0.402080565690994,0.864051699638367,0.434380680322647,0.864051699638367,0.434380680322647,0.813663482666016,0.461944311857224,0.813663244247437,0.461944311857224,0.65120542049408,0.507785975933075,0.65120542049408,0.507785975933075,0.193870544433594,0.424178391695023,0.193870544433594,0.424178391695023,0.142718076705933,0.43436673283577,0.142718076705933,0.43436673283577,0.110415816307068,0.443386554718018,0.110415816307068,0.443386554718018,0.0599827468395233,0.441214948892593,0.0599827468395233,0.441214978694916,0.0312739089131355,0.452171385288239,0.0312739089131355,0.452171415090561,0.309620827436447,0.544531881809235,0.233657091856003,0.489935845136642,0.175270438194275,0.467565178871155,0.175270438194275,0.467565178871155,0.233657091856003,0.489935845136642,0.30962085723877,0.544531881809235,0.549492001533508,0.59839004278183,0.608359277248383,0.603971421718597,0.663676261901855,0.604653775691986,0.663676261901855,0.604653775691986,0.608359277248383,0.603971421718597,0.549492001533508,0.59839004278183,0.508615851402283,0.671598136425018,0.293818324804306,0.593890726566315,0.223528489470482,0.544003307819366,0.18979012966156,0.498168468475342,0.18979012966156,0.498168468475342,0.223528489470482,0.544003307819366,0.293818324804306,0.593890726566315,0.508615851402283,0.671598136425018,0.402354687452316,0.640507221221924,0.488487064838409,0.318943738937378,0.485492080450058,0.26800137758255,0.486942887306213,0.36552357673645,0.480534911155701,0.418962270021439,0.45621246099472,0.567545354366302,0.485492080450058,0.26800137758255,0.488487064838409,0.318943738937378,0.486942917108536,0.36552357673645,0.480534911155701,0.418962270021439,0.45621246099472,0.567545354366302,0.478800088167191,0.491088598966599,0.478800088167191,0.491088598966599,0.449578493833542,0.585034489631653,0.449578464031219,0.585034489631653,0.402354687452316,
0.640507221221924,0.56955760717392,0.663198351860046,0.56955760717392,0.663198351860046,0.592595219612122,0.667008936405182,0.592595219612122,0.667008936405182,0.323172390460968,0.301380634307861,0.375403225421906,0.270239889621735,0.434958606958389,0.247530043125153,0.487263053655624,0.240624785423279,0.542276382446289,0.249857187271118,0.542276382446289,0.249857187271118,0.487263053655624,0.240624785423279,0.434958606958389,0.247530043125153,0.375403225421906,0.270239889621735,0.32317242026329,0.301380634307861,0.264605224132538,0.346703767776489,0.264605224132538,0.346703767776489,0.651629567146301,0.315336763858795,0.645303666591644,0.361540853977203,0.634659051895142,0.419584155082703,0.590908765792847,0.58014303445816,0.613677799701691,0.249925971031189,0.613677799701691,0.249925971031189,0.651629567146301,0.315336763858795,0.645303726196289,0.361540853977203,0.634659051895142,0.419584155082703,0.590908765792847,0.58014303445816,0.60754269361496,0.507292091846466,0.60754269361496,0.507292091846466,0.578925669193268,0.601180732250214,0.578925609588623,0.601180732250214,0.539086699485779,0.66739821434021,0.539086699485779,0.66739821434021,0.606285989284515,0.244662880897522,0.654723048210144,0.232641100883484,0.654723048210144,0.232641100883484,0.606285989284515,0.244662880897522,0.589430093765259,0.235929787158966,0.62498664855957,0.226031363010406,0.62498664855957,0.226031363010406,0.589430093765259,0.235929787158966,0.576849043369293,0.220186680555344,0.589838743209839,0.216128349304199,0.589838743209839,0.216128349304199,0.576849043369293,0.220186680555344,0.672871887683868,0.340305536985397,0.669322788715363,0.328012406826019,0.649964094161987,0.327769875526428,0.645862758159637,0.340090692043304,0.649964094161987,0.327769845724106,0.669322788715363,0.328012347221375,0.672871947288513,0.340305477380753,0.645862758159637,0.340090692043304,0.832292854785919,0.109481580555439,0.832899391651154,0.109460063278675,0.827166795730591,0.125975340604782,0.827516794204712,0.125635266304016,0.827166795730591,0.125975340604782,
0.832899391651154,0.109460033476353,0.832292854785919,0.109481550753117,0.827516794204712,0.125635266304016,0.783924162387848,0.121900759637356,0.783937633037567,0.121286161243916,0.789576649665833,0.124177396297455,0.789553046226501,0.124063700437546,0.789576649665833,0.12417733669281,0.783937633037567,0.121286101639271,0.783924162387848,0.121900670230389,0.789553046226501,0.124063640832901,0.741219997406006,0.252989083528519,0.875535488128662,0.32995069026947,0.905049204826355,0.36743950843811,0.712179064750671,0.59679388999939,0.919912576675415,0.437670081853867,0.753698348999023,0.235372588038445,0.898003458976746,0.314940184354782,0.913184225559235,0.368064939975739,0.700697958469391,0.587858974933624,0.901081264019012,0.418043971061707,0.834214568138123,0.290767371654511,0.882257759571075,0.480754911899567,0.84669291973114,0.273150861263275,0.863426446914673,0.461128801107407,0.827649891376495,0.548321604728699,0.801336109638214,0.249390676617622,0.788857817649841,0.267007231712341,0.808818519115448,0.528695464134216,0.691715717315674,0.242035865783691,0.704194068908691,0.224419370293617,0.918526113033295,0.429673701524735,0.901750802993774,0.402080565690994,0.663676261901855,0.604653775691986,0.65644770860672,0.615593254566193,0.909794092178345,0.148588940501213,0.906640350818634,0.14637815952301,0.893010795116425,0.154229193925858,0.891248166561127,0.15519055724144,0.893010795116425,0.154229164123535,0.906640350818634,0.146378099918365,0.90979415178299,0.148588880896568,0.891248166561127,0.15519055724144
}
UVIndex: *1428 {
a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
104,98,99,100,106,106,105,99,100,101,107,107,106,100,132,134,107,107,101,132,102,103,109,109,108,102,103,133,135,135,109,103,20,21,111,111,110,20,21,161,167,167,111,21,112,22,191,191,198,112,113,23,63,63,122,113,115,46,45,45,116,115,117,47,166,166,168,117,79,197,199,199,125,79,69,48,118,118,123,69,244,249,261,261,260,244,104,107,134,134,135,104,19,53,120,120,114,19,59,121,119,119,49,59,53,62,122,122,120,53,59,69,123,123,121,59,113,18,73,73,124,113,48,79,125,125,118,48,116,45,84,84,126,116,15,80,127,127,110,15,84,90,128,128,126,84,127,80,86,86,129,127,90,96,130,130,128,90,129,86,92,92,131,129,96,102,132,132,130,96,131,92,98,98,133,131,102,108,134,134,132,102,133,98,104,104,135,133,21,20,137,137,136,21,20,85,138,138,137,20,85,84,139,139,138,85,84,45,140,140,139,84,45,46,141,141,140,45,166,169,141,141,46,166,47,197,200,200,142,47,79,48,144,144,143,79,248,243,263,263,262,248,145,23,74,74,146,145,191,201,146,146,74,191,161,170,147,147,22,161,201,202,172,172,146,201,170,156,148,148,147,170,136,137,150,150,149,136,137,138,151,151,150,137,138,139,152,152,151,138,152,139,140,140,153,152,140,141,154,154,153,140,141,169,171,171,154,141,142,200,203,203,155,142,155,148,156,156,171,155,7,2,158,158,157,7,12,7,157,157,159,12,160,17,12,12,159,160,112,17,160,160,167,112,162,27,32,32,163,162,163,32,37,37,164,163,37,42,165,165,164,37,165,42,117,117,168,165,180,181,182,182,179,180,149,154,171,171,156,149,161,22,112,112,167,161,46,115,168,168,166,46,166,47,142,142,169,166,161,21,136,136,170,161,136,149,156,156,170,136,169,142,155,155,171,169,143,144,174,174,173,143,144,145,175,175,174,144,145,146,172,172,175,145,5,0,177,177,176,5,0,1,178,178,177,0,1,158,179,179,178,1,158,2,180,180,179,158,2,27,181,181,180,2,181,27,162,162,182,181,162,26,183,183,182,162,26,25,184,184,183,26,25,30,185,185,184,25,30,35,186,186,185,30,35,10,187,187,186,35,10,5,176,176,187,10,70,71,193,193,188,70,232,233,234,234,235,232,73,72,189,189,190,73,198,124,73,73,190,198,192,75,76,76,194,192,236,237,238,238,239,236,195,77,78,78,196,195,78,125,199,199,196,78,213,214,
215,215,212,213,148,155,203,203,202,148,74,124,198,198,191,74,197,47,117,117,199,197,197,79,143,143,200,197,22,147,201,201,191,22,147,148,202,202,201,147,200,143,173,173,203,200,193,71,205,205,204,193,71,75,206,206,205,71,75,192,207,207,206,75,192,193,204,204,207,192,204,205,209,209,208,204,205,206,210,210,209,205,206,207,211,211,210,206,207,204,208,208,211,207,208,209,213,213,212,208,214,213,209,209,210,214,210,211,215,215,214,210,212,215,211,211,208,212,72,70,217,217,216,72,70,188,218,218,217,70,188,189,219,219,218,188,189,72,216,216,219,189,194,76,221,221,220,194,76,77,222,222,221,76,77,195,223,223,222,77,195,194,220,220,223,195,264,265,225,225,224,264,265,266,226,226,225,265,266,267,227,227,226,266,267,264,224,224,227,267,268,269,229,229,228,268,269,270,230,230,229,269,270,271,231,231,230,270,271,268,228,228,231,271,224,225,233,233,232,224,225,226,234,234,233,225,226,227,235,235,234,226,227,224,232,232,235,227,228,229,237,237,236,228,229,230,238,238,237,229,230,231,239,239,238,230,231,228,236,236,239,231
}
}
LayerElementVisibility: 0 {
Version: 101
Name: ""
MappingInformationType: "ByEdge"
ReferenceInformationType: "Direct"
Visibility: *714 {
a: 1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,1,1,0,1,0,1,1,1,0,1,1,1,1,0,1,1,0,1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,0,1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,1,1,0,1,1,1,0,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,1,0,1,1,1,0,1,1,0,1,0,1,1,1,0,1,1,0,1,0,1,0,1,1,0,1,1,0,1,0,1,0,1,1,0,0,1,1,0,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,0,1,1,1,1,0,1,1,0,1,1,0,1,1,0,1,1,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,0,1,1,1,0,1,1,0,1,1,1,0,1,1,0,1,1,1,0,1,0,1,1,1,0,1,1,0,1,1,0,1,0,1,1,0,1,0,1,1,0,1,1,0,1,1,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,1,1,0,1,1,1,0,1,1,0,0,1,1,0,1,0,0,0,0,1,1,0,1,0,1,1,0,1,0,0,1,1,0,0,1,1,0,0,1,0,0,1,0,1,1,1,0,1,1,0,1,1,0,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,0,1,1,1,1,0,1,1,1,0,1,1,1,0,1,1,1,0,1,1,0,1,1,0,1,0,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,1,0,1,0,1,1,0,0,1,1,0,1,0,1,1,0,0,1,1,0,1,0,1,0,0,0,1,0,1,0,0,1,0,1,1,0,0,1,0,1,1,0,1,0,1,0,1,0,0,1,1,0,1,0,1,0,1,0,1,0,0,1,0,1,1,1,0,1,1,1,0,1,1,0,1,0,1,1,1,0,1,1,1,0,1,0,1,1,0,1,1,0,1,0,0,0,1,1,0,0,0,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,0,1,1,0,0,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,1,1,0,1,1,0,1,0,1,1,0,1,1,0,1,0,0,1,0,1,1,0,1,0,0
}
}
LayerElementMaterial: 0 {
Version: 101
Name: ""
MappingInformationType: "ByPolygon"
ReferenceInformationType: "IndexToDirect"
Materials: *476 {
a: 6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6,6
}
}
Layer: 0 {
Version: 100
LayerElement: {
Type: "LayerElementNormal"
TypedIndex: 0
}
LayerElement: {
Type: "LayerElementMaterial"
TypedIndex: 0
}
LayerElement: {
Type: "LayerElementVisibility"
TypedIndex: 0
}
LayerElement: {
Type: "LayerElementUV"
TypedIndex: 0
}
}
}
Model: 1528851184, "Model::TropicalFish02", "Mesh" {
Version: 232
Properties70: {
P: "InheritType", "enum", "", "",1
P: "ScalingMax", "Vector3D", "Vector", "",0,0,0
P: "GeometricTranslation", "Vector3D", "Vector", "",6.01717329025269,-41.8203201293945,-17.3838672637939
P: "GeometricRotation", "Vector3D", "Vector", "",90,-1.70754731243505e-006,-90
P: "DefaultAttributeIndex", "int", "Integer", "",0
P: "Lcl Rotation", "Lcl Rotation", "", "A",0,1.70754729250319e-006,0
P: "Lcl Scaling", "Lcl Scaling", "", "A",1,1,1
P: "MaxHandle", "int", "Integer", "UH",6
}
MultiLayer: 0
MultiTake: 1
Shading: T
Culling: "CullingOff"
}
Material: 782528112, "Material::Material #26", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "DiffuseColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",2.0000000206574
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Diffuse", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",2.0000000206574
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Material: 782528512, "Material::Material #27", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "DiffuseColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",2.0000000206574
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Diffuse", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",2.0000000206574
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Material: 782528912, "Material::Material #28", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "DiffuseColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",2.0000000206574
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Diffuse", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",2.0000000206574
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Material: 782526912, "Material::Material #29", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "DiffuseColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",2.0000000206574
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Diffuse", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",2.0000000206574
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Material: 782527312, "Material::Material #30", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "DiffuseColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",2.0000000206574
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Diffuse", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",2.0000000206574
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Material: 782527712, "Material::Material #31", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "DiffuseColor", "ColorRGB", "Color", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",2.0000000206574
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Diffuse", "Vector3D", "Vector", "",0.587999999523163,0.587999999523163,0.587999999523163
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",2.0000000206574
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Material: 839921280, "Material::02 - Default", "" {
Version: 102
ShadingModel: "phong"
MultiLayer: 0
Properties70: {
P: "ShadingModel", "KString", "", "", "phong"
P: "EmissiveFactor", "double", "Number", "",0
P: "AmbientColor", "ColorRGB", "Color", "",0.588235318660736,0.588235318660736,0.588235318660736
P: "DiffuseColor", "ColorRGB", "Color", "",0.588235318660736,0.588235318660736,0.588235318660736
P: "TransparentColor", "ColorRGB", "Color", "",1,1,1
P: "SpecularColor", "ColorRGB", "Color", "",0.899999976158142,0.899999976158142,0.899999976158142
P: "SpecularFactor", "double", "Number", "",0
P: "ShininessExponent", "double", "Number", "",1.99999991737042
P: "Emissive", "Vector3D", "Vector", "",0,0,0
P: "Ambient", "Vector3D", "Vector", "",0.588235318660736,0.588235318660736,0.588235318660736
P: "Diffuse", "Vector3D", "Vector", "",0.588235318660736,0.588235318660736,0.588235318660736
P: "Specular", "Vector3D", "Vector", "",0,0,0
P: "Shininess", "double", "Number", "",1.99999991737042
P: "Opacity", "double", "Number", "",1
P: "Reflectivity", "double", "Number", "",0
}
}
Video: 839920880, "Video::Map #3", "Clip" {
Type: "Clip"
Properties70: {
P: "Path", "KString", "XRefUrl", "", "J:\my projects\tropicalfish\TropicalFish02.jpg"
}
UseMipMap: 0
Filename: "J:\my projects\tropicalfish\TropicalFish02.jpg"
RelativeFilename: "..\..\..\..\..\my projects\tropicalfish\TropicalFish02.jpg"
Content: ,
"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"
}
Texture: 838313648, "Texture::Map #3", "" {
Type: "TextureVideoClip"
Version: 202
TextureName: "Texture::Map #3"
Properties70: {
P: "UVSet", "KString", "", "", "UVChannel_1"
P: "UseMaterial", "bool", "", "",1
}
Media: "Video::Map #3"
FileName: "J:\my projects\tropicalfish\TropicalFish02.jpg"
RelativeFilename: "..\..\..\..\..\my projects\tropicalfish\TropicalFish02.jpg"
ModelUVTranslation: 0,0
ModelUVScaling: 1,1
Texture_Alpha_Source: "None"
Cropping: 0,0,0,0
}
CollectionExclusive: 1515076064, "DisplayLayer::TropicalFish02", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.0235294117647059,0.529411764705882,0.443137254901961
P: "Show", "bool", "", "",1
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515077968, "DisplayLayer::TropicalFish05", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.894117647058824,0.83921568627451,0.6
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515077408, "DisplayLayer::TropicalFish10", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.0235294117647059,0.529411764705882,0.443137254901961
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515076848, "DisplayLayer::TropicalFish08", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.882352941176471,0.345098039215686,0.780392156862745
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515068672, "DisplayLayer::TropicalFish13", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.529411764705882,0.231372549019608,0.0313725490196078
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515070352, "DisplayLayer::TropicalFish12", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.603921568627451,0.843137254901961,0.898039215686275
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515075168, "DisplayLayer::TropicalFish09", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.650980392156863,0.898039215686275,0.898039215686275
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515074608, "DisplayLayer::TropicalFish03", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.6,0.894117647058824,0.83921568627451
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515072816, "DisplayLayer::TropicalFish14", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.898039215686275,0.603921568627451,0.843137254901961
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515068000, "DisplayLayer::TropicalFish15", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.0235294117647059,0.529411764705882,0.0235294117647059
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515071472, "DisplayLayer::TropicalFish01", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.83921568627451,0.894117647058824,0.6
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515071248, "DisplayLayer::TropicalFish04", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.541176470588235,0.0313725490196078,0.431372549019608
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515070800, "DisplayLayer::TropicalFish06", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.105882352941176,0.694117647058824,0.345098039215686
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515069232, "DisplayLayer::TropicalFish07", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.882352941176471,0.345098039215686,0.780392156862745
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
CollectionExclusive: 1515061056, "DisplayLayer::TropicalFish11", "DisplayLayer" {
Properties70: {
P: "Color", "ColorRGB", "Color", "",0.109803921568627,0.109803921568627,0.694117647058824
P: "Show", "bool", "", "",0
P: "Freeze", "bool", "", "",0
P: "LODBox", "bool", "", "",0
}
}
}
; Object connections
;------------------------------------------------------------------
Connections: {
;Model::TropicalFish02, Model::RootNode
C: "OO",1528851184,0
;AnimLayer::BaseLayer, AnimStack::fish18
C: "OO",1384588688,786150240
;Geometry::, Model::TropicalFish02
C: "OO",665886384,1528851184
;Material::Material #26, Model::TropicalFish02
C: "OO",782528112,1528851184
;Material::Material #27, Model::TropicalFish02
C: "OO",782528512,1528851184
;Material::Material #28, Model::TropicalFish02
C: "OO",782528912,1528851184
;Material::Material #29, Model::TropicalFish02
C: "OO",782526912,1528851184
;Material::Material #30, Model::TropicalFish02
C: "OO",782527312,1528851184
;Material::Material #31, Model::TropicalFish02
C: "OO",782527712,1528851184
;Material::02 - Default, Model::TropicalFish02
C: "OO",839921280,1528851184
;Texture::Map #3, Material::02 - Default
C: "OP",838313648,839921280, "DiffuseColor"
;Video::Map #3, Texture::Map #3
C: "OO",839920880,838313648
;Model::TropicalFish02, DisplayLayer::TropicalFish02
C: "OO",1528851184,1515076064
}