CartoonMagicZone2.json 189 KB

1
  1. {"metadata":{"version":4.6,"type":"Object","generator":"Object3D.toJSON"},"geometries":[{"uuid":"433a755f-4115-4a64-bd06-1f05331a1078","type":"PlaneGeometry","width":1,"height":1,"widthSegments":1,"heightSegments":1},{"uuid":"aa90557d-f0dc-4a06-9c29-fab529071127","type":"BufferGeometry","data":{"attributes":{"position":{"itemSize":3,"type":"Float32Array","array":[0.3199998736381531,0,0,0.32004252076148987,-3.818695359925073e-10,0.29342496395111084,0.3138929605484009,0.06243722140789032,0.29342496395111084,0.3199998736381531,0,0,0.3138929605484009,0.06243722140789032,0.29342496395111084,0.31385117769241333,0.062428902834653854,0,0.31385117769241333,0.062428902834653854,0,0.3138929605484009,0.06243722140789032,0.29342496395111084,0.2956807017326355,0.12247501313686371,0.29342496395111084,0.31385117769241333,0.062428902834653854,0,0.2956807017326355,0.12247501313686371,0.29342496395111084,0.29564133286476135,0.12245870381593704,0,0.29564133286476135,0.12245870381593704,0,0.2956807017326355,0.12247501313686371,0.29342496395111084,0.2661055624485016,0.17780615389347076,0.29342496395111084,0.29564133286476135,0.12245870381593704,0,0.2661055624485016,0.17780615389347076,0.29342496395111084,0.2660701274871826,0.17778247594833374,0,0.2660701274871826,0.17778247594833374,0,0.2661055624485016,0.17780615389347076,0.29342496395111084,0.22630417346954346,0.2263043224811554,0.29342496395111084,0.2660701274871826,0.17778247594833374,0,0.22630417346954346,0.2263043224811554,0.29342496395111084,0.2262740284204483,0.22627416253089905,0,0.2262740284204483,0.22627416253089905,0,0.22630417346954346,0.2263043224811554,0.29342496395111084,0.1778060346841812,0.2661057412624359,0.29342496395111084,0.2262740284204483,0.22627416253089905,0,0.1778060346841812,0.2661057412624359,0.29342496395111084,0.177782341837883,0.26607027649879456,0,0.177782341837883,0.26607027649879456,0,0.1778060346841812,0.2661057412624359,0.29342496395111084,0.12247484922409058,0.29568082094192505,0.29342496395111084,0.177782341837883,0.26607027649879456,0,0.12247484922409058,0.29568082094192505,0.29342496395111084,0.1224585697054863,0.2956414520740509,0,0.1224585697054863,0.2956414520740509,0,0.12247484922409058,0.29568082094192505,0.29342496395111084,0.062437109649181366,0.31389304995536804,0.29342496395111084,0.1224585697054863,0.2956414520740509,0,0.062437109649181366,0.31389304995536804,0.29342496395111084,0.0624287948012352,0.3138512670993805,0,0.0624287948012352,0.3138512670993805,0,0.062437109649181366,0.31389304995536804,0.29342496395111084,-9.109875520607602e-8,0.3200426399707794,0.29342496395111084,0.0624287948012352,0.3138512670993805,0,-9.109875520607602e-8,0.3200426399707794,0.29342496395111084,-9.536743306171047e-8,0.3199999928474426,0,-9.536743306171047e-8,0.3199999928474426,0,-9.109875520607602e-8,0.3200426399707794,0.29342496395111084,-0.06243729218840599,0.31389307975769043,0.29342496395111084,-9.536743306171047e-8,0.3199999928474426,0,-0.06243729218840599,0.31389307975769043,0.29342496395111084,-0.06242898479104042,0.3138512969017029,0,-0.06242898479104042,0.3138512969017029,0,-0.06243729218840599,0.31389307975769043,0.29342496395111084,-0.12247508019208908,0.2956808805465698,0.29342496395111084,-0.06242898479104042,0.3138512969017029,0,-0.12247508019208908,0.2956808805465698,0.29342496395111084,-0.12245876342058182,0.2956414520740509,0,-0.12245876342058182,0.2956414520740509,0,-0.12247508019208908,0.2956808805465698,0.29342496395111084,-0.17780625820159912,0.2661057412624359,0.29342496395111084,-0.12245876342058182,0.2956414520740509,0,-0.17780625820159912,0.2661057412624359,0.29342496395111084,-0.1777825951576233,0.26607027649879456,0,-0.1777825951576233,0.26607027649879456,0,-0.17780625820159912,0.2661057412624359,0.29342496395111084,-0.22630441188812256,0.2263043224811554,0.29342496395111084,-0.1777825951576233,0.26607027649879456,0,-0.22630441188812256,0.2263043224811554,0.29342496395111084,-0.2262742966413498,0.22627416253089905,0,-0.2262742966413498,0.22627416253089905,0,-0.22630441188812256,0.2263043224811554,0.29342496395111084,-0.2661058306694031,0.17780615389347076,0.29342496395111084,-0.2262742966413498,0.22627416253089905,0,-0.2661058306694031,0.17780615389347076,0.29342496395111084,-0.2660703957080841,0.17778246104717255,0,-0.2660703957080841,0.17778246104717255,0,-0.2661058306694031,0.17780615389347076,0.29342496395111084,-0.2956809401512146,0.12247495353221893,0.29342496395111084,-0.2660703957080841,0.17778246104717255,0,-0.2956809401512146,0.12247495353221893,0.29342496395111084,-0.29564160108566284,0.12245865166187286,0,-0.29564160108566284,0.12245865166187286,0,-0.2956809401512146,0.12247495353221893,0.29342496395111084,-0.31389319896698,0.06243714317679405,0.29342496395111084,-0.29564160108566284,0.12245865166187286,0,-0.31389319896698,0.06243714317679405,0.29342496395111084,-0.3138514459133148,0.062428828328847885,0,-0.3138514459133148,0.062428828328847885,0,-0.31389319896698,0.06243714317679405,0.29342496395111084,-0.3200426995754242,-1.0466498423511439e-7,0.29342496395111084,-0.3138514459133148,0.062428828328847885,0,-0.3200426995754242,-1.0466498423511439e-7,0.29342496395111084,-0.3200001120567322,-1.0426924035300544e-7,0,-0.3200001120567322,-1.0426924035300544e-7,0,-0.3200426995754242,-1.0466498423511439e-7,0.29342496395111084,-0.3138931393623352,-0.06243734434247017,0.29342496395111084,-0.3200001120567322,-1.0426924035300544e-7,0,-0.3138931393623352,-0.06243734434247017,0.29342496395111084,-0.31385138630867004,-0.0624290332198143,0,-0.31385138630867004,-0.0624290332198143,0,-0.3138931393623352,-0.06243734434247017,0.29342496395111084,-0.2956808805465698,-0.12247513979673386,0.29342496395111084,-0.31385138630867004,-0.0624290332198143,0,-0.2956808805465698,-0.12247513979673386,0.29342496395111084,-0.2956415116786957,-0.12245883792638779,0,-0.2956415116786957,-0.12245883792638779,0,-0.2956808805465698,-0.12247513979673386,0.29342496395111084,-0.2661057114601135,-0.1778062880039215,0.29342496395111084,-0.2956415116786957,-0.12245883792638779,0,-0.2661057114601135,-0.1778062880039215,0.29342496395111084,-0.26607027649879456,-0.17778262495994568,0,-0.26607027649879456,-0.17778262495994568,0,-0.2661057114601135,-0.1778062880039215,0.29342496395111084,-0.22630426287651062,-0.22630441188812256,0.29342496395111084,-0.26607027649879456,-0.17778262495994568,0,-0.22630426287651062,-0.22630441188812256,0.29342496395111084,-0.22627414762973785,-0.226274311542511,0,-0.22627414762973785,-0.226274311542511,0,-0.22630426287651062,-0.22630441188812256,0.29342496395111084,-0.1778060495853424,-0.2661058306694031,0.29342496395111084,-0.22627414762973785,-0.226274311542511,0,-0.1778060495853424,-0.2661058306694031,0.29342496395111084,-0.17778240144252777,-0.2660703957080841,0,-0.17778240144252777,-0.2660703957080841,0,-0.1778060495853424,-0.2661058306694031,0.29342496395111084,-0.12247488647699356,-0.2956809103488922,0.29342496395111084,-0.17778240144252777,-0.2660703957080841,0,-0.12247488647699356,-0.2956809103488922,0.29342496395111084,-0.1224585697054863,-0.29564154148101807,0,-0.1224585697054863,-0.29564154148101807,0,-0.12247488647699356,-0.2956809103488922,0.29342496395111084,-0.06243705376982689,-0.31389307975769043,0.29342496395111084,-0.1224585697054863,-0.29564154148101807,0,-0.06243705376982689,-0.31389307975769043,0.29342496395111084,-0.06242874637246132,-0.31385132670402527,0,-0.06242874637246132,-0.31385132670402527,0,-0.06243705376982689,-0.31389307975769043,0.29342496395111084,1.950416503859742e-7,-0.32004261016845703,0.29342496395111084,-0.06242874637246132,-0.31385132670402527,0,1.950416503859742e-7,-0.32004261016845703,0.29342496395111084,1.9073486612342094e-7,-0.3199999928474426,0,1.9073486612342094e-7,-0.3199999928474426,0,1.950416503859742e-7,-0.32004261016845703,0.29342496395111084,0.06243743747472763,-0.3138929605484009,0.29342496395111084,1.9073486612342094e-7,-0.3199999928474426,0,0.06243743747472763,-0.3138929605484009,0.29342496395111084,0.062429118901491165,-0.3138512372970581,0,0.062429118901491165,-0.3138512372970581,0,0.06243743747472763,-0.3138929605484009,0.29342496395111084,0.12247521430253983,-0.2956806421279907,0.29342496395111084,0.062429118901491165,-0.3138512372970581,0,0.12247521430253983,-0.2956806421279907,0.29342496395111084,0.12245891243219376,-0.29564130306243896,0,0.12245891243219376,-0.29564130306243896,0,0.12247521430253983,-0.2956806421279907,0.29342496395111084,0.17780636250972748,-0.26610544323921204,0.29342496395111084,0.12245891243219376,-0.29564130306243896,0,0.17780636250972748,-0.26610544323921204,0.29342496395111084,0.17778268456459045,-0.26607006788253784,0,0.17778268456459045,-0.26607006788253784,0,0.17780636250972748,-0.26610544323921204,0.29342496395111084,0.22630447149276733,-0.22630399465560913,0.29342496395111084,0.17778268456459045,-0.26607006788253784,0,0.22630447149276733,-0.22630399465560913,0.29342496395111084,0.22627434134483337,-0.22627387940883636,0,0.22627434134483337,-0.22627387940883636,0,0.22630447149276733,-0.22630399465560913,0.29342496395111084,0.26610586047172546,-0.17780576646327972,0.29342496395111084,0.22627434134483337,-0.22627387940883636,0,0.26610586047172546,-0.17780576646327972,0.29342496395111084,0.2660703957080841,-0.1777821183204651,0,0.2660703957080841,-0.1777821183204651,0,0.26610586047172546,-0.17780576646327972,0.29342496395111084,0.2956809103488922,-0.1224745661020279,0.29342496395111084,0.2660703957080841,-0.1777821183204651,0,0.2956809103488922,-0.1224745661020279,0.29342496395111084,0.2956415116786957,-0.12245826423168182,0,0.2956415116786957,-0.12245826423168182,0,0.2956809103488922,-0.1224745661020279,0.29342496395111084,0.31389302015304565,-0.06243673339486122,0.29342496395111084,0.2956415116786957,-0.12245826423168182,0,0.31389302015304565,-0.06243673339486122,0.29342496395111084,0.3138512372970581,-0.06242842227220535,0,0.3138512372970581,-0.06242842227220535,0,0.31389302015304565,-0.06243673339486122,0.29342496395111084,0.32004252076148987,-3.818695359925073e-10,0.29342496395111084,0.3138512372970581,-0.06242842227220535,0,0.32004252076148987,-3.818695359925073e-10,0.29342496395111084,0.3199998736381531,0,0],"normalized":false},"normal":{"itemSize":3,"type":"Float32Array","array":[-1,-1.3821671984715067e-7,0.00014526319864671677,-1,-1.3821923516843526e-7,0.00014526319864671677,-0.9807852506637573,-0.19509044289588928,0.00014526458107866347,-1,-1.3821671984715067e-7,0.00014526319864671677,-0.9807852506637573,-0.19509044289588928,0.00014526458107866347,-0.9807852506637573,-0.19509044289588928,0.00014526458107866347,-0.9807852506637573,-0.19509044289588928,0.00014526458107866347,-0.9807852506637573,-0.19509044289588928,0.00014526458107866347,-0.9238795042037964,-0.38268351554870605,0.00014525548613164574,-0.9807852506637573,-0.19509044289588928,0.00014526458107866347,-0.9238795042037964,-0.38268351554870605,0.00014525548613164574,-0.9238795042037964,-0.38268351554870605,0.0001452554715797305,-0.9238795042037964,-0.38268351554870605,0.0001452554715797305,-0.9238795042037964,-0.38268351554870605,0.00014525548613164574,-0.8314695358276367,-0.5555703639984131,0.00014526229642797261,-0.9238795042037964,-0.38268351554870605,0.0001452554715797305,-0.8314695358276367,-0.5555703639984131,0.00014526229642797261,-0.8314695358276367,-0.5555703639984131,0.00014526229642797261,-0.8314695358276367,-0.5555703639984131,0.00014526229642797261,-0.8314695358276367,-0.5555703639984131,0.00014526229642797261,-0.70710688829422,-0.7071066498756409,0.0001452870201319456,-0.8314695358276367,-0.5555703639984131,0.00014526229642797261,-0.70710688829422,-0.7071066498756409,0.0001452870201319456,-0.70710688829422,-0.7071066498756409,0.0001452870201319456,-0.70710688829422,-0.7071066498756409,0.0001452870201319456,-0.70710688829422,-0.7071066498756409,0.0001452870201319456,-0.555570125579834,-0.8314696550369263,0.00014529678446706384,-0.70710688829422,-0.7071066498756409,0.0001452870201319456,-0.555570125579834,-0.8314696550369263,0.00014529678446706384,-0.555570125579834,-0.8314696550369263,0.00014529678446706384,-0.555570125579834,-0.8314696550369263,0.00014529678446706384,-0.555570125579834,-0.8314696550369263,0.00014529678446706384,-0.382683128118515,-0.9238796234130859,0.0001452431606594473,-0.555570125579834,-0.8314696550369263,0.00014529678446706384,-0.382683128118515,-0.9238796234130859,0.0001452431606594473,-0.382683128118515,-0.9238796234130859,0.0001452431606594473,-0.382683128118515,-0.9238796234130859,0.0001452431606594473,-0.382683128118515,-0.9238796234130859,0.0001452431606594473,-0.19509056210517883,-0.9807852506637573,0.0001452259166399017,-0.382683128118515,-0.9238796234130859,0.0001452431606594473,-0.19509056210517883,-0.9807852506637573,0.0001452259166399017,-0.19509054720401764,-0.9807852506637573,0.0001452259166399017,-0.19509054720401764,-0.9807852506637573,0.0001452259166399017,-0.19509056210517883,-0.9807852506637573,0.0001452259166399017,-1.5251778506808478e-7,-1,0.00014524631842505187,-0.19509054720401764,-0.9807852506637573,0.0001452259166399017,-1.5251778506808478e-7,-1,0.00014524631842505187,-1.47748920653612e-7,-1,0.00014524630387313664,-1.47748920653612e-7,-1,0.00014524630387313664,-1.5251778506808478e-7,-1,0.00014524631842505187,0.19509027898311615,-0.9807852506637573,0.0001452469441574067,-1.47748920653612e-7,-1,0.00014524630387313664,0.19509027898311615,-0.9807852506637573,0.0001452469441574067,0.19509030878543854,-0.9807852506637573,0.00014524698781315237,0.19509030878543854,-0.9807852506637573,0.00014524698781315237,0.19509027898311615,-0.9807852506637573,0.0001452469441574067,0.3826830983161926,-0.9238796830177307,0.0001452873257221654,0.19509030878543854,-0.9807852506637573,0.00014524698781315237,0.3826830983161926,-0.9238796830177307,0.0001452873257221654,0.3826830983161926,-0.9238796830177307,0.00014528734027408063,0.3826830983161926,-0.9238796830177307,0.00014528734027408063,0.3826830983161926,-0.9238796830177307,0.0001452873257221654,0.555570125579834,-0.8314696550369263,0.0001452993310522288,0.3826830983161926,-0.9238796830177307,0.00014528734027408063,0.555570125579834,-0.8314696550369263,0.0001452993310522288,0.555570125579834,-0.8314696550369263,0.0001452993310522288,0.555570125579834,-0.8314696550369263,0.0001452993310522288,0.555570125579834,-0.8314696550369263,0.0001452993310522288,0.7071068286895752,-0.7071067094802856,0.00014525251754093915,0.555570125579834,-0.8314696550369263,0.0001452993310522288,0.7071068286895752,-0.7071067094802856,0.00014525251754093915,0.7071069478988647,-0.7071066498756409,0.00014525251754093915,0.7071069478988647,-0.7071066498756409,0.00014525251754093915,0.7071068286895752,-0.7071067094802856,0.00014525251754093915,0.831469714641571,-0.5555700659751892,0.00014521018601953983,0.7071069478988647,-0.7071066498756409,0.00014525251754093915,0.831469714641571,-0.5555700659751892,0.00014521018601953983,0.831469714641571,-0.5555700659751892,0.00014521018601953983,0.831469714641571,-0.5555700659751892,0.00014521018601953983,0.831469714641571,-0.5555700659751892,0.00014521018601953983,0.9238796234130859,-0.3826832175254822,0.00014515680959448218,0.831469714641571,-0.5555700659751892,0.00014521018601953983,0.9238796234130859,-0.3826832175254822,0.00014515680959448218,0.9238796234130859,-0.3826832175254822,0.00014515679504256696,0.9238796234130859,-0.3826832175254822,0.00014515679504256696,0.9238796234130859,-0.3826832175254822,0.00014515680959448218,0.9807853698730469,-0.1950899362564087,0.00014510477194562554,0.9238796234130859,-0.3826832175254822,0.00014515679504256696,0.9807853698730469,-0.1950899362564087,0.00014510477194562554,0.9807853698730469,-0.1950899213552475,0.00014510475739371032,0.9807853698730469,-0.1950899213552475,0.00014510475739371032,0.9807853698730469,-0.1950899362564087,0.00014510477194562554,1,3.050355417144601e-7,0.0001450841809855774,0.9807853698730469,-0.1950899213552475,0.00014510475739371032,1,3.050355417144601e-7,0.0001450841809855774,1,3.050299994811212e-7,0.0001450841809855774,1,3.050299994811212e-7,0.0001450841809855774,1,3.050355417144601e-7,0.0001450841809855774,0.9807852506637573,0.19509050250053406,0.0001451167481718585,1,3.050299994811212e-7,0.0001450841809855774,0.9807852506637573,0.19509050250053406,0.0001451167481718585,0.9807852506637573,0.19509050250053406,0.0001451167481718585,0.9807852506637573,0.19509050250053406,0.0001451167481718585,0.9807852506637573,0.19509050250053406,0.0001451167481718585,0.9238793253898621,0.3826838731765747,0.00014516465307679027,0.9807852506637573,0.19509050250053406,0.0001451167481718585,0.9238793253898621,0.3826838731765747,0.00014516465307679027,0.9238793253898621,0.3826839327812195,0.00014516465307679027,0.9238793253898621,0.3826839327812195,0.00014516465307679027,0.9238793253898621,0.3826838731765747,0.00014516465307679027,0.8314691781997681,0.5555708408355713,0.00014515423390548676,0.9238793253898621,0.3826839327812195,0.00014516465307679027,0.8314691781997681,0.5555708408355713,0.00014515423390548676,0.8314691781997681,0.5555708408355713,0.00014515423390548676,0.8314691781997681,0.5555708408355713,0.00014515423390548676,0.8314691781997681,0.5555708408355713,0.00014515423390548676,0.7071062922477722,0.7071072459220886,0.0001451262505725026,0.8314691781997681,0.5555708408355713,0.00014515423390548676,0.7071062922477722,0.7071072459220886,0.0001451262505725026,0.707106351852417,0.7071071863174438,0.0001451262505725026,0.707106351852417,0.7071071863174438,0.0001451262505725026,0.7071062922477722,0.7071072459220886,0.0001451262505725026,0.5555697083473206,0.8314699530601501,0.0001451444550184533,0.707106351852417,0.7071071863174438,0.0001451262505725026,0.5555697083473206,0.8314699530601501,0.0001451444550184533,0.5555697083473206,0.8314699530601501,0.0001451444550184533,0.5555697083473206,0.8314699530601501,0.0001451444550184533,0.5555697083473206,0.8314699530601501,0.0001451444550184533,0.38268256187438965,0.923879861831665,0.000145144818816334,0.5555697083473206,0.8314699530601501,0.0001451444550184533,0.38268256187438965,0.923879861831665,0.000145144818816334,0.38268256187438965,0.923879861831665,0.00014514483336824924,0.38268256187438965,0.923879861831665,0.00014514483336824924,0.38268256187438965,0.923879861831665,0.000145144818816334,0.1950894594192505,0.9807854294776917,0.0001451358402846381,0.38268256187438965,0.923879861831665,0.00014514483336824924,0.1950894594192505,0.9807854294776917,0.0001451358402846381,0.19508948922157288,0.9807854294776917,0.0001451358402846381,0.19508948922157288,0.9807854294776917,0.0001451358402846381,0.1950894594192505,0.9807854294776917,0.0001451358402846381,-9.103405318455771e-7,1,0.00014514934446197003,0.19508948922157288,0.9807854294776917,0.0001451358402846381,-9.103405318455771e-7,1,0.00014514934446197003,-9.103239904106886e-7,1,0.00014514934446197003,-9.103239904106886e-7,1,0.00014514934446197003,-9.103405318455771e-7,1,0.00014514934446197003,-0.19509148597717285,0.9807850122451782,0.00014513684436678886,-9.103239904106886e-7,1,0.00014514934446197003,-0.19509148597717285,0.9807850122451782,0.00014513684436678886,-0.19509148597717285,0.9807850122451782,0.00014513684436678886,-0.19509148597717285,0.9807850122451782,0.00014513684436678886,-0.19509148597717285,0.9807850122451782,0.00014513684436678886,-0.38268446922302246,0.923879086971283,0.00014511519111692905,-0.19509148597717285,0.9807850122451782,0.00014513684436678886,-0.38268446922302246,0.923879086971283,0.00014511519111692905,-0.38268446922302246,0.923879086971283,0.00014511517656501383,-0.38268446922302246,0.923879086971283,0.00014511517656501383,-0.38268446922302246,0.923879086971283,0.00014511519111692905,-0.5555711984634399,0.831468939781189,0.00014512431516777724,-0.38268446922302246,0.923879086971283,0.00014511517656501383,-0.5555711984634399,0.831468939781189,0.00014512431516777724,-0.5555712580680847,0.831468939781189,0.00014512431516777724,-0.5555712580680847,0.831468939781189,0.00014512431516777724,-0.5555711984634399,0.831468939781189,0.00014512431516777724,-0.7071076035499573,0.7071059346199036,0.0001451828720746562,-0.5555712580680847,0.831468939781189,0.00014512431516777724,-0.7071076035499573,0.7071059346199036,0.0001451828720746562,-0.7071075439453125,0.7071059942245483,0.00014518288662657142,-0.7071075439453125,0.7071059942245483,0.00014518288662657142,-0.7071076035499573,0.7071059346199036,0.0001451828720746562,-0.8314703106880188,0.5555692315101624,0.0001452596188755706,-0.7071075439453125,0.7071059942245483,0.00014518288662657142,-0.8314703106880188,0.5555692315101624,0.0001452596188755706,-0.8314703106880188,0.5555692315101624,0.00014525963342748582,-0.8314703106880188,0.5555692315101624,0.00014525963342748582,-0.8314703106880188,0.5555692315101624,0.0001452596188755706,-0.9238802194595337,0.3826816976070404,0.0001452681317459792,-0.8314703106880188,0.5555692315101624,0.00014525963342748582,-0.9238802194595337,0.3826816976070404,0.0001452681317459792,-0.9238802194595337,0.3826817274093628,0.0001452681317459792,-0.9238802194595337,0.3826817274093628,0.0001452681317459792,-0.9238802194595337,0.3826816976070404,0.0001452681317459792,-0.9807854890823364,0.1950892210006714,0.00014524429570883512,-0.9238802194595337,0.3826817274093628,0.0001452681317459792,-0.9807854890823364,0.1950892210006714,0.00014524429570883512,-0.9807854890823364,0.19508923590183258,0.00014524431026075035,-0.9807854890823364,0.19508923590183258,0.00014524431026075035,-0.9807854890823364,0.1950892210006714,0.00014524429570883512,-1,-1.3821923516843526e-7,0.00014526319864671677,-0.9807854890823364,0.19508923590183258,0.00014524431026075035,-1,-1.3821923516843526e-7,0.00014526319864671677,-1,-1.3821671984715067e-7,0.00014526319864671677],"normalized":false},"uv":{"itemSize":2,"type":"Float32Array","array":[0.0317186564207077,0.0005000000237487257,0.0317186564207077,0.999500036239624,0.0005000000237487257,0.999500036239624,0.0317186564207077,0.0005000000237487257,0.0005000000237487257,0.999500036239624,0.0005000000237487257,0.0005000000237487257,0.9994996786117554,0.0005000000237487257,0.9994996786117554,0.999500036239624,0.9682809114456177,0.999500036239624,0.9994996786117554,0.0005000000237487257,0.9682809114456177,0.999500036239624,0.9682809114456177,0.0005000000237487257,0.9682809114456177,0.0005000000237487257,0.9682809114456177,0.999500036239624,0.9370622038841248,0.999500036239624,0.9682809114456177,0.0005000000237487257,0.9370622038841248,0.999500036239624,0.9370622038841248,0.0005000000237487257,0.9370622038841248,0.0005000000237487257,0.9370622038841248,0.999500036239624,0.9058434367179871,0.999500036239624,0.9370622038841248,0.0005000000237487257,0.9058434367179871,0.999500036239624,0.9058434367179871,0.0005000000237487257,0.9058434367179871,0.0005000000237487257,0.9058434367179871,0.999500036239624,0.8746246695518494,0.999500036239624,0.9058434367179871,0.0005000000237487257,0.8746246695518494,0.999500036239624,0.8746246695518494,0.0005000000237487257,0.8746246695518494,0.0005000000237487257,0.8746246695518494,0.999500036239624,0.8434059023857117,0.999500036239624,0.8746246695518494,0.0005000000237487257,0.8434059023857117,0.999500036239624,0.8434059023857117,0.0005000000237487257,0.8434059023857117,0.0005000000237487257,0.8434059023857117,0.999500036239624,0.8121871948242188,0.999500036239624,0.8434059023857117,0.0005000000237487257,0.8121871948242188,0.999500036239624,0.8121871948242188,0.0005000000237487257,0.8121871948242188,0.0005000000237487257,0.8121871948242188,0.999500036239624,0.780968427658081,0.999500036239624,0.8121871948242188,0.0005000000237487257,0.780968427658081,0.999500036239624,0.780968427658081,0.0005000000237487257,0.780968427658081,0.0005000000237487257,0.780968427658081,0.999500036239624,0.7497497200965881,0.999500036239624,0.780968427658081,0.0005000000237487257,0.7497497200965881,0.999500036239624,0.7497497200965881,0.0005000000237487257,0.7497497200965881,0.0005000000237487257,0.7497497200965881,0.999500036239624,0.7185310125350952,0.999500036239624,0.7497497200965881,0.0005000000237487257,0.7185310125350952,0.999500036239624,0.7185310125350952,0.0005000000237487257,0.7185310125350952,0.0005000000237487257,0.7185310125350952,0.999500036239624,0.6873122453689575,0.999500036239624,0.7185310125350952,0.0005000000237487257,0.6873122453689575,0.999500036239624,0.6873122453689575,0.0005000000237487257,0.6873122453689575,0.0005000000237487257,0.6873122453689575,0.999500036239624,0.6560934782028198,0.999500036239624,0.6873122453689575,0.0005000000237487257,0.6560934782028198,0.999500036239624,0.6560934782028198,0.0005000000237487257,0.6560934782028198,0.0005000000237487257,0.6560934782028198,0.999500036239624,0.6248747110366821,0.999500036239624,0.6560934782028198,0.0005000000237487257,0.6248747110366821,0.999500036239624,0.6248747110366821,0.0005000000237487257,0.6248747110366821,0.0005000000237487257,0.6248747110366821,0.999500036239624,0.5936560034751892,0.999500036239624,0.6248747110366821,0.0005000000237487257,0.5936560034751892,0.999500036239624,0.5936560034751892,0.0005000000237487257,0.5936560034751892,0.0005000000237487257,0.5936560034751892,0.999500036239624,0.5624372363090515,0.999500036239624,0.5936560034751892,0.0005000000237487257,0.5624372363090515,0.999500036239624,0.5624372363090515,0.0005000000237487257,0.5624372363090515,0.0005000000237487257,0.5624372363090515,0.999500036239624,0.5312184691429138,0.999500036239624,0.5624372363090515,0.0005000000237487257,0.5312184691429138,0.999500036239624,0.5312184691429138,0.0005000000237487257,0.5312184691429138,0.0005000000237487257,0.5312184691429138,0.999500036239624,0.4999997019767761,0.999500036239624,0.5312184691429138,0.0005000000237487257,0.4999997019767761,0.999500036239624,0.4999997019767761,0.0005000000237487257,0.4999997019767761,0.0005000000237487257,0.4999997019767761,0.999500036239624,0.4687809944152832,0.999500036239624,0.4999997019767761,0.0005000000237487257,0.4687809944152832,0.999500036239624,0.4687809944152832,0.0005000000237487257,0.4687809944152832,0.0005000000237487257,0.4687809944152832,0.999500036239624,0.4375622272491455,0.999500036239624,0.4687809944152832,0.0005000000237487257,0.4375622272491455,0.999500036239624,0.4375622272491455,0.0005000000237487257,0.4375622272491455,0.0005000000237487257,0.4375622272491455,0.999500036239624,0.4063434898853302,0.999500036239624,0.4375622272491455,0.0005000000237487257,0.4063434898853302,0.999500036239624,0.4063434898853302,0.0005000000237487257,0.4063434898853302,0.0005000000237487257,0.4063434898853302,0.999500036239624,0.3751247525215149,0.999500036239624,0.4063434898853302,0.0005000000237487257,0.3751247525215149,0.999500036239624,0.3751247525215149,0.0005000000237487257,0.3751247525215149,0.0005000000237487257,0.3751247525215149,0.999500036239624,0.343906044960022,0.999500036239624,0.3751247525215149,0.0005000000237487257,0.343906044960022,0.999500036239624,0.343906044960022,0.0005000000237487257,0.343906044960022,0.0005000000237487257,0.343906044960022,0.999500036239624,0.3126872479915619,0.999500036239624,0.343906044960022,0.0005000000237487257,0.3126872479915619,0.999500036239624,0.3126872479915619,0.0005000000237487257,0.3126872479915619,0.0005000000237487257,0.3126872479915619,0.999500036239624,0.2814685106277466,0.999500036239624,0.3126872479915619,0.0005000000237487257,0.2814685106277466,0.999500036239624,0.2814685106277466,0.0005000000237487257,0.2814685106277466,0.0005000000237487257,0.2814685106277466,0.999500036239624,0.2502497732639313,0.999500036239624,0.2814685106277466,0.0005000000237487257,0.2502497732639313,0.999500036239624,0.2502497732639313,0.0005000000237487257,0.2502497732639313,0.0005000000237487257,0.2502497732639313,0.999500036239624,0.21903100609779358,0.999500036239624,0.2502497732639313,0.0005000000237487257,0.21903100609779358,0.999500036239624,0.21903100609779358,0.0005000000237487257,0.21903100609779358,0.0005000000237487257,0.21903100609779358,0.999500036239624,0.18781226873397827,0.999500036239624,0.21903100609779358,0.0005000000237487257,0.18781226873397827,0.999500036239624,0.18781226873397827,0.0005000000237487257,0.18781226873397827,0.0005000000237487257,0.18781226873397827,0.999500036239624,0.15659348666667938,0.999500036239624,0.18781226873397827,0.0005000000237487257,0.15659348666667938,0.999500036239624,0.15659348666667938,0.0005000000237487257,0.15659348666667938,0.0005000000237487257,0.15659348666667938,0.999500036239624,0.12537474930286407,0.999500036239624,0.15659348666667938,0.0005000000237487257,0.12537474930286407,0.999500036239624,0.12537474930286407,0.0005000000237487257,0.12537474930286407,0.0005000000237487257,0.12537474930286407,0.999500036239624,0.09415597468614578,0.999500036239624,0.12537474930286407,0.0005000000237487257,0.09415597468614578,0.999500036239624,0.09415597468614578,0.0005000000237487257,0.09415597468614578,0.0005000000237487257,0.09415597468614578,0.999500036239624,0.06293731182813644,0.999500036239624,0.09415597468614578,0.0005000000237487257,0.06293731182813644,0.999500036239624,0.06293731182813644,0.0005000000237487257,0.06293731182813644,0.0005000000237487257,0.06293731182813644,0.999500036239624,0.0317186564207077,0.999500036239624,0.06293731182813644,0.0005000000237487257,0.0317186564207077,0.999500036239624,0.0317186564207077,0.0005000000237487257],"normalized":false}}}}],"materials":[{"uuid":"74c3a3dc-3d84-452d-a16e-64c0b685be36","type":"MeshBasicMaterial","color":16777215,"map":"a6e1f5c2-b60d-4c27-b148-3a9c6653bc08","reflectivity":1,"refractionRatio":0.98,"blending":2,"side":2,"transparent":true,"depthFunc":3,"depthTest":true,"depthWrite":false,"colorWrite":true,"stencilWrite":false,"stencilWriteMask":255,"stencilFunc":519,"stencilRef":0,"stencilFuncMask":255,"stencilFail":7680,"stencilZFail":7680,"stencilZPass":7680},{"uuid":"5d1dde80-e2c5-4036-a763-5e2509a54996","type":"MeshBasicMaterial","color":16777215,"map":"5e3743cb-74ac-482f-bf14-d1a46f4a00b3","reflectivity":1,"refractionRatio":0.98,"blending":2,"side":2,"transparent":true,"depthFunc":3,"depthTest":true,"depthWrite":false,"colorWrite":true,"stencilWrite":false,"stencilWriteMask":255,"stencilFunc":519,"stencilRef":0,"stencilFuncMask":255,"stencilFail":7680,"stencilZFail":7680,"stencilZPass":7680},{"uuid":"d6580646-feee-4dae-b7f9-1b74bf279a05","type":"MeshBasicMaterial","color":16777215,"map":"36535ad3-2a51-4530-8334-c1a1252c6549","reflectivity":1,"refractionRatio":0.98,"blending":2,"side":2,"transparent":true,"depthFunc":3,"depthTest":true,"depthWrite":false,"colorWrite":true,"stencilWrite":false,"stencilWriteMask":255,"stencilFunc":519,"stencilRef":0,"stencilFuncMask":255,"stencilFail":7680,"stencilZFail":7680,"stencilZPass":7680}],"textures":[{"uuid":"a6e1f5c2-b60d-4c27-b148-3a9c6653bc08","name":"","image":"5433af3e-1379-49bc-a649-f451c5db770f","mapping":300,"channel":0,"repeat":[1,1],"offset":[0,0],"center":[0,0],"rotation":0,"wrap":[1001,1001],"format":1023,"internalFormat":null,"type":1009,"colorSpace":"","minFilter":1008,"magFilter":1006,"anisotropy":1,"flipY":true,"generateMipmaps":true,"premultiplyAlpha":false,"unpackAlignment":4},{"uuid":"5e3743cb-74ac-482f-bf14-d1a46f4a00b3","name":"","image":"85db3dd5-a257-42b7-8cd7-61c4215984e2","mapping":300,"channel":0,"repeat":[1,1],"offset":[0,0],"center":[0,0],"rotation":0,"wrap":[1001,1001],"format":1023,"internalFormat":null,"type":1009,"colorSpace":"","minFilter":1008,"magFilter":1006,"anisotropy":1,"flipY":true,"generateMipmaps":true,"premultiplyAlpha":false,"unpackAlignment":4},{"uuid":"36535ad3-2a51-4530-8334-c1a1252c6549","name":"","image":"d0818280-3a8e-4ed4-9715-e1b8e55c061e","mapping":300,"channel":0,"repeat":[1,1],"offset":[0,0],"center":[0,0],"rotation":0,"wrap":[1001,1001],"format":1023,"internalFormat":null,"type":1009,"colorSpace":"","minFilter":1008,"magFilter":1006,"anisotropy":1,"flipY":true,"generateMipmaps":true,"premultiplyAlpha":false,"unpackAlignment":4}],"images":[{"uuid":"5433af3e-1379-49bc-a649-f451c5db770f","url":"data:image/png;base64,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"},{"uuid":"85db3dd5-a257-42b7-8cd7-61c4215984e2","url":"data:image/png;base64,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"},{"uuid":"d0818280-3a8e-4ed4-9715-e1b8e55c061e","url":"data:image/png;base64,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"}],"object":{"uuid":"63611294-9a40-4cc8-a970-a368301c27b8","type":"Group","name":"BasicZoneRed","layers":1,"matrix":[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],"up":[0,1,0],"children":[{"uuid":"8fe92e17-ec21-4159-8eb5-cc897df2b2ef","type":"Group","name":"PortalDust","layers":1,"matrix":[-1.0000003044148857,7.619931300018188e-8,1.2979026633136563e-8,0,-1.2979040642208515e-8,-3.3605522098412166e-7,-1.0000001522074273,0,-7.619931061401576e-8,-1.0000001522074247,3.164033324232207e-8,0,0,0,0,1],"up":[0,1,0],"children":[{"uuid":"052c30ae-9b25-4c6f-803e-65814e441ac9","type":"ParticleEmitter","name":"PortalDustEmitter","layers":1,"matrix":[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],"ps":{"version":"2.0","autoDestroy":false,"looping":true,"prewarm":false,"duration":5,"shape":{"type":"cone","radius":1.21,"arc":6.283185307179586,"thickness":0,"angle":0},"startLife":{"type":"IntervalValue","a":1,"b":1.5},"startSpeed":{"type":"ConstantValue","value":-0.25},"startRotation":{"type":"IntervalValue","a":0,"b":6.283185},"startSize":{"type":"IntervalValue","a":0.05,"b":0.1},"startColor":{"type":"ConstantColor","color":{"r":1,"g":0,"b":0,"a":1}},"emissionOverTime":{"type":"ConstantValue","value":25},"emissionOverDistance":{"type":"ConstantValue","value":0},"emissionBursts":[],"onlyUsedByOther":false,"instancingGeometry":"433a755f-4115-4a64-bd06-1f05331a1078","renderOrder":0,"renderMode":0,"rendererEmitterSettings":{},"material":"74c3a3dc-3d84-452d-a16e-64c0b685be36","layers":1,"startTileIndex":{"type":"ConstantValue","value":0},"uTileCount":1,"vTileCount":1,"behaviors":[{"type":"ForceOverLife","x":{"type":"ConstantValue","value":0},"y":{"type":"ConstantValue","value":0},"z":{"type":"ConstantValue","value":0}},{"type":"SizeOverLife","size":{"type":"PiecewiseBezier","functions":[{"function":{"p0":0.8495575,"p1":0.8495575,"p2":1,"p3":1},"start":0},{"function":{"p0":1,"p1":1,"p2":0,"p3":0},"start":0.49871457}]}},{"type":"RotationOverLife","angularVelocity":{"type":"IntervalValue","a":-3.1415925,"b":3.1415925},"dynamic":true},{"type":"ColorOverLife","color":{"type":"Gradient","color":{"type":"CLinearFunction","subType":"Color","keys":[{"value":{"r":1,"g":1,"b":1},"pos":0},{"value":{"r":1,"g":1,"b":1},"pos":1}]},"alpha":{"type":"CLinearFunction","subType":"Number","keys":[{"value":0,"pos":0},{"value":1,"pos":0.41690699626153965},{"value":1,"pos":0.7580224307621881},{"value":0,"pos":1}]}}}],"worldSpace":true}}]},{"uuid":"7cd9cff6-07af-41bb-89b8-0e682703cc47","type":"Group","name":"GlowCircle","layers":1,"matrix":[1,0,0,0,0,-5.3212480199960055e-8,-1.0000000532124802,0,0,0.7500000399093601,-3.990936014997004e-8,0,0,0,0,1],"up":[0,1,0],"children":[{"uuid":"fa6a39aa-98e9-44ca-b451-cbbacd75e897","type":"ParticleEmitter","name":"GlowCircleEmitter","layers":1,"matrix":[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],"ps":{"version":"2.0","autoDestroy":false,"looping":true,"prewarm":false,"duration":2,"shape":{"type":"point"},"startLife":{"type":"ConstantValue","value":1},"startSpeed":{"type":"ConstantValue","value":0},"startRotation":{"type":"Euler","angleX":{"type":"IntervalValue","a":0,"b":0},"angleY":{"type":"IntervalValue","a":0,"b":0},"angleZ":{"type":"IntervalValue","a":6.283185,"b":0},"eulerOrder":"ZYX"},"startSize":{"type":"ConstantValue","value":4.15},"startColor":{"type":"ConstantColor","color":{"r":1,"g":0,"b":0,"a":0.1764706}},"emissionOverTime":{"type":"ConstantValue","value":2},"emissionOverDistance":{"type":"ConstantValue","value":0},"emissionBursts":[],"onlyUsedByOther":false,"instancingGeometry":"aa90557d-f0dc-4a06-9c29-fab529071127","renderOrder":0,"renderMode":2,"rendererEmitterSettings":{},"material":"5d1dde80-e2c5-4036-a763-5e2509a54996","layers":1,"startTileIndex":{"type":"ConstantValue","value":0},"uTileCount":1,"vTileCount":1,"behaviors":[{"type":"ForceOverLife","x":{"type":"ConstantValue","value":0},"y":{"type":"ConstantValue","value":0},"z":{"type":"ConstantValue","value":0}},{"type":"ColorOverLife","color":{"type":"Gradient","color":{"type":"CLinearFunction","subType":"Color","keys":[{"value":{"r":1,"g":1,"b":1},"pos":0},{"value":{"r":1,"g":1,"b":1},"pos":1}]},"alpha":{"type":"CLinearFunction","subType":"Number","keys":[{"value":0,"pos":0},{"value":1,"pos":0.5000076295109483},{"value":0,"pos":1}]}}}],"worldSpace":true}}]},{"uuid":"d967821a-7558-4e1f-817f-2185c282e06d","type":"ParticleEmitter","name":"BasicZoneRedEmitter","layers":1,"matrix":[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],"ps":{"version":"2.0","autoDestroy":false,"looping":true,"prewarm":false,"duration":5,"shape":{"type":"point"},"startLife":{"type":"ConstantValue","value":1},"startSpeed":{"type":"ConstantValue","value":0},"startRotation":{"type":"Euler","angleX":{"type":"IntervalValue","a":1.5707963,"b":1.5707963},"angleY":{"type":"IntervalValue","a":0,"b":6.283185},"angleZ":{"type":"IntervalValue","a":0,"b":0},"eulerOrder":"ZYX"},"startSize":{"type":"ConstantValue","value":2.8},"startColor":{"type":"ConstantColor","color":{"r":1,"g":0,"b":0,"a":1}},"emissionOverTime":{"type":"ConstantValue","value":2.5},"emissionOverDistance":{"type":"ConstantValue","value":0},"emissionBursts":[],"onlyUsedByOther":false,"instancingGeometry":"433a755f-4115-4a64-bd06-1f05331a1078","renderOrder":0,"renderMode":2,"rendererEmitterSettings":{},"material":"d6580646-feee-4dae-b7f9-1b74bf279a05","layers":1,"startTileIndex":{"type":"ConstantValue","value":0},"uTileCount":1,"vTileCount":1,"behaviors":[{"type":"ForceOverLife","x":{"type":"ConstantValue","value":0},"y":{"type":"ConstantValue","value":0},"z":{"type":"ConstantValue","value":0}},{"type":"ColorOverLife","color":{"type":"Gradient","color":{"type":"CLinearFunction","subType":"Color","keys":[{"value":{"r":1,"g":1,"b":1},"pos":0},{"value":{"r":1,"g":1,"b":1},"pos":1}]},"alpha":{"type":"CLinearFunction","subType":"Number","keys":[{"value":0,"pos":0.004592965590905623},{"value":1,"pos":0.5014572365911345},{"value":0,"pos":1}]}}}],"worldSpace":true}}]}}