Files
2026-09-12 18:10:52 +08:00

13 lines
750 KiB
JavaScript
Raw Permalink Blame History

This file contains ambiguous Unicode characters
This file contains Unicode characters that might be confused with other characters. If you think that this is intentional, you can safely ignore this warning. Use the Escape button to reveal them.
// 官方 Raptor 示例(Spine 4.3.75-beta 导出)的 JS 内嵌副本。
// 用途:以 file:// 直接打开页面时,浏览器不允许 fetch 本地文本,本地图片也会污染画布,
// 这里预先内嵌 JSON、Atlas 与贴图的 data URL,保证离线与 file:// 场景下同样可以渲染。
// 数据来源:Esoteric Software spine-runtimes 仓库 examples/raptor/export
// 固定提交:ba17cf88b198c6531c6c51d8d4e1e4b3c3ab47dd(Spine Runtimes License,见 LICENSE.txt)。
window.SPINE_DEMO_DATA = {
name: "Raptor",
version: "4.3.75-beta",
data: {"skeleton":{"hash":"OKE722Fi+rc","spine":"4.3.75-beta","x":-809.163,"y":-73.5388,"width":1287.646,"height":1039.443,"images":"./images/","audio":null},"bones":[{"name":"root"},{"name":"hip","parent":"root","rotation":8.95755,"x":-122.52013,"y":392.648,"color":"fbff00ff"},{"name":"torso1","parent":"hip","length":126.26,"rotation":-4.98,"x":30.04,"y":-0.4,"color":"eaff00ff"},{"name":"saddle","parent":"torso1","length":50.92,"rotation":91.8,"x":25.310295,"y":70.64713,"color":"ff7300ff"},{"name":"spineboy-hip","parent":"saddle","length":0.53,"rotation":90.02,"x":81.88,"y":2.69,"color":"e8ff00ff"},{"name":"spineboy-torso","parent":"spineboy-hip","length":122.45,"rotation":-75.86,"x":1.05,"y":-2.11,"color":"e8ff00ff"},{"name":"torso2","parent":"torso1","length":121.2,"rotation":39.85,"x":126.26,"y":-0.38,"color":"e9ff00ff"},{"name":"neck","parent":"torso2","length":70.6,"rotation":41.38,"x":121.2,"y":0.35,"color":"eaff00ff"},{"name":"head","parent":"neck","length":105.51,"rotation":9.83,"x":70.6,"y":0.04,"color":"eaff00ff"},{"name":"horn-back","parent":"head","length":73.78,"rotation":44.32,"x":104.76395,"y":-242.01355,"color":"e07800ff"},{"name":"spineboy-back-arm-target","parent":"horn-back","rotation":-133.55,"x":232.68,"y":245.85,"inherit":"noScale","color":"ff3f00ff"},{"name":"back-arm","parent":"spineboy-torso","length":67.21,"rotation":-120.9,"x":96.33,"y":-38.47,"color":"e07800ff"},{"name":"back-bracer","parent":"back-arm","length":43.69,"rotation":17.48,"x":67.22,"y":-0.32,"color":"e07800ff"},{"name":"back-arm1","parent":"torso2","length":109.56,"rotation":-124.72,"x":83.67854,"y":-83.23534,"color":"e07800ff"},{"name":"back-arm2","parent":"back-arm1","length":85.8,"rotation":123.56,"x":109.57,"y":-0.01,"color":"e07800ff"},{"name":"back-foot-target","parent":"root","x":33.44,"y":30.82,"color":"ff3f00ff","icon":"ik"},{"name":"back-leg-target","parent":"back-foot-target","x":-127.51,"y":75.99,"color":"ff3f00ff","icon":"ik"},{"name":"back-leg1","parent":"hip","length":226.28,"rotation":-54.76,"x":55.19,"y":-71.25,"color":"e07800ff"},{"name":"back-leg2","parent":"back-leg1","length":172.59,"rotation":-92.25,"x":226.32,"y":0.23,"color":"e07800ff"},{"name":"back-leg3","parent":"back-leg2","length":103.05,"rotation":82.82,"x":172.32,"y":2.21,"color":"e07800ff"},{"name":"back-foot1","parent":"back-leg3","length":84.51,"rotation":75.43,"x":102.38,"y":-0.03,"color":"e07800ff"},{"name":"back-foot2","parent":"back-foot1","length":102.31,"rotation":-6.14,"x":84.5,"y":-0.35,"inherit":"noRotationOrReflection","color":"e07800ff"},{"name":"back-hand","parent":"back-arm2","length":45.81,"rotation":-76.28,"x":85.8,"y":0.11,"color":"e07800ff"},{"name":"back-hand2","parent":"spineboy-back-arm-target","length":41.98,"rotation":27.77738,"x":-0.02857208,"y":0.05377197,"inherit":"noRotationOrReflection","color":"e07800ff"},{"name":"spineboy-back-foot-target","parent":"saddle","x":-30.44,"y":-100.08,"color":"ff3f00ff"},{"name":"back-thigh","parent":"spineboy-hip","length":71.16,"rotation":160.75,"x":-9.57,"y":2.32,"color":"e07800ff"},{"name":"back-knee","parent":"back-thigh","length":97.17,"rotation":-54.98,"x":71.16,"y":-0.28,"color":"e07800ff"},{"name":"neck2","parent":"spineboy-torso","length":32.05,"rotation":-45.23,"x":113.44,"y":-15.22,"color":"e8ff00ff"},{"name":"head2","parent":"neck2","length":167.1939,"rotation":11.66,"x":25.68,"y":-0.77,"inherit":"noScale","color":"e7ff00ff"},{"name":"bone","parent":"head2","length":39.91506,"rotation":-35.22991,"x":166.09326,"y":-79.27026,"color":"e7ff00ff"},{"name":"bone2","parent":"bone","length":47.4192,"rotation":51.7975,"x":39.9151,"color":"e7ff00ff"},{"name":"bone3","parent":"head2","length":45.40962,"rotation":-12.343472,"x":179.80286,"y":-20.90898,"color":"e7ff00ff"},{"name":"bone4","parent":"bone3","length":43.31327,"rotation":42.0083,"x":44.63544,"y":0.303009,"color":"e7ff00ff"},{"name":"bone5","parent":"bone4","length":44.87501,"rotation":48.80142,"x":43.31311,"color":"e7ff00ff"},{"name":"horn-front","parent":"head","length":87.48,"rotation":49.36,"x":87.97336,"y":-235.14723,"color":"15ff00ff"},{"name":"spineboy-front-arm-target","parent":"horn-front","rotation":-138.6,"x":294.58,"y":234.18,"color":"ff3f00ff"},{"name":"front-arm","parent":"spineboy-torso","length":74.52,"rotation":-118.17,"x":101.38,"y":9.79,"color":"14ff00ff"},{"name":"front-bracer","parent":"front-arm","length":39.85,"rotation":20.31,"x":74.52,"y":-0.42,"color":"14ff00ff"},{"name":"front-arm1","parent":"torso2","length":109.99,"rotation":224.54,"x":73.00035,"y":-72.46397,"color":"15ff00ff"},{"name":"front-arm2","parent":"front-arm1","length":86.33,"rotation":105.24,"x":109.99,"y":0.2,"color":"15ff00ff"},{"name":"front-foot-target","parent":"root","rotation":-6.956577,"x":-45.8,"y":-28.67,"color":"ff3f00ff","icon":"ik"},{"name":"front-leg-target","parent":"front-foot-target","x":-106.06,"y":115.58,"color":"ff3f00ff","icon":"ik"},{"name":"front-leg1","parent":"hip","length":251.75,"rotation":-51.51,"x":27.36,"y":-28.28,"color":"15ff00ff"},{"name":"front-leg2","parent":"front-leg1","length":208.55,"rotation":261.94,"x":251.04,"y":0.16,"color":"15ff00ff"},{"name":"front-leg3","parent":"front-leg2","length":118.18,"rotation":85.46,"x":208.5,"y":-1.64,"color":"15ff00ff"},{"name":"front-foot1","parent":"front-leg3","length":57.79,"rotation":54.46,"x":118.2,"y":-0.79,"color":"15ff00ff"},{"name":"front-foot2","parent":"front-foot1","length":56.19,"rotation":-2.16,"x":57.79,"y":-0.02,"scaleX":0.731,"scaleY":0.823,"inherit":"onlyTranslation","color":"15ff00ff"},{"name":"front-foot3","parent":"front-foot2","length":129.88,"rotation":-2.7,"x":49.71,"y":20.66,"scaleX":1.155,"color":"15ff00ff"},{"name":"front-hand","parent":"front-arm2","length":47.56,"rotation":-56.83,"x":86.33,"y":0.06,"color":"15ff00ff"},{"name":"front-hand2","parent":"front-bracer","length":58.19,"rotation":17.31252,"x":42.71695,"y":-2.772095,"scaleX":1.0004373,"scaleY":1.0004373,"inherit":"onlyTranslation","color":"14ff00ff"},{"name":"spineboy-front-foot-target","parent":"saddle","x":-50.71,"y":-96.93,"color":"ff3f00ff"},{"name":"front-thigh","parent":"spineboy-hip","length":77.79,"rotation":163.34,"x":15.52,"y":17.02,"color":"14ff00ff"},{"name":"lower-leg","parent":"front-thigh","length":111.5,"rotation":-49.62,"x":77.93,"y":-0.11,"color":"14ff00ff"},{"name":"gun","parent":"spineboy-hip","length":181.35,"rotation":107.12,"x":16.86,"y":-7.89,"scaleX":0.816,"scaleY":0.816,"color":"ffffffff"},{"name":"jaw","parent":"head","length":203.76,"rotation":-129.5956,"x":49.10952,"y":-68.4647,"color":"ffff00ff"},{"name":"jaw-inside","parent":"jaw","x":94.69513,"y":33.64496,"color":"ffff00ff"},{"name":"saddle-strap-back","parent":"saddle","length":74.60266,"rotation":151.14,"x":-33.34,"y":87.33,"color":"ff7300ff"},{"name":"saddle-strap-front","parent":"saddle","length":154.2884,"rotation":-148.12,"x":-27.36,"y":-73.39,"color":"ff7300ff"},{"name":"stirrup","parent":"saddle","length":78.17,"rotation":-68.86,"x":-81.94,"y":-103.38,"color":"ff3f00ff"},{"name":"stirrup-strap1","parent":"saddle","length":43.7,"rotation":-135,"x":-20.38,"y":-29.37,"color":"ff7300ff"},{"name":"stirrup-strap2","parent":"stirrup-strap1","length":51.62,"rotation":9.39,"x":43.71,"color":"ff7300ff"},{"name":"tail1","parent":"hip","length":81.265,"rotation":153.61307,"x":-20.87,"y":6.87,"color":"eaff00ff"},{"name":"tail2","parent":"tail1","length":81.26,"rotation":10.41735,"x":81.265,"color":"eaff00ff"},{"name":"tail3","parent":"tail2","length":65.01,"rotation":12.181763,"x":81.26,"color":"eaff00ff"},{"name":"tail4","parent":"tail3","length":65.01,"x":65.00998,"color":"eaff00ff"},{"name":"tail5","parent":"tail4","length":70.53,"rotation":4.359924,"x":65.01,"color":"eaff00ff"},{"name":"tail6","parent":"tail5","length":70.53,"x":70.52988,"color":"eaff00ff"},{"name":"tail7","parent":"tail6","length":63.13,"rotation":2.347168,"x":70.53,"color":"eaff00ff"},{"name":"tail8","parent":"tail7","length":54.46,"rotation":0.9677505,"x":63.13,"color":"eaff00ff"},{"name":"tail9","parent":"tail8","length":49.21,"rotation":-1.2947845,"x":54.46,"color":"eaff00ff"},{"name":"tail10","parent":"tail9","length":45.53,"rotation":0.3612213,"x":49.21,"color":"eaff00ff"},{"name":"tongue1","parent":"head","length":55.12,"rotation":-129.04,"x":20.82,"y":-104.75,"color":"ffff00ff"},{"name":"tongue2","parent":"tongue1","length":44.67,"rotation":8.93,"x":55.6,"y":0.93,"color":"fff200ff"},{"name":"tongue3","parent":"tongue2","length":43.65,"rotation":12.86,"x":44.27,"y":-0.21,"color":"fff200ff"},{"name":"head-control","parent":"head","rotation":-95.03755,"x":42.32178,"y":-220.3306,"color":"219517ff","icon":"arrows"},{"name":"leg-control","parent":"front-leg1","rotation":53.14228,"x":172.97285,"y":4.163391,"color":"1d8020ff","icon":"arrows"}],"slots":[{"name":"back-hand","bone":"back-hand2","attachment":"back-hand"},{"name":"back-arm","bone":"back-arm","attachment":"back-arm"},{"name":"back-bracer","bone":"back-bracer","attachment":"back-bracer"},{"name":"back-knee","bone":"back-knee","attachment":"back-knee"},{"name":"raptor-jaw-inside","bone":"jaw-inside","color":"646464ff","attachment":"raptor-jaw2"},{"name":"raptor-mouth-inside","bone":"jaw","attachment":"raptor-mouth-inside"},{"name":"raptow-jaw-tooth","bone":"jaw","attachment":"raptor-jaw-tooth"},{"name":"raptor-horn-back","bone":"horn-back","attachment":"raptor-horn-back"},{"name":"raptor-tongue","bone":"tongue1","attachment":"raptor-tongue"},{"name":"raptor-hindleg-back","bone":"back-leg1","attachment":"raptor-hindleg-back"},{"name":"raptor-back-arm","bone":"back-arm1","attachment":"raptor-back-arm"},{"name":"back-thigh","bone":"back-thigh","attachment":"back-thigh"},{"name":"raptor-body","bone":"torso1","attachment":"raptor-body"},{"name":"raptor-saddle-strap-front","bone":"saddle-strap-front","attachment":"raptor-saddle-strap-front"},{"name":"raptor-saddle-strap-back","bone":"saddle-strap-back","attachment":"raptor-saddle-strap-back"},{"name":"raptor-saddle","bone":"saddle","attachment":"raptor-saddle-w-shadow"},{"name":"raptor-jaw","bone":"jaw","attachment":"raptor-jaw"},{"name":"raptor-front-arm","bone":"front-arm1","attachment":"raptor-front-arm"},{"name":"raptor-front-leg","bone":"front-leg1","attachment":"raptor-front-leg"},{"name":"neck","bone":"neck2","attachment":"neck"},{"name":"spineboy-torso","bone":"spineboy-torso","attachment":"torso"},{"name":"head","bone":"head2","attachment":"head"},{"name":"eyes-open","bone":"head2","attachment":"eyes-open"},{"name":"mouth-smile","bone":"head2","attachment":"mouth-smile"},{"name":"visor","bone":"head2","attachment":"visor"},{"name":"raptor-horn","bone":"horn-front","attachment":"raptor-horn"},{"name":"front-thigh","bone":"front-thigh","attachment":"front-thigh"},{"name":"stirrup-back","bone":"stirrup","attachment":"stirrup-back"},{"name":"lower-leg","bone":"lower-leg","attachment":"lower-leg"},{"name":"stirrup-strap","bone":"stirrup","attachment":"stirrup-strap"},{"name":"stirrup-front","bone":"stirrup","attachment":"stirrup-front"},{"name":"gun","bone":"gun","attachment":"gun-nohand"},{"name":"front-arm","bone":"front-arm","attachment":"front-arm"},{"name":"front-bracer","bone":"front-bracer","attachment":"front-bracer"},{"name":"front-hand","bone":"front-hand2","attachment":"front-hand"},{"name":"tail-shadow","bone":"torso1","color":"00000000"}],"constraints":[{"type":"ik","name":"front-leg-ik","target":"front-leg-target","bones":["front-leg1","front-leg2"],"bendPositive":false},{"type":"ik","name":"front-foot-ik","target":"front-foot-target","bones":["front-leg3","front-foot1"]},{"type":"ik","name":"back-leg-ik","target":"back-leg-target","bones":["back-leg1","back-leg2"],"bendPositive":false},{"type":"ik","name":"back-foot-ik","target":"back-foot-target","bones":["back-leg3","back-foot1"]},{"type":"ik","name":"spineboy-front-leg-ik","target":"spineboy-front-foot-target","bones":["front-thigh","lower-leg"],"bendPositive":false},{"type":"ik","name":"spineboy-back-leg-ik","target":"spineboy-back-foot-target","bones":["back-thigh","back-knee"],"bendPositive":false},{"type":"ik","name":"stirrup","target":"stirrup","bones":["stirrup-strap1","stirrup-strap2"],"bendPositive":false},{"type":"ik","name":"spineboy-front-arm-ik","target":"spineboy-front-arm-target","bones":["front-arm","front-bracer"]},{"type":"ik","name":"spineboy-back-arm-ik","target":"spineboy-back-arm-target","bones":["back-arm","back-bracer"],"bendPositive":false}],"skins":[{"name":"default","attachments":{"back-arm":{"back-arm":{"x":28.56735,"y":-12.031482,"rotation":16.76,"width":91,"height":49}},"back-bracer":{"back-bracer":{"x":13.2,"y":-4.28,"rotation":-0.73,"width":77,"height":55}},"back-hand":{"back-hand":{"x":18.61,"y":4.24,"rotation":-10.99,"width":72,"height":68}},"back-knee":{"back-knee":{"x":45.77,"y":20.47,"rotation":74.23,"width":97,"height":134}},"back-thigh":{"back-thigh":{"x":37.85,"y":-4.37,"rotation":19.25,"width":78,"height":47}},"eyes-open":{"eyes-open":{"x":93.24,"y":-25.45,"rotation":-70.58,"width":93,"height":89}},"front-arm":{"front-arm":{"x":33.67632,"y":-1.5277977,"rotation":14.02,"width":96,"height":51}},"front-bracer":{"front-bracer":{"x":11.68,"y":-1.37,"rotation":-6.28,"width":81,"height":58}},"front-hand":{"front-hand":{"x":35.7,"y":7.84,"rotation":-13.97,"width":82,"height":75},"front-open-hand":{"x":42.55,"y":4.62,"rotation":62.19,"width":86,"height":87},"gun":{"x":98.91,"y":22.98,"rotation":56.35,"width":213,"height":206}},"front-thigh":{"front-thigh":{"x":45.7,"y":-3.1,"rotation":16.66,"width":114,"height":58}},"gun":{"gun-nohand":{"x":54.64538,"y":-24.93315,"rotation":55.19504,"width":210,"height":203}},"head":{"head":{"type":"mesh","uvs":[0.7346124,0.04542315,0.8841381,0.1703323,0.889555,0.3197607,0.9112583,0.2746266,0.9461012,0.2021681,1,0.2989214,1,0.3455444,1,0.4508005,0.912488,0.5120558,0.845145,0.512067,0.8208988,0.596635,0.779146,0.6725744,0.7360463,0.7546382,0.8357142,0.7399401,0.847836,0.8452756,0.7549024,0.931014,0.6377253,1,0.3939432,1,0.14746737,0.8293528,0,0.5941853,0,0.3664461,0.09622984,0.2035285,0.2147428,0.14594176,0.4517929,0.15692776,0.5150894,0.12629694,0.5069992,0.0785296,0.4207856,0,0.562206,0,0.190548,0.3994857,0.2794247,0.3137335,0.7939577,0.4790041,0.76029,0.8599736,0.5342138,0.16964203,0.532072,0.04286435,0.6194852,0.08783679,0.7042377,0.16684856,0.6905317,0.431997,0.8559172,0.378615,0.4584449,0.3499711,0.4865759,0.301929,0.6630738,0.3506467,0.5843914,0.3944841,0.704681,0.2624155,0.5198546,0.21923983],"triangles":[23,24,32,32,24,34,35,34,0,34,25,33,34,24,25,33,27,34,34,27,0,25,26,33,33,26,27,32,35,42,35,0,1,32,34,35,36,40,37,40,42,37,37,42,2,40,43,42,2,42,1,43,32,42,42,35,1,7,37,6,37,2,6,6,2,5,2,3,5,3,4,5,8,37,7,10,36,30,10,11,36,15,16,31,18,12,17,38,18,28,12,31,16,12,41,36,41,12,18,41,18,38,38,28,29,15,31,14,12,16,17,14,31,13,31,12,13,18,19,28,12,36,11,19,20,28,29,28,21,38,39,41,28,20,21,39,43,40,38,29,39,21,22,29,29,22,39,22,23,39,39,23,43,43,23,32,41,39,40,10,30,9,41,40,36,8,9,37,9,30,37,30,36,37],"vertices":[2,32,58.33,-14.31,0.30205,33,-0.88,-20.72,0.69795,3,30,69.21,19.04,0.07711,31,87.24,-25.34,0.8077,32,14.49,-47.57,0.11518,3,29,43.19,28.99,0.10855,30,24.81,15.35,0.61823,31,50.15,-50.03,0.27322,1,30,38.53,10.15,1,1,30,60.57,1.79,1,1,30,32.5,-14.23,1,1,30,18.62,-14.92,1,2,29,45.01,-20.18,0.76042,30,-12.71,-16.48,0.23958,1,28,166.12,-105.42,1,1,28,160.05,-88.21,1,1,28,134.1,-90.39,1,1,28,108.99,-87.24,1,1,28,82.04,-84.36,1,1,28,95.16,-108.38,1,1,28,66.64,-121.91,1,1,28,34.17,-106.65,1,1,28,4.23,-83.54,1,1,28,-17.74,-21.23,1,1,28,8.01,58.67,1,1,28,60.82,119.66,1,1,28,124.82,142.22,1,1,28,179.28,133.77,1,1,28,206.14,109.19,1,3,28,224.42,47.51,0.55599,32,39.26,67.02,0.19527,33,47.76,47.19,0.24873,3,28,238.73,34.37,0.20521,32,45.19,48.52,0.20866,33,37.74,30.54,0.58612,2,32,59.59,48.14,0.05508,33,46.95,19.46,0.94492,1,33,79.02,11.41,1,1,33,46.15,-8.3,1,1,28,132.71,90.25,1,1,28,164.81,76.03,1,1,28,164.73,-71.85,1,1,28,54.62,-100.99,1,3,28,228.27,25.19,0.29316,32,31.56,45.72,0.3088,33,26.66,38.96,0.39805,1,33,46.59,6.85,1,2,32,51.44,18.64,0.07922,33,19.38,6.16,0.92078,1,32,24.18,0.23,1,1,28,168.62,-40.76,1,3,29,25.61,19.96,0.50536,30,6.84,23.59,0.2645,31,30.44,-51.51,0.23014,1,28,170.76,26.69,1,4,28,186.8,24.26,0.75057,31,-2.82,45.62,0.07609,32,-4.94,65.43,0.10488,33,17.45,79.4,0.06845,1,31,10.01,-2.69,1,1,28,169.6,-9.91,1,1,31,38.3,1.56,1,4,28,213.04,23.94,0.43153,31,22.88,50.92,0.09832,32,17.71,52.17,0.26174,33,22.39,53.63,0.20841],"hull":28,"edges":[10,8,4,2,2,0,0,54,52,54,52,50,50,48,48,46,46,44,44,42,42,40,40,56,56,58,60,18,18,16,16,14,38,40,38,36,36,34,32,34,32,30,30,62,62,28,28,26,26,24,24,22,22,20,20,18,28,30,48,64,50,66,66,54,0,68,68,48,66,68,2,70,70,64,68,70,72,60,10,12,12,14,4,12,4,6,6,8,10,6,14,74,4,74,74,72,58,76,78,76,78,44,80,78,72,82,82,76,80,82,80,74,70,84,84,80,4,84,64,86,86,78,84,86],"width":271,"height":298}},"lower-leg":{"lower-leg":{"x":76.2,"y":22.21,"rotation":66.28,"width":146,"height":195}},"mouth-smile":{"mouth-grind":{"x":27.659973,"y":-31.329987,"rotation":-70.58,"width":93,"height":59},"mouth-smile":{"x":27.66,"y":-31.33,"rotation":-70.58,"width":93,"height":59}},"neck":{"neck":{"x":15.1,"y":-1.67,"rotation":-58.92,"width":36,"height":41}},"raptor-back-arm":{"raptor-back-arm":{"type":"mesh","uvs":[0.38712,0.29362,0.31383,0.46513,0.29243,0.51522,0.32476,0.49311,0.57587,0.32139,0.63255,0.28263,0.71632,0.34508,0.94948,0.51888,0.94948,0.60129,1,0.65257,1,0.90624,0.95463,0.99934,0.88957,0.83205,0.80295,0.99999,0.75236,0.75696,0.6654,0.71301,0.62289,0.63243,0.58195,0.65032,0.22479,0.80641,0.07792,0.73315,0.07825,0.6655,0.07985,0.34307,0,0.29728,0,0,0.32335,0],"triangles":[6,15,16,5,6,16,5,16,4,6,7,15,16,17,4,8,15,7,14,15,8,12,14,8,12,8,9,12,9,10,11,12,10,13,14,12,17,3,4,19,20,2,18,19,2,18,2,3,18,3,17,21,22,23,24,21,23,0,21,24,1,21,0,1,20,21,2,20,1],"vertices":[2,13,36.95,33.31,0.91667,14,68.54,41.05,0.08333,2,13,66.02,20.36,0.76814,14,41.42,24.4,0.23186,2,13,74.51,16.58,0.64468,14,33.5,19.53,0.35532,2,13,70.89,21.97,0.29072,14,40,19.47,0.70928,3,13,42.78,63.9,0.11484,14,90.47,18.95,0.60855,22,-17.2,9.01,0.27661,2,14,101.86,18.84,0.45956,22,-14.39,20.05,0.54044,2,14,106.48,2.09,0.0625,22,2.98,20.56,0.9375,1,22,51.32,21.99,1,1,22,60.41,11.11,1,1,22,72.39,9.62,1,1,22,100.37,-23.87,1,1,22,104.96,-40.9,1,1,22,78.37,-25.62,1,1,22,86.06,-56.84,1,1,22,52.92,-30.05,1,2,14,62.25,-43.93,0.0625,22,37.19,-33.34,0.9375,2,14,64.89,-28.66,0.3125,22,22.99,-27.14,0.6875,2,14,57.7,-27.17,0.30612,22,19.84,-33.78,0.69388,2,13,124.19,3.84,0.19395,14,-5.1,-14.24,0.80605,2,13,110.78,-19.65,0.3125,14,-16.89,10.11,0.6875,2,13,99.15,-19.2,0.51614,14,-9.94,19.44,0.48386,2,13,43.73,-17.04,0.9375,14,23.18,63.93,0.0625,1,13,35.41,-29.78,1,1,13,-15.69,-28.02,1,1,13,-13.88,24.65,1],"hull":25,"edges":[44,46,44,42,38,36,32,30,30,28,28,26,24,22,18,16,16,14,46,48,38,4,6,4,6,36,42,40,40,38,4,2,2,0,40,2,10,32,36,34,34,32,10,8,8,6,34,8,14,12,12,10,12,30,18,20,22,20,26,24,48,0],"width":163,"height":172}},"raptor-body":{"raptor-body":{"type":"mesh","uvs":[0.8830523,0.02793763,0.9175824,0.05592221,0.9496977,0.09133435,0.9757344,0.13212638,0.9905453,0.17338754,0.9975896,0.22986567,0.9967843,0.2722596,0.993532,0.3128746,0.9839026,0.384772,0.9795633,0.3530713,0.9668674,0.38782185,0.9644184,0.3484111,0.9474193,0.38391465,0.9448883,0.3323768,0.9386028,0.3480761,0.9378383,0.3255926,0.9266673,0.3433345,0.9253941,0.3153849,0.9118165,0.3498946,0.9092546,0.2896327,0.8998436,0.279292,0.8751436,0.3397873,0.8622542,0.40837935,0.8742906,0.4581786,0.842722,0.5022554,0.81998,0.5962152,0.8169723,0.6864139,0.8195135,0.7069048,0.7869628,0.8218317,0.7428338,0.91135,0.686991,0.9758515,0.6243963,1,0.5884869,1,0.5146564,1,0.4912057,0.8367967,0.472703,0.7848821,0.4470737,0.7464372,0.4247158,0.721755,0.3965997,0.7093764,0.370433,0.6954772,0.3468392,0.684162,0.3237748,0.6759035,0.298771,0.6671107,0.2682682,0.655661,0.2402087,0.6444689,0.2153968,0.6330818,0.18744975,0.620256,0.1629976,0.6105588,0.13947907,0.601232,0.11930791,0.593918,0.09945348,0.586719,0.08096803,0.5823985,0.06076143,0.5822466,0.0425701,0.5814894,0.023884654,0.5825305,0,0.5845495,0,0.5629796,0.02089591,0.5504595,0.03793905,0.5397445,0.05634114,0.5269183,0.07459894,0.513058,0.09506576,0.4988121,0.11727748,0.4833357,0.1375028,0.4692433,0.1627729,0.451738,0.18781847,0.4343883,0.2130787,0.4189027,0.2387298,0.4031775,0.267346,0.385782,0.2968954,0.3672304,0.32578605,0.3501399,0.3572494,0.332937,0.3799154,0.32070225,0.4110286,0.3169557,0.4414496,0.2913691,0.4758391,0.28482935,0.4945335,0.3183195,0.5287962,0.3556892,0.6014388,0.4175627,0.6511592,0.41078,0.7084254,0.424461,0.7118011,0.2925007,0.7094593,0.19468226,0.7068305,0.08347955,0.7602334,0.019407805,0.7930115,0,0.8387518,0,0.0225816,0.5679001,0.04004997,0.5614114,0.05877378,0.5531159,0.07877007,0.5478622,0.09747399,0.5400992,0.12058886,0.5308609,0.14232916,0.526626,0.16642132,0.5230393,0.19162972,0.5213749,0.21770437,0.512414,0.24501455,0.5021788,0.2757729,0.495047,0.3014133,0.492425,0.3286014,0.4907681,0.3541026,0.4918753,0.38136765,0.493469,0.4082407,0.4949544,0.4413601,0.509464,0.4712217,0.5316874,0.4988624,0.5656781,0.5316186,0.6005403,0.606711,0.6748437,0.6856993,0.6724257,0.7506015,0.5943672,0.768864,0.4655705,0.7773012,0.3416086,0.7735483,0.22842404,0.8056047,0.0940074,0.8673608,0.07427144,0.9048387,0.17058964,0.9095971,0.1993311,0.9195905,0.21397166,0.9319284,0.20182796,0.9360822,0.17462817,0.9287293,0.1402951,0.9167224,0.1345479,0.9066701,0.14854056,0.9166299,0.09794877,0.898683,0.0951363,0.8803358,0.0940422,0.9308953,0.1152906,0.9399758,0.15741438,0.9421314,0.1747714,0.9434525,0.1964702,0.941915,0.20762804,0.92187,0.22801016,0.9047951,0.23488615,0.8898955,0.19847324,0.8874017,0.1691368,0.878313,0.12121982,0.5850038,0.8424266,0.6302353,0.8645973,0.6828363,0.8519184,0.729234,0.8045317,0.7589807,0.7632321,0.7851314,0.7034718,0.7853561,0.6782998,0.7814052,0.592774,0.9472084,0.11131486,0.9623616,0.1618001,0.9636721,0.19318393,0.9580635,0.2105216,0.9760027,0.1676291,0.980258,0.2217165,0.9803863,0.2646717,0.9793325,0.3161202,0.9639446,0.2589648,0.956484,0.3198186,0.9432022,0.2467812,0.9388563,0.28791535],"triangles":[134,135,116,107,34,35,106,107,35,106,35,36,105,106,36,78,107,77,77,107,106,76,77,106,76,106,105,76,105,75,116,135,123,134,116,117,123,122,121,123,121,120,116,123,120,130,119,120,119,117,120,126,123,136,122,125,124,125,122,126,155,20,133,20,21,112,19,20,156,133,118,132,131,132,118,122,124,127,133,113,134,131,130,148,155,131,148,130,129,147,129,128,146,17,18,19,129,146,147,1,124,125,136,114,126,16,17,15,154,17,156,2,127,124,155,148,150,145,127,2,146,128,3,148,147,150,2,124,1,151,156,153,152,154,156,13,154,11,147,149,4,11,12,13,11,154,152,4,149,3,8,9,7,111,22,23,22,112,21,112,81,113,81,82,113,113,82,114,82,83,114,83,84,114,84,85,114,114,86,115,114,85,86,115,0,1,115,86,0,10,11,9,11,152,9,9,152,7,7,152,6,6,152,151,6,151,5,5,151,150,150,4,5,150,147,4,146,3,149,145,2,3,151,153,150,152,156,151,126,114,115,135,113,114,147,146,149,1,125,115,145,3,128,13,15,154,153,155,150,13,14,15,15,17,154,20,112,113,125,126,115,148,130,147,156,155,153,127,145,128,20,113,133,127,128,121,17,19,156,135,114,136,132,131,155,120,128,129,155,133,132,131,118,119,118,117,119,156,20,155,131,119,130,133,117,118,130,120,129,122,123,126,117,116,120,121,122,127,120,121,128,113,135,134,135,136,123,133,134,117,24,111,23,111,112,22,111,80,112,112,80,81,110,107,78,30,139,29,139,140,29,29,140,28,140,108,109,140,141,28,28,141,27,27,141,142,140,109,141,141,109,142,142,26,27,142,143,26,142,109,143,26,143,25,109,110,143,110,144,143,143,144,25,109,108,110,110,79,80,79,110,78,25,144,24,110,111,144,110,80,111,144,111,24,108,34,107,30,31,138,138,31,32,138,32,137,32,33,137,33,34,137,138,139,30,138,137,139,139,137,140,108,140,137,137,34,108,110,108,107,37,105,36,104,105,37,104,37,38,38,103,104,105,104,75,103,73,104,104,73,74,75,104,74,38,39,103,39,102,103,40,102,39,101,102,40,73,103,72,101,71,102,72,103,102,72,102,71,101,40,41,100,101,41,100,41,42,100,42,99,69,100,99,71,101,70,69,70,100,101,100,70,42,43,99,99,43,98,43,44,98,98,44,97,98,97,67,99,98,68,68,98,67,99,68,69,44,45,97,97,45,96,45,46,96,96,46,95,96,95,65,97,96,66,96,65,66,97,66,67,46,47,95,95,47,94,47,48,94,94,48,93,94,93,63,95,94,64,94,63,64,95,64,65,48,49,93,93,49,92,92,49,91,49,50,91,91,61,92,93,92,62,92,61,62,93,62,63,50,90,91,51,89,90,50,51,90,51,52,89,89,59,90,59,60,90,90,60,91,60,61,91,55,87,54,55,56,87,54,87,53,52,88,89,87,88,53,52,53,88,56,57,87,87,57,88,57,58,88,88,58,89,58,59,89],"vertices":[2,8,142.31,-163.1,0.91085,74,-65.79,94.58,0.08915,2,8,129.87,-206.92,0.78514,74,-21.05,86.04,0.21486,2,8,113.94,-247.72,0.77045,74,21,73.75,0.22955,2,8,95.41,-280.88,0.81697,74,55.65,58.2,0.18303,2,8,76.47,-299.85,0.92186,74,76.21,41,0.07814,2,8,50.32,-309.1,0.93376,74,87.72,15.77,0.06624,2,8,30.6,-308.34,0.9245,74,88.7,-3.95,0.0755,2,8,11.66,-304.47,0.91842,74,86.51,-23.15,0.08158,2,8,-21.93,-292.74,0.98449,74,77.77,-57.64,0.01551,2,8,-7.26,-287.07,0.90726,74,70.83,-43.53,0.09274,2,8,-23.63,-271.23,0.89469,74,56.49,-61.23,0.10531,2,8,-5.35,-267.89,0.87252,74,51.57,-43.31,0.12748,2,8,-22.13,-246.63,0.90956,74,31.85,-61.9,0.09044,2,8,1.79,-243.11,0.79155,74,26.25,-38.38,0.20845,2,8,-5.62,-235.26,0.80291,74,19.09,-46.44,0.19709,2,8,4.82,-234.16,0.75452,74,17.07,-36.14,0.24548,2,8,-3.61,-220.15,0.7702,74,3.85,-45.77,0.2298,2,8,9.36,-218.37,0.69443,74,0.94,-33,0.30557,2,8,-6.91,-201.42,0.7716,74,-14.51,-50.7,0.2284,2,8,21.07,-197.82,0.52991,74,-20.56,-23.15,0.47009,2,8,25.72,-185.86,0.48384,74,-32.88,-19.56,0.51616,3,8,-2.82,-155.01,0.49549,54,99.81,14.95,0.1998,74,-61.14,-50.76,0.30472,3,8,-34.92,-139.14,0.52773,54,107.98,-19.92,0.45684,74,-74.17,-84.14,0.01543,2,8,-57.88,-154.65,0.552,54,134.55,-27.77,0.448,4,6,214.38,-86.5,0.416,7,12.5,-126.76,0.24294,8,-78.89,-115.02,0.17462,54,117.33,-69.19,0.16644,3,6,164.81,-103.2,0.46938,7,-35.73,-106.53,0.34058,54,123.6,-121.11,0.19004,3,6,135.98,-133.89,0.80096,7,-77.65,-110.49,0.11639,54,147.79,-155.59,0.08264,3,6,132.63,-143.37,0.82428,7,-86.43,-115.4,0.10285,54,156.4,-160.78,0.07287,1,6,67.3,-160.11,1,2,2,226.09,-123.55,0.23474,6,-2.28,-158.53,0.76526,3,2,156.49,-155.76,0.52831,6,-76.36,-138.65,0.37693,1,172.42,-169.15,0.09477,3,2,77.76,-169.48,0.67731,6,-145.59,-98.75,0.09201,1,92.8,-175.99,0.23068,3,2,32.4,-170.91,0.60686,61,-141.38,131.19,0.07586,1,47.48,-173.48,0.31728,3,2,-60.88,-173.87,0.39257,61,-55.62,167.98,0.26021,1,-45.7,-168.32,0.34722,4,62,-58.53,122.52,0.02965,2,-92.91,-98.95,0.15809,61,1.54,109.92,0.56291,1,-71.11,-90.91,0.24934,5,63,-87.14,125.38,0.01694,62,-30.38,104.17,0.12049,2,-117.05,-75.56,0.06243,61,32.55,96.96,0.67353,1,-93.12,-65.52,0.12661,5,63,-54.56,107.85,0.06533,62,5.17,93.91,0.35431,2,-149.99,-58.72,0.01512,61,69.37,93.3,0.52081,1,-124.48,-45.88,0.04444,4,64,-91.18,96.68,0.02003,63,-26.17,96.68,0.17282,62,35.28,88.98,0.56052,61,99.87,93.89,0.24663,4,64,-55.58,91.31,0.08871,63,9.43,91.31,0.37251,62,71.21,91.24,0.43883,61,134.8,102.61,0.09995,5,65,-80.72,91.6,0.01487,64,-22.44,85.2,0.21852,63,42.57,85.2,0.55905,62,104.89,92.27,0.18543,61,167.74,109.71,0.02213,4,65,-51.3,84.41,0.07099,64,7.44,80.26,0.46092,63,72.45,80.26,0.39268,62,135.14,93.74,0.07541,4,65,-22.46,78.67,0.2126,64,36.63,76.74,0.62934,63,101.64,76.74,0.13917,62,164.42,96.46,0.01889,4,66,-61.72,72.53,0.05014,65,8.81,72.53,0.49668,64,68.28,72.99,0.41049,63,133.29,72.99,0.04268,3,66,-23.6,64.7,0.21233,65,46.93,64.7,0.64547,64,106.89,68.09,0.1422,4,67,-56.68,59.57,0.00497,66,11.45,57.2,0.56359,65,81.98,57.2,0.40675,64,142.41,63.26,0.0247,4,68,-88.32,52.48,0.00856,67,-26.06,50.98,0.14719,66,42.4,49.87,0.68541,65,112.93,49.87,0.15884,4,68,-53.99,42.22,0.05573,67,8.43,41.3,0.39231,66,77.27,41.61,0.51595,65,147.8,41.61,0.036,5,69,-79.08,32.17,0.00731,68,-23.87,33.95,0.20888,67,38.69,33.54,0.55959,66,107.81,35.1,0.21646,65,178.34,35.1,0.00775,5,69,-49.94,24.87,0.05717,68,5.1,25.99,0.4278,67,67.79,26.07,0.45737,66,137.19,28.83,0.05638,65,207.72,28.83,0.00128,5,70,-74,19.39,0.00687,69,-24.91,18.93,0.21088,68,29.98,19.49,0.5528,67,92.78,19.99,0.22286,66,162.41,23.77,0.00659,4,70,-49.4,13.39,0.05569,69,-0.28,13.08,0.44113,68,54.48,13.08,0.43894,67,117.38,14,0.06424,4,70,-26.39,8.9,0.21474,69,22.77,8.73,0.56103,68,77.42,8.22,0.21699,67,140.4,9.52,0.00724,3,70,-1,6.11,0.49366,69,48.17,6.1,0.44664,68,102.76,5.01,0.05971,3,70,21.83,3.3,0.77042,69,71.02,3.44,0.22113,68,125.54,1.84,0.00845,2,70,45.36,1.27,0.92172,69,94.56,1.55,0.07828,2,70,75.48,-1.02,0.98437,69,124.7,-0.54,0.01563,2,70,74.41,-10.99,0.98712,69,123.69,-10.52,0.01288,2,70,47.53,-13.96,0.9286,69,96.83,-13.66,0.0714,3,70,25.58,-16.62,0.78026,69,74.89,-16.46,0.21218,68,128.96,-18.15,0.00756,4,70,1.81,-20.07,0.50456,69,51.15,-20.06,0.43841,68,105.14,-21.21,0.05555,67,168.62,-19.43,0.00148,4,70,-21.82,-24.02,0.2241,69,27.54,-24.16,0.55698,68,81.45,-24.77,0.20577,67,144.99,-23.39,0.01316,5,70,-48.25,-27.85,0.06037,69,1.14,-28.15,0.44261,68,54.96,-28.17,0.41953,67,118.56,-27.24,0.07662,66,190.11,-22.36,0.00087,5,70,-76.93,-32.01,0.00843,69,-27.52,-32.49,0.21461,68,26.21,-31.86,0.52853,67,89.88,-31.41,0.23794,66,161.62,-27.71,0.01048,5,69,-53.61,-36.45,0.05984,68,0.04,-35.22,0.4064,67,63.76,-35.22,0.46847,66,135.68,-32.58,0.06423,65,206.21,-32.58,0.00106,5,69,-86.21,-41.34,0.00821,68,-32.66,-39.38,0.19546,67,31.14,-39.93,0.57299,66,103.28,-38.62,0.21339,65,173.81,-38.62,0.00994,4,68,-65.07,-43.5,0.05047,67,-1.2,-44.59,0.45101,66,71.16,-44.6,0.43746,65,141.69,-44.6,0.06106,4,68,-97.64,-46.72,0.00724,67,-33.71,-48.36,0.20423,66,38.83,-49.7,0.58773,65,109.36,-49.7,0.2008,4,67,-66.72,-52.2,0.05217,66,6,-54.89,0.45622,65,76.53,-54.89,0.46325,64,145.49,-48.91,0.02835,3,66,-30.62,-60.6,0.17334,65,39.91,-60.6,0.683,64,109.41,-57.39,0.14366,4,66,-68.46,-66.77,0.0295,65,2.07,-66.77,0.50408,64,72.15,-66.42,0.40417,63,137.16,-66.42,0.06225,4,65,-34.88,-72.32,0.18739,64,35.73,-74.76,0.58778,63,100.73,-74.76,0.2056,62,195.5,-51.82,0.01923,4,65,-75.09,-77.7,0.04676,64,-3.96,-83.19,0.39617,63,61.05,-83.19,0.48167,62,158.49,-68.43,0.07539,3,64,-32.54,-89.19,0.14427,63,32.47,-89.19,0.63908,62,131.82,-80.33,0.21665,4,64,-71.85,-91.35,0.04785,63,-6.84,-91.35,0.40108,62,93.85,-90.74,0.50635,61,189.98,-72.27,0.04472,3,63,-45.16,-103.67,0.17783,62,58.99,-110.86,0.68949,61,159.33,-98.37,0.13269,4,63,-88.59,-107.18,0.06196,62,17.28,-123.46,0.5382,2,-120.43,156.97,0.01597,61,120.58,-118.3,0.38387,4,63,-112.39,-91.86,0.01664,62,-9.21,-113.51,0.31712,2,-96.32,142.15,0.06918,61,92.73,-113.3,0.59706,3,62,-55.3,-106.16,0.18947,2,-52.49,126.15,0.211,61,46.08,-114.41,0.59953,3,2,40.2,100.3,0.70054,6,-1.56,132.44,0.1247,61,-49.65,-124.17,0.17476,2,2,102.91,105.44,0.48476,6,49.88,96.2,0.51524,2,6,102.97,46.59,0.55391,7,16.89,46.74,0.44609,2,7,77.99,53.82,0.34839,8,16.46,51.73,0.65161,1,8,61.91,55.28,1,1,8,113.57,59.28,1,2,8,144.24,-7.82,0.89352,74,-220.64,82.87,0.10648,2,8,153.81,-49.13,0.88,74,-180.33,96.03,0.12,2,8,154.57,-106.94,0.91167,74,-122.81,101.86,0.08833,2,70,46.28,-5.67,0.88974,69,95.52,-5.38,0.11026,3,70,24,-6.32,0.78319,69,73.25,-6.17,0.21288,68,127.55,-7.82,0.00393,3,70,0.06,-7.63,0.4984,69,49.31,-7.63,0.45067,68,103.59,-8.74,0.05093,4,70,-25.34,-7.36,0.21021,69,23.92,-7.52,0.57916,68,78.21,-8.06,0.20281,67,141.46,-6.74,0.00782,4,70,-49.23,-8.43,0.05008,69,0.04,-8.74,0.44936,68,54.3,-8.74,0.44109,67,117.57,-7.82,0.05946,5,70,-78.74,-9.59,0.00411,69,-29.46,-10.08,0.20704,68,24.78,-9.42,0.55388,67,88.06,-9,0.22906,66,158.89,-5.38,0.0059,4,69,-57,-9.28,0.05054,68,-2.74,-7.99,0.42931,67,60.53,-8.04,0.46828,66,131.34,-5.55,0.05187,5,69,-87.47,-7.89,0.00416,68,-33.16,-5.91,0.19066,67,30.07,-6.47,0.59281,66,100.84,-5.23,0.20446,65,171.37,-5.23,0.00791,4,68,-64.88,-2.76,0.04806,67,-1.7,-3.86,0.44622,66,68.99,-3.93,0.45724,65,139.52,-3.93,0.04848,4,68,-98.1,-2.85,0.00302,67,-34.91,-4.51,0.16897,66,35.83,-5.93,0.6491,65,106.36,-5.93,0.17891,3,67,-69.74,-5.58,0.03488,66,1.08,-8.43,0.4896,65,71.61,-8.43,0.47552,4,67,-108.75,-4.75,0.00424,66,-37.94,-9.2,0.16984,65,32.59,-9.2,0.69137,64,98.21,-6.7,0.13455,2,65,0.17,-8.31,0.52543,64,65.82,-8.27,0.47457,3,65,-34.17,-6.83,0.18477,64,31.46,-9.41,0.62696,63,96.47,-9.41,0.18827,4,65,-66.3,-4.22,0.01263,64,-0.78,-9.24,0.46677,63,64.23,-9.24,0.48853,62,146,4.52,0.03206,3,64,-35.25,-8.87,0.22735,63,29.76,-8.87,0.65577,62,112.23,-2.39,0.11689,4,64,-69.22,-8.55,0.02776,63,-4.21,-8.55,0.41215,62,78.95,-9.25,0.52977,61,160.59,5.18,0.03032,3,63,-46.14,-2.26,0.12876,62,36.63,-11.94,0.70822,61,119.45,-5.12,0.16302,3,63,-84,7.67,0.04548,62,-2.46,-10.23,0.46291,61,80.69,-10.51,0.4916,4,62,-40.04,-2.56,0.20066,2,-87.22,27.36,0.04102,61,42.35,-9.75,0.69947,1,-54.47,34.43,0.05884,4,62,-84,4.08,0.06346,2,-45.32,12.47,0.1335,61,-2.09,-11.18,0.66178,1,-14.03,15.96,0.14126,1,2,50.64,-19.06,1,2,2,150.39,-14.78,0.14978,6,9.3,-26.52,0.85022,2,6,96.28,-48.49,0.94283,7,-50.98,-20.17,0.05717,4,6,151.36,-15.54,0.1938,7,12.13,-31.86,0.65264,54,35.04,-116.47,0.10585,74,-188.88,-122.43,0.0477,4,7,70.75,-31.76,0.42196,8,-5.28,-31.36,0.19392,54,5.95,-65.58,0.22877,74,-184.09,-64,0.15534,3,8,47.28,-25.92,0.60156,54,-31.67,-28.46,0.26709,74,-194.09,-12.11,0.13136,3,8,110.31,-65.62,0.66779,54,-41.11,45.43,0.13197,74,-160.06,54.14,0.20024,2,8,120.51,-143.55,0.72576,74,-83.35,71.14,0.27424,2,8,76.35,-191.51,0.55039,74,-31.7,31.36,0.44961,2,8,63.06,-197.7,0.57574,74,-24.37,18.67,0.42426,2,8,56.42,-210.42,0.59162,74,-11.11,13.17,0.40838,2,8,62.27,-225.94,0.54866,74,3.83,20.37,0.45134,2,8,74.99,-231.02,0.55882,74,7.78,33.48,0.44118,2,8,90.83,-221.52,0.5372,74,-3.08,48.42,0.4628,2,8,93.3,-206.31,0.54037,74,-18.44,49.55,0.45963,2,8,86.63,-193.69,0.56061,74,-30.43,41.8,0.43939,2,8,110.32,-205.97,0.55507,74,-20.28,66.47,0.44493,2,8,111.33,-183.27,0.52695,74,-42.98,65.49,0.47305,2,8,111.53,-160.07,0.56797,74,-66.1,63.65,0.43203,2,8,102.49,-224.1,0.57026,74,-1.52,60.27,0.42974,2,8,83.06,-235.84,0.54683,74,11.87,41.94,0.45317,2,8,75.02,-238.67,0.5345,74,15.4,34.18,0.4655,2,8,64.95,-240.47,0.52774,74,18.07,24.31,0.47226,2,8,59.74,-238.59,0.52019,74,16.66,18.96,0.47981,2,8,49.93,-213.38,0.51178,74,-7.59,6.97,0.48822,2,8,46.45,-191.85,0.53448,74,-28.74,1.61,0.46552,2,8,63.13,-172.79,0.45609,74,-49.18,16.56,0.54391,2,8,76.73,-169.46,0.47244,74,-53.69,29.81,0.52756,2,8,98.86,-157.68,0.53514,74,-67.37,50.82,0.46486,3,2,25.68,-97.82,0.63735,61,-108.45,65.59,0.06216,1,47.13,-100.08,0.30049,3,2,83.15,-106.32,0.72603,6,-100.98,-53.7,0.09811,1,103.65,-113.53,0.17585,3,2,149.42,-98.32,0.50192,6,-44.98,-90.03,0.42892,1,170.36,-111.32,0.06917,2,2,207.34,-74.44,0.18186,6,14.79,-108.81,0.81814,2,2,244.31,-54.06,0.05649,6,56.23,-116.86,0.94351,2,6,99.39,-115.34,0.92692,7,-92.84,-72.39,0.07308,3,6,106.83,-106.29,0.84981,7,-81.28,-70.52,0.08915,54,114.85,-178.52,0.06104,4,6,127.4,-71.89,0.69313,7,-43.11,-58.31,0.19154,54,85.35,-151.38,0.10631,74,-167.16,-179.69,0.00902,2,8,104.61,-244.7,0.66844,74,18.8,64.19,0.33156,2,8,81.39,-264.16,0.67294,74,40.23,42.76,0.32706,2,8,66.82,-266.01,0.65456,74,43.35,28.41,0.34544,2,8,58.66,-259.02,0.64393,74,37.11,19.68,0.35607,2,8,78.9,-281.43,0.75776,74,57.66,41.81,0.24224,2,8,53.83,-287.14,0.77384,74,65.54,17.33,0.22616,2,8,33.86,-287.57,0.80091,74,67.72,-2.53,0.19909,2,8,9.92,-286.55,0.89717,74,68.81,-26.47,0.10283,2,8,36.24,-266.75,0.70023,74,46.78,-1.99,0.29977,2,8,7.82,-257.69,0.78734,74,40.25,-31.09,0.21266,2,8,41.56,-240.46,0.5741,74,20.12,1.01,0.4259,2,8,22.36,-235.22,0.62581,74,16.58,-18.58,0.37419],"hull":87,"edges":[110,108,108,106,106,104,104,102,102,100,88,86,86,84,84,82,82,80,80,78,78,76,76,74,74,72,72,70,70,68,68,66,110,112,112,114,114,116,116,118,118,120,120,122,96,98,98,100,92,94,94,96,88,90,90,92,126,128,128,130,130,132,132,134,134,136,136,138,138,140,140,142,142,144,144,146,146,148,148,150,150,152,152,154,122,124,124,126,174,176,176,178,178,180,180,182,182,184,184,186,186,188,188,190,190,192,192,194,194,196,196,198,198,200,200,202,202,204,130,190,132,192,128,188,126,186,124,184,122,182,120,180,118,178,116,176,90,192,92,190,94,188,96,186,98,184,100,182,102,180,104,178,106,176,134,194,136,196,88,194,86,196,198,84,82,200,202,80,78,204,206,76,74,208,72,210,212,70,68,214,198,138,140,200,142,202,144,204,146,206,208,148,150,210,152,212,154,214,64,66,62,64,62,60,60,58,58,56,56,54,54,52,52,50,50,48,48,46,46,44,44,42,42,40,40,38,38,36,36,34,34,32,32,30,30,28,28,26,26,24,24,22,22,20,20,18,18,16,16,14,14,12,12,10,10,8,8,6,6,4,4,2,2,0,0,172,170,172,170,168,168,166,166,164,164,162,162,160,160,158,158,156,156,154,232,234,234,236,236,238,238,240,240,242,242,244,244,246,246,232,248,250,250,252,248,254,254,256,256,258,258,260,260,262,262,264,264,266,266,268,268,270,270,272],"width":1264,"height":465}},"raptor-front-arm":{"raptor-front-arm":{"type":"mesh","uvs":[0.39563,0.1396,0.38771,0.30213,0.31231,0.41784,0.27287,0.47836,0.33389,0.4507,0.5488,0.35329,0.64093,0.31153,0.73024,0.3653,1,0.5277,1,0.86607,0.93243,1,0.86176,0.80967,0.75576,0.99765,0.71748,1,0.70276,0.77443,0.62032,0.73448,0.58793,0.64519,0.53561,0.6582,0.13449,0.75798,0,0.69219,0.01846,0.56358,0.05499,0.30918,0,0.27863,0,0.12423,0,0,0.19596,0,0.40243,0,0.24536,0.19241,0.21679,0.0811],"triangles":[6,7,16,6,16,5,15,16,7,7,14,15,8,14,7,11,14,8,11,8,9,12,14,11,13,14,12,10,11,9,17,4,5,16,17,5,18,19,3,18,3,4,18,4,17,0,28,26,23,25,28,23,24,25,27,28,0,27,23,28,1,27,0,21,22,27,21,27,1,2,21,1,2,20,21,3,20,2,19,20,3,27,22,23,28,25,26],"vertices":[2,38,9.24,26.77,0.808,6,85.19,-98.03,0.192,1,38,35.87,35.63,1,2,38,61.98,28.62,0.84641,39,40.04,38.85,0.15359,2,38,77.67,27.28,0.34921,39,34.62,24.06,0.65079,3,38,73.77,39.05,0.10938,39,47.01,24.74,0.78124,48,-42.17,-19.42,0.10938,2,39,86.98,31.25,0.65079,48,-25.75,17.61,0.34921,2,39,103.84,34.49,0.34375,48,-19.24,33.5,0.65625,2,39,114.05,19.51,0.10938,48,-1.12,33.84,0.89062,1,48,53.62,34.88,1,1,48,96.03,-19.16,1,1,48,104.2,-47.32,1,1,48,71.34,-23.98,1,1,48,81.39,-64.61,1,1,48,76.81,-68.82,1,1,48,46.66,-34.26,1,2,39,73.14,-45.77,0.10938,48,31.14,-36.12,0.89062,2,39,73.98,-26.91,0.34375,48,15.82,-25.1,0.65625,2,39,65.11,-26.69,0.65079,48,10.78,-32.4,0.34921,3,38,134.76,4.51,0.10938,39,-2.35,-25.03,0.78124,48,-27.52,-87.96,0.10938,2,38,121.45,-16.1,0.34921,39,-18.74,-6.77,0.65079,2,38,96.94,-14.98,0.84641,39,-11.21,16.58,0.15359,1,38,45.47,-17.43,1,1,38,47.64,-32.91,1,2,38,12.11,-34.27,0.536,6,40.33,-56.53,0.464,2,38,-2.57,-46.21,0.536,6,42.42,-37.73,0.464,2,38,-7.4,-14.83,0.472,6,67.87,-56.7,0.528,2,38,-12.49,18.22,0.664,6,94.68,-76.69,0.336,1,38,18.79,4.26,1,2,38,0.95,-1.4,0.512,6,71.34,-72.13,0.488],"hull":27,"edges":[38,36,32,30,30,28,28,26,24,26,24,22,22,20,20,18,18,16,44,42,38,6,38,40,40,42,6,4,4,2,40,4,8,6,36,8,32,12,42,2,52,0,0,2,16,14,14,12,30,14,36,34,34,32,12,10,10,8,34,10,48,50,50,52,44,46,46,48,50,56,56,54],"width":162,"height":203}},"raptor-front-leg":{"raptor-front-leg":{"type":"mesh","uvs":[0.55117,0.17818,0.6279,0.36027,0.66711,0.4533,0.6488,0.51528,0.53554,0.56894,0.32335,0.66947,0.28674,0.72087,0.32539,0.80401,0.36258,0.80144,0.42056,0.79744,0.61015,0.78436,0.7335187,0.813354,0.84813,0.84029,1,0.93855,0.7320025,0.9234452,0.62439,0.91738,0.72813,1,0.58574,1,0.47085705,0.9824938,0.36708,0.96668,0.26307,0.95082,0.16267,0.93552,0.03859,0.72238,0,0.66947,0.0374,0.62999,0.1647,0.49563,0.23732,0.45681,0.2702,0.43923,0.28064,0.43365,0.223,0.40571,0.12565,0.35851,0,0.2976,0,0.1524,0,0,0.32132,0,0.32222,0.22778,0.44931,0.38031,0.47664,0.44362,0.4615,0.47375,0.35106,0.53247,0.20091,0.65257,0.18528,0.72148,0.25222,0.86314,0.30942,0.88124,0.55694,0.89613,0.55858,0.89208,0.47493,0.8534,0.6059,0.91526,0.39706,0.8913,0.1323,0.09352,0.36997,0.45346,0.37163,0.43828,0.32516,0.39424,0.2376,0.34426,0.34066,0.47415,0.5167736,0.9050346,0.0782149,0.2633345,0.05795925,0.13086465,0.09601473,0.05962839,0.2930331,0.03825483],"triangles":[14,12,13,14,11,12,14,15,11,11,15,10,55,44,47,44,45,47,10,15,45,15,47,45,55,46,44,44,46,45,45,46,10,46,9,10,48,9,46,48,8,9,16,17,15,17,47,15,18,55,17,17,55,47,19,48,18,18,48,55,20,43,19,19,43,48,48,46,55,48,43,8,21,42,20,20,42,43,21,41,42,21,22,41,43,7,8,43,42,7,42,6,7,42,41,6,23,24,22,22,24,41,41,40,6,41,24,40,6,40,5,5,39,4,5,40,39,39,26,54,39,40,26,24,25,40,40,25,26,39,38,4,4,38,3,39,50,38,39,54,50,38,37,3,3,37,2,26,27,54,54,27,50,50,51,38,38,51,37,27,28,50,50,28,51,56,57,49,32,33,57,57,58,49,57,33,58,49,58,59,59,58,34,34,58,33,59,34,0,32,57,56,37,1,2,51,36,37,37,36,1,28,52,51,51,52,36,28,29,52,29,53,52,29,30,53,36,52,35,52,53,35,36,0,1,36,35,0,31,56,30,30,56,53,53,56,35,31,32,56,56,49,35,35,59,0,49,59,35],"vertices":[2,42,128.03,88.47,0.85041,1,158.83,-71.92,0.14959,2,42,219.55,53.15,0.77988,43,-48.05,-38.59,0.22012,2,42,266.31,35.11,0.53545,43,-36.73,10.22,0.46455,2,42,286.89,9.8,0.35167,43,-14.56,34.15,0.64833,2,42,281.55,-41.24,0.09228,43,36.71,36,0.90772,3,42,271.54,-136.86,0.05787,43,132.77,39.48,0.71426,44,35,78.76,0.22788,3,43,158.22,55.17,0.5308,44,52.66,54.64,0.38143,45,7.02,85.54,0.08776,4,43,167.14,99.49,0.22977,44,97.55,49.25,0.37788,45,28.72,45.88,0.15198,46,-21.26,49.99,0.24037,4,44,102.57,62.61,0.26558,45,42.51,49.56,0.17568,46,-7.07,51.4,0.22874,47,-58.17,28.03,0.33001,4,44,109.72,83.4,0.11934,45,64.09,55.24,0.13984,46,15.13,53.52,0.16668,47,-36.1,31.19,0.57414,1,47,35.81,41.81,1,1,47,83.66,29.43,1,1,47,128.11,17.93,1,1,47,188.73,-29.42,1,2,46,145.37,-10.99,0.34248,47,84.02,-27.11,0.65752,2,46,93.3,-7.6,0.48,47,44.87,-26.18,0.52,2,46,133.18,-49.83,0.776,47,86.69,-66.48,0.224,2,46,78.79,-50.15,0.768,47,32.38,-69.36,0.232,2,46,35.36,-41.46,0.88989,47,-9.88,-62.73,0.11011,1,46,-4.92,-33.56,1,3,44,155.05,-5.14,0.35918,45,17.88,-32.51,0.30633,46,-44.62,-25.61,0.3345,4,43,254.98,126.28,0.10155,44,131.22,-36.21,0.54212,45,-21.25,-31.18,0.20873,46,-83.02,-17.98,0.1476,3,43,240.34,7.81,0.25587,44,11.94,-30.99,0.61615,45,-86.32,68.91,0.12798,2,43,239.27,-23.1,0.45486,44,-18.96,-32.37,0.54514,3,42,187.65,-209.74,0.09777,43,216.67,-33.36,0.58893,44,-30.98,-10.65,0.3133,2,42,163.86,-128.68,0.19603,43,139.75,-68.26,0.80397,3,42,165.75,-94.49,0.3178,43,105.59,-71.26,0.67648,75,-80.8,-39.34,0.00571,3,42,166.4,-79.07,0.45961,43,90.23,-72.77,0.53468,75,-67.92,-34.74,0.00571,3,42,166.49,-74.17,0.53171,43,85.43,-73.29,0.45686,75,-64.13,-33.63,0.01143,3,42,141.54,-82.47,0.7272,43,97.13,-96.82,0.26709,75,-86.02,-21.18,0.00571,3,42,99.76,-97.08,0.84471,43,117.34,-136.23,0.14529,75,-123.07,1.78,0.01,2,42,45.01,-114.56,0.83615,1,-51.09,-135.29,0.16385,2,42,-16.21,-74.77,0.53,1,-42.95,-58.39,0.47,1,1,-52.66,17.56,1,1,1,70.07,18.78,1,2,42,93.55,4.14,0.84985,75,-47.66,63.53,0.15015,3,42,185.14,-6.67,0.69958,43,15.99,-64.28,0.22749,75,0.73,-14.59,0.07292,3,42,217.11,-18.75,0.50337,43,23.47,-30.93,0.48663,75,9.65,-46.32,0.01,2,42,225.64,-32.92,0.32528,43,36.31,-20.51,0.67472,3,42,223,-84.74,0.2007,43,87.97,-15.86,0.79322,75,-43.91,-82.01,0.00607,3,42,235.62,-168.07,0.08091,43,168.7,8.29,0.57148,44,6.75,40.47,0.34761,3,43,191.8,35.81,0.32545,44,36.01,19.63,0.57243,45,-31.15,78.74,0.10211,4,43,206.64,111.54,0.10808,44,112.69,10.83,0.52068,45,6.26,11.23,0.23518,46,-49.03,19.43,0.13606,3,44,130.61,26.42,0.35068,45,29.36,5.72,0.28241,46,-27.13,10.26,0.36691,2,46,67.47,3.17,0.384,47,18.56,-16.63,0.616,1,47,19.07,-14.52,1,2,46,36.01,24.95,0.384,47,-13.89,3.64,0.616,2,46,86.23,-6.55,0.488,47,37.76,-25.46,0.512,4,44,151.19,56,0.22879,45,65.44,5.56,0.18425,46,8.45,4.28,0.45492,47,0,0,0.13205,3,42,-9.28,-17.51,0.21934,1,7.72,-30.86,0.74243,75,-126.22,130.87,0.03823,3,42,195.91,-53.82,0.42127,43,61.12,-47.06,0.57302,75,-30.92,-46.02,0.00571,3,42,190.1,-48.45,0.52927,43,56.62,-53.56,0.46502,75,-29.84,-39.6,0.00571,3,42,161.27,-48.26,0.74345,43,60.44,-82.13,0.18733,75,-47.3,-19.14,0.06922,3,42,120.38,-58.54,0.78619,43,76.31,-121.19,0.13381,75,-79.81,7.32,0.08,3,42,197.37,-69.23,0.33416,43,76.18,-43.47,0.66185,75,-43.15,-54,0.00398,4,44,167.22,97.41,0.10303,45,97.38,0.84,0.08297,46,54.09,-2.79,0.51764,47,4.74,-23.22,0.29636,3,42,49.5,-83.17,0.65468,1,-17.26,-114.16,0.26246,75,-142.18,45.76,0.08286,3,42,-9.83,-51.31,0.41164,1,-21.43,-46.95,0.57122,75,-153.07,111.17,0.01714,2,42,-31.44,-20.43,0.27617,1,-6.57,-12.31,0.72383,3,42,0.92,47.46,0.40628,1,68.18,-4.06,0.57468,75,-69.72,165.13,0.01904],"hull":35,"edges":[46,44,44,42,32,34,32,30,26,24,14,12,12,10,6,4,66,68,0,68,46,48,48,50,40,42,16,14,58,56,4,2,2,0,10,8,8,6,78,80,80,82,82,84,84,86,86,96,16,18,18,20,38,40,62,64,64,66,100,102,102,104,58,60,60,62,106,104,54,56,50,52,52,54,108,100,78,76,76,74,72,74,72,70,70,98,92,90,56,102,100,54,52,108,58,104,60,106,76,6,74,4,72,2,78,8,92,20,92,88,88,94,90,30,94,30,26,28,28,30,20,22,22,24,28,22,34,36,36,38,94,110,110,96,36,110,110,88,60,112,112,114,114,116,116,118,118,0],"width":382,"height":514}},"raptor-hindleg-back":{"raptor-hindleg-back":{"type":"mesh","uvs":[0.45041,0.09352,0.56934,0.23361,0.65294,0.47297,0.66354,0.50822,0.63175,0.54255,0.32384,0.69723,0.30069,0.73876,0.27934,0.77704,0.30417,0.83513,0.31059,0.85014,0.34101,0.85047,0.45165,0.85164,0.59556,0.81882,0.91177,0.92548,1,1,0.56337,0.96427,0.4835,0.98261,0.29879,0.98027,0.22808,0.98389,0.15998,0.98738,0.15424,0.95547,0.13895,0.87048,0.07371,0.78726,0,0.753,0,0.7049,0,0.671,0.11876,0.64653,0.16535,0.5266,0.28496,0.47398,0.29011,0.45774,0.29427,0.4446,0.20635,0.40396,0.06129,0.33691,0,0.25247,0,0,0.30793,0,0.276,0.20262,0.40398,0.31122,0.48439,0.45964,0.48318,0.48384,0.47029,0.51062,0.22698,0.67328,0.17142,0.7242,0.17122,0.78242,0.22996,0.89469,0.24677,0.90829,0.28672,0.9146,0.46583,0.91414],"triangles":[15,13,14,16,47,15,15,12,13,15,47,12,18,46,17,18,45,46,17,47,16,17,46,47,47,10,11,47,46,10,47,11,12,45,18,19,44,45,20,20,45,19,20,21,44,46,9,10,46,45,9,45,44,9,21,43,44,44,8,9,44,7,8,44,43,7,21,22,43,43,22,42,43,42,7,22,23,24,24,42,22,7,42,6,42,41,6,6,41,5,24,26,42,42,26,41,24,25,26,5,40,4,5,41,40,41,28,40,26,27,41,41,27,28,40,39,4,28,29,40,40,29,39,4,39,3,39,2,3,29,30,39,39,38,2,39,30,38,38,1,2,30,37,38,38,37,1,30,31,37,31,36,37,31,32,36,32,33,36,37,0,1,37,36,0,33,34,36,36,35,0,36,34,35],"vertices":[1,17,53.94,69.16,1,1,17,126.23,67.31,1,2,17,226.42,31.14,0.9375,18,-30.88,-1.11,0.0625,2,17,240.84,25.33,0.7,18,-25.65,13.52,0.3,2,17,246.67,8.06,0.3,18,-8.61,20.02,0.7,3,17,240.82,-115.25,0.0625,18,114.81,19.01,0.875,19,9.48,59.16,0.0625,2,18,131.07,29.69,0.7,19,22.12,44.36,0.3,2,18,146.07,39.54,0.3,19,33.76,30.71,0.7,3,18,152.6,65.01,0.12567,19,59.85,27.41,0.75203,20,15.86,48.05,0.1223,2,19,66.6,26.56,0.82916,20,16.73,41.31,0.17084,3,19,71.2,35.76,0.64716,20,26.79,39.17,0.1317,21,-67.33,18.96,0.22114,3,19,87.93,69.21,0.0625,20,63.37,31.39,0.675,21,-30.18,23.3,0.2625,2,20,113.82,35.72,0.10381,21,16.23,43.56,0.89619,1,21,128.14,12.02,1,1,21,161.85,-15.82,1,1,21,13.52,-19.72,1,2,20,62.98,-25.82,0.7,21,-12.23,-31.02,0.3,3,19,115.12,-1.34,0.08333,20,1.94,-12.66,0.83333,21,-74.27,-38.11,0.08333,2,19,106.11,-23.53,0.3,20,-21.81,-9.53,0.7,2,19,97.44,-44.91,0.7,20,-44.67,-6.51,0.3,2,19,84.26,-40.69,0.9375,20,-43.91,7.3,0.0625,1,19,49.19,-29.47,1,2,18,206.75,5.37,0.13333,19,7.44,-33.78,0.86667,2,18,219.64,-20.52,0.36111,19,-16.64,-49.81,0.63889,2,18,208.41,-37.83,0.72083,19,-35.22,-40.82,0.27917,2,18,200.49,-50.03,0.91667,19,-48.31,-34.49,0.08333,1,18,161.11,-36.98,1,2,17,150.1,-116.77,0.08333,18,119.88,-71.55,0.91667,2,17,154.99,-70.72,0.42846,18,73.68,-68.48,0.57154,2,17,150.31,-65.27,0.35605,18,68.43,-73.37,0.64395,2,17,146.52,-60.87,0.59148,18,64.18,-77.33,0.40852,2,17,115.13,-75.09,0.8446,18,79.61,-108.13,0.1554,1,17,63.33,-98.54,1,1,17,21.78,-94.56,1,1,17,-66.69,-32.05,1,1,17,-6.63,52.97,1,1,17,58.15,-6.01,1,1,17,121.17,2.44,1,1,17,188.87,-12.1,1,2,17,197.12,-18.43,0.7,18,19.79,-28.44,0.3,2,17,203.99,-28.62,0.3,18,29.7,-21.18,0.7,1,18,136.67,-7.43,1,2,18,164.32,0.67,0.7,19,-2.53,7.74,0.3,2,18,177.98,21.58,0.25,19,19.92,-3.2,0.75,1,19,71.94,-6.3,1,2,19,79.66,-3.72,0.7,20,-9.29,21.05,0.3,2,19,87.98,7.26,0.3125,20,3.43,15.76,0.6875,2,20,62.84,4.16,0.72917,21,-21.96,-2.67,0.27083],"hull":36,"edges":[66,68,66,64,56,54,54,52,52,50,46,44,44,42,34,32,32,30,30,28,28,26,26,24,24,22,10,8,8,6,6,4,4,2,2,0,68,70,0,70,46,48,48,50,14,12,12,10,60,58,58,56,42,40,40,38,18,16,16,14,22,20,20,18,38,36,36,34,60,62,62,64,68,72,72,74,74,76,76,78,78,80,80,82,82,84,84,86,16,88,86,88,18,90,90,38,88,90,20,92,92,36,90,92,92,94,94,22,94,32,30,24,88,40,86,14,84,12,82,10,82,52,48,84,44,86,78,6,4,76,80,8,80,56,58,78,76,60],"width":338,"height":429}},"raptor-horn":{"raptor-horn":{"type":"mesh","uvs":[0.2320153,0,0.3645552,0.3050978,0.3796721,0.2857785,0.4298346,0.4150413,0.4825494,0.4591996,0.4918112,0.375578,0.5426151,0.4336412,0.6274374,0.2237305,0.7268489,0.20157292,0.7115516,0.10296465,0.7436974,0.12629266,0.8715365,0.3269362,0.9265505,0.5884654,0.9514625,0.5829078,1,0.7979733,0.9985468,0.9160847,0.9566796,0.9066001,0.8954752,0.8405172,0.8574452,0.7156778,0.8117617,0.7108075,0.7914574,0.6416241,0.714598,0.6694834,0.7030812,0.721095,0.6640457,0.9195486,0.5713867,1,0.5126506,1,0.4074921,0.941782,0.3449897,0.801856,0.24959217,0.4946659,0.2394483,0.4213032,0.1576777,0.3774751,0.10301193,0.4385621,0.0715998,0.5418206,0.0634989,0.7233295,0.09680023,0.785812,0.19704853,0.703121,0.2084882,0.7070155,0.13611205,0.8718369,0.079402,0.956752,0.03745056,0.9278391,0,0.7270688,0,0.4923866,0.01820776,0.3757654,0.08923977,0.1600458,0.22169617,0.0859055,0.2123134,0.02037095,0.21550685,0,0.9339475,0.7494978,0.8407752,0.4721375,0.760784,0.4648366,0.7161605,0.5848157,0.5537296,0.7587875,0.4539151,0.6548708,0.3518486,0.5462127],"triangles":[17,18,47,0,45,46,44,45,0,8,9,10,1,44,0,8,10,11,30,43,44,29,30,44,31,42,43,1,29,44,30,31,43,4,5,6,49,8,11,48,49,11,28,29,1,32,42,31,41,42,32,53,28,1,12,48,11,49,50,7,49,7,8,6,7,50,20,49,48,50,49,20,52,3,4,6,50,51,21,50,20,18,19,20,48,18,20,48,47,18,21,22,50,32,40,41,33,40,32,47,48,12,22,51,50,4,6,51,52,4,51,47,13,14,53,27,28,1,2,3,53,1,3,37,34,35,37,35,36,16,47,14,17,47,16,23,51,22,39,40,33,39,33,34,38,39,34,53,52,27,52,53,3,25,26,52,26,27,52,37,38,34,51,25,52,24,25,51,23,24,51,47,12,13,15,16,14],"vertices":[1,34,281.61,81.74,1,1,34,213.35,84.72,1,1,34,211.41,78.74,1,2,34,184.08,81.47,0.99749,74,-201.91,110.55,0.00251,1,34,165.27,73.64,1,1,34,171.82,61.6,1,2,34,152.01,55.86,0.99978,74,-160.92,112.71,0.00022,2,34,152.05,10.45,0.99,74,-134.51,149.65,0.01,2,34,127.93,-16.63,0.98888,74,-99.14,157.63,0.01112,2,34,142.65,-24.37,0.97775,74,-106.6,172.5,0.02225,2,34,131.57,-29.57,0.9788,74,-94.56,170.26,0.0212,2,34,75.83,-37.63,0.97359,74,-44.55,144.38,0.02641,2,34,32.94,-20.65,0.93,74,-19.57,105.6,0.07,2,34,26.9,-27.43,0.9,74,-10.71,107.6,0.1,2,34,-9.24,-14.28,0.86,74,11.02,75.86,0.14,2,34,-21.6,-0.12,0.78,74,12.83,57.16,0.22,2,34,-9.42,9.08,0.84,74,-2.43,56.76,0.16,2,34,14.03,16.44,0.88122,74,-25.78,64.43,0.11878,2,34,37.64,11.23,0.93,74,-41.95,82.41,0.07,2,34,50.35,21.92,0.94,74,-58.5,81.12,0.06,2,34,63.22,18.84,0.95957,74,-67.18,91.12,0.04043,2,34,80.71,41.03,0.99714,74,-94.31,83.25,0.00286,1,34,78.21,49.9,1,1,34,67.2,82.69,1,1,34,83.22,114.91,1,1,34,98.88,129.38,1,1,34,133.2,148.49,1,1,34,164.96,147.54,1,1,34,223.55,135.17,1,1,34,234.17,129.11,1,1,34,260.7,144.13,1,1,34,268.68,164.73,1,1,34,265.91,184.53,1,1,34,248.48,207.72,1,1,34,232.86,206.82,1,1,34,215.06,172.46,1,1,34,211.59,170.1,1,1,34,213.1,207.18,1,1,34,219.05,231.06,1,1,34,233.36,238.02,1,1,34,265.01,223.8,1,1,34,290.33,196.4,1,1,34,298.06,178.29,1,1,34,302.4,135.6,1,1,34,275.09,94.31,1,1,34,284.66,88.97,1,1,34,286.01,85.81,1,2,34,13.6,-3.66,0.93,74,-13.73,80.52,0.07,1,34,68.37,-13.1,1,2,34,90.48,5.75,0.995,74,-81.72,117.62,0.005,2,34,89.43,30.76,0.995,74,-95.42,96.68,0.005,1,34,113.96,91.09,1,1,34,151.78,103.55,1,1,34,190.72,116,1],"hull":47,"edges":[0,92,0,2,2,4,4,6,6,8,8,10,10,12,12,14,14,16,18,20,20,22,22,24,24,26,26,28,30,32,32,34,36,38,38,40,40,42,42,44,44,46,46,48,48,50,50,52,52,54,54,56,56,58,60,62,62,64,64,66,66,68,68,70,70,72,72,74,74,76,76,78,78,80,80,82,82,84,84,86,86,88,88,90,90,92,28,30,16,18,34,36,58,60,96,94,96,98,98,100],"width":363,"height":159}},"raptor-horn-back":{"raptor-horn-back":{"x":121.43,"y":83.01,"rotation":-132.22,"width":351,"height":153}},"raptor-jaw":{"raptor-jaw":{"type":"mesh","uvs":[0.4361067,0.10281,0.5045727,0.2644637,0.5967342,0.3777679,0.6941603,0.4975443,0.7977112,0.5491686,0.9114874,0.598116,0.9999997,0.6361945,0.9930525,0.8562525,0.6760647,1,0.39520955,1,0.19457,0.89404,0.2161,0.6497,0,0.46112,0,0,0.2612472,0.00000998345,0.19457,0.29385,0.6067776,0.8124308,0.4289615,0.8893819,0.8600588,0.8027105,0.6478775,0.9300833,0.5834864,0.6241919,0.41195855,0.6975168,0.4615322,0.5192138,0.3598942,0.3663982,0.3256392,0.5423782],"triangles":[15,14,0,1,23,0,12,13,15,15,13,14,8,18,7,7,18,6,18,5,6,8,19,18,17,21,16,23,15,0,24,15,23,21,20,16,21,22,20,21,24,22,24,23,22,2,22,23,20,22,3,22,2,3,2,23,1,11,24,21,4,16,20,16,4,18,17,16,19,19,16,18,18,4,5,4,20,3,9,10,17,8,9,19,9,17,19,10,21,17,10,11,21,11,12,24,12,15,24],"vertices":[2,54,28.47,75.44,0.40489,74,-91.22,43.02,0.59511,2,54,66.98,65.83,0.54061,74,-64.96,13.27,0.45939,2,54,98.09,68.86,0.67457,74,-37.62,-1.88,0.32543,2,54,132.32,71.81,0.77891,74,-7.76,-18.87,0.22109,2,54,163.31,76.98,0.78694,74,20.7,-32.2,0.21306,2,54,190.52,90.03,0.78631,74,50.51,-36.88,0.21369,2,54,210.32,100.44,0.86507,74,72.72,-39.54,0.13493,1,54,238.9,67.81,1,2,54,234.83,1.64,0.98898,74,36.86,-134.8,0.01102,2,54,173.67,-58.3,0.98603,74,-47.5,-149.48,0.01397,1,54,125.49,-79.1,1,2,54,87.8,-40.51,0.77481,74,-108.13,-86.11,0.22519,3,54,-5.59,-78.2,0.30353,8,-21.32,-18.84,0.63716,74,-202.55,-73.18,0.05931,2,8,106.45,-6.22,0.98571,74,-224.49,48.7,0.01429,2,8,95.42,-85.63,0.62475,74,-144.43,44.69,0.37525,2,54,24.89,6.25,0.63522,74,-133.42,-11.92,0.36478,2,54,177.48,5.6,0.7446,74,-8.12,-99.01,0.2554,2,54,160.25,-36.54,0.86286,74,-46.21,-123.95,0.13714,2,54,216.48,51.69,0.84606,74,50.14,-83.17,0.15394,2,54,213.42,2.58,0.92571,74,19.76,-121.89,0.07429,2,54,138.62,31.33,0.63037,74,-25.53,-55.78,0.36963,2,54,124.75,-11.2,0.73167,74,-61.07,-82.94,0.26833,2,54,102.54,22.8,0.5705,74,-60.08,-42.34,0.4295,2,54,61.9,25.79,0.54075,74,-91.85,-16.83,0.45925,2,54,86.18,-5.32,0.63768,74,-89.5,-56.22,0.36232],"hull":15,"edges":[24,26,24,22,22,20,20,18,18,16,8,6,2,0,26,28,0,28,26,30,24,30,30,0,14,16,14,12,8,32,32,34,8,10,10,12,2,4,4,6],"width":252,"height":275}},"raptor-jaw-inside":{"raptor-jaw2":{"type":"mesh","path":"raptor-jaw","uvs":[0.4361067,0.10281,0.5045727,0.2644637,0.6941603,0.4975443,0.7977112,0.5491686,0.9999997,0.6361945,0.9930525,0.8562525,0.6760647,1,0.39520955,1,0.19457,0.89404,0.2161,0.6497,0,0.46112,0,0,0.2612472,0.00000998345,0.19457,0.29385,0.6067776,0.8124308,0.4289615,0.8893819],"triangles":[13,11,12,10,11,13,13,12,0,13,0,1,9,13,1,9,1,2,10,13,9,14,9,2,14,2,3,5,3,4,14,3,5,15,9,14,8,9,15,7,8,15,6,14,5,15,14,6,7,15,6],"vertices":[2,54,28.9,96.24,0.84,74,-73.48,56.29,0.16,2,54,65.84,86.82,0.84002,74,-48.4,27.58,0.15998,2,54,125.41,92.66,0.88641,74,3.97,-1.4,0.11359,2,54,151.38,98.09,0.83356,74,28.44,-11.66,0.16644,2,54,191.91,121,0.85174,74,74.81,-15.78,0.14826,2,54,227.3,89.29,0.83919,74,85.97,-61.97,0.16081,2,54,223.4,25.16,0.94641,74,46.37,-112.58,0.05359,2,54,176.27,-33.76,0.77848,74,-25.86,-134.36,0.22152,2,54,132.75,-53.77,0.70055,74,-73.05,-126.15,0.29945,2,54,94.17,-16.26,0.68436,74,-83.54,-73.38,0.31564,3,54,19.52,-38.44,0.28887,8,-3.76,-62.46,0.60639,74,-154.63,-56.39,0.10474,1,8,98.59,-46.15,1,2,8,110.02,-102.65,0.84736,74,-123.17,57.1,0.15264,2,54,31.25,29.22,0.82334,74,-109.57,-0.23,0.17666,2,54,171.54,28.72,0.86269,74,5.69,-80.23,0.13731,2,54,161.87,-12.64,0.71096,74,-25.74,-108.8,0.28904],"hull":13,"edges":[20,22,20,18,18,16,16,14,14,12,6,4,4,2,2,0,22,24,0,24,22,26,20,26,26,0,10,12,6,8,10,8,6,28,28,30],"width":252,"height":275}},"raptor-mouth-inside":{"raptor-mouth-inside":{"type":"mesh","uvs":[1,0.2901708,0.3721679,1,0,1,0,0,1,0],"triangles":[1,2,3,0,1,3,3,4,0],"vertices":[1,8,26.56,-211.68,1,1,54,130.45,-7.83,1,1,54,109.72,-24.21,1,1,8,47.22,-139.7,1,1,8,50.33,-210.63,1],"hull":5,"edges":[4,6,6,8,2,4,0,8,2,0],"width":71,"height":82}},"raptor-saddle":{"raptor-saddle-w-shadow":{"type":"mesh","uvs":[0.2851687,0.09748712,0.2689083,0.1471946,0.3243085,0.2889278,0.4506858,0.5279327,0.5607564,0.5621913,0.6993636,0.5350207,0.7156704,0.4487835,0.8379711,0.3637275,0.9127102,0.3471887,1,0.5362242,1,0.617714,0.9347877,0.829428,0.8752383,0.9601347,0.740987,1,0.2898378,0.9495954,0.12981683,0.8530382,0.1029457,0.6944349,0.1044914,0.6365652,0.20499033,0.6452009,0.09539534,0.4174135,0.001327455,0.3784141,0,0.2702627,0.11185617,0,0.1702127,0,0.24413365,0,0.46313465,0.9233212,0.5675508,0.8441542,0.9405592,0.6790604,0.9262991,0.4310634,0.2137001,0.18681794,0.18239355,0.2896332,0.21653177,0.3382445,0.3230655,0.4453539,0.3860594,0.5291085,0.3906913,0.5597112,0.365679,0.6031992,0.3823539,0.6241378,0.4397894,0.6917375,0.5389122,0.714287,0.6232128,0.7158975,0.7038079,0.6925429,0.7482742,0.6635508,0.7899613,0.6208682,0.8057098,0.5693269,0.7973724,0.540335,0.7566117,0.5121482,0.7278938,0.5153695,0.2063416,0.08375912,0.17577094,0.1288577,0.136863,0.1876471,0.11185077,0.2875084,0.1776237,0.3632098,0.2619244,0.4606551,0.3054643,0.5001165,0.3156544,0.5548792,0.810258,0.7038045,0.86992,0.6597587,0.8992743,0.5451668,0.8492496,0.4799348,0.8186791,0.43161485],"triangles":[47,23,24,47,24,0,47,22,23,1,47,0,48,47,1,29,48,1,48,49,22,47,48,22,49,48,29,21,22,49,50,21,49,29,1,2,30,49,29,30,29,2,50,49,30,31,30,2,51,50,30,51,30,31,20,21,50,19,20,50,19,50,51,8,9,28,7,8,28,59,7,28,32,31,2,2,3,32,7,59,6,52,31,32,51,31,52,58,59,28,53,52,32,45,6,59,45,59,58,46,6,45,33,53,32,3,33,32,46,5,6,44,45,58,57,58,28,57,28,9,44,58,57,54,53,33,34,33,3,54,33,34,43,44,57,35,54,34,57,9,10,46,44,43,44,46,45,36,35,34,52,19,51,19,52,18,54,52,53,54,18,52,56,43,57,27,56,57,42,43,56,46,42,5,43,42,46,41,5,42,10,27,57,3,36,34,37,3,4,37,36,3,40,5,41,4,5,40,16,17,18,55,42,56,41,42,55,38,37,4,39,38,4,40,39,4,27,55,56,11,55,27,11,27,10,26,38,39,15,16,18,26,25,37,26,37,38,14,18,37,35,18,54,36,18,35,37,18,36,14,37,25,15,18,14,12,55,11,55,13,40,55,40,41,13,55,12,26,39,40,13,26,40,25,26,13,14,25,13],"vertices":[262.59,79.92,244.74,92.82,188.83,69.76,114.07,26.79,102.07,-9.38,113.32,-54.32,145.78,-58.87,178.6,-97.98,185.38,-122.19,120.06,-152.19,84.63,-153.03,15.94,-134.16,-24.77,-117.84,-45.38,-70.46,-59.12,75.16,-24.15,128.17,35.11,138.33,56.81,138.33,54.35,105.5,138.9,143.23,152.8,174.24,193.34,175.62,295.51,141.56,295.96,122.54,296.53,98.45,-47.94,18.91,-17.46,-14.42,67.83,-136.04,154.04,-127.36,226.26,106.71,187.47,116.01,169.51,104.45,130.18,68.79,99.26,47.52,87.82,45.74,71.33,53.5,63.61,47.89,52.57,28.9,44.88,-3.61,44.93,-31.1,54.3,-57.16,65.51,-71.39,81.83,-84.6,101.28,-89.28,112.08,-86.31,122.33,-72.77,120.91,-63.44,264.84,110.02,247.7,119.59,225.36,131.75,187.73,139.02,159.85,116.91,123.97,88.58,109.51,74.04,89.06,70.23,41.99,-86.15,68.62,-111.21,111.05,-119.56,135.12,-102.68,153,-92.29],"hull":25,"edges":[44,42,40,42,40,38,38,36,36,34,34,32,32,30,30,28,28,50,50,52,52,26,26,24,24,22,22,54,54,20,20,18,18,56,56,16,16,14,14,12,12,10,10,8,8,6,6,4,4,2,2,0,0,48,26,28,20,22,16,18,2,58,58,60,60,62,62,64,64,66,66,68,68,70,70,72,72,74,74,76,76,78,78,80,80,82,82,84,84,86,86,88,88,90,90,92,92,10,44,46,46,48,46,94,94,96,96,98,98,100,100,102,102,104,104,106,106,108,108,36,110,112,112,114,114,116,116,118,118,14],"width":324,"height":341}},"raptor-saddle-strap-back":{"raptor-saddle-strap-back":{"x":78.45088,"y":-4.196441,"rotation":120.23926,"width":108,"height":148}},"raptor-saddle-strap-front":{"raptor-saddle-strap-front":{"x":128.83,"y":-4.72,"rotation":61.29,"width":114,"height":189}},"raptor-tongue":{"raptor-tongue":{"type":"mesh","uvs":[0.35242,0.21561,0.4794,0.44246,0.62072,0.61177,0.80563,0.75374,1,0.90297,1,1,0.8971,1,0.72055,0.92255,0.50668,0.82872,0.30402,0.70725,0.10537,0.57889,0,0.50622,0,0,0.26225,0],"triangles":[7,2,3,6,3,4,7,3,6,6,4,5,1,9,0,8,9,1,2,8,1,8,2,7,0,11,12,0,12,13,10,11,0,9,10,0],"vertices":[2,71,3.64,27.05,0.6875,72,-47.27,33.88,0.3125,3,71,39.1,19.46,0.3125,72,-13.42,20.87,0.625,73,-51.54,33.38,0.0625,3,71,71.56,19.03,0.0625,72,18.59,15.4,0.625,73,-21.56,20.92,0.3125,2,72,55.03,16.86,0.3125,73,14.29,14.24,0.6875,2,72,93.34,18.4,0.08333,73,51.98,7.21,0.91667,1,73,56.09,-4.51,1,2,72,85.07,-1.49,0.08333,73,39.49,-10.33,0.91667,2,72,54.23,-9.18,0.3125,73,7.71,-10.97,0.6875,3,71,75.14,-14.72,0.0625,72,16.87,-18.5,0.625,73,-30.77,-11.74,0.3125,3,71,38.8,-25.81,0.3125,72,-20.75,-23.8,0.625,73,-68.63,-8.54,0.0625,2,71,2.4,-35.78,0.6875,72,-58.25,-27.99,0.3125,2,71,-17.29,-40.63,0.91667,72,-78.46,-29.72,0.08333,1,71,-59.92,8.19,1,2,71,-26.14,37.69,0.91667,72,-75.02,49.02,0.08333],"hull":14,"edges":[22,24,10,12,10,8,24,26,16,4,18,16,2,4,18,2,22,20,0,26,20,0,0,2,12,14,14,16,4,6,6,8,14,6,20,18],"width":171,"height":128}},"raptow-jaw-tooth":{"raptor-jaw-tooth":{"type":"mesh","uvs":[1,1,0,1,0,0,1,0],"triangles":[1,2,3,1,3,0],"vertices":[1,54,275.87,107.8,1,2,54,235.58,46.93,0.94857,74,-85.57,-171.76,0.05143,2,54,155.53,99.92,0.94,74,-56.06,-80.4,0.06,1,54,195.82,160.79,1],"hull":4,"edges":[0,2,2,4,4,6,0,6],"width":73,"height":96}},"spineboy-torso":{"torso":{"x":55.88,"y":4.87,"rotation":-104.14,"width":108,"height":182}},"stirrup-back":{"stirrup-back":{"x":53.2,"y":31.34,"rotation":-21.13,"width":87,"height":69}},"stirrup-front":{"stirrup-front":{"x":36.14,"y":20.39,"rotation":-21.13,"width":89,"height":100}},"stirrup-strap":{"stirrup-strap":{"type":"mesh","uvs":[0.36823,0.27894,0.45738,0.38897,0.54452,0.49652,0.67872,0.59135,0.81977,0.69102,1,0.77344,1,1,0.77957,1,0.6373,0.8163,0.53364,0.72349,0.40534,0.60861,0.30886,0.52535,0.2105,0.44048,0,0.26245,0,0,0.30637,0,0.20242,0.23001],"triangles":[2,10,1,9,10,2,9,2,3,8,9,3,8,3,4,7,8,4,7,4,5,7,5,6,16,14,15,13,14,16,16,15,0,12,16,0,12,0,1,13,16,12,11,12,1,10,11,1],"vertices":[2,59,24.72,8.04,0.80345,60,-17.42,11.02,0.19655,2,59,37.95,8.04,0.59979,60,-4.37,8.87,0.40021,2,59,50.88,8.05,0.36895,60,8.39,6.77,0.63105,2,59,65.92,12.27,0.17748,60,23.92,8.48,0.82252,2,59,81.73,16.71,0.05943,60,40.24,10.28,0.94057,2,59,98.83,25.04,0.0121,60,58.47,15.72,0.9879,2,59,114.44,11.58,0.00191,60,71.67,-0.11,0.99809,2,59,100.47,-4.61,0.01818,60,55.25,-13.81,0.98182,2,59,78.8,-4.14,0.07488,60,33.95,-9.81,0.92512,2,59,65.83,-6.24,0.2028,60,20.81,-9.77,0.7972,2,59,49.79,-8.84,0.39972,60,4.56,-9.71,0.60028,2,59,37.94,-10.97,0.62658,60,-7.48,-9.89,0.37342,2,59,25.86,-13.15,0.82035,60,-19.76,-10.07,0.17965,2,59,0.25,-18.03,0.95289,60,-45.82,-10.7,0.04711,2,59,-17.84,-2.43,0.9771,60,-61.11,7.64,0.0229,2,59,1.58,20.07,0.94775,60,-38.29,26.68,0.05225,2,59,10.84,-1.24,0.9771,60,-32.63,4.14,0.0229],"hull":16,"edges":[28,30,30,0,12,10,8,10,12,14,14,16,26,28,24,26,26,32,32,30,20,22,22,24,0,2,2,4,4,6,6,8,16,18,18,20],"width":97,"height":91}},"tail-shadow":{"raptor-tail-shadow":{"type":"mesh","uvs":[1,0.5038733,0.8927635,1,0.8206947,0.9699304,0.7292686,0.922309,0.6408266,0.8762418,0.5498845,0.8366692,0.4710567,0.8002196,0.4012287,0.7783001,0.3223776,0.753211,0.25300685,0.7310743,0.20375143,0.718833,0.11753407,0.71414,0,0.7251878,0,0.6633773,0.10358384,0.572817,0.1820103,0.5127993,0.23533583,0.4751185,0.305547,0.42809924,0.3796754,0.3776941,0.448583,0.3281026,0.5198677,0.2798029,0.6100684,0.21367177,0.7072464,0.14608423,0.8010878,0.08081734,0.9013402,0],"triangles":[10,11,14,13,14,11,10,14,15,12,13,11,9,10,15,8,9,16,9,15,16,8,16,17,7,8,17,6,7,18,7,17,18,6,18,19,5,6,19,4,20,21,4,5,20,5,19,20,2,22,23,3,21,22,4,21,3,3,22,2,23,24,0,23,0,2,1,2,0],"vertices":[1,65,-0.16,6.41,1,2,65,42.4,61.67,0.7548,66,-28.13,61.67,0.2452,2,65,69.28,56.16,0.53679,66,-1.25,56.16,0.46321,3,65,103.42,48.48,0.13235,66,32.89,48.48,0.82952,67,-35.63,49.98,0.03813,3,65,136.1,39.06,0.00439,66,65.57,39.06,0.62467,67,-3.36,39.23,0.37094,3,66,99.5,32,0.0995,67,30.26,30.79,0.87982,68,-32.35,31.34,0.02068,3,66,129.1,26.76,0.00046,67,59.61,24.34,0.57172,68,-3.11,24.4,0.42782,2,67,85.42,18.44,0.04275,68,22.59,18.06,0.95725,2,68,51.63,10.96,0.64526,69,-3.07,10.89,0.35474,2,68,77.16,4.61,0.00246,69,22.59,5.12,0.99754,2,69,40.97,2.02,0.84959,70,-8.23,2.08,0.15041,1,70,23.84,-2.64,1,1,70,68.09,-5.25,1,1,70,68.64,-7.05,1,1,70,29.23,-12.51,1,2,69,48.26,-18.17,0.57427,70,-1.07,-18.16,0.42573,1,69,27.9,-20.81,1,2,68,55.03,-24.11,0.40024,69,1.11,-24.1,0.59976,3,67,90.24,-26.6,0.00715,68,26.65,-27.06,0.98709,69,-27.19,-27.68,0.00576,2,67,63.89,-30.1,0.5083,68,0.25,-30.11,0.4917,3,66,108.32,-33.03,0.01005,67,36.41,-34.55,0.9784,68,-27.3,-34.09,0.01155,2,66,74.22,-38.09,0.50429,67,2.13,-38.21,0.49571,3,65,107.88,-44.01,0.04245,66,37.35,-44.01,0.94684,67,-34.96,-42.61,0.01071,2,65,72.14,-50.49,0.52154,66,1.61,-50.49,0.47846,2,65,33.89,-58.82,0.93522,66,-36.64,-58.82,0.06478],"hull":25,"edges":[20,22,22,24,24,26,26,28,28,30,30,20,30,32,18,20,32,18,34,32,16,18,34,16,14,36,16,14,34,36,38,36,12,14,38,12,40,38,10,12,40,10,2,4,46,4,42,8,8,10,40,42,46,44,44,42,4,6,6,8,44,6,2,0,0,48,46,48],"width":377,"height":126}},"visor":{"visor":{"x":99.13,"y":6.51,"rotation":-70.58,"width":261,"height":168}}}}],"events":{"footstep":{}},"animations":{"gun-grab":{"slots":{"front-hand":{"attachment":[{"name":"front-open-hand"},{"time":0.23333333,"name":"gun"}]},"gun":{"attachment":[{"time":0.23333333}]}},"bones":{"front-arm":{"rotate":[{"curve":[0.025,0,0.08220983,-21.081696]},{"time":0.1,"value":-32,"curve":[0.1503909,-62.92622,0.21338578,-120.28917]},{"time":0.23333333,"value":-136.89,"curve":[0.2896056,-183.72116,0.3083333,-204.81]},{"time":0.3333333,"value":-204.81,"curve":[0.3833333,-204.81,0.4790689,-143.9026]},{"time":0.5333333,"value":-113.86,"curve":[0.562994,-97.43881,0.6333333,-56.75]},{"time":0.6666667,"value":-56.75}],"translate":[{"curve":[0.05833333,0,0.17274188,4.702995,0.05833333,0,0.175,-2.66]},{"time":0.23333333,"x":5.846542,"y":-2.66,"curve":[0.2575237,6.303093,0.3083333,6.84,0.2583333,-2.66,0.3083333,4.8]},{"time":0.3333333,"x":6.84,"y":4.8,"curve":[0.4166667,6.84,0.5833333,0,0.4166667,4.8,0.5833333,0]},{"time":0.6666667}]},"front-bracer":{"rotate":[{"curve":[0.05833333,0,0.2179034,76.69775]},{"time":0.23333333,"value":86.02,"curve":[0.267253,106.51314,0.3166667,114.95]},{"time":0.3333333,"value":114.95,"curve":[0.3833333,114.95,0.5151772,89.58005]},{"time":0.5333333,"value":81.86,"curve":[0.573774,64.6646,0.6333333,34.74]},{"time":0.6666667,"value":34.74}]},"front-hand2":{"rotate":[{"curve":[0.03333333,0,0.1,12.34]},{"time":0.13333334,"value":12.34,"curve":[0.15833333,12.34,0.20833333,-89.55]},{"time":0.23333333,"value":-89.55,"curve":[0.2694869,-89.03192,0.29868475,-89.02898]},{"time":0.3333333,"value":-79.79,"curve":[0.3967903,-62.86931,0.5833333,-10.18]},{"time":0.6666667,"value":-10.18}],"scale":[{"curve":[0.05833333,1,0.175,0.938,0.05833333,1,0.175,0.938]},{"time":0.23333333,"x":0.938,"y":0.938,"curve":[0.3416667,0.938,0.5583333,1,0.3416667,0.938,0.5583333,1]},{"time":0.6666667}]}},"ik":{"spineboy-front-arm-ik":[{"mix":0}]}},"gun-holster":{"slots":{"front-hand":{"attachment":[{"name":"gun"},{"time":0.3,"name":"front-open-hand"},{"time":0.6666667,"name":"front-hand"}]},"gun":{"attachment":[{},{"time":0.3,"name":"gun-nohand"}]}},"bones":{"front-arm":{"rotate":[{"value":-56.75,"curve":[0.04166667,-56.75,0.10367804,-197.52673]},{"time":0.16666667,"value":-197.8805,"curve":[0.22985075,-198.588,0.2666667,-143.09216]},{"time":0.3,"value":-143.09216,"curve":[0.3416667,-143.09216,0.425,-159.79407]},{"time":0.4666667,"value":-159.79407,"curve":[0.5166666,-159.79407,0.6166667,-25.24498]},{"time":0.6666667,"value":-25.24498}]},"front-bracer":{"rotate":[{"value":34.74,"curve":[0.04166667,34.74,0.1383027,83.36806]},{"time":0.16666667,"value":90.01028,"curve":[0.19547497,96.75655,0.3689841,112.83827]},{"time":0.4,"value":114.4371,"curve":[0.42188275,115.56515,0.45,116.10092]},{"time":0.4666667,"value":116.10092}]},"front-hand2":{"rotate":[{"value":-10.18,"curve":[0.04166667,-10.18,0.1316155,-79.17182]},{"time":0.16666667,"value":-84.76454,"curve":[0.2042644,-90.76359,0.2666667,-89.5203]},{"time":0.3,"value":-89.5203,"curve":[0.3416667,-89.5203,0.41145995,-56.53587]},{"time":0.4666667,"value":-35.36478,"curve":[0.5072452,-19.803425,0.6166667,0.1828537]},{"time":0.6666667,"value":0.1828537}],"translate":[{"curve":[0.01666667,0,0.05,-1.8167114,0.01666667,0,0.05,0.11190796]},{"time":0.06666667,"x":-1.8167114,"y":0.11190796}],"scale":[{"curve":[0.075,1,0.225,0.8883298,0.075,1,0.225,0.8883298]},{"time":0.3,"x":0.8883298,"y":0.8883298}]}},"ik":{"spineboy-front-arm-ik":[{"mix":0,"curve":"stepped"},{"time":0.4666667,"mix":0},{"time":0.6666667,"mix":0.996}]}},"jump":{"slots":{"mouth-smile":{"attachment":[{"time":0.13333334,"name":"mouth-grind"},{"time":0.9,"name":"mouth-smile"}]}},"bones":{"back-arm1":{"rotate":[{"curve":[0.03333333,0,0.1,41.829]},{"time":0.13333334,"value":41.829,"curve":[0.23333333,41.829,0.4333333,-19.760994]},{"time":0.5333333,"value":-19.760994,"curve":[0.6166667,-19.760994,0.8128164,7.85775]},{"time":0.8666667,"value":16.306156,"curve":[0.9224887,25.06391,0.9916667,39.62011]},{"time":1.0333333,"value":39.62011,"curve":[1.0666667,39.62011,1.1344527,36.98088]},{"time":1.1666666,"value":21.980946,"curve":[1.184377,13.734497,1.2416667,-14.43]},{"time":1.2666667,"value":-14.43,"curve":[1.3166667,-14.43,1.4166666,0]},{"time":1.4666667}]},"back-arm2":{"rotate":[{"curve":[0.03333333,0,0.12394547,-25.320557]},{"time":0.13333334,"value":-28.289993,"curve":[0.1783775,-42.53771,0.4083333,-75.93]},{"time":0.5,"value":-75.93,"curve":[0.5666666,-75.93,0.722417,-61.83999]},{"time":0.7666666,"value":-57.21051,"curve":[0.8338963,-50.17683,0.9916667,-38.17255]},{"time":1.0666667,"value":-38.17255,"curve":[1.1083333,-38.17255,1.176968,-49.67921]},{"time":1.2666667,"value":-49.35931,"curve":[1.3490245,-49.0656,1.475,0]},{"time":1.5333333}]},"back-foot-target":{"rotate":[{"time":0.3,"curve":[0.325,0,0.3859792,-31.842297]},{"time":0.4,"value":-41.64,"curve":[0.4195538,-55.30418,0.4581111,-86.03314]},{"time":0.4666667,"value":-86.03314,"curve":[0.475,-86.03314,0.5152747,-62.62698]},{"time":0.5333333,"value":-57.97,"curve":[0.6451504,-29.134336,1.025,-7.79]},{"time":1.0333333,"value":-7.79}],"translate":[{"x":99.37207,"curve":"stepped"},{"time":0.3,"x":99.37207,"curve":[0.35245055,97.70503,0.3490575,85.1468,0.4,0,0.3,0]},{"time":0.4,"x":83.3479,"curve":[0.41218135,83.24,0.4236354,87.01813,0.410921,0.19938447,0.4145411,-7.91345]},{"time":0.4333333,"x":92.06587,"y":-9.72683,"curve":[0.45063555,100.7847,0.4628767,124.20715,0.4488763,27.49708,0.4620255,103.34785]},{"time":0.4666667,"x":132.32715,"y":119.66616,"curve":[0.47647455,153.34036,0.5174084,239.6453,0.4757268,151.5211,0.5176002,382.6888]},{"time":0.5333333,"x":267.5061,"y":435.872,"curve":[0.5533992,302.6115,0.63208,352.2051,0.5573759,517.1436,0.6446792,683.9222]},{"time":0.6666667,"x":352.5156,"y":702.459,"curve":[0.7473774,353.2402,0.7973412,342.8478,0.745163,768.6361,0.7885567,768.6793]},{"time":0.8333333,"x":322.3952,"y":717.6737,"curve":[0.8662836,303.67105,0.932337,224.24954,0.8647492,681.8872,0.9359755,422.0504]},{"time":0.9666666,"x":220.4951,"y":293.734,"curve":[0.9886503,218.12817,1.0091237,314.5984,0.9868448,209.3714,1.023678,79.61865]},{"time":1.0333333,"x":318.9778}]},"back-foot2":{"rotate":[{"time":0.4333333,"curve":[0.4416667,0,0.4543986,-46.10022]},{"time":0.4666667,"value":-60.96311,"curve":[0.4745164,-70.4732,0.5166666,-76.4889]},{"time":0.5333333,"value":-76.4889,"curve":[0.5666666,-76.4889,0.6433796,-68.95593]},{"time":0.6666667,"value":-63.79,"curve":[0.7120937,-53.71259,0.8655898,-1.703009]},{"time":0.9333333,"value":16.34327,"curve":[0.9440443,19.1966,0.9833333,24.85]},{"time":1,"value":24.85,"curve":[1.0166667,24.85,1.0666667,11.068385]},{"time":1.0666667}]},"back-hand":{"rotate":[{"curve":[0.04555555,0,0.01704617,36.30731]},{"time":0.16666667,"value":36.25577,"curve":[0.2995558,36.22216,0.5354762,24.32593]},{"time":0.6666667,"value":24.21929,"curve":[0.7694893,24.26842,0.9069081,26.83148]},{"time":0.9666666,"value":31.869854,"curve":[1.023687,36.67736,1.1476643,55.22282]},{"time":1.2,"value":55.20023,"curve":[1.2955155,55.15903,1.4686667,0]},{"time":1.5333333}]},"back-leg-target":{"translate":[{"curve":[0.025,0,0.075,-35.36512,0.025,0,0.075,-16.419464]},{"time":0.1,"x":-35.36512,"y":-16.419464,"curve":[0.14125,-35.36512,0.2051875,-14.122425,0.14125,-16.419464,0.2141511,4.83593]},{"time":0.2666667,"x":-4.49427,"y":4.243248,"curve":[0.3173125,3.38331,0.36625,12.04432,0.3191162,3.651329,0.3752136,-33.42033]},{"time":0.4,"x":12.04432,"y":-42.7273,"curve":[0.4166667,12.04432,0.45,-46.16881,0.4125226,-47.42941,0.4538625,-76.2947]},{"time":0.4666667,"x":-46.16881,"y":-81.12202,"curve":[0.475,-46.16881,0.525,-38.35786,0.4988051,-93.2386,0.525,-96.10667]},{"time":0.5333333,"x":-38.35786,"y":-96.10667,"curve":[0.5666666,-38.35786,0.6333333,-55.57699,0.5666666,-96.10667,0.6425653,-67.82824]},{"time":0.6666667,"x":-55.57699,"y":-63.06306,"curve":[0.75,-55.57699,0.9072893,-56.88122,0.7361128,-49.33256,0.92131,-52.06205]},{"time":1,"x":-43.00437,"y":-42.05479,"curve":[1.0764648,-31.55921,1.10133,-19.948174,1.0840495,-31.365967,1.125148,-4.63678]},{"time":1.1333333,"x":-12.985786,"y":-3.971947,"curve":[1.1975242,0.9790268,1.2333333,0,1.1733154,-0.7245483,1.2333333,0]},{"time":1.2666667}]},"back-leg1":{"translate":[{},{"time":0.4666667,"x":-12.671936,"y":-22.45059},{"time":0.9}]},"bone":{"rotate":[{"curve":[0.025,0,0.075,-6.289631]},{"time":0.1,"value":-6.289631,"curve":[0.14166667,-6.289631,0.225,14.18848]},{"time":0.2666667,"value":14.18848,"curve":[0.2833333,14.18848,0.3247231,10.279467]},{"time":0.3333333,"value":9.737345,"curve":[0.3875348,6.324713,0.459748,4.230726]},{"time":0.5,"value":3.8217506,"curve":[0.5624884,3.186844,0.7000426,2.0530624]},{"time":0.7666666,"value":1.962452,"curve":[0.8250232,1.883091,0.9166667,4.616762]},{"time":0.9666666,"value":4.616762,"curve":[0.9833333,4.616762,1.022989,1.2032318]},{"time":1.0333333,"value":0.7067871,"curve":[1.0812907,-1.594757,1.1333333,-2.714676]},{"time":1.1666666,"value":-2.714676,"curve":[1.1916667,-2.714676,1.2458217,-1.9112282]},{"time":1.2666667,"value":-0.4920082,"curve":[1.2935314,1.3370552,1.2978646,3.185093]},{"time":1.3333334,"value":5.486637,"curve":[1.341754,6.033026,1.3833333,7.28915]},{"time":1.4,"value":7.28915,"curve":[1.425,7.28915,1.475,-2.7659225]},{"time":1.5,"value":-2.7659225}]},"bone2":{"rotate":[{"curve":[0.025,0,0.075,-6.289638]},{"time":0.1,"value":-6.289638,"curve":[0.14166667,-6.289638,0.225,14.188473]},{"time":0.2666667,"value":14.188473,"curve":[0.2833333,14.188473,0.323626,10.890934]},{"time":0.3333333,"value":10.086456,"curve":[0.3917131,5.248283,0.4710684,-0.3524017]},{"time":0.5,"value":-2.1329346,"curve":[0.5624884,-5.978657,0.7,-10.52438]},{"time":0.7666666,"value":-10.52438,"curve":[0.8166666,-10.52438,0.9289062,-8.77774]},{"time":0.9666666,"value":-6.831554,"curve":[0.9979573,-5.21883,1.026983,-2.3625145]},{"time":1.0333333,"value":-1.44746,"curve":[1.072934,4.259098,1.1333333,18.914204]},{"time":1.1666666,"value":18.914204,"curve":[1.1916667,18.914204,1.2595825,3.6300316]},{"time":1.2666667,"value":2.206341,"curve":[1.2833333,-1.1431618,1.3166667,-7.267822]},{"time":1.3333334,"value":-7.267822,"curve":[1.35,-7.267822,1.3833333,10.00975]},{"time":1.4,"value":10.00975,"curve":[1.425,10.00975,1.475,-2.765934]},{"time":1.5,"value":-2.765934}]},"bone3":{"rotate":[{"curve":[0.025,0,0.075,-6.289631]},{"time":0.1,"value":-6.289631,"curve":[0.14166667,-6.289631,0.225,14.18848]},{"time":0.2666667,"value":14.18848,"curve":[0.2833333,14.18848,0.3166667,5.372352]},{"time":0.3333333,"value":5.372352,"curve":[0.375,5.372352,0.4583333,17.56139]},{"time":0.5,"value":17.56139,"curve":[0.5666666,17.56139,0.7445883,7.046228]},{"time":0.7666666,"value":5.589907,"curve":[0.791597,3.945461,0.9443422,-7.504638]},{"time":0.9666666,"value":-8.54041,"curve":[0.9896008,-9.604465,1.0166667,-10.007282]},{"time":1.0333333,"value":-10.007282,"curve":[1.0666667,-10.007282,1.1521357,0.3392248]},{"time":1.1666666,"value":1.8385735,"curve":[1.17214,2.4033184,1.216597,5.05995]},{"time":1.2666667,"value":5.882174,"curve":[1.2802615,6.105422,1.3166667,6.21188]},{"time":1.3333334,"value":6.21188,"curve":[1.35,6.21188,1.3948607,1.507182]},{"time":1.4,"value":1.1401405,"curve":[1.427089,-0.7945032,1.475,-2.7659225]},{"time":1.5,"value":-2.7659225}]},"bone4":{"rotate":[{"curve":[0.025,0,0.075,-6.289638]},{"time":0.1,"value":-6.289638,"curve":[0.14166667,-6.289638,0.225,14.18848]},{"time":0.2666667,"value":14.18848,"curve":[0.2833333,14.18848,0.3237649,11.190044]},{"time":0.3333333,"value":10.51786,"curve":[0.3875348,6.710186,0.4705748,1.055607]},{"time":0.5,"value":-0.3975639,"curve":[0.5729341,-3.99942,0.7,-7.156898]},{"time":0.7666666,"value":-7.156898,"curve":[0.8166666,-7.156898,0.9166667,-7.610874]},{"time":0.9666666,"value":-7.610874,"curve":[0.9833333,-7.610874,1.0234058,-5.4183]},{"time":1.0333333,"value":-4.758869,"curve":[1.087558,-1.157013,1.1333333,13.056457]},{"time":1.1666666,"value":13.056457,"curve":[1.1916667,13.056457,1.2606175,3.4012375]},{"time":1.2666667,"value":2.206352,"curve":[1.2854226,-1.498417,1.3166667,-12.634403]},{"time":1.3333334,"value":-12.634403,"curve":[1.35,-12.634403,1.3833333,16.650467]},{"time":1.4,"value":16.650467,"curve":[1.425,16.650467,1.475,-2.7659225]},{"time":1.5,"value":-2.7659225}]},"bone5":{"rotate":[{"curve":[0.025,0,0.075,-6.289634]},{"time":0.1,"value":-6.289634,"curve":[0.14166667,-6.289634,0.225,14.18848]},{"time":0.2666667,"value":14.18848,"curve":[0.2833333,14.18848,0.3208515,9.811726]},{"time":0.3333333,"value":9.24015,"curve":[0.3984912,6.256424,0.4593686,4.299362]},{"time":0.5,"value":3.8217506,"curve":[0.5752088,2.937683,0.7,1.962452]},{"time":0.7666666,"value":1.962452,"curve":[0.8166666,1.962452,0.91026,-3.964092]},{"time":0.9666666,"value":-7.610874,"curve":[0.9770811,-8.284187,1.0166667,-10.007282]},{"time":1.0333333,"value":-10.007282,"curve":[1.0666667,-10.007282,1.1333333,6.479297]},{"time":1.1666666,"value":6.479297,"curve":[1.1916667,6.479297,1.253652,3.3109016]},{"time":1.2666667,"value":2.206352,"curve":[1.294011,-0.11432648,1.3166667,-11.56517]},{"time":1.3333334,"value":-11.56517,"curve":[1.3583333,-11.56517,1.4083333,5.159958]},{"time":1.4333333,"value":5.159958,"curve":[1.4583334,5.159958,1.5083333,-2.7659225]},{"time":1.5333333,"value":-2.7659225}]},"front-arm":{"translate":[{},{"time":0.4,"x":-5.672241,"y":-4.080057},{"time":0.5333333,"y":-4.23455},{"time":0.9,"x":-12.745728,"y":12.278811},{"time":1.2333333,"x":-4.44004,"y":-5.595478},{"time":1.5333333}],"scale":[{},{"time":0.4,"x":1.0571258},{"time":0.5333333,"x":1.1181092},{"time":0.6666667},{"time":1.3,"x":1.1053566},{"time":1.5333333}]},"front-arm1":{"rotate":[{"curve":[0.06666667,0,0.2,51.20999]},{"time":0.2666667,"value":51.20999,"curve":[0.325,51.20999,0.4416667,-38.70001]},{"time":0.5,"value":-38.70001,"curve":[0.5666666,-38.70001,0.7060193,24.96402]},{"time":0.7666666,"value":38.00668,"curve":[0.8542252,56.00764,0.9106227,62.1899]},{"time":1,"value":62.19,"curve":[1.083557,62.19002,1.1916667,-14.429996]},{"time":1.2333333,"value":-14.429996,"curve":[1.2916666,-14.429996,1.4083333,0]},{"time":1.4666667}]},"front-arm2":{"rotate":[{"curve":[0.03333333,0,0.1,18.420883]},{"time":0.13333334,"value":18.420883,"curve":[0.225,18.420883,0.4083333,-58.2645]},{"time":0.5,"value":-58.2645,"curve":[0.5666666,-58.2645,0.7021892,-38.97475]},{"time":0.7666666,"value":-16.614265,"curve":[0.8205378,2.0679855,0.9667136,12.726484]},{"time":1.0666667,"value":13.080076,"curve":[1.108317,13.227425,1.1916667,-56.15]},{"time":1.2333333,"value":-56.15,"curve":[1.2916666,-56.15,1.3556546,-0.7071762]},{"time":1.4666667}]},"front-foot-target":{"rotate":[{"time":0.3,"curve":[0.325,0,0.3931645,-4.590178]},{"time":0.4,"value":-6.98424,"curve":[0.42124185,-14.423975,0.45,-69.67]},{"time":0.4666667,"value":-69.67,"curve":[0.4833333,-69.67,0.509211,-21.19719]},{"time":0.5333333,"value":-12.81,"curve":[0.5620072,-2.8402815,0.6333333,5.74]},{"time":0.6666667,"value":5.74,"curve":[0.7416667,5.74,0.8916666,0]},{"time":0.9666666}],"translate":[{"x":-90.52827,"y":47.54584,"curve":[0.015489125,-146.87875,0.075,-246.15147,0.03616454,37.02503,0.075,33.44742]},{"time":0.1,"x":-246.15147,"y":33.44742,"curve":[0.15,-246.15147,0.375,-246.15147,0.15,33.44742,0.3490849,33.6321]},{"time":0.4,"x":-246.15147,"y":33.44742,"curve":[0.41259015,-243.99417,0.4471937,-223.1184,0.4128988,35.27067,0.4601272,361.90375]},{"time":0.4666667,"x":-179.60075,"y":397.5637,"curve":[0.4842317,-140.34676,0.5173209,16.954563,0.4774975,456.6243,0.49590915,549.3128]},{"time":0.5333333,"x":73.0332,"y":636.9726,"curve":[0.55744,157.4598,0.6060993,251.39223,0.560009,699.4558,0.6333458,735.9846]},{"time":0.6666667,"x":251.3922,"y":737.1598,"curve":[0.7959785,249.0362,0.9465167,141.00352,0.8096133,742.2015,0.9465167,234.2315]},{"time":0.9666666,"x":95.94,"y":36.5}]},"front-foot2":{"rotate":[{"time":0.4,"curve":[0.4027222,-10.047846,0.4161156,-43.77206]},{"time":0.4333333,"value":-53.55206,"curve":[0.4693293,-73.71084,0.5221111,-67.11486]},{"time":0.5333333,"value":-67.11486,"curve":[0.5915235,-68.52906,0.6125263,20.60742]},{"time":0.9333333,"value":24.85,"curve":[0.9583333,24.85,0.9888094,20.15226]},{"time":1}]},"front-foot3":{"rotate":[{"time":0.4,"curve":[0.4147741,0.1559279,0.4233781,-3.3939855]},{"time":0.4333333,"value":-8.313648,"curve":[0.43800765,-10.623618,0.4856242,-19.18488]},{"time":0.5333333,"value":-19.172787,"curve":[0.5810424,-19.16069,0.6371361,-15.861124]},{"time":0.6666667,"value":-13.74629,"curve":[0.7429142,-8.285828,0.8583333,10.78]},{"time":0.9333333,"value":10.78,"curve":[0.9583333,10.78,1.0220555,10.579647]},{"time":1.0333333,"value":0.3412788}]},"front-hand":{"rotate":[{"curve":[0.0761111,0,0.18457127,-8.9291]},{"time":0.3,"value":-8.936813,"curve":[0.3333706,-8.93905,0.3722201,38.13045]},{"time":0.4333333,"value":38.11117,"curve":[0.5163476,38.085,0.6528802,-22.01101]},{"time":0.6666667,"value":-27.75,"curve":[0.6932396,-38.81171,0.7498178,-52.48159]},{"time":0.8,"value":-52.37664,"curve":[0.8955155,-52.18455,1.0517163,10.934753]},{"time":1.0666667,"value":16.08321,"curve":[1.088356,23.552305,1.1519786,45.75642]},{"time":1.2,"value":46.02961,"curve":[1.251916,46.32494,1.269744,-12.737183]},{"time":1.3,"value":-12.675003,"curve":[1.3726296,-12.525734,1.4243333,0]},{"time":1.4666667}]},"front-hand2":{"rotate":[{},{"time":0.13333334,"value":-22.27054},{"time":0.2666667,"value":-16.905346},{"time":0.4333333,"value":-2.224981},{"time":0.6666667,"value":-6.946586}]},"front-leg-target":{"translate":[{"curve":[0.025,0,0.075,-33.08603,0.025,0,0.075,-31.343483]},{"time":0.1,"x":-33.08603,"y":-31.343483,"curve":[0.175,-33.08603,0.325,140.91324,0.175,-31.343483,0.325,51.54954]},{"time":0.4,"x":140.91324,"y":51.54954,"curve":[0.4337849,140.57893,0.4213938,10.149986,0.4349877,50.46297,0.4503434,16.001236]},{"time":0.4666667,"x":-11.122642,"y":4.780113,"curve":[0.5011374,-25.03229,0.585775,-45.1228,0.511164,-24.716896,0.5599576,-38.68668]},{"time":0.6666667,"x":-46.38054,"y":-40.57328,"curve":[0.74,-46.38054,0.9228388,-1.7451248,0.74,-40.57328,0.8961042,22.30417]},{"time":0.9666666,"x":-1.7244644,"y":20.95851,"curve":[0.992868,-1.7121124,0.9931955,-37.50713,0.9953803,20.410934,0.953971,-37.80713]},{"time":1.1,"x":-38.2682,"y":-35.92603,"curve":[1.1811795,-38.84668,1.2516667,44.94257,1.184194,-34.84146,1.2516667,5.483681]},{"time":1.3333334,"x":44.94257,"y":5.483681,"curve":[1.3833333,44.94257,1.4516666,0,1.3833333,5.483681,1.4516666,0]},{"time":1.5333333}]},"gun":{"rotate":[{},{"time":0.13333334,"value":15.28},{"time":0.4,"value":-53.41},{"time":0.7666666,"value":-63.35},{"time":1.0666667,"value":-29.92},{"time":1.3,"value":7.239998},{"time":1.4,"value":-3.7},{"time":1.4666667}]},"head":{"rotate":[{"curve":[0.03505763,-0.03365194,0.06923295,8.79646]},{"time":0.1,"value":9.412632,"curve":[0.1414455,10.240612,0.18923196,4.372643]},{"time":0.2,"value":3.229214,"curve":[0.22409774,0.6703372,0.369401,-14.74709]},{"time":0.4,"value":-19.236755,"curve":[0.4406888,-25.206884,0.4984135,-33.84248]},{"time":0.5333333,"value":-33.74492,"curve":[0.5805327,-33.61305,0.6141069,-28.696323]},{"time":0.6666667,"value":-28.63125,"curve":[0.7304774,-28.55225,0.8094596,-29.54262]},{"time":0.9,"value":-29.937616,"curve":[0.9481022,-30.147467,0.966936,-4.30948]},{"time":1,"value":-3.735237,"curve":[1.0320543,-3.1785336,1.0400202,-9.869615]},{"time":1.0666667,"value":-9.829565,"curve":[1.0942267,-9.788138,1.1568012,0.4223108]},{"time":1.2,"value":0.3623085,"curve":[1.237033,0.3108692,1.2491666,-5.1648]},{"time":1.2666667,"value":-5.1648,"curve":[1.2918334,-5.1648,1.3507247,3.755885]},{"time":1.4,"value":3.8968296,"curve":[1.4395118,4.00985,1.5085,0]},{"time":1.5333333}],"translate":[{"curve":[0.05,0,0.15018436,1.695427,0.05,0,0.15,-35.74241]},{"time":0.2,"x":2.517872,"y":-35.74241,"curve":[0.26383,3.571728,0.3416667,10.406754,0.2583333,-35.74241,0.3416667,-18.18716]},{"time":0.4,"x":10.406754,"y":-18.18716,"curve":[0.4583333,10.406754,0.6083333,26.321533,0.4583333,-18.18716,0.6083333,-20.793]},{"time":0.6666667,"x":26.321533,"y":-20.793,"curve":[0.75,26.321533,0.9166667,19.03595,0.75,-20.793,0.9166667,1.70395]},{"time":1,"x":19.03595,"y":1.70395}],"scale":[{"curve":[0.05,1,0.15,0.9846538,0.05,1,0.15,1.0486925]},{"time":0.2,"x":0.9846538,"y":1.0486925,"curve":[0.23333333,0.9846538,0.3,1,0.23333333,1.0486925,0.3,1]},{"time":0.3333333,"curve":[0.375,1,0.4583333,1.0658532,0.375,1,0.4583333,0.9446618]},{"time":0.5,"x":1.0658532,"y":0.9446618,"curve":[0.6029718,1.0658532,0.7001455,0.987006,0.6385755,0.9446618,0.8166666,1.0486925]},{"time":0.8666667,"x":0.9846538,"y":1.0486925,"curve":[0.878,0.9846538,0.9583455,1.0662344,0.9168404,1.0492805,0.9583556,0.9451558]},{"time":1,"x":1.0658532,"y":0.9446618,"curve":[1.044783,1.0654434,1.0613284,0.98583,1.0495664,0.9440737,1.0580918,1.0475163]},{"time":1.1,"x":0.9846538,"y":1.0486925,"curve":[1.189014,0.9828896,1.3628333,1,1.119425,1.0475165,1.3628333,1]},{"time":1.5333333}]},"head-control":{"translate":[{"curve":[0.1024278,0,0.22652973,-26.07893,0.05,0,0.2618621,97.74262]},{"time":0.4333333,"x":-26.09902,"y":97.29775,"curve":[0.6625342,-26.121284,0.8315986,-16.9805,0.6132514,96.83098,0.89164,22.953415]},{"time":0.9333333,"x":-14.02325,"y":11.078598,"curve":[0.985834,-12.497145,1.0348732,-10.471168,0.957361,4.235153,1.0583333,-31.97078]},{"time":1.1,"x":-8.272495,"y":-31.97078,"curve":[1.1634384,-6.130821,1.2653453,-3.6763954,1.1583333,-31.97078,1.275,24.45047]},{"time":1.3333334,"x":-2.266205,"y":24.45047,"curve":[1.4467424,0.08610153,1.4833333,0,1.3833333,24.45047,1.4833333,0]},{"time":1.5333333}]},"head2":{"rotate":[{"value":18.07678,"curve":[0.03333333,18.07678,0.10766412,24.734615]},{"time":0.13333334,"value":25.812656,"curve":[0.2061229,28.86963,0.2583333,29.658413]},{"time":0.3,"value":29.658413,"curve":[0.325,29.658413,0.3866193,27.38244]},{"time":0.4,"value":26.311893,"curve":[0.487511,19.310423,0.6058985,9.52941]},{"time":0.6333333,"value":7.395477,"curve":[0.6805848,3.720175,0.7607325,-1.9918404]},{"time":0.8333333,"value":-1.9808044,"curve":[0.8881725,-1.972468,0.9438551,1.2918777]},{"time":0.9666666,"value":3.210517,"curve":[1.005285,6.458637,1.0194412,15.10896]},{"time":1.0666667,"value":15.128687,"curve":[1.12486,15.152994,1.203522,13.956476]},{"time":1.2333333,"value":12.868113,"curve":[1.27148,11.475447,1.274936,9.977432]},{"time":1.3333334,"value":7.768884,"curve":[1.394467,5.456861,1.3931305,5.89737]},{"time":1.4333333,"value":5.855892,"curve":[1.4808393,5.806888,1.5166667,8.934134]},{"time":1.5333333,"value":8.934134}],"scale":[{"time":0.9,"curve":[0.9284444,1,0.962957,1.055678,0.9284444,1,0.962957,0.9775324]},{"time":1,"x":1.055678,"y":0.9775324,"curve":[1.0517157,1.055678,1.1096642,0.9514352,1.0517157,0.9775324,1.1096642,0.9971413]},{"time":1.1666666,"x":0.9419533,"y":1.0009675,"curve":[1.2673774,0.9255758,1.3669037,1,1.2673774,1.0075762,1.3669037,1]},{"time":1.4333333}]},"hip":{"rotate":[{"value":-4.48,"curve":[0.04939024,-9.71827,0.1,-13.95306]},{"time":0.13333334,"value":-13.95306,"curve":[0.2,-13.95306,0.3609725,5.795482]},{"time":0.4,"value":12.45618,"curve":[0.4384357,19.01588,0.5129018,31.527214]},{"time":0.6666667,"value":31.43167,"curve":[0.8206627,31.9094,0.9508505,2.177969]},{"time":0.9666666,"value":-4.26282,"curve":[0.9822982,-10.628548,1.013309,-18.685547]},{"time":1.0666667,"value":-18.59,"curve":[1.1083032,-18.51544,1.2916666,3.447695]},{"time":1.3333334,"value":3.447695,"curve":[1.3666667,3.447695,1.4453486,2.345166]},{"time":1.5333333,"value":-4.48}],"translate":[{"x":-47.55974,"y":48.49039,"curve":[0.04307268,-69.42832,0.1,-79.9077,0.03333333,48.49039,0.11114137,-39.50192]},{"time":0.13333334,"x":-79.9077,"y":-55.84988,"curve":[0.16613334,-79.9077,0.22519547,-76.37587,0.16183554,-76.84631,0.2170732,-91.16986]},{"time":0.2666667,"x":-52.46546,"y":-92.76247,"curve":[0.3118877,-26.393097,0.3802154,56.35566,0.3174495,-94.39322,0.359135,-58.95618]},{"time":0.4,"x":82.20362,"y":39.50983,"curve":[0.4262816,116.53996,0.5323888,203.27153,0.430452,112.88516,0.475249,649.6887]},{"time":0.6666667,"x":205.52113,"y":649.7935,"curve":[0.7752226,207.3398,0.8572947,58.94556,0.8788233,646.8324,0.9261009,440.0588]},{"time":0.9666666,"x":59.66729,"y":161.09656,"curve":[1.0261706,60.05994,1.0414842,72.89872,0.982374,53.86581,1.0042722,-91.4033]},{"time":1.0666667,"x":91.29805,"y":-91.59865,"curve":[1.0827485,103.0481,1.246271,238.61716,1.207365,-92.03922,1.23441,76.13248]},{"time":1.3333334,"x":238.12,"y":75.68278,"curve":[1.408282,237.692,1.5,213.2,1.41039,75.3325,1.4967587,49.77]},{"time":1.5333333,"x":213.2,"y":49.77}]},"horn-back":{"translate":[{"curve":[0.10833333,0,0.325,-3.26532,0.10833333,0,0.325,-12.119263]},{"time":0.4333333,"x":-3.26532,"y":-12.119263,"curve":[0.5583333,-3.26532,0.8083333,0,0.5583333,-12.119263,0.8083333,0]},{"time":0.9333333,"curve":[0.975,0,1.0583333,-2.83255,0.975,0,1.0583333,17.369934]},{"time":1.1,"x":-2.83255,"y":17.369934,"curve":[1.1583333,-2.83255,1.275,0.4928589,1.1583333,17.369934,1.275,6.929199]},{"time":1.3333334,"x":0.4928589,"y":6.929199,"curve":[1.3833333,0.4928589,1.4833333,0,1.3833333,6.929199,1.4833333,0]},{"time":1.5333333}]},"horn-front":{"translate":[{"curve":[0.10833333,0,0.325,-6.38739,0.10833333,0,0.325,23.94919]},{"time":0.4333333,"x":-6.38739,"y":23.94919,"curve":[0.5583333,-6.38739,0.8083333,3.02063,0.5583333,23.94919,0.8083333,-1.1099396]},{"time":0.9333333,"x":3.02063,"y":-1.1099396,"curve":[0.975,3.02063,1.0583333,4.308502,0.975,-1.1099396,1.0583333,-10.040283]},{"time":1.1,"x":4.308502,"y":-10.040283,"curve":[1.1583333,4.308502,1.275,3.715881,1.1583333,-10.040283,1.275,6.169494]},{"time":1.3333334,"x":3.715881,"y":6.169494,"curve":[1.3833333,3.715881,1.4833333,0,1.3833333,6.169494,1.4833333,0]},{"time":1.5333333}]},"jaw":{"rotate":[{"value":0.83},{"time":0.13333334,"value":6.621223},{"time":0.3333333,"value":-3.9759824},{"time":0.4666667,"value":-14.794998,"curve":[0.730679,-14.756192,0.7916667,3.2214966]},{"time":0.9,"value":3.2214966},{"time":0.9333333,"value":-3.14238},{"time":1.0666667,"value":12.0793},{"time":1.2333333,"value":-8.412506},{"time":1.5333333,"value":0.83}],"translate":[{"x":-10.21,"y":13.96,"curve":[0.04088889,-10.21,0.08613927,-23.5286,0.04088889,13.96,0.08613927,-6.685951]},{"time":0.13333334,"x":-23.5286,"y":-6.685951,"curve":[0.2329039,-23.5286,0.3466358,-43.28625,0.2329039,-6.685951,0.3466358,2.8982944]},{"time":0.4666667,"x":-42.09283,"y":4.748298,"curve":[0.60727,-40.69499,0.7565256,-33.91715,0.60727,6.915169,0.7565256,-13.5508]},{"time":0.9,"x":-28.39117,"y":-12.097076,"curve":[1.016279,-24.001684,1.129637,-30.307167,1.016279,-10.94233,1.129637,3.186041]},{"time":1.2333333,"x":-26.95498,"y":9.165527,"curve":[1.346955,-23.32345,1.449345,-10.21,1.346955,15.643305,1.449345,13.96]},{"time":1.5333333,"x":-10.21,"y":13.96}]},"leg-control":{"translate":[{"curve":[0.04983333,0,0.106145,0,0.04983333,0,0.106145,100.2165]},{"time":0.16666667,"y":100.2165,"curve":[0.1994284,0,0.23356053,0,0.1994284,100.2165,0.2419563,-19.30138]},{"time":0.2666667,"y":-25.60837,"curve":[0.3305002,0,0.3978914,0,0.3211843,-39.52325,0.3978914,-43.58241]},{"time":0.4666667,"y":-43.47263,"curve":[0.5215941,0,0.5777886,0,0.5215941,-43.38595,0.5975119,11.653577]},{"time":0.6333333,"y":23.702656,"curve":[0.7448424,0,0.8582521,0,0.7285396,55.72666,0.8582521,75.56955]},{"time":0.9666666,"y":71.9841,"curve":[0.9891702,0,1.0115097,0,0.9891702,71.25411,1.0115097,-46.63254]},{"time":1.0333333,"y":-48.46259,"curve":[1.091037,0,1.147299,0,1.091037,-53.22664,1.1263382,120.26613]},{"time":1.2,"y":118.83476,"curve":[1.2344044,0,1.2678287,0,1.2366675,118.12227,1.250649,-67.36244]},{"time":1.3,"y":-66.77322,"curve":[1.334946,0,1.368531,0,1.332617,-66.3838,1.367956,44.6007]},{"time":1.4,"y":40.56326,"curve":[1.448572,0,1.4930675,0,1.4206245,37.96463,1.4930675,0]},{"time":1.5333333}]},"neck":{"rotate":[{"curve":[0.05347558,0.000003814697,0.16924272,-1.431179]},{"time":0.2,"value":-2.0760975,"curve":[0.2717403,-3.5803585,0.3288883,-4.438534]},{"time":0.4,"value":-4.476152,"curve":[0.4733849,-4.514972,0.6158731,-2.461662]},{"time":0.6666667,"value":-1.0089474,"curve":[0.7281152,0.7485084,0.8805876,5.846359]},{"time":0.9666666,"value":5.852615,"curve":[1.039906,5.857933,1.169538,-1.6884766]},{"time":1.2666667,"value":-1.79,"curve":[1.3170222,-1.842636,1.4833333,0]},{"time":1.5333333}],"translate":[{"curve":[0.04240724,-1.8787003,0.13721284,-2.903992,0.0576817,3.231252,0.13288175,7.828142]},{"time":0.2,"x":-2.9347076,"y":7.9079,"curve":[0.262173,-2.965134,0.3374094,1.3502502,0.2616121,7.981115,0.3333333,-17.63]},{"time":0.4,"x":5.598118,"y":-17.63,"curve":[0.5009625,12.450165,0.6120144,22.87802,0.4666667,-17.63,0.6189623,-5.420392]},{"time":0.6666667,"x":25.241896,"y":-2.9,"curve":[0.7521593,28.93968,0.8505017,31.66464,0.7753615,2.8427334,0.8833333,5.364354]},{"time":0.9666666,"x":31.776207,"y":5.364354,"curve":[1.0828317,31.887756,1.2090677,25.92845,1.0675023,5.519572,1.169268,-13.51629]},{"time":1.2666667,"x":22.30998,"y":-13.237763,"curve":[1.338471,17.799133,1.432032,11.29499,1.3446953,-13.014626,1.4666667,0]},{"time":1.5333333}]},"neck2":{"rotate":[{"value":-0.7680626,"curve":[0.03333333,-0.7680626,0.1,15.96094]},{"time":0.13333334,"value":15.96094,"curve":[0.175,15.96094,0.2691706,11.97457]},{"time":0.3,"value":10.068562,"curve":[0.3404953,7.56496,0.3750928,4.106842]},{"time":0.4,"value":4.053291,"curve":[0.4680592,3.906975,0.5750458,8.426243]},{"time":0.6333333,"value":8.484882,"curve":[0.7302829,8.58242,0.8833333,-2.7666016]},{"time":0.9666666,"value":-2.7666016,"curve":[0.9916667,-2.7666016,1.046591,3.786907]},{"time":1.0666667,"value":5.450165,"curve":[1.0941862,7.730114,1.1916667,10.757904]},{"time":1.2333333,"value":10.757904,"curve":[1.2583333,10.757904,1.3163793,7.653534]},{"time":1.3666667,"value":7.604763,"curve":[1.416954,7.555996,1.5,12.245]},{"time":1.5333333,"value":12.245}]},"saddle":{"translate":[{"x":19.275055,"y":-10.708496}]},"saddle-strap-back":{"rotate":[{"value":-13.919876,"curve":[0.1191414,-14.07051,0.1852909,-17.287704]},{"time":0.2666667,"value":-17.26166,"curve":[0.325893,-17.24269,0.4666667,1.360092]},{"time":0.5333333,"value":1.360092,"curve":[0.5833333,1.360092,0.6856592,0.5847015]},{"time":0.7333333,"value":-2.103531,"curve":[0.77299,-4.339676,0.8833333,-27.93289]},{"time":0.9333333,"value":-27.93289,"curve":[0.9995833,-27.93289,1.12849,-14.596176]},{"time":1.2,"value":-13.793747,"curve":[1.305498,-12.609924,1.351664,-12.265778]},{"time":1.4333333,"value":-12.067566,"curve":[1.4796318,-11.9552,1.5083333,-14.426956]},{"time":1.5333333,"value":-14.426956}]},"saddle-strap-front":{"rotate":[{"curve":[0.06772222,0,0.1474087,0.591459]},{"time":0.23333333,"value":0.259079,"curve":[0.2864935,0.05770691,0.3636926,-2.8892975]},{"time":0.4,"value":-4.329941,"curve":[0.431961,-5.59811,0.4889065,-7.005408]},{"time":0.5333333,"value":-7.189316,"curve":[0.6217504,-7.544222,0.7482375,-0.5071716]},{"time":0.8,"value":1.715271,"curve":[0.8767981,5.012638,0.9311765,5.58139]},{"time":1,"value":5.618118,"curve":[1.039618,5.639262,1.113804,-0.9842424]},{"time":1.1666666,"value":-2.422226,"curve":[1.307446,-6.119897,1.4334126,-6.467254]},{"time":1.5333333,"value":-6.467254}]},"spineboy-front-arm-target":{"translate":[{"x":-0.4281616,"y":-9.009827},{"time":0.5},{"time":0.9666666,"x":-6.557892,"y":0.7037048},{"time":1.0666667,"x":12.253387,"y":-29.510223}]},"spineboy-front-foot-target":{"translate":[{"time":0.2666667},{"time":0.4333333,"x":19.718567,"y":-2.177307},{"time":0.5333333,"x":19.3869,"y":-3.070618},{"time":0.6666667,"x":-3.866028,"y":6.006531},{"time":1.0666667,"x":-10.922913,"y":4.868591},{"time":1.4666667}]},"spineboy-hip":{"translate":[{"curve":[0.03333333,0,0.07061785,12.380562,0.03333333,0,0.09875296,6.023815]},{"time":0.13333334,"x":18.46862,"y":5.610294,"curve":[0.18255045,23.24633,0.2850133,23.08951,0.1990939,4.823915,0.3081037,-11.168966]},{"time":0.3333333,"x":24.30155,"y":-23.550415,"curve":[0.4389544,26.95092,0.5532857,40.03147,0.3944341,-53.53569,0.572542,-55.53518]},{"time":0.6666667,"x":51.29906,"y":-55.19694,"curve":[0.740508,58.63727,0.9050695,68.29027,0.8531014,-54.52699,0.9393168,-42.26451]},{"time":1,"x":67.67545,"y":-37.86953,"curve":[1.0709656,67.2159,1.2159532,14.11535,1.054531,-33.92013,1.171435,-3.335044]},{"time":1.2666667,"x":10.38967,"y":-1.8260137,"curve":[1.3761553,2.346062,1.4666667,0,1.3383594,-0.6899779,1.4666667,0]},{"time":1.5333333}]},"spineboy-torso":{"rotate":[{"value":-4.784553,"curve":[0.03333333,-4.784553,0.08756773,-8.825928]},{"time":0.13333334,"value":-13.356808,"curve":[0.1792063,-17.898323,0.24173756,-26.07226]},{"time":0.2666667,"value":-31.39194,"curve":[0.3096485,-40.56392,0.3823504,-52.7289]},{"time":0.4666667,"value":-52.78943,"curve":[0.5741774,-52.86661,0.6149116,-44.37711]},{"time":0.6666667,"value":-36.05438,"curve":[0.7096492,-29.14234,0.9166667,9.178033]},{"time":1,"value":9.178033,"curve":[1.0583333,9.178033,1.1625733,-29.028183]},{"time":1.2333333,"value":-29.370766,"curve":[1.275,-29.370766,1.3774828,-9.74331]},{"time":1.4,"value":-7.980461,"curve":[1.4431034,-4.605987,1.5166667,-1.6949463]},{"time":1.5333333,"value":-1.6949463}]},"stirrup":{"rotate":[{},{"time":0.3,"value":-13.385666,"curve":"stepped"},{"time":0.9666666,"value":-13.385666},{"time":1.3333334}]},"tail1":{"rotate":[{"curve":[0.03287034,-0.7266083,0.1817244,-1.373693]},{"time":0.23333333,"value":-0.6767425,"curve":[0.3240415,0.5482025,0.3779942,4.696258]},{"time":0.4,"value":6.151978,"curve":[0.448504,9.360596,0.5232101,12.033417]},{"time":0.5666666,"value":12.048172,"curve":[0.7042468,12.09488,0.7643096,-9.785278]},{"time":0.9333333,"value":-9.74,"curve":[0.9839873,-9.726435,1.05373,-9.247772]},{"time":1.1,"value":-7.089081,"curve":[1.1733563,-3.66669,1.2793553,7.710052]},{"time":1.3333334,"value":7.674698,"curve":[1.4073514,7.626251,1.4913268,0]},{"time":1.5333333}]},"tail2":{"rotate":[{"curve":[0.031111114,0,0.08510702,-0.300545]},{"time":0.13333334,"value":-0.8772564,"curve":[0.2202842,-1.8775845,0.2550831,-7.43006]},{"time":0.3,"value":-7.43006,"curve":[0.325,-7.43006,0.366361,-7.051846]},{"time":0.4,"value":-5.892628,"curve":[0.433639,-4.73341,0.5055433,1.383686]},{"time":0.5333333,"value":1.7542953,"curve":[0.582281,2.407062,0.637103,3.110265]},{"time":0.7333333,"value":3.13869,"curve":[0.8143955,3.162634,0.9025146,0.4220686]},{"time":0.9333333,"value":-0.8334427,"curve":[0.9588247,-1.8719282,1.1056635,-7.132017]},{"time":1.1666666,"value":-7.069343,"curve":[1.205912,-7.029023,1.308478,4.718074]},{"time":1.4,"value":4.88549,"curve":[1.4523827,4.978307,1.500639,-6.456978]},{"time":1.5333333,"value":-6.456978}]},"tail3":{"rotate":[{"curve":[0.14323805,-0.06000659,0.2121792,-21.949875]},{"time":0.23333333,"value":-24.081154,"curve":[0.2577262,-26.538734,0.2833333,-26.630775]},{"time":0.3,"value":-26.630775,"curve":[0.325,-26.630775,0.3650703,-22.41479]},{"time":0.4,"value":-17.41577,"curve":[0.4632423,-8.364758,0.658268,0.6783142]},{"time":0.7666666,"value":0.9936981,"curve":[0.8390093,1.204176,0.910802,-6.876014]},{"time":0.9333333,"value":-7.945017,"curve":[0.999372,-11.07824,1.1005234,-12.029096]},{"time":1.1666666,"value":-11.939575,"curve":[1.23281,-11.850054,1.316891,-8.443453]},{"time":1.3333334,"value":-7.623953,"curve":[1.3997906,-4.311687,1.4833333,0]},{"time":1.5333333}]},"tail4":{"rotate":[{"value":6.72319,"curve":[0.018444445,6.72319,0.07240372,8.447402]},{"time":0.13333334,"value":8.079658,"curve":[0.2568993,7.33387,0.1611246,-3.2749064]},{"time":0.3,"value":-3.309633,"curve":[0.45527315,-3.348448,0.598814,7.468219]},{"time":0.7666666,"value":11.948583,"curve":[0.8036452,12.935624,0.8614923,14.26252]},{"time":0.9333333,"value":14.351345,"curve":[0.9628011,14.38778,0.9956852,14.413406]},{"time":1.0333333,"value":6.038603,"curve":[1.072194,-2.562548,1.116085,-11.417873]},{"time":1.1666666,"value":-11.396616,"curve":[1.2375096,-11.396616,1.3180643,-6.9504]},{"time":1.3333334,"value":-5.65272,"curve":[1.363634,-3.077556,1.5083333,3.647316]},{"time":1.5333333,"value":3.647316}]},"tail5":{"rotate":[{"value":6.72319,"curve":[0.01822222,6.72319,0.07690286,8.482862]},{"time":0.13333334,"value":5.569778,"curve":[0.21400374,1.4053636,0.24897794,-14.57616]},{"time":0.3,"value":-14.57616,"curve":[0.3412472,-14.520948,0.3601029,-12.872583]},{"time":0.4,"value":-10.37234,"curve":[0.4662488,-6.220704,0.4812019,6.108667]},{"time":0.7666666,"value":11.470898,"curve":[0.8313857,12.686594,0.8569777,12.877556]},{"time":0.9333333,"value":12.892343,"curve":[1.072503,12.919296,1.137411,-5.020143]},{"time":1.1666666,"value":-10.521278,"curve":[1.189477,-14.810457,1.2416667,-16.262796]},{"time":1.2666667,"value":-16.262796,"curve":[1.2916666,-16.262796,1.3441527,-10.567275]},{"time":1.3666667,"value":-7.389768,"curve":[1.387056,-4.512153,1.4679966,-0.3047509]},{"time":1.5333333}]},"tail6":{"rotate":[{"value":6.72319,"curve":[0.01733333,6.72319,0.07886396,14.924088]},{"time":0.13333334,"value":14.561707,"curve":[0.18564835,14.227201,0.22821733,8.636116]},{"time":0.23333333,"value":6.585541,"curve":[0.24529457,1.791268,0.3032479,-11.908432]},{"time":0.4,"value":-11.908432,"curve":[0.4739294,-11.908432,0.7020228,8.291633]},{"time":0.7666666,"value":12.945202,"curve":[0.8030987,15.567865,0.8446396,18.423435]},{"time":0.9333333,"value":18.635305,"curve":[1.0426456,18.896433,1.0798775,-11.400968]},{"time":1.1666666,"value":-11.613902,"curve":[1.236395,-11.437342,1.290008,-10.991858]},{"time":1.3333334,"value":-8.875732,"curve":[1.422881,-4.579358,1.4716552,2.969151]},{"time":1.5333333,"value":3.68774}]},"tail7":{"rotate":[{"value":6.72319,"curve":[0.04856597,6.723188,0.19310887,20.18909]},{"time":0.23333333,"value":20.18909,"curve":[0.24999997,20.18909,0.3250953,-13.058746]},{"time":0.4,"value":-13.058746,"curve":[0.4333333,-13.058746,0.4840606,-9.84144]},{"time":0.5333333,"value":-5.931482,"curve":[0.5861562,-1.739808,0.8224727,16.83142]},{"time":0.9333333,"value":16.851704,"curve":[0.9921694,16.86247,1.0350803,12.253622]},{"time":1.0666667,"value":7.162903,"curve":[1.129186,-2.7190814,1.165667,-16.97346]},{"time":1.2,"value":-16.509,"curve":[1.27324,-16.509,1.319482,-13.061638]},{"time":1.3666667,"value":-8.954494,"curve":[1.421236,-4.204542,1.5083333,0]},{"time":1.5333333}]},"tail8":{"rotate":[{"value":6.72319,"curve":[0.01822222,6.72319,0.178683,17.1448]},{"time":0.23333333,"value":17.1343,"curve":[0.2569108,17.197693,0.2880572,11.353744]},{"time":0.3,"value":9.005302,"curve":[0.3179721,5.471263,0.375,-14.470314]},{"time":0.4,"value":-14.470314,"curve":[0.4333333,-14.470314,0.4924329,-12.367708]},{"time":0.5333333,"value":-9.759455,"curve":[0.5752436,-6.726073,0.7321852,7.055005]},{"time":0.7666666,"value":9.18102,"curve":[0.808957,11.7885,0.8502483,14.28186]},{"time":0.9333333,"value":14.39803,"curve":[0.9800523,14.46335,1.026814,12.950827]},{"time":1.0666667,"value":6.470802,"curve":[1.1115044,-0.739366,1.1478443,-13.08259]},{"time":1.1666666,"value":-14.914372,"curve":[1.214801,-19.59876,1.2591246,-23.09006]},{"time":1.3,"value":-23.166473,"curve":[1.376154,-23.242884,1.5083333,-11.891228]},{"time":1.5333333,"value":-11.891228}]},"tail9":{"rotate":[{"value":6.72319,"curve":[0.03967961,6.72319,0.18518864,21.11507]},{"time":0.23333333,"value":21.24765,"curve":[0.2698413,21.34819,0.2835522,17.73857]},{"time":0.3,"value":14.562775,"curve":[0.3222607,10.26461,0.375,-13.058746]},{"time":0.4,"value":-13.058746,"curve":[0.4333333,-13.058746,0.5104303,-11.636218]},{"time":0.5333333,"value":-7.881337,"curve":[0.5791204,-0.3746886,0.7413781,21.142994]},{"time":0.7666666,"value":23.25365,"curve":[0.8190615,27.626684,0.8650785,31.030573]},{"time":0.9333333,"value":31.089256,"curve":[0.9747346,31.12485,1.0339192,24.26999]},{"time":1.0666667,"value":16.48204,"curve":[1.1207376,3.62299,1.1464382,-4.675533]},{"time":1.1666666,"value":-10.428966,"curve":[1.184621,-15.535625,1.2416667,-22.43407]},{"time":1.2666667,"value":-22.43407,"curve":[1.2916666,-22.43407,1.337793,-20.951736]},{"time":1.3666667,"value":-17.59012,"curve":[1.41179,-12.336625,1.5083333,0]},{"time":1.5333333}]},"tail10":{"rotate":[{"value":6.72319,"curve":[0.03793281,6.72319,0.19905053,10.822815]},{"time":0.23333333,"value":10.92908,"curve":[0.2565702,11.00111,0.2755669,11.071588]},{"time":0.3,"value":8.709663,"curve":[0.3350128,5.325014,0.3701347,-8.928152]},{"time":0.4,"value":-12.603508,"curve":[0.42502645,-15.683377,0.5,-18.92422]},{"time":0.5333333,"value":-18.92422,"curve":[0.5490755,-18.92422,0.6511296,2.649351]},{"time":0.7,"value":9.58937,"curve":[0.7246166,13.085142,0.7909734,16.415785]},{"time":0.8333333,"value":16.817863,"curve":[0.9561147,17.9833,1.0505657,10.262604]},{"time":1.0666667,"value":7.382777,"curve":[1.0984063,1.7057834,1.1302344,-23.722534]},{"time":1.1666666,"value":-26.2446,"curve":[1.198726,-28.46394,1.2416667,-29.22434]},{"time":1.2666667,"value":-29.22434,"curve":[1.2916666,-29.22434,1.3531867,-18.665724]},{"time":1.3666667,"value":-17.837833,"curve":[1.4083333,-15.27882,1.4916667,-11.1899]},{"time":1.5333333,"value":-11.1899}]},"tongue1":{"rotate":[{"curve":[0.1,0,0.3,9.373764]},{"time":0.4,"value":9.373764,"curve":[0.5,9.373764,0.7,17.47627]},{"time":0.8,"value":17.47627,"curve":[0.8666667,17.47627,1,22.438965]},{"time":1.0666667,"value":22.438965,"curve":[1.1166667,22.438965,1.2166667,-7.297119]},{"time":1.2666667,"value":-7.297119,"curve":[1.3333334,-7.297119,1.4666667,0]},{"time":1.5333333}]},"tongue2":{"rotate":[{"curve":[0.08333333,0,0.25,-16.66993]},{"time":0.3333333,"value":-16.66993,"curve":[0.3833333,-16.66993,0.4833333,-20.403053]},{"time":0.5333333,"value":-20.403053,"curve":[0.5916666,-20.403053,0.7083333,-5.901935]},{"time":0.7666666,"value":-5.901935}]},"tongue3":{"rotate":[{"curve":[0.08333333,0,0.25,-16.66993]},{"time":0.3333333,"value":-16.66993,"curve":[0.3833333,-16.66993,0.4833333,-32.414]},{"time":0.5333333,"value":-32.414,"curve":[0.5916666,-32.414,0.7083333,-4.63914]},{"time":0.7666666,"value":-4.63914,"curve":[0.8166666,-4.63914,0.9166667,9.342292]},{"time":0.9666666,"value":9.342292}]},"torso1":{"rotate":[{"curve":[0.11794363,0.132524,0.1351916,1.5466008]},{"time":0.2,"value":3.040212,"curve":[0.2434089,4.040639,0.325,5.401735]},{"time":0.3666667,"value":5.401735,"curve":[0.4666667,5.401735,0.5666666,-16.54183]},{"time":0.6666667,"value":-16.54183,"curve":[0.803765,-16.54183,0.8782087,9.246263]},{"time":0.9666666,"value":9.366684,"curve":[1.0533587,9.484702,1.130607,-2.0569606]},{"time":1.2,"value":-1.9473534,"curve":[1.291797,-1.8023586,1.303572,2.6802995]},{"time":1.3666667,"value":2.857041,"curve":[1.428809,3.031115,1.4716555,-0.1281481]},{"time":1.5333333}]},"torso2":{"rotate":[{"curve":[0.07589074,2.175148,0.15,3.872154]},{"time":0.2,"value":3.872154,"curve":[0.25,3.872154,0.3166667,-14.545755]},{"time":0.3666667,"value":-14.545755,"curve":[0.4333333,-14.545755,0.5487152,-7.291572]},{"time":0.6666667,"value":-0.636406,"curve":[0.725009,2.655434,0.8833333,10.900736]},{"time":0.9666666,"value":10.900736,"curve":[1.0946612,10.900736,1.1852387,-6.178741]},{"time":1.2666667,"value":-6.044891,"curve":[1.3795234,-5.859375,1.471437,-2.778843]},{"time":1.5333333}],"translate":[{"curve":[0.05,0,0.10503124,6.291206,0.05,0,0.15,-22.91757]},{"time":0.2,"x":9.669746,"y":-22.91757,"curve":[0.4167845,17.381935,0.775,24.07786,0.3916667,-22.91757,0.8063668,3.870802]},{"time":0.9666666,"x":24.07786,"y":4.459661,"curve":[1.0115278,24.07786,1.070595,23.75853,1.021868,4.662442,1.07746,-8.32658]},{"time":1.1333333,"x":20.45875,"y":-8.457632,"curve":[1.2207487,16.020254,1.3169906,10.45897,1.2100266,-8.637518,1.3519216,2.3454304]},{"time":1.4,"x":5.925117,"y":2.2693486,"curve":[1.4510212,3.1854095,1.49687,0,1.4677857,2.162084,1.4943796,0]},{"time":1.5333333}]}},"ik":{"front-leg-ik":[{"softness":37.3,"bendPositive":false},{"time":0.4333333,"softness":46.5,"bendPositive":false},{"time":0.8,"softness":15.1,"bendPositive":false}],"spineboy-back-arm-ik":[{}],"spineboy-front-arm-ik":[{"softness":15,"stretch":true}]},"drawOrder":[{"offsets":[{"slot":"raptor-horn","offset":4},{"slot":"front-thigh","offset":-5}]}]},"roar":{"slots":{"mouth-smile":{"attachment":[{"time":0.6333333,"name":"mouth-grind"},{"time":1.5666667,"name":"mouth-smile"}]}},"bones":{"back-arm":{"rotate":[{"value":44.83182}],"scale":[{"time":0.4666667},{"time":0.5666666,"x":1.088316},{"time":0.6666667,"x":1.311493},{"time":0.7666666,"x":1.2110946},{"time":1.2,"x":1.0078447},{"time":1.5666667,"x":1.137079},{"time":1.8333334}]},"back-arm1":{"rotate":[{"curve":[0.04166667,0,0.05576033,24.804146]},{"time":0.16666667,"value":25.18115,"curve":[0.3005948,25.636406,0.566413,11.557884]},{"time":0.6333333,"value":-5.848083,"curve":[0.6723763,-16.00313,0.7065114,-25.627747]},{"time":0.8,"value":-25.786453,"curve":[0.975,-25.786453,1.2953287,-26.779694]},{"time":1.5,"value":-12.935228,"curve":[1.5643666,-8.581314,1.825,13.784088]},{"time":1.9333333,"value":13.784088,"curve":[1.9833333,13.784088,2.083333,0]},{"time":2.1333334}]},"back-arm2":{"rotate":[{"curve":[0.05,0,0.08069675,-14.56717]},{"time":0.2,"value":-14.55378,"curve":[0.2868346,-14.544052,0.3884627,-2.0116196]},{"time":0.4666667,"value":-2.435631,"curve":[0.5299447,-2.7787094,0.5933625,-10.556877]},{"time":0.6,"value":-25.6643,"curve":[0.6208762,-73.18044,0.618549,-95.18236]},{"time":0.7666666,"value":-97.24427,"curve":[0.8469903,-98.36243,1.2787247,-103.18691]},{"time":1.5,"value":-77.44379,"curve":[1.5674026,-69.6022,1.7699687,-24.4667]},{"time":1.9333333,"value":-8.987038,"curve":[1.9591317,-6.542511,2.083333,0]},{"time":2.1333334}]},"back-bracer":{"rotate":[{"value":-108.61844}]},"back-foot1":{"rotate":[{"value":1.527237}]},"back-hand":{"rotate":[{"curve":[0.05,0,0.13647725,7.702537]},{"time":0.2,"value":19.14122,"curve":[0.2428106,26.850216,0.23712154,49.9317]},{"time":0.3,"value":49.97766,"curve":[0.4159832,50.06244,0.4149882,33.41905]},{"time":0.4666667,"value":33.94073,"curve":[0.5861683,35.14707,0.5569841,78.18217]},{"time":0.6,"value":78.76733,"curve":[0.6243418,79.09846,0.6387465,48.69674]},{"time":0.6666667,"value":37.71115,"curve":[0.7107546,20.36415,0.8043132,-1.7499275]},{"time":0.9666666,"value":-3.0006065,"curve":[1.1678864,-4.550705,1.3323512,-1.596115]},{"time":1.3666667,"value":1.793522,"curve":[1.4084166,5.917549,1.501802,36.78751]},{"time":1.5666667,"value":36.40139,"curve":[1.684931,35.6974,1.8997258,31.043934]},{"time":1.9333333,"value":27.24913,"curve":[1.998957,19.83928,2.083333,0]},{"time":2.1333334}]},"back-hand2":{"rotate":[{"value":-21.46227},{"time":0.2,"value":-21.92526},{"time":0.3,"value":-8.391707},{"time":0.4333333,"value":-5.38434},{"time":0.5333333,"value":-30.37677},{"time":0.6333333,"value":-55.56099},{"time":0.7,"value":-18.741364},{"time":0.7666666,"value":-20.26363},{"time":0.8333333,"value":-21.46227}]},"back-knee":{"rotate":[{"value":-8.233356}]},"back-leg-target":{"translate":[{},{"time":0.2,"x":5.576042,"y":4.017303},{"time":0.4666667,"x":-39.15084,"y":-10.184196,"curve":[0.5116938,-15.447058,0.5634237,1.2221756,0.5116938,9.9445,0.5634237,28.78541]},{"time":0.6333333,"x":17.09,"y":42.26},{"time":0.7333333,"x":30.54152,"y":59.3549},{"time":1.4666667,"x":31.18207,"y":60.16894,"curve":[1.5667496,24.16492,1.6070994,12.613607,1.563588,55.66654,1.613422,36.27173]},{"time":1.6666666,"x":-19.041023,"y":-0.5181885},{"time":2.1333334}]},"back-leg1":{"rotate":[{"value":-8.958302}]},"back-leg2":{"rotate":[{"value":-19.64937}]},"back-leg3":{"rotate":[{"value":19.47037}]},"back-thigh":{"rotate":[{"value":6.62973}]},"bone":{"rotate":[{"curve":[0.04166667,0,0.125,6.627846]},{"time":0.16666667,"value":6.627846,"curve":[0.19166666,6.627846,0.24166666,2.5385475]},{"time":0.2666667,"value":2.5385475,"curve":[0.3083333,2.5385475,0.4059933,11.70685]},{"time":0.4333333,"value":12.446875,"curve":[0.4905371,13.995237,0.5998325,14.86839]},{"time":0.7,"value":14.689136,"curve":[0.7252427,14.643963,0.775,-1.4022026]},{"time":0.8,"value":-1.4022026,"curve":[0.825,-1.4022026,0.8871867,5.017277]},{"time":0.9,"value":5.610195,"curve":[0.936381,7.293676,1,9.106674]},{"time":1.0333333,"value":9.106674,"curve":[1.0583333,9.106674,1.1083333,6.87953]},{"time":1.1333333,"value":6.87953,"curve":[1.1583333,6.87953,1.2083334,10.505276]},{"time":1.2333333,"value":10.505276,"curve":[1.2583333,10.505276,1.3083333,6.404121]},{"time":1.3333334,"value":6.404121,"curve":[1.3583333,6.404121,1.4083333,14.341953]},{"time":1.4333333,"value":14.341953,"curve":[1.45,14.341953,1.495604,0.9356422]},{"time":1.5,"value":0.4916267,"curve":[1.525,-2.033596,1.575,-5.847084]},{"time":1.6,"value":-5.847084,"curve":[1.625,-5.847084,1.675,4.872383]},{"time":1.7,"value":4.872383,"curve":[1.7166667,4.872383,1.75,-1.8023148]},{"time":1.7666667,"value":-1.8023148,"curve":[1.8166667,-1.8023148,1.9166666,13.564724]},{"time":1.9666667,"value":13.564724,"curve":[2.0083334,13.564724,2.091667,0]},{"time":2.1333334}]},"bone2":{"rotate":[{"curve":[0.04166667,0,0.1459393,-2.6859436]},{"time":0.16666667,"value":-4.334778,"curve":[0.2190952,-8.505405,0.2616683,-16.85917]},{"time":0.2666667,"value":-17.97653,"curve":[0.3083333,-27.29093,0.3916667,-48.50708]},{"time":0.4333333,"value":-48.50708,"curve":[0.5,-48.50708,0.6333333,6.486885]},{"time":0.7,"value":6.486885,"curve":[0.725,6.486885,0.7651629,3.579563]},{"time":0.8,"value":-1.4022255,"curve":[0.847517,-8.197285,0.875,-10.862804]},{"time":0.9,"value":-10.862804,"curve":[0.9333333,-10.862804,1,-4.945606]},{"time":1.0333333,"value":-4.945606,"curve":[1.0583333,-4.945606,1.1083333,-14.477093]},{"time":1.1333333,"value":-14.477093,"curve":[1.1583333,-14.477093,1.2083334,-10.43161]},{"time":1.2333333,"value":-10.43161,"curve":[1.2583333,-10.43161,1.3083333,-28.375816]},{"time":1.3333334,"value":-28.375816,"curve":[1.3583333,-28.375816,1.4298617,-14.40412]},{"time":1.4333333,"value":-13.27476,"curve":[1.45,-7.852947,1.4833333,0.49160385]},{"time":1.5,"value":0.49160385,"curve":[1.525,0.49160385,1.5940723,-14.844006]},{"time":1.6,"value":-15.951912,"curve":[1.6371905,-22.90296,1.675,-38.33978]},{"time":1.7,"value":-38.33978,"curve":[1.7166667,-38.33978,1.748715,-24.53755]},{"time":1.7666667,"value":-21.285084,"curve":[1.8096534,-13.496773,1.9019934,-4.200763]},{"time":1.9666667,"value":2.3645935,"curve":[2.000266,5.775471,2.021762,7.842472]},{"time":2.0666666,"value":8.120514,"curve":[2.099697,8.325035,2.1,0]},{"time":2.1333334}]},"bone3":{"rotate":[{"curve":[0.02458333,0,0.06367083,-0.3698256]},{"time":0.1,"value":-2.209563,"curve":[0.12549584,-3.488025,0.15481257,-5.638332]},{"time":0.16666667,"value":-6.06016,"curve":[0.2075937,-7.516557,0.24166666,-7.080471]},{"time":0.2666667,"value":-7.080471,"curve":[0.375,-7.080471,0.5583333,14.689136]},{"time":0.6666667,"value":14.689136,"curve":[0.6916666,14.689136,0.775,-1.4022026]},{"time":0.8,"value":-1.4022026,"curve":[0.8166666,-1.4022026,0.8833333,3.904814]},{"time":0.9,"value":3.904814,"curve":[0.9385,3.904814,0.979976,3.0251446]},{"time":1.0333333,"value":2.978839,"curve":[1.0761218,2.941707,1.1487386,3.424451]},{"time":1.1666666,"value":3.920725,"curve":[1.184573,4.416397,1.222312,5.939024]},{"time":1.2666667,"value":5.897762,"curve":[1.2988155,5.867857,1.3047442,0.4276934]},{"time":1.3666667,"value":0.3767977,"curve":[1.431534,0.3234816,1.4373486,2.115408]},{"time":1.4666667,"value":2.115408,"curve":[1.49125,2.115408,1.514032,-6.822418]},{"time":1.5666667,"value":-9.65152,"curve":[1.5823334,-10.493605,1.61625,-10.476328]},{"time":1.6333333,"value":-10.476328,"curve":[1.65,-10.476328,1.725485,-3.324537]},{"time":1.7666667,"value":-1.8023148,"curve":[1.7855794,-1.1032314,1.9318455,0.9890423]},{"time":1.9666667,"value":1.8085203,"curve":[1.988769,2.328684,2.0063674,6.831628]},{"time":2.033333,"value":6.850325,"curve":[2.064674,6.872057,2.108889,0]},{"time":2.1333334}]},"bone4":{"rotate":[{"curve":[0.02458333,0,0.06367083,0.799874]},{"time":0.1,"value":-1.0398636,"curve":[0.12549584,-2.3183255,0.15997256,-5.177444]},{"time":0.16666667,"value":-5.776626,"curve":[0.20690475,-9.37831,0.24166666,-15.669712]},{"time":0.2666667,"value":-15.669712,"curve":[0.375,-15.669712,0.5583333,14.689136]},{"time":0.6666667,"value":14.689136,"curve":[0.6916666,14.689136,0.775,-1.4022026]},{"time":0.8,"value":-1.4022026,"curve":[0.8166666,-1.4022026,0.8833333,3.904816]},{"time":0.9,"value":3.904816,"curve":[0.9385,3.904816,0.983928,2.936039]},{"time":1.0333333,"value":2.9974594,"curve":[1.0852644,3.062032,1.1328543,3.41]},{"time":1.1666666,"value":4.59806,"curve":[1.2126584,6.214069,1.234341,8.819682]},{"time":1.2666667,"value":8.270695,"curve":[1.3015395,7.69561,1.3130733,0.6607437]},{"time":1.3666667,"value":0.4349785,"curve":[1.4127164,0.2409847,1.4373486,2.995815]},{"time":1.4666667,"value":2.995815,"curve":[1.49125,2.995815,1.5152097,-15.253412]},{"time":1.5666667,"value":-15.034365,"curve":[1.6010917,-14.887817,1.6259278,-12.840826]},{"time":1.6333333,"value":-12.253935,"curve":[1.674381,-9.000805,1.75,-1.8023148]},{"time":1.7666667,"value":-1.8023148,"curve":[1.7843333,-1.8023148,1.8040764,-12.167263]},{"time":1.8333334,"value":-12.063026,"curve":[1.8719482,-11.925445,1.9351805,-3.195236]},{"time":1.9666667,"value":1.8085213,"curve":[1.98603,4.885757,2.0082295,10.054174]},{"time":2.033333,"value":9.691643,"curve":[2.070104,9.177082,2.0875554,0]},{"time":2.1333334}]},"bone5":{"rotate":[{"curve":[0.02458333,0,0.06207251,28.418266]},{"time":0.1,"value":28.60272,"curve":[0.14663687,28.829536,0.15251377,11.2621]},{"time":0.16666667,"value":7.144214,"curve":[0.1838935,2.131954,0.24166666,-3.087139]},{"time":0.2666667,"value":-3.087139,"curve":[0.375,-3.087139,0.5583333,14.68912]},{"time":0.6666667,"value":14.68912,"curve":[0.6916666,14.68912,0.775,-1.4022217]},{"time":0.8,"value":-1.4022217,"curve":[0.8166666,-1.4022217,0.8833333,3.9047966]},{"time":0.9,"value":3.9047966,"curve":[0.9385,3.9047966,0.9846858,-10.792965]},{"time":1.0333333,"value":-11.127247,"curve":[1.0761218,-11.411227,1.1306425,1.613019]},{"time":1.1666666,"value":9.659683,"curve":[1.175693,11.67591,1.222691,16.673485]},{"time":1.2666667,"value":17.418526,"curve":[1.2914054,17.837646,1.3251665,1.329235]},{"time":1.3666667,"value":1.7670593,"curve":[1.400026,2.119003,1.4373486,13.503124]},{"time":1.4666667,"value":13.503124,"curve":[1.49125,13.503124,1.5303375,12.523243]},{"time":1.5666667,"value":6.340107,"curve":[1.5921625,2.043352,1.624835,-8.501282]},{"time":1.6333333,"value":-9.290935,"curve":[1.6682856,-12.53864,1.751865,-12.66574]},{"time":1.7666667,"value":-13.331665,"curve":[1.7955415,-14.630745,1.7983146,-16.975534]},{"time":1.8333334,"value":-16.879663,"curve":[1.885077,-16.738,1.9303664,-6.628074]},{"time":1.9666667,"value":1.8085136,"curve":[1.9894737,7.109188,2.0082295,15.57751]},{"time":2.033333,"value":15.21498,"curve":[2.070104,14.700422,2.108889,0]},{"time":2.1333334}]},"front-arm":{"rotate":[{"value":-14.345,"curve":[0.13333334,-14.345,0.4,-19.57547]},{"time":0.5333333,"value":-19.57547}],"translate":[{"curve":[0.03333333,0,0.1,-7.24591,0.03333333,0,0.1,-6.081075]},{"time":0.13333334,"x":-7.24591,"y":-6.081075,"curve":[0.16666667,-7.24591,0.23333333,-9.897156,0.16666667,-6.081075,0.23333333,-6.360914]},{"time":0.2666667,"x":-9.897156,"y":-6.360914,"curve":[0.2916667,-9.897156,0.3416667,-18.75165,0.2916667,-6.360914,0.3416667,-3.9430676]},{"time":0.3666667,"x":-18.75165,"y":-3.9430676,"curve":[0.4416667,-18.75165,0.5916666,-6.673187,0.4416667,-3.9430676,0.6212339,-5.198413]},{"time":0.6666667,"x":-6.673187,"y":-5.492431,"curve":[0.7664252,-6.673187,0.8858117,-6.50348,0.9063248,-7.043378,0.861998,-6.665221]},{"time":1,"x":-6.31556,"y":-7.7124,"curve":[1.1417637,-6.088949,1.2768054,-5.836838,1.1533222,-8.87583,1.2768054,-10.039246]},{"time":1.3666667,"x":-5.836838,"y":-10.039246,"curve":[1.4148782,-5.836838,1.45202,-5.89273,1.4148782,-10.039246,1.4344852,-9.814247]},{"time":1.4666667,"x":-5.93441,"y":-9.67143,"curve":[1.5670122,-6.21994,1.619883,-6.673187,1.5104268,-9.47723,1.71028,-9.280952]},{"time":1.8,"x":-6.673187,"y":-9.264343,"curve":[1.8833333,-6.673187,2.05,0,1.883289,-9.248924,2.05,0]},{"time":2.1333334}],"scale":[{"curve":[0.03625,1,0.0830125,1.0244832,0.03625,1,0.0830125,1.000879]},{"time":0.13333334,"x":1.0244832,"y":1.000879,"curve":[0.2594875,1.0244832,0.41125,1,0.2594875,1.000879,0.41125,1]},{"time":0.5,"curve":[0.575,1,0.5916666,1.1919783,0.575,1,0.5916666,1]},{"time":0.6666667,"x":1.1919783,"curve":[0.75,1.1919783,0.8583333,1.080582,0.75,1,0.8583333,1]},{"time":0.9333333,"x":1.080582,"curve":[1.0166667,1.080582,0.9166667,1.084515,1.0166667,1,0.9166667,1]},{"time":1,"x":1.084515,"curve":[1.1,1.084515,1.2666667,1.0870733,1.1,1,1.2666667,1]},{"time":1.3666667,"x":1.0870733,"curve":[1.3753333,1.0870733,1.4178,1.125187,1.3753333,1,1.4178,1]},{"time":1.4666667,"x":1.1622182,"curve":[1.5016063,1.188197,1.675971,1.3540875,1.5016063,1,1.675971,1]},{"time":1.8,"x":1.301132,"curve":[1.841208,1.2844094,2.109333,1,1.841208,1,2.109333,1]},{"time":2.1333334}]},"front-arm1":{"rotate":[{"curve":[0.025,0,0.0512551,-14.243118]},{"time":0.1,"value":-14.366943,"curve":[0.20631526,-14.63701,0.2704254,25.5199]},{"time":0.3333333,"value":25.6,"curve":[0.4656447,25.76843,0.5275122,-35.51789]},{"time":0.7,"value":-35.62542,"curve":[0.7416612,-35.65138,0.8077097,-30.2666]},{"time":0.8333333,"value":-28.76002,"curve":[0.9560382,-21.54542,1.3416667,-18.16]},{"time":1.5,"value":-18.16,"curve":[1.6083333,-18.16,1.825,13.784122]},{"time":1.9333333,"value":13.784122,"curve":[1.9833333,13.784122,2.083333,0]},{"time":2.1333334}]},"front-arm2":{"rotate":[{"curve":[0.15696667,0,0.1658321,22.955605]},{"time":0.23333333,"value":23.11,"curve":[0.5199301,23.765465,0.522997,3.2425356]},{"time":0.5333333,"value":-3.344322,"curve":[0.5611264,-21.05543,0.6038524,-49.18643]},{"time":0.8,"value":-59.15373,"curve":[0.8963688,-64.05074,1.195063,-69.8212]},{"time":1.3333334,"value":-69.51422,"curve":[1.4072777,-69.35005,1.460179,-64.9392]},{"time":1.5,"value":-47.97177,"curve":[1.5251298,-37.26408,1.5995404,20.753876]},{"time":1.6666666,"value":20.781326,"curve":[1.801348,20.836433,1.8683333,-8.987038]},{"time":1.9333333,"value":-8.987038,"curve":[1.9833333,-8.987038,2.083333,0]},{"time":2.1333334}]},"front-bracer":{"rotate":[{"value":72.20586}]},"front-foot-target":{"rotate":[{"curve":[0.07355911,-0.0981903,0.09274935,-16.925985]},{"time":0.1,"value":-19.189384,"curve":[0.11665252,-24.38771,0.15654454,-24.352905]},{"time":0.2,"value":-24.35557,"curve":[0.2516303,-24.35874,0.3107313,-22.81149]},{"time":0.4333333,"value":-22.804256,"curve":[0.6276967,-22.79278,0.7755006,-25.557526]},{"time":1.2333333,"value":-25.57432,"curve":[1.378479,-25.57964,1.5249195,2.2360716]},{"time":1.7333333,"value":2.2360716,"curve":[1.7969532,2.479194,1.7320484,-17.38588]},{"time":1.8,"value":-17.1802,"curve":[1.923214,-16.80726,2.073043,0.16876037]},{"time":2.1333334}],"translate":[{"y":1.274002,"curve":[0.026612576,-0.4055481,0.05293025,-46.33741,0.02273081,3.933668,0.05,71.16673]},{"time":0.06666667,"x":-73.27261,"y":71.16673,"curve":[0.0881272,-115.35374,0.16946027,-316.4563,0.10296036,71.87606,0.17048255,60.50129]},{"time":0.2,"x":-392.1,"y":9.43,"curve":[0.23105556,-419.0889,0.23146926,-422.039,0.23105556,9.43,0.23146926,9.43]},{"time":0.2666667,"x":-422.039,"y":9.43,"curve":"stepped"},{"time":0.6,"x":-422.039,"y":9.43,"curve":[0.6434515,-422.039,0.6884264,-403.614,0.6434515,9.43,0.6884264,9.43]},{"time":0.7333333,"x":-403.614,"y":9.43,"curve":"stepped"},{"time":1.7333333,"x":-403.614,"y":9.43,"curve":[1.76868,-403.614,1.7925358,-341.6369,1.7677482,9.43,1.7833333,111.01566]},{"time":1.8,"x":-308.0508,"y":111.01566,"curve":[1.8132397,-248.4774,1.9,0,1.858401,109.78715,1.9275697,38.94682]},{"time":1.9333333,"curve":[1.9833333,0,2.083333,0.7619475,1.9833333,0,2.122445,0]},{"time":2.1333334,"y":1.274002}]},"front-foot1":{"rotate":[{"value":0.4036903}]},"front-foot2":{"rotate":[{},{"time":0.03333333,"value":-17.85156},{"time":0.06666667,"value":-27.506697},{"time":0.1,"value":-21.45238},{"time":0.13333334,"value":-12.421795},{"time":0.16666667,"value":-1.3631203},{"time":0.2,"value":-17.495495},{"time":0.6,"value":-17.42738},{"time":0.7,"value":-21.1251,"curve":"stepped"},{"time":1.7333333,"value":-21.1251},{"time":1.8,"value":-41.83182},{"time":1.8666667,"value":-1.1012764},{"time":1.9333333}]},"front-foot3":{"rotate":[{},{"time":0.03333333,"value":1.1986356},{"time":0.1,"value":8.931982},{"time":0.2,"value":26.93238,"curve":[0.21666667,26.93238,0.22403476,25.259447]},{"time":0.23333333,"value":16.322075,"curve":"stepped"},{"time":1.7333333,"value":16.322075},{"time":1.7666667,"value":24.81177},{"time":1.8,"value":-12.37024},{"time":1.8333334,"value":-17.658154},{"time":1.9,"value":9.39439},{"time":1.9333333,"value":16.110096},{"time":2}],"translate":[{"x":-29.67375,"curve":"stepped"},{"time":1.7333333,"x":-29.67375},{"time":1.8,"x":-34.02994,"y":8.948364},{"time":2.1333334,"x":-29.67375}]},"front-hand":{"rotate":[{"curve":[0.05,0,0.15,15.17069]},{"time":0.2,"value":15.17069,"curve":[0.4085695,14.82854,0.4031272,-26.61592]},{"time":0.5333333,"value":-25.79849,"curve":[0.6195894,-25.25698,0.647842,1.8753433]},{"time":0.8,"value":1.8753433,"curve":[0.9833336,1.8753433,1.4794304,-23.10372]},{"time":1.5333333,"value":-30.970856,"curve":[1.5743577,-36.95833,1.5905713,-46.2554]},{"time":1.6333333,"value":-46.05707,"curve":[1.749813,-45.51681,1.7617457,18.691124]},{"time":1.9333333,"value":19.030113,"curve":[1.9833093,19.12884,2.083333,0]},{"time":2.1333334}]},"front-hand2":{"rotate":[{},{"time":0.2,"value":-21.92526},{"time":0.3,"value":-23.28947},{"time":0.4333333,"value":-29.79552},{"time":0.5333333,"value":-36.61677},{"time":0.6333333,"value":-40.48547},{"time":0.7,"value":-38.28393},{"time":0.7666666,"value":-33.33423},{"time":0.8333333,"value":-28.06089},{"time":1.4333333,"value":-27.16889},{"time":1.5333333,"value":-27.62132},{"time":1.7}]},"front-leg-target":{"rotate":[{"value":-0.3053894}],"translate":[{"curve":[0.138232,0.68396,0.14357193,63.75062,0.09233884,0,0.14976613,21.48319]},{"time":0.2,"x":63.06023,"y":22.03322,"curve":[0.3150574,61.65251,0.29178715,-25.028305,0.3146747,23.28882,0.3558478,-56.93918]},{"time":0.5,"x":-29.09036,"y":-56.75119,"curve":[0.6006604,-31.05417,0.5826666,104.34286,0.5886485,-56.63558,0.5826665,47.2789]},{"time":0.7,"x":104.34286,"y":47.2789},{"time":1.3666667,"x":106.19848,"y":47.69879,"curve":[1.5378544,105.91507,1.6326667,88.97844,1.552329,49.59851,1.6326667,40.87745]},{"time":1.7333333,"x":49.49866,"y":28.707657,"curve":[1.8416667,7.012142,2.025,-0.5360243,1.8416667,15.611024,2.025,0]},{"time":2.1333334}]},"front-leg1":{"rotate":[{"value":-10.52735}]},"front-leg2":{"rotate":[{"value":-9.63385}]},"front-leg3":{"rotate":[{"value":3.656471}]},"front-thigh":{"rotate":[{"value":8.814423}]},"gun":{"rotate":[{"curve":[0.025,0,0.07500896,-16.45265]},{"time":0.1,"value":-16.38296,"curve":[0.18568917,-16.14402,0.2678633,-2.859978]},{"time":0.3,"value":-2.82988,"curve":[0.3418034,-2.790734,0.4272678,-27.5106]},{"time":0.4333333,"value":-29.46187,"curve":[0.5076235,-53.3608,0.6128694,-60.85408]},{"time":0.6333333,"value":-60.91527,"curve":[0.7110726,-61.1477,0.7339298,-27.933296]},{"time":0.7666666,"value":-23.26899,"curve":[0.7850312,-20.652443,0.8521218,-13.389814]},{"time":0.9,"value":-13.363335,"curve":[0.9515734,-13.334816,1.002456,-20.78779]},{"time":1.0333333,"value":-20.87345,"curve":[1.205604,-21.35131,1.4319195,-17.10016]},{"time":1.5,"value":-14.015717,"curve":[1.549316,-11.781418,1.65,15.39586]},{"time":1.7,"value":15.39586,"curve":[1.7333333,15.39586,1.799892,9.69941]},{"time":1.8333334,"value":2.780701,"curve":[1.875484,-5.939865,1.9084,-25.40219]},{"time":1.9333333,"value":-25.22766,"curve":[2.014783,-24.657516,2.108333,0]},{"time":2.1333334}],"translate":[{"time":0.2,"curve":[0.3083333,0,0.525,-18.37,0.3083333,0,0.525,-9.19]},{"time":0.6333333,"x":-18.37,"y":-9.19,"curve":[0.9,-18.37,1.4333333,0,0.9,-9.19,1.4333333,0]},{"time":1.7}]},"head":{"rotate":[{"curve":[0.0010997017,-4.960442,0.0500091,-6.662464]},{"time":0.06666667,"value":-6.57449,"curve":[0.2112182,-5.811066,0.17555113,34.04393]},{"time":0.2666667,"value":33.6522,"curve":[0.3351732,33.69676,0.4541272,12.93243]},{"time":0.5,"value":3.3714075,"curve":[0.5386284,-4.679718,0.5467235,-11.662772]},{"time":0.6,"value":-12.107006,"curve":[0.6452672,-11.689426,0.6017645,31.75396]},{"time":0.8,"value":31.509706,"curve":[0.85,31.509706,0.9166667,25.301516]},{"time":0.9666666,"value":25.301516,"curve":[1.075,25.301516,1.3916667,27.902]},{"time":1.5,"value":27.902,"curve":[1.55,27.902,1.7174023,-5.135035]},{"time":1.8,"value":-4.513868,"curve":[1.8605014,-4.191151,1.9493464,4.070065]},{"time":2.033333,"value":4.178705,"curve":[2.086846,4.247925,2.095634,2.9854374]},{"time":2.1333334}],"translate":[{"curve":[0.05,0,0.15,22.57737,0.05,0,0.15392877,-41.07136]},{"time":0.2,"x":22.74858,"y":-41.48271,"curve":[0.2998227,23.090397,0.3362562,-13.20263,0.3285272,-42.63028,0.3564223,19.914993]},{"time":0.5666666,"x":-12.04435,"y":21.06781,"curve":[0.6434108,-12.235908,0.6805745,19.674637,0.6247347,21.26449,0.6148299,-90.9574]},{"time":0.7,"x":20.10009,"y":-90.35684,"curve":[0.7184584,20.504364,0.75,16.57,0.7378014,-90.3283,0.75,-87.92]},{"time":0.7666666,"x":16.57,"y":-87.92,"curve":[0.7833333,16.57,0.8166666,18.74,0.7833333,-87.92,0.8166666,-87.42]},{"time":0.8333333,"x":18.74,"y":-87.42,"curve":[0.85,18.74,0.8833333,16.57,0.85,-87.42,0.8833333,-87.92]},{"time":0.9,"x":16.57,"y":-87.92,"curve":[0.9166667,16.57,0.95,18.74,0.9166667,-87.92,0.95,-87.42]},{"time":0.9666666,"x":18.74,"y":-87.42,"curve":[1.075,18.74,1.3916667,27.31,1.075,-87.42,1.3916667,-84.9]},{"time":1.5,"x":27.31,"y":-84.9,"curve":[1.5538093,27.31,1.6053282,-22.60115,1.5116667,-84.9,1.5748608,-102.52624]},{"time":1.7,"x":-22.584145,"y":-89.05743,"curve":[1.811934,-23.81355,1.8631604,9.942184,1.8407756,-71.21703,1.8469467,11.93096]},{"time":1.9666667,"x":10.7716,"y":13.345384,"curve":[2.0279496,11.26267,2.065163,-0.884285,2.0324254,14.122277,2.081728,7.516476]},{"time":2.1333334}],"shear":[{"time":0.6333333,"curve":[0.6538733,0,0.6699415,-0.1315315,0.6538733,0,0.6763605,0]},{"time":0.7,"x":-0.5634992,"curve":[0.7208961,-0.8637965,0.7437984,-1.238066,0.7214439,0,0.7437984,0]},{"time":0.7666666,"x":-1.238066,"curve":[0.7882563,-1.238066,0.8190062,-0.6942048,0.7882563,0,0.8106323,0]},{"time":0.8333333,"x":-0.47106585,"curve":[0.8797512,0.2518771,0.901422,0.4267737,0.866228,0,0.8998957,0]},{"time":0.9333333,"x":0.43144405,"curve":[0.9748649,0.43752205,1.016512,-0.4748798,0.9995353,0,1.0678046,0]},{"time":1.1333333,"x":-0.45549124,"curve":[1.2015603,-0.4441677,1.281746,-0.008604318,1.2164236,0,1.461882,0]},{"time":1.5}]},"head-control":{"translate":[{"curve":[0.05381425,0,0.19929634,-1.2534752,0.07238806,1.294098,0.19166666,-16.8103]},{"time":0.23333333,"x":-7.114204,"y":-16.8103,"curve":[0.32728025,-23.29067,0.378777,-49.72622,0.3166667,-16.8103,0.4519548,14.651718]},{"time":0.5666666,"x":-48.0404,"y":14.366135,"curve":[0.6529695,-47.79916,0.8261445,-35.85242,0.674158,14.09854,0.729015,-25.529755]},{"time":0.8333333,"x":-35.78864,"y":-25.529755,"curve":[0.8671444,-35.48867,0.9083333,-35.47534,0.8583333,-25.52974,0.9083333,-15.454315]},{"time":0.9333333,"x":-35.47534,"y":-15.454315,"curve":[0.9666666,-35.47534,1.0392787,-37.96733,0.9666666,-15.454315,1.0333333,-22.03647]},{"time":1.0666667,"x":-39.20141,"y":-22.03647,"curve":[1.1352447,-42.2915,1.1631423,-43.43309,1.1,-22.03647,1.1666666,-6.450027]},{"time":1.2,"x":-44.11977,"y":-6.450027,"curve":[1.2400514,-44.86596,1.325,-45.14981,1.2416667,-6.450027,1.2869395,-13.604294]},{"time":1.3666667,"x":-45.14981,"y":-13.607193,"curve":[1.4166666,-45.14981,1.5166667,-47.60654,1.4475684,-13.610153,1.508648,-1.8112488]},{"time":1.5666667,"x":-47.60654,"y":-1.6129303,"curve":[1.6166667,-47.60654,1.6711063,-48.29971,1.6531674,-1.3172913,1.7557036,-23.41063]},{"time":1.7666667,"x":-37.45297,"y":-28.41252,"curve":[1.791247,-34.66292,1.8135493,-20.74891,1.79612,-41.85084,1.804494,-47.93242]},{"time":1.8333334,"x":-18.6834,"y":-47.78464,"curve":[1.9201864,-9.877803,1.960976,-5.227234,1.906489,-47.40983,1.9518456,-34.08664]},{"time":2,"x":-3.409178,"y":-22.62454,"curve":[2.045041,-1.3107967,2.1,0,2.0131874,-19.485565,2.1,0]},{"time":2.1333334}]},"head2":{"rotate":[{"value":12.976063,"curve":[0.031235095,13.085802,0.05086188,13.29559]},{"time":0.06666667,"value":14.17861,"curve":[0.09282301,15.639965,0.2704128,32.4886]},{"time":0.3,"value":33.17519,"curve":[0.3371436,34.03713,0.3791717,21.477406]},{"time":0.4333333,"value":21.70699,"curve":[0.4946937,21.967087,0.5858333,55.79772]},{"time":0.6333333,"value":55.79773,"curve":[0.7130882,55.79773,0.8080742,48.07243]},{"time":0.9,"value":48.25334,"curve":[0.9504415,48.35261,0.991227,53.74363]},{"time":1.0333333,"value":53.36756,"curve":[1.057965,53.15471,1.0727323,47.28508]},{"time":1.1,"value":47.46718,"curve":[1.1885874,48.05876,1.1861522,51.2878]},{"time":1.2333333,"value":51.02413,"curve":[1.2651105,50.84653,1.3122728,48.13272]},{"time":1.3333334,"value":45.79242,"curve":[1.3590974,42.92945,1.4431423,33.1921]},{"time":1.5,"value":32.96265,"curve":[1.5551876,32.73994,1.5837576,45.97839]},{"time":1.6333333,"value":45.92313,"curve":[1.7063206,45.84178,1.747126,24.347095]},{"time":1.8,"value":15.57551,"curve":[1.857511,6.034656,1.9041667,0]},{"time":1.9333333,"curve":[1.9658333,0,2.0191505,17.18161]},{"time":2.0666666,"value":17.31042,"curve":[2.096739,17.39194,2.115833,12.976063]},{"time":2.1333334,"value":12.976063}],"scale":[{"time":0.4666667,"curve":[0.496832,1,0.5307627,0.9842182,0.496832,1,0.5307627,1.0399467]},{"time":0.5666666,"x":0.9842182,"y":1.0399467,"curve":[0.6181372,0.9842182,0.6841501,1.0432616,0.6181372,1.0399467,0.667902,0.9920755]},{"time":0.7333333,"x":1.0443496,"y":0.9901244,"curve":[0.7746143,1.0452626,0.843813,1,0.7665846,0.989133,0.843813,1]},{"time":0.9,"curve":"stepped"},{"time":1.4333333,"curve":[1.475,1,1.5628585,1.0006132,1.475,1,1.567962,1.0034766]},{"time":1.6,"x":1.0035667,"y":1.007643,"curve":[1.6508622,1.0076113,1.675,1.0164257,1.6367555,1.0124227,1.675,1.054742]},{"time":1.7,"x":1.0164257,"y":1.054742,"curve":[1.7583333,1.0164257,1.85384,1.0083466,1.7583333,1.054742,1.8810465,1.0138874]},{"time":1.9333333,"x":1.0035667,"y":1.007643,"curve":[1.980003,1.0007606,2.083333,1,1.9929557,1.0005224,2.083333,1]},{"time":2.1333334}]},"hip":{"rotate":[{"curve":[0.025,0,0.0606518,2.90411]},{"time":0.1,"value":2.9491296,"curve":[0.14979944,3.0061035,0.19174284,-10.892542]},{"time":0.2,"value":-14.11895,"curve":[0.223962,-23.48188,0.2378408,-33.20198]},{"time":0.3,"value":-33.39501,"curve":[0.4012419,-33.70941,0.4928114,-9.733124]},{"time":0.5666666,"value":-6.440478,"curve":[0.5894096,-5.426544,0.6833333,-0.43481445]},{"time":0.7,"value":-0.43481445,"curve":[0.7391666,-0.43481445,0.7775263,-6.756678]},{"time":0.8333333,"value":-6.779285,"curve":[0.9624623,-6.831599,1.16428,-5.77681]},{"time":1.4333333,"value":-5.931113,"curve":[1.5307704,-5.986992,1.5345666,-17.41743]},{"time":1.7,"value":-17.429377,"curve":[1.8075706,-17.49867,1.815981,3.250304]},{"time":1.9333333,"value":3.282818,"curve":[1.9875628,3.297845,2.083333,0]},{"time":2.1333334}],"translate":[{"y":0.4851379,"curve":[0.012365372,-0.4765312,0.05503584,34.36478,0.03308169,15.912347,0.07216156,19.981323]},{"time":0.1,"x":34.56999,"y":19.96994,"curve":[0.3002419,33.3496,0.260952,-337.4661,0.2703434,21.25104,0.4353404,-81.31452]},{"time":0.4666667,"x":-339.73895,"y":-103.87882,"curve":[0.5246017,-333.52765,0.5402984,-266.9045,0.518491,-141.20795,0.5479672,-146.44514]},{"time":0.5666666,"x":-207.10176,"y":-146.23865,"curve":[0.5774756,-182.58717,0.6046393,44.93373,0.6128553,-146.6739,0.6290074,-42.45691]},{"time":0.7,"x":44.98,"y":-16.55179,"curve":[0.729026,44.99409,0.751916,42.93177,0.7219465,-8.543488,0.75,-6.52]},{"time":0.7666666,"x":41.57,"y":-6.52,"curve":[0.800373,38.20195,0.8166666,35.92095,0.7833333,-6.52,0.8166666,-13.34]},{"time":0.8333333,"x":35.92095,"y":-13.34,"curve":[0.85,35.92095,0.8614938,39.13401,0.85,-13.34,0.8833333,-6.52]},{"time":0.9,"x":41.57,"y":-6.52,"curve":[0.9453781,44.44073,1.2757927,55.19168,0.9916667,-6.52,1.275,-29.35599]},{"time":1.3666667,"x":48.94403,"y":-29.35599,"curve":[1.579074,34.34088,1.6224434,-126.54304,1.5579567,-27.52278,1.6589493,-0.01800537]},{"time":1.7,"x":-127.63624,"y":26.2081,"curve":[1.7599056,-128.48067,1.7958957,-115.83005,1.7299405,45.33625,1.7876776,70.46658]},{"time":1.8666667,"x":-78.9473,"y":70.64606,"curve":[1.923766,-49.18949,2.035676,-1.0323358,1.949979,70.79224,2.0666666,-30.6041]},{"time":2.1333334,"y":0.4851379}]},"horn-back":{"rotate":[{"time":0.2},{"time":1.0333333,"value":7.62},{"time":1.9333333}],"translate":[{"time":1.6666666,"curve":[1.7083334,0,1.7916666,19.82782,1.7083334,0,1.7916666,22.58957]},{"time":1.8333334,"x":19.82782,"y":22.58957,"curve":[1.9083333,19.82782,2.0583334,0,1.9083333,22.58957,2.0583334,0]},{"time":2.1333334}]},"horn-front":{"rotate":[{"curve":[0.017666666,0,0.05208957,0.7273674]},{"time":0.06666667,"value":1.728073,"curve":[0.0840349,2.920396,0.10037883,4.719918]},{"time":0.13333334,"value":4.954506,"curve":[0.1615007,5.15501,0.18745004,4.302111]},{"time":0.2,"value":3.8866844,"curve":[0.2887338,0.9494352,0.477449,-6.846139]},{"time":0.6666667,"value":-6.057113,"curve":[0.809164,-5.48575,0.9527374,-3.355655]},{"time":1.0333333,"value":-2.655078,"curve":[1.2551023,-0.7273483,1.7083334,0]},{"time":1.9333333}],"translate":[{"time":1.4666667},{"time":1.9,"x":5.795044,"y":-14.310974},{"time":2.033333,"x":7.955078,"y":-4.521454},{"time":2.1333334}]},"jaw":{"rotate":[{"value":-1.1952972,"curve":[0.05,-1.1952972,0.1576554,0.5393066]},{"time":0.2,"value":1.8345795,"curve":[0.2728815,4.063926,0.4167385,15.62777]},{"time":0.4666667,"value":14.470276,"curve":[0.6517568,10.179253,0.5916666,-68.70428]},{"time":0.6666667,"value":-68.70428,"curve":[0.7314608,-68.51715,0.7671807,-42.63524]},{"time":0.8,"value":-42.44815,"curve":[0.8083333,-42.44813,0.8013388,-43.40864]},{"time":0.8333333,"value":-43.55141,"curve":[0.8575366,-43.55141,0.9055594,-39.81436]},{"time":0.9333333,"value":-39.72978,"curve":[0.9558046,-39.64542,1.01315,-42.10263]},{"time":1.0333333,"value":-42.02005,"curve":[1.0599163,-41.91127,1.0829667,-35.37761]},{"time":1.1333333,"value":-35.34122,"curve":[1.1687295,-35.31565,1.2195566,-36.84138]},{"time":1.2666667,"value":-36.73747,"curve":[1.3718338,-36.30948,1.54249,1.500862]},{"time":1.6,"value":-3.576889,"curve":[1.6199552,-3.978419,1.647059,-9.02411]},{"time":1.7,"value":-8.792313,"curve":[1.74826,-8.742847,1.8230644,3.6993394]},{"time":1.9333333,"value":4.732712,"curve":[1.951,5.044318,1.974909,-1.136814]},{"time":2,"value":-1.3419037,"curve":[2.047758,-1.7172565,2.1,-1.1952972]},{"time":2.1333334,"value":-1.1952972}],"translate":[{"x":-3.4399986,"y":2.510002,"curve":[0.1109852,-3.7392235,0.3912641,-39.93589,0.15502886,4.087734,0.2966205,-2.9754715]},{"time":0.4666667,"x":-56.44524,"y":-10.08204,"curve":[0.5265437,-69.24242,0.5605652,-75.25414,0.5771723,-15.370048,0.551274,-15.25428]},{"time":0.6,"x":-74.42703,"y":-14.686295,"curve":[0.6342845,-74.94536,0.6244342,-60.95444,0.6408756,-14.107864,0.65,23.06912]},{"time":0.6666667,"x":-53.44833,"y":23.06912,"curve":[0.7585141,-37.12397,1.391892,-28.49185,0.8916666,23.06912,1.375,19.61397]},{"time":1.6,"x":-21.33061,"y":16.78336,"curve":[1.7615534,-15.771376,1.825,-8.46948,1.624636,16.473427,1.7802166,6.334698]},{"time":1.8666667,"x":-8.46948,"y":-3.7701416,"curve":[1.9,-8.46948,1.9666667,-15.379066,1.9142407,-8.238594,1.9666667,-10.853378]},{"time":2,"x":-15.379066,"y":-10.853378,"curve":[2.033333,-15.379066,2.1,-3.4399986,2.033333,-10.853378,2.1,2.510002]},{"time":2.1333334,"x":-3.4399986,"y":2.510002}],"scale":[{"time":0.5666666,"curve":[0.5943895,1,0.6208333,0.9560776,0.6005588,1,0.6208333,1.0575278]},{"time":0.6333333,"x":0.9560776,"y":1.0575278,"curve":[0.6458333,0.9560776,0.6392696,0.9940754,0.6458333,1.0575278,0.6415478,1.0197484]},{"time":0.7}],"shear":[{"time":0.23333333,"curve":[0.2833333,0,0.3613967,-0.05349203,0.2833333,0,0.405078,-0.24694034]},{"time":0.4333333,"x":0.04460073,"y":-0.4713975,"curve":[0.4979945,0.1327733,0.5700468,0.5684042,0.48536065,-0.884698,0.5333333,-2.907349]},{"time":0.6333333,"x":0.5478031,"y":-2.907349,"curve":[0.7018387,0.5255032,0.7171954,0.32875645,0.6803062,-2.87235,0.7484596,-2.0913465]},{"time":0.8,"x":0.1984679,"y":-1.5850337,"curve":[0.8968305,0.04611016,1.025,0,0.8617343,-0.9785796,1.025,0]},{"time":1.1333333}]},"jaw-inside":{"rotate":[{},{"time":0.7666666,"value":13.77124},{"time":2.1333334}],"translate":[{},{"time":0.6,"x":-4.30423,"y":4.484619},{"time":0.7666666,"x":-23.59265,"y":-9.321472},{"time":2.1333334}],"scale":[{"time":0.6},{"time":0.7666666,"x":1.1188874},{"time":2.1333334}]},"leg-control":{"translate":[{"curve":[0.01666667,0,0.05,0,0.01666667,0,0.05,102.4327]},{"time":0.06666667,"y":102.4327,"curve":[0.1,0,0.15,0,0.1,102.4327,0.15,97.83137]},{"time":0.2,"y":93.23006,"curve":[0.22283334,0,0.2456667,0,0.22283334,91.12878,0.2456667,-33.33128]},{"time":0.2666667,"y":-34.99433,"curve":[0.2921909,0,0.3152222,0,0.2921909,-36.97301,0.3152222,84.02743]},{"time":0.3333333,"y":84.02743,"curve":[0.35,0,0.3833333,0,0.35,84.02743,0.3833333,22.16259]},{"time":0.4,"y":22.16259,"curve":[0.4666667,0,0.6,11.39688,0.4666667,22.16259,0.6,-252.93103]},{"time":0.6666667,"x":11.39688,"y":-252.93103,"curve":[0.7,11.39688,0.7666666,11.39688,0.7,-252.93103,0.7666666,-174.3925]},{"time":0.8,"x":11.39688,"y":-174.3925,"curve":[0.825,11.39688,0.875,11.39688,0.825,-174.3925,0.875,-201.78796]},{"time":0.9,"x":11.39688,"y":-201.78796,"curve":[0.925,11.39688,0.975,11.39688,0.925,-201.78796,0.975,-174.32727]},{"time":1,"x":11.39688,"y":-174.32727,"curve":[1.0333333,11.39688,1.1,11.39688,1.0333333,-174.32727,1.1,-221.2162]},{"time":1.1333333,"x":11.39688,"y":-221.2162,"curve":[1.1666666,11.39688,1.2333333,11.39688,1.1666666,-221.2162,1.2333333,-167.3592]},{"time":1.2666667,"x":11.39688,"y":-167.3592,"curve":[1.3083333,11.39688,1.3916667,11.39688,1.3083333,-167.3592,1.3916667,-214.55518]},{"time":1.4333333,"x":11.39688,"y":-214.55518,"curve":[1.5083333,11.39688,1.725,11.39688,1.5083333,-214.55518,1.725,48.39307]},{"time":1.8,"x":11.39688,"y":48.39307,"curve":[1.8569444,11.39688,1.952801,6.130762,1.8569444,48.39307,1.952801,-139.3068]},{"time":2.033333,"x":2.7603455,"y":-153.61813,"curve":[2.072199,1.198445,2.106944,0,2.072199,-160.2502,2.106944,0]},{"time":2.1333334}]},"lower-leg":{"rotate":[{"value":-12.658535}]},"neck":{"rotate":[{"curve":[0.05,0,0.11423018,-8.501202]},{"time":0.2,"value":-8.26,"curve":[0.2901589,-8.006446,0.537244,12.54909]},{"time":0.6333333,"value":13.44405,"curve":[0.7658652,14.67843,1.2734944,2.132954]},{"time":1.4666667,"value":-3.503719,"curve":[1.564852,-6.924317,1.655727,-11.018286]},{"time":1.7,"value":-10.742094,"curve":[1.788044,-10.19284,1.8519185,2.741184]},{"time":1.9333333,"value":2.877842,"curve":[1.9924266,2.977032,2.083333,0]},{"time":2.1333334}],"translate":[{"curve":[0.05,0,0.15,-20.088917,0.05,0,0.17443556,-0.2586219]},{"time":0.2,"x":-19.98364,"y":-1.4499054,"curve":[0.312,-19.74783,0.4632388,34.39558,0.2639209,-4.428573,0.474332,-34.98151]},{"time":0.6,"x":34.30374,"y":-34.86598,"curve":[0.6722458,34.25522,0.7416667,30.0226,0.637535,-34.83147,0.7416667,-21.31856]},{"time":0.8,"x":30.0226,"y":-21.31856,"curve":[0.8416666,30.0226,0.9916667,37.6581,0.8416666,-21.31856,0.9916667,-41.17795]},{"time":1.0333333,"x":37.6581,"y":-41.17795,"curve":[1.0833334,37.6581,1.1833333,23.600327,1.0833334,-41.17795,1.1833333,-0.6304756]},{"time":1.2333333,"x":23.600327,"y":-0.6304756,"curve":[1.2916666,23.600327,1.4083332,26.297134,1.2916666,-0.6304756,1.4083333,-26.61517]},{"time":1.4666667,"x":26.297134,"y":-26.61517,"curve":[1.5806197,26.297134,1.617727,17.2101,1.5,-26.61517,1.675,3.6429024]},{"time":1.7,"x":12.18019,"y":3.6429024,"curve":[1.773071,7.712845,1.8702505,4.403015,1.7583333,3.6429024,1.875,-4.901378]},{"time":1.9333333,"x":2.830345,"y":-4.901378,"curve":[2.000755,1.1495056,2.083333,0,1.9833333,-4.901378,2.083333,0]},{"time":2.1333334}]},"neck2":{"rotate":[{"value":0.016994476,"curve":[0.05,0.016994476,0.14395218,5.690305]},{"time":0.2,"value":9.941437,"curve":[0.27649775,15.743654,0.525,37.25]},{"time":0.6333333,"value":37.25,"curve":[0.8083333,37.25,1.1754525,37.20645]},{"time":1.3333334,"value":33.93432,"curve":[1.5433623,29.581404,1.659146,13.316275]},{"time":1.7,"value":11.08,"curve":[1.762146,7.678211,1.875,0]},{"time":1.9333333}]},"saddle":{"rotate":[{"value":-3.18412,"curve":[0.04166667,-3.18412,0.1319434,-3.3037186]},{"time":0.16666667,"value":-3.04187,"curve":[0.2776691,-2.2048035,0.5166666,8.86589]},{"time":0.6333333,"value":8.86589,"curve":[0.6833333,8.86589,0.7722983,-1.9192505]},{"time":0.8333333,"value":-2.369087,"curve":[0.8999712,-2.8602066,1.2583333,-3.18412]},{"time":1.4,"value":-3.18412,"curve":[1.4583334,-3.18412,1.575,-7.05896]},{"time":1.6333333,"value":-7.05896,"curve":[1.7145833,-7.05896,1.8599743,-0.11690044]},{"time":1.9666667,"value":-0.06554413,"curve":[2.050401,-0.025238037,2.0895834,-3.18412]},{"time":2.1333334,"value":-3.18412}],"translate":[{"x":12.676453,"y":-2.670715,"curve":[0.04166667,12.676453,0.125,22.75735,0.04166667,-2.670715,0.125,-3.363701]},{"time":0.16666667,"x":22.75735,"y":-3.363701,"curve":[0.2833333,22.75735,0.5166666,9.260864,0.2833333,-3.363701,0.5166666,-0.417099]},{"time":0.6333333,"x":9.260864,"y":-0.417099,"curve":[0.6583333,9.260864,0.7083333,12.676453,0.6583333,-0.417099,0.7083333,-2.670715]},{"time":0.7333333,"x":12.676453,"y":-2.670715}]},"saddle-strap-back":{"rotate":[{"value":-2.525406,"curve":[0.07927,-2.449173,0.302215,-25.09913]},{"time":0.3333333,"value":-25.810234,"curve":[0.3886423,-27.07413,0.48422995,-26.227615]},{"time":0.5333333,"value":-26.788666,"curve":[0.5609879,-27.10464,0.6083592,-31.99128]},{"time":0.6333333,"value":-31.97056,"curve":[0.7252362,-31.894325,0.7625385,-10.530502]},{"time":0.8333333,"value":-7.749542,"curve":[0.9107831,-4.707138,1.3083335,-5.821182]},{"time":1.4666667,"value":-5.821182,"curve":[1.540505,-5.821182,1.6316522,-4.145981]},{"time":1.7,"value":-4.139007,"curve":[1.765942,-4.132278,1.845152,-11.086716]},{"time":1.9333333,"value":-11.086716,"curve":[1.9833333,-11.086716,2.083333,-2.525406]},{"time":2.1333334,"value":-2.525406}],"translate":[{"curve":[0.08333333,0,0.25,11.685944,0.08333333,0,0.25,-2.8079224]},{"time":0.3333333,"x":11.685944,"y":-2.8079224,"curve":[0.4083333,11.685944,0.5583333,0,0.4083333,-2.8079224,0.5583333,0]},{"time":0.6333333}],"scale":[{"time":0.6333333,"curve":[0.65,1,0.6658395,1.075704,0.65,1,0.6833333,1]},{"time":0.7,"x":1.1026872,"curve":[0.7372303,1.1320953,0.8,1.1620117,0.7333333,1,0.8,1]},{"time":0.8333333,"x":1.1620117,"curve":[1.05,1.1620117,1.4833333,1,1.05,1,1.4833333,1]},{"time":1.7}]},"saddle-strap-front":{"rotate":[{"value":-0.3687134,"curve":[0.06666667,-0.3687134,0.2,-0.9502563]},{"time":0.2666667,"value":-0.9502563,"curve":[0.325,-0.9502563,0.465568,-15.04802]},{"time":0.5,"value":-17.948975,"curve":[0.5668571,-23.58177,0.6,-27.116135]},{"time":0.6333333,"value":-27.116135,"curve":[0.6583333,-27.116135,0.6881724,-23.12448]},{"time":0.7333333,"value":-18.55742,"curve":[0.7498251,-16.889633,0.8030894,-13.86647]},{"time":0.8333333,"value":-12.021576,"curve":[0.865879,-10.036285,0.9699611,-6.279612]},{"time":1.0666667,"value":-6.12828,"curve":[1.133444,-6.024558,1.203631,-10.675]},{"time":1.2666667,"value":-10.070923,"curve":[1.3935783,-8.87184,1.514389,-1.129486]},{"time":1.6,"value":-1.129486,"curve":[1.675,-1.129486,1.8251604,-6.561828]},{"time":1.9,"value":-6.680939,"curve":[1.9524262,-6.764389,1.9816535,-6.385666]},{"time":2,"value":-5.972305,"curve":[2.033333,-5.221267,2.1,-0.3687134]},{"time":2.1333334,"value":-0.3687134}],"translate":[{"curve":[0.125,0,0.375,-17.922974,0.125,0,0.375,-1.7483826]},{"time":0.5,"x":-17.922974,"y":-1.7483826,"curve":[0.5889166,-17.922974,0.706583,-7.057888,0.5889166,-1.7483826,0.706583,-4.507475]},{"time":0.8333333,"x":-2.895771,"y":-6.566284,"curve":[1.101917,5.81464,1.4139167,11.49472,1.101917,-10.874927,1.4139167,-16.29997]},{"time":1.6,"x":11.49472,"y":-16.29997,"curve":[1.7333333,11.49472,2,0,1.7333333,-16.29997,2,0]},{"time":2.1333334}]},"spineboy-back-arm-target":{"translate":[{},{"time":0.6333333,"x":56.17285,"y":-58.55765},{"time":0.8333333,"x":34.46844,"y":-59.19174},{"time":2.1333334}]},"spineboy-front-arm-target":{"translate":[{},{"time":0.06666667,"x":1.1109314,"y":-2.353485},{"time":0.3,"x":21.55603,"y":-45.66611},{"time":0.5666666,"x":2.231659,"y":-34.97969},{"time":0.7333333,"x":28.522797,"y":-47.75398},{"time":0.8333333,"x":24.520233,"y":-37.91605},{"time":1.5,"x":26.242554,"y":-38.24052},{"time":1.7,"x":-9.391785,"y":-0.721634},{"time":1.8666667,"x":1.0347595,"y":-21.85956},{"time":2.1333334}]},"spineboy-front-foot-target":{"translate":[{"curve":[0.075,0,0.225,12.32846,0.075,0,0.225,10.250122]},{"time":0.3,"x":12.32846,"y":10.250122,"curve":[0.7583333,12.32846,1.675,0,0.7583333,10.250122,1.675,0]},{"time":2.1333334}]},"spineboy-hip":{"rotate":[{"curve":[0.025,0,0.075,10.975075]},{"time":0.1,"value":10.975075,"curve":[0.1571389,10.975075,0.2381468,8.08097]},{"time":0.3333333,"value":8.019203,"curve":[0.3911966,7.981662,0.4323243,11.763657]},{"time":0.4666667,"value":11.658203,"curve":[0.490896,11.583817,0.504019,11.396133]},{"time":0.5333333,"value":7.386024,"curve":[0.5767045,1.4529953,0.6273814,-5.499061]},{"time":0.7,"value":-7.465202,"curve":[0.8214968,-10.75473,0.9166667,-11.15635]},{"time":1,"value":-11.15635,"curve":[1.1295,-11.15635,1.3588493,3.637728]},{"time":1.5333333,"value":3.428917,"curve":[1.6031814,3.8860855,1.6369804,-25.964615]},{"time":1.7,"value":-25.964615,"curve":[1.8109115,-26.325603,1.881232,9.14779]},{"time":1.9666667,"value":9.049103,"curve":[2.0341785,8.971115,2.091667,0]},{"time":2.1333334}],"translate":[{"curve":[0.025,0,0.0750543,-3.136368,0.025,0,0.075,4.234972]},{"time":0.1,"x":-2.693077,"y":4.234972,"curve":[0.13118437,-2.1389084,0.16675417,3.2739944,0.125,4.234972,0.18315905,-2.9779205]},{"time":0.2,"x":17.128235,"y":-6.44475,"curve":[0.21355218,22.775703,0.275,27.632156,0.2347403,-13.59629,0.2737288,-24.334436]},{"time":0.3,"x":27.632156,"y":-24.78338,"curve":[0.3416667,27.632156,0.425,23.613594,0.3488699,-25.6185,0.4411776,-8.743953]},{"time":0.4666667,"x":23.613594,"y":-8.316032,"curve":[0.4833333,23.613594,0.5077151,20.91887,0.4860615,-7.990429,0.5077435,-37.58042]},{"time":0.5333333,"x":35.41964,"y":-44.36167,"curve":[0.5514662,45.68353,0.6083333,70.80553,0.569191,-53.86384,0.6160268,-66.97786]},{"time":0.6333333,"x":70.80553,"y":-72.81343,"curve":[0.65,70.80553,0.6794299,65.63902,0.6479056,-77.72706,0.6713121,-76.48233]},{"time":0.7,"x":62.90897,"y":-76.9076,"curve":[0.7253783,59.54078,0.775,59.8592,0.7296516,-77.34714,0.775,-54.30123]},{"time":0.8,"x":59.8592,"y":-54.30123,"curve":[0.825,59.8592,0.8674762,59.93467,0.825,-54.30123,0.8653466,-55.33016]},{"time":0.9,"x":60.78867,"y":-56.68705,"curve":[0.946225,62.00243,0.9617326,62.29215,0.9232765,-57.59847,0.9506787,-57.62002]},{"time":1,"x":63.78164,"y":-57.73004,"curve":[1.0380933,65.26436,1.105943,68.28405,1.058015,-57.85946,1.0996855,-57.62626]},{"time":1.1333333,"x":69.44236,"y":-57.41059,"curve":[1.2166407,72.9653,1.3333334,77.1307,1.2256802,-56.81868,1.3161285,-55.55365]},{"time":1.4,"x":77.1307,"y":-53.65258,"curve":[1.4333333,77.1307,1.4669805,73.12392,1.436667,-52.82147,1.491791,-50.9065]},{"time":1.5333333,"x":63.40513,"y":-49.52053,"curve":[1.5486218,61.16582,1.5968766,46.67382,1.576237,-48.08916,1.5991575,-47.25112]},{"time":1.6333333,"x":38.85876,"y":-45.65013,"curve":[1.6874287,27.26255,1.7222604,20.803436,1.6766307,-43.62183,1.7102222,-40.67176]},{"time":1.7333333,"x":19.46388,"y":-38.00181,"curve":[1.8030117,11.670115,1.885289,5.585575,1.7583796,-35.10831,1.888417,-14.526795]},{"time":1.9333333,"x":4.111786,"y":-7.783424,"curve":[2.006447,1.868988,2.083333,0,1.9600667,-3.769878,2.083333,0]},{"time":2.1333334}]},"spineboy-torso":{"rotate":[{"curve":[0.02442371,-0.09488678,0.08789796,-27.72589]},{"time":0.16666667,"value":-27.924904,"curve":[0.1931936,-27.99193,0.21629296,-27.440636]},{"time":0.23333333,"value":-27.418823,"curve":[0.2924649,-27.34311,0.4000425,-40.99694]},{"time":0.4333333,"value":-47.90156,"curve":[0.481162,-57.82136,0.5777577,-76.33443]},{"time":0.6333333,"value":-81.71565,"curve":[0.6556626,-83.87773,0.6691941,-84.83832]},{"time":0.7,"value":-84.83832,"curve":[0.7333333,-84.8383,0.8,-60.20763]},{"time":0.8333333,"value":-60.20763,"curve":[0.85,-60.20763,0.8732216,-68.31703]},{"time":0.9,"value":-68.28526,"curve":[0.9334992,-68.24553,0.9584856,-64.03485]},{"time":1,"value":-63.96951,"curve":[1.084946,-63.83581,1.2126592,-69.61822]},{"time":1.2666667,"value":-69.4731,"curve":[1.4203016,-69.06029,1.4793247,-59.78715]},{"time":1.5,"value":-54.97464,"curve":[1.5238898,-49.41391,1.645433,-25.872715]},{"time":1.7,"value":-18.445045,"curve":[1.7513837,-11.450745,1.8784248,0]},{"time":2.1333334}]},"stirrup":{"rotate":[{},{"time":0.4333333,"value":-19.63491},{"time":0.8333333,"value":-15.176086},{"time":1.3333334,"value":-5.959549},{"time":1.7666667,"value":-18.15761},{"time":2.1333334}],"translate":[{},{"time":0.4333333,"x":-1.4482117,"y":16.308197,"curve":"stepped"},{"time":1,"x":-1.4482117,"y":16.308197},{"time":2.1333334}]},"stirrup-strap1":{"rotate":[{"value":5.247009}]},"stirrup-strap2":{"rotate":[{"value":-9.39}]},"tail1":{"rotate":[{"curve":[0.0978559,0.12860107,0.203588,-14.757523]},{"time":0.2666667,"value":-14.69107,"curve":[0.45318645,-14.494492,0.5776548,19.55391]},{"time":0.9333333,"value":19.85483,"curve":[1.0803045,19.97901,1.3275964,16.455597]},{"time":1.4333333,"value":9.050812,"curve":[1.5321765,2.128784,1.5645107,-5.760986]},{"time":1.7,"value":-5.737469,"curve":[1.7389126,-5.730705,1.7705745,1.0766144]},{"time":1.8,"value":1.0630646,"curve":[1.8527672,1.0387664,1.955696,-1.6554356]},{"time":2,"value":-1.8114014,"curve":[2.0386894,-1.9476166,2.0797145,-0.0704922]},{"time":2.1333334}]},"tail2":{"rotate":[{"value":-4.334617,"curve":[0.02724747,-1.911229,0.12374917,3.511161]},{"time":0.16666667,"value":6.451683,"curve":[0.2112617,9.507147,0.2775513,10.890963]},{"time":0.3333333,"value":10.986828,"curve":[0.3921465,11.087904,0.38456345,-13.607336]},{"time":0.5,"value":-13.56498,"curve":[0.6143275,-13.52303,0.6361688,-5.753505]},{"time":0.7,"value":-5.758773,"curve":[0.7866581,-5.765921,0.8312959,-10.171103]},{"time":0.9666666,"value":-10.45861,"curve":[1.0723695,-10.683107,1.278833,-8.292423]},{"time":1.3333334,"value":-6.230982,"curve":[1.3893162,-4.11347,1.509047,5.52527]},{"time":1.5333333,"value":9.74646,"curve":[1.5510274,12.821835,1.6192383,27.29642]},{"time":1.6666666,"value":27.26047,"curve":[1.7335726,27.20975,1.762923,9.86193]},{"time":1.8,"value":5.304016,"curve":[1.836345,0.8360586,1.9264506,-9.619552]},{"time":2,"value":-9.489013,"curve":[2.070545,-9.363805,2.091495,-7.253569]},{"time":2.1333334,"value":-4.334617}],"translate":[{"curve":[0.13333334,0,0.4354529,3.441078,0.13333334,0,0.4,0]},{"time":0.5333333,"x":11.881638,"curve":[0.6178824,19.17257,0.840354,41.29581,0.575,0,0.8483064,4.024023]},{"time":0.9666666,"x":41.27171,"y":4.027927,"curve":[1.7800908,41.11648,1.7631627,0.2543793,1.212752,4.030815,1.847584,0.08121013]},{"time":2.1333334}]},"tail3":{"rotate":[{"value":-4.662086,"curve":[0.052957,-3.481148,0.2095054,0.2170353]},{"time":0.2666667,"value":0.22995853,"curve":[0.3313325,0.24457836,0.3368851,-16.206703]},{"time":0.4333333,"value":-16.22443,"curve":[0.5209878,-16.24054,0.5648685,-5.717047]},{"time":0.6666667,"value":-5.725787,"curve":[0.7433082,-5.732372,0.8051463,-9.292898]},{"time":0.8333333,"value":-9.892672,"curve":[0.878223,-10.847854,0.9296847,-11.712997]},{"time":1,"value":-11.849365,"curve":[1.0318416,-11.91013,1.0653205,-10.914192]},{"time":1.1,"value":-10.92153,"curve":[1.1419426,-10.930406,1.1901885,-11.137112]},{"time":1.2333333,"value":-11.211578,"curve":[1.268129,-11.269394,1.2958336,-10.85394]},{"time":1.3333334,"value":-10.843727,"curve":[1.3887686,-10.828629,1.4219222,-12.908347]},{"time":1.4666667,"value":-12.89989,"curve":[1.523473,-12.88915,1.5937836,0.8304853]},{"time":1.6666666,"value":0.9101486,"curve":[1.7215647,0.9701543,1.7630044,-1.008135]},{"time":1.8,"value":-2.9211044,"curve":[1.8370997,-4.839475,1.8893325,-7.185627]},{"time":1.9666667,"value":-7.213832,"curve":[2.038514,-7.240037,2.081385,-5.697861]},{"time":2.1333334,"value":-4.662086}]},"tail4":{"rotate":[{"value":13.37375,"curve":[0.03333333,13.37375,0.10114305,11.829378]},{"time":0.13333334,"value":11.77562,"curve":[0.2006853,11.66315,0.23333333,16.72581]},{"time":0.2666667,"value":16.72581,"curve":[0.2886389,16.72581,0.3161206,16.018597]},{"time":0.3333333,"value":13.791368,"curve":[0.3907864,6.357286,0.4564329,-4.318534]},{"time":0.4666667,"value":-5.606641,"curve":[0.4818689,-7.520118,0.4993798,-10.142548]},{"time":0.5666666,"value":-10.331833,"curve":[0.5757944,-10.35751,0.6156,-10.007652]},{"time":0.6666667,"value":-8.025093,"curve":[0.7809284,-3.746934,0.9350675,3.3823264]},{"time":1,"value":4.134959,"curve":[1.03331,4.521056,1.062827,4.535159]},{"time":1.1333333,"value":4.553679,"curve":[1.1756355,4.564716,1.2207355,4.124315]},{"time":1.2666667,"value":4.178894,"curve":[1.3493437,4.27714,1.4169655,4.993682]},{"time":1.4333333,"value":5.830837,"curve":[1.4655674,7.479477,1.55739,19.48691]},{"time":1.6333333,"value":19.565987,"curve":[1.7754866,19.714,1.8569134,7.438119]},{"time":1.9666667,"value":7.459961,"curve":[2.044623,7.475476,2.091667,13.37375]},{"time":2.1333334,"value":13.37375}]},"tail5":{"rotate":[{"value":5.295868,"curve":[0.03588034,7.506984,0.23333333,22.33003]},{"time":0.2666667,"value":22.33003,"curve":[0.325,22.33003,0.4138873,-17.460617]},{"time":0.5,"value":-17.34297,"curve":[0.5543965,-17.26865,0.6219154,-8.556446]},{"time":0.6666667,"value":-3.29901,"curve":[0.6802347,-1.7580376,0.718115,2.892038]},{"time":0.8,"value":2.987808,"curve":[0.870196,3.069906,0.877712,-6.268285]},{"time":0.9333333,"value":-6.300298,"curve":[0.9527651,-6.311482,1.021759,-0.18395662]},{"time":1.0666667,"value":-0.19351697,"curve":[1.141287,-0.20940447,1.247132,-1.6653378]},{"time":1.3333334,"value":-1.6762238,"curve":[1.4453996,-1.6903772,1.53279,6.198437]},{"time":1.6333333,"value":6.153686,"curve":[1.7826977,6.08721,1.7961364,2.2979746]},{"time":1.9333333,"value":2.266754,"curve":[2.022455,2.4080124,2.089926,3.957275]},{"time":2.1333334,"value":5.295868}]},"tail6":{"rotate":[{"value":5.295868,"curve":[0.02594737,7.490011,0.149726,12.895835]},{"time":0.2,"value":17.26678,"curve":[0.2511039,21.70988,0.291438,24.53427]},{"time":0.3333333,"value":24.59404,"curve":[0.4030219,24.69348,0.3764442,-22.00688]},{"time":0.5333333,"value":-21.871376,"curve":[0.6012933,-21.81268,0.6974703,-13.33023]},{"time":0.7333333,"value":-10.10777,"curve":[0.7480975,-8.781152,0.8634988,4.362808]},{"time":0.9333333,"value":4.218385,"curve":[0.9738322,4.13463,1.062874,1.2221974]},{"time":1.1,"value":1.3224597,"curve":[1.1447858,1.44341,1.195616,6.120721]},{"time":1.2333333,"value":6.081132,"curve":[1.2788322,6.033375,1.3242416,-4.694775]},{"time":1.4333333,"value":-5.047866,"curve":[1.505085,-5.280101,1.608364,-1.447765]},{"time":1.6333333,"value":0.09803596,"curve":[1.6470526,0.9473765,1.721972,20.385527]},{"time":1.8,"value":20.34411,"curve":[1.8877468,20.297533,1.8782744,-3.596811]},{"time":2,"value":-3.5828874,"curve":[2.055051,-3.576591,2.120787,3.565635]},{"time":2.1333334,"value":5.295868}]},"tail7":{"rotate":[{"value":-10.887794,"curve":[0.0235312,-9.389612,0.08252365,2.5369706]},{"time":0.1,"value":5.375089,"curve":[0.12042414,8.69192,0.2007472,19.39497]},{"time":0.2666667,"value":19.386515,"curve":[0.3258515,19.378923,0.3730606,10.74694]},{"time":0.4,"value":6.644067,"curve":[0.4249138,2.849691,0.5273042,-17.301966]},{"time":0.6,"value":-17.314266,"curve":[0.7291205,-17.336113,0.7506107,6.296881]},{"time":0.8,"value":6.384072,"curve":[0.8680016,6.504122,0.9142229,-11.691764]},{"time":0.9666666,"value":-11.401011,"curve":[0.994957,-11.244166,1.0443107,-1.318622]},{"time":1.1,"value":-1.443137,"curve":[1.1428783,-1.5390085,1.1802417,-10.371634]},{"time":1.2666667,"value":-10.233667,"curve":[1.2945107,-10.189218,1.340382,-3.842218]},{"time":1.4333333,"value":-4.097252,"curve":[1.552895,-4.425299,1.584771,-16.607723]},{"time":1.6333333,"value":-16.61046,"curve":[1.6880262,-16.61354,1.69559,23.73841]},{"time":1.7333333,"value":23.7084,"curve":[1.7978796,23.65709,1.8703463,16.49545]},{"time":1.9,"value":10.294264,"curve":[1.922576,5.57317,1.9778734,-13.058318]},{"time":2.0666666,"value":-13.0309,"curve":[2.0811255,-13.05818,2.1061864,-12.375843]},{"time":2.1333334,"value":-10.887794}]},"tail8":{"rotate":[{"value":-10.887794,"curve":[0.08107672,-11.054156,0.1474136,13.076495]},{"time":0.16666667,"value":15.430672,"curve":[0.18629894,17.831213,0.2684161,21.76858]},{"time":0.3333333,"value":21.830173,"curve":[0.4715358,21.9613,0.4540574,-21.065117]},{"time":0.5,"value":-21.252335,"curve":[0.543718,-20.58008,0.551063,-10.782255]},{"time":0.6,"value":-10.87898,"curve":[0.618422,-10.915388,0.6512221,-17.90029]},{"time":0.6666667,"value":-17.69105,"curve":[0.6935866,-17.32635,0.7954044,1.2363343]},{"time":0.8333333,"value":3.931407,"curve":[0.8584394,5.715341,0.8859028,7.580194]},{"time":0.9333333,"value":7.553411,"curve":[0.9822417,7.525797,0.9483679,-9.490816]},{"time":1.0333333,"value":-9.58653,"curve":[1.0830605,-9.642548,1.1002713,-4.470876]},{"time":1.1333333,"value":-4.44548,"curve":[1.195046,-4.398073,1.1977456,-11.21634]},{"time":1.2666667,"value":-11.137595,"curve":[1.3138967,-11.083633,1.35857,-8.006507]},{"time":1.4666667,"value":-8.414444,"curve":[1.5228763,-8.62657,1.6033622,-26.324766]},{"time":1.6666666,"value":-26.15625,"curve":[1.7016213,-26.0632,1.7289083,19.383307]},{"time":1.8,"value":19.13954,"curve":[1.8624176,18.925514,1.9556353,-1.6937034]},{"time":1.9666667,"value":-3.180139,"curve":[2.005982,-8.477783,2.091667,-10.763137]},{"time":2.1333334,"value":-10.887794}]},"tail9":{"rotate":[{"value":-10.887794,"curve":[0.03333333,-10.887794,0.10921884,-16.09655]},{"time":0.16666667,"value":-15.685898,"curve":[0.1996396,-15.450197,0.2629067,23.99578]},{"time":0.3,"value":23.954754,"curve":[0.3411885,23.9092,0.3799172,20.42121]},{"time":0.4,"value":13.7229,"curve":[0.4362244,1.6408377,0.469307,-22.41737]},{"time":0.5666666,"value":-22.06399,"curve":[0.5924227,-21.970505,0.6186272,-12.649518]},{"time":0.6333333,"value":-12.971626,"curve":[0.6491,-13.316966,0.6724581,-23.186893]},{"time":0.7333333,"value":-23.76969,"curve":[0.7525905,-23.95405,0.7838073,18.09805]},{"time":0.8333333,"value":18.042545,"curve":[0.8964938,17.97176,0.9680453,-8.436413]},{"time":1.0666667,"value":-8.29769,"curve":[1.101658,-8.248473,1.1466887,1.3191142]},{"time":1.2,"value":1.292991,"curve":[1.2250096,1.2807344,1.263972,-9.041816]},{"time":1.3333334,"value":-9.068048,"curve":[1.359453,-9.077927,1.3669448,-0.797507]},{"time":1.4,"value":-0.9342342,"curve":[1.4503263,-1.1424005,1.4846607,-13.554214]},{"time":1.5333333,"value":-13.671535,"curve":[1.5892377,-13.806288,1.5917895,-4.954113]},{"time":1.6333333,"value":-4.902163,"curve":[1.658858,-4.870241,1.6722444,-6.817098]},{"time":1.7,"value":-6.850044,"curve":[1.731827,-6.887824,1.740983,23.578936]},{"time":1.8,"value":23.61334,"curve":[1.8554654,23.64568,1.9417305,-2.5390525]},{"time":1.9666667,"value":-7.743812,"curve":[1.9793396,-10.38897,2.030337,-19.23341]},{"time":2.0666666,"value":-19.56235,"curve":[2.0921624,-19.79093,2.11625,-10.887794]},{"time":2.1333334,"value":-10.887794}]},"tail10":{"rotate":[{"value":-10.887794,"curve":[0.03333333,-10.887794,0.11136228,-30.73444]},{"time":0.16666667,"value":-30.89851,"curve":[0.22909766,-31.08372,0.3345717,27.398733]},{"time":0.4,"value":27.60249,"curve":[0.4387912,27.72329,0.5239871,-27.926867]},{"time":0.5666666,"value":-27.875336,"curve":[0.6204422,-27.810406,0.6638464,-24.25439]},{"time":0.7,"value":-20.92544,"curve":[0.7340456,-17.79059,0.8142069,5.463101]},{"time":0.8333333,"value":13.09425,"curve":[0.8421618,16.61665,0.8702538,28.266706]},{"time":0.9,"value":28.51031,"curve":[0.947181,28.896694,0.9849344,-19.50522]},{"time":1,"value":-22.1182,"curve":[1.0099136,-23.83762,1.0382355,-31.086596]},{"time":1.0666667,"value":-31.14413,"curve":[1.103398,-31.218464,1.1330265,19.54861]},{"time":1.1666666,"value":19.349985,"curve":[1.200527,19.15007,1.213024,-14.839756]},{"time":1.3,"value":-14.9352,"curve":[1.3470044,-14.98678,1.3702636,11.365088]},{"time":1.4,"value":11.305338,"curve":[1.432146,11.240744,1.522879,-27.58582]},{"time":1.5333333,"value":-31.267727,"curve":[1.565316,-42.53161,1.5879034,-42.01016]},{"time":1.6,"value":-42.00538,"curve":[1.6398517,-41.98963,1.7533908,-25.24106]},{"time":1.7666667,"value":-18.253075,"curve":[1.778062,-12.25486,1.820261,14.243736]},{"time":1.9,"value":14.817352,"curve":[1.9286662,14.807444,2.040982,-14.29617]},{"time":2.0666666,"value":-14.14857,"curve":[2.095677,-13.981855,2.1099014,-10.932808]},{"time":2.1333334,"value":-10.887794}]},"tongue1":{"rotate":[{"value":16.24782,"curve":[0.05,16.24782,0.19731694,16.23678]},{"time":0.2,"value":15.93148,"curve":[0.2439535,10.930195,0.329788,-0.6917724]},{"time":0.3666667,"value":-0.5769348,"curve":[0.4322018,-0.3728638,0.4807069,1.3966093]},{"time":0.5333333,"value":5.312149,"curve":[0.5405704,5.850595,0.5695072,25.10503]},{"time":0.6,"value":28.19681,"curve":[0.611314,29.32109,0.6226902,14.346]},{"time":0.6333333,"value":15.321213,"curve":[0.6605025,17.810677,0.6833333,18.18604]},{"time":0.7,"value":18.18604,"curve":[0.7333333,18.18604,0.8,13.377785]},{"time":0.8333333,"value":13.377785,"curve":[0.8666667,13.377785,0.9374908,14.838348]},{"time":0.9666666,"value":15.714684,"curve":[1.0189596,17.28539,1.044851,19.006424]},{"time":1.0666667,"value":20.57366,"curve":[1.0844607,21.852005,1.148314,23.511024]},{"time":1.1666666,"value":23.291855,"curve":[1.2196977,22.65854,1.2416667,16.58261]},{"time":1.2666667,"value":16.58261,"curve":[1.2833333,16.58261,1.3274583,19.59871]},{"time":1.3333334,"value":19.857155,"curve":[1.3760072,21.73437,1.4083333,22.43627]},{"time":1.4333333,"value":22.43627,"curve":[1.4583334,22.43627,1.4809203,19.05636]},{"time":1.5333333,"value":19.01325,"curve":[1.574961,18.979027,1.6555326,22.901566]},{"time":1.7,"value":22.93474,"curve":[1.7762256,22.99161,1.875,16.24782]},{"time":1.9333333,"value":16.24782}],"translate":[{"x":-22.370605,"y":13.319153}],"scale":[{"time":0.2,"curve":[0.3,1,0.5,1.16,0.3,1,0.5,1]},{"time":0.6,"x":1.16,"curve":[0.875,1.16,1.425,1,0.875,1,1.425,1]},{"time":1.7}]},"tongue2":{"rotate":[{"curve":[0.04166667,0,0.19166666,-3.1849895]},{"time":0.2,"value":-3.1849895,"curve":[0.21666667,-3.1849895,0.25,52.29479]},{"time":0.2666667,"value":52.29479,"curve":[0.3333333,52.29479,0.5064866,33.60704]},{"time":0.5333333,"value":17.71193,"curve":[0.5453267,10.61101,0.5746622,-38.38264]},{"time":0.6,"value":-63.26466,"curve":[0.61311,-75.70568,0.625,-74.25346]},{"time":0.6333333,"value":-74.25346,"curve":[0.65,-74.25346,0.6663462,-50.56634]},{"time":0.7,"value":-42.92049,"curve":[0.71541,-39.41947,0.8025017,-33.618]},{"time":0.8333333,"value":-32.9709,"curve":[0.8835494,-31.91696,0.933775,-31.56175]},{"time":0.9666666,"value":-31.285515,"curve":[1.012301,-30.902264,1.0505092,-29.9249]},{"time":1.0666667,"value":-28.950514,"curve":[1.1047976,-26.65101,1.1416667,-20.34272]},{"time":1.1666666,"value":-20.34272,"curve":[1.1916667,-20.34272,1.2416667,-24.25518]},{"time":1.2666667,"value":-24.25518,"curve":[1.2833333,-24.25518,1.3166667,-19.867897]},{"time":1.3333334,"value":-19.867897,"curve":[1.3583333,-19.867897,1.4278275,-21.71007]},{"time":1.4333333,"value":-22.109135,"curve":[1.4806095,-25.535713,1.5083333,-36.17261]},{"time":1.5333333,"value":-36.17261,"curve":[1.575,-36.17261,1.6484838,-17.577244]},{"time":1.7,"value":-13.317122,"curve":[1.7479416,-9.352608,1.8611164,-3.444435]},{"time":1.9333333,"value":-1.5409312,"curve":[1.9748166,-0.4475107,2.083333,0]},{"time":2.1333334}],"translate":[{"time":0.2,"curve":[0.2833333,0,0.423484,-0.5401063,0.2833333,0,0.43526375,0.9640003]},{"time":0.5333333,"x":6.19,"y":1.3931373,"curve":[0.5673533,8.274288,0.6325031,45.2633,0.555443,1.4898853,0.619764,1.67]},{"time":0.6666667,"x":57.07409,"y":1.67,"curve":[0.7060151,70.67735,0.7596168,94.13946,0.729206,1.67,0.7641628,1.67]},{"time":0.8333333,"x":94.08713,"y":1.67,"curve":[1.2097106,93.82004,1.097769,7.053627,1.1950715,1.67,1.6756943,1.67]},{"time":1.9333333,"x":6.189998,"y":1.67,"curve":[1.9833333,6.13832,2.083333,0,1.9833333,1.67,2.083333,0]},{"time":2.1333334}]},"tongue3":{"rotate":[{"curve":[0.04166667,0,0.14152163,-1.2927217]},{"time":0.2,"value":4.21148,"curve":[0.2093745,5.093838,0.25,52.29478]},{"time":0.2666667,"value":52.29478,"curve":[0.3333333,52.29478,0.49132445,43.05017]},{"time":0.5333333,"value":17.71193,"curve":[0.5511885,6.942348,0.5773143,-41.43917]},{"time":0.6,"value":-50.21929,"curve":[0.6128715,-55.01668,0.6245,-24.1038]},{"time":0.6333333,"value":-24.1038,"curve":[0.65,-24.1038,0.6833333,52.66652]},{"time":0.7,"value":52.66652,"curve":[0.7333333,52.66652,0.8,-50.9084]},{"time":0.8333333,"value":-50.9084,"curve":[0.8666667,-50.9084,0.9333333,36.54382]},{"time":0.9666666,"value":36.54382,"curve":[0.9916667,36.54382,1.0416666,-47.3406]},{"time":1.0666667,"value":-47.3406,"curve":[1.0916667,-47.3406,1.1416667,5.527171]},{"time":1.1666666,"value":5.527171,"curve":[1.1916667,5.527171,1.2417243,-19.24623]},{"time":1.2666667,"value":-19.93944,"curve":[1.298459,-20.823017,1.31335,-13.204636]},{"time":1.3333334,"value":-2.025341,"curve":[1.368133,17.442665,1.4083333,54.04343]},{"time":1.4333333,"value":54.04343,"curve":[1.4583334,54.04343,1.5187422,43.78913]},{"time":1.5333333,"value":35.48856,"curve":[1.5814824,8.097644,1.6583333,-36.24051]},{"time":1.7,"value":-36.24051,"curve":[1.7583333,-36.24051,1.875,13.613646]},{"time":1.9333333,"value":13.613646,"curve":[1.9833333,13.613646,2.083333,0]},{"time":2.1333334}],"translate":[{"time":0.2,"curve":[0.2833333,0,0.45,11.48,0.2833333,0,0.45,3.7]},{"time":0.5333333,"x":11.48,"y":3.7},{"time":2.1333334}]},"torso1":{"rotate":[{"curve":[0.02902778,0,0.03566468,-1.3995876]},{"time":0.1,"value":-1.4109492,"curve":[0.142555,-1.4184647,0.2874364,10.795073]},{"time":0.3333333,"value":10.72547,"curve":[0.478584,10.5129,0.5312275,6.789645]},{"time":0.6,"curve":[0.6242153,-2.585026,0.6792565,-4.751965]},{"time":0.7,"value":-4.898565,"curve":[0.722874,-5.060221,0.75,-2.596887]},{"time":0.7666666,"value":-2.596887,"curve":[0.7833333,-2.596887,0.8141343,-4.719164]},{"time":0.8333333,"value":-4.699416,"curve":[0.857571,-4.674486,0.8573818,-1.2003026]},{"time":0.9,"value":-1.1323304,"curve":[0.9264381,-1.0901637,1,-3.267856]},{"time":1.0333333,"value":-3.267856,"curve":[1.061183,-3.267856,1.1000997,0.2480283]},{"time":1.1333333,"value":0.23838186,"curve":[1.1791456,0.2250843,1.1988786,-1.3642936]},{"time":1.2333333,"value":-1.3622813,"curve":[1.294822,-1.3586903,1.2897446,1.4917893]},{"time":1.3666667,"value":1.4711127,"curve":[1.4093144,1.459649,1.464303,-1.366084]},{"time":1.5,"value":-1.360941,"curve":[1.6066422,-1.3003783,1.7543604,1.3907976]},{"time":1.9666667,"value":1.3565898,"curve":[2.0083334,1.3565898,2.091667,0]},{"time":2.1333334}]},"torso2":{"rotate":[{"curve":[0.09296644,0.5980453,0.15008903,1.5964775]},{"time":0.2,"value":1.607876,"curve":[0.2903165,1.628498,0.346398,-1.8958054]},{"time":0.3666667,"value":-3.525261,"curve":[0.3887001,-5.296585,0.5075546,-20.035727]},{"time":0.5333333,"value":-22.31965,"curve":[0.5591856,-24.61009,0.5960847,-27.56911]},{"time":0.7,"value":-27.53514,"curve":[0.7584508,-27.528994,0.7544388,-20.484827]},{"time":0.8,"value":-20.35981,"curve":[0.8310718,-20.27455,0.8507162,-21.291487]},{"time":0.9,"value":-21.25256,"curve":[0.9631203,-21.2027,1.021381,-14.888342]},{"time":1.0666667,"value":-14.924967,"curve":[1.1410786,-14.985147,1.167264,-18.094925]},{"time":1.2666667,"value":-18.02506,"curve":[1.3846258,-17.942156,1.6047806,-5.075062]},{"time":1.6666666,"value":-5.020702,"curve":[1.7139707,-4.979152,1.7511934,-7.533794]},{"time":1.8,"value":-7.522522,"curve":[1.9610817,-6.978143,2.05,-0.5360762]},{"time":2.1333334}],"translate":[{"curve":[0.05,0,0.1674811,10.499336,0.05,0,0.15,15.962555]},{"time":0.2,"x":12.61811,"y":15.962555,"curve":[0.2643063,16.80802,0.35,19.15876,0.25,15.962555,0.3718661,-12.74114]},{"time":0.4,"x":19.15876,"y":-15.960267,"curve":[0.45,19.15876,0.5649978,14.265984,0.46044815,-22.876825,0.55,-27.558535]},{"time":0.6,"x":13.67115,"y":-27.558535,"curve":[0.655033,12.735908,0.7070002,12.17092,0.6416666,-27.558535,0.7027367,-24.234194]},{"time":0.7666666,"x":12.05494,"y":-14.93271,"curve":[0.7979205,11.99418,0.817345,12.593483,0.8109325,-8.492263,0.8166666,0.8691613]},{"time":0.8333333,"x":13.399864,"y":0.8691613,"curve":[0.8666646,15.08094,0.8771947,16.880226,0.8583333,0.8691613,0.9083333,-11.58551]},{"time":0.9333333,"x":18.37174,"y":-11.58551,"curve":[0.9568554,18.99668,1.0114112,19.963844,0.9583333,-11.58551,1.0083333,-1.9014903]},{"time":1.0333333,"x":20.164146,"y":-1.9014903,"curve":[1.072327,20.52044,1.1615318,20.9477,1.075,-1.9014903,1.1583333,-5.890229]},{"time":1.2,"x":21.21438,"y":-5.890229,"curve":[1.244967,21.526115,1.375,25.98818,1.2583333,-5.890229,1.375,3.452758]},{"time":1.4333333,"x":25.98818,"y":3.452758,"curve":[1.5,25.98818,1.6454855,25.801323,1.5,3.452758,1.6462573,1.310396]},{"time":1.7,"x":25.17965,"y":0.9491566,"curve":[1.7835643,24.22669,2.025,0,1.8160793,0.16891345,2.025,0]},{"time":2.1333334}],"scale":[{"time":0.5333333,"curve":[0.55,1,0.6569302,1.0902072,0.55,1,0.6833333,0.9656651]},{"time":0.7,"x":1.0933114,"y":0.9656651,"curve":[0.772071,1.0908703,0.8,0.9875225,0.7736851,0.9681063,0.8,1.0428554]},{"time":0.8333333,"x":0.9875225,"y":1.0428554,"curve":[0.8666667,0.9875225,0.9826021,1.001655,0.8666667,1.0428554,0.9913633,0.9991726]},{"time":1.1333333}]}},"ik":{"front-leg-ik":[{"softness":73.5,"bendPositive":false}],"spineboy-back-arm-ik":[{"softness":15.4,"stretch":true}],"spineboy-front-arm-ik":[{"softness":15,"stretch":true}],"spineboy-front-leg-ik":[{"softness":19.9,"bendPositive":false}]},"drawOrder":[{"offsets":[{"slot":"raptor-horn","offset":4},{"slot":"front-thigh","offset":-5}]}]},"walk":{"slots":{"raptor-jaw-inside":{"rgba":[{"color":"646464ff"},{"time":0.6333333,"color":"808080ff"},{"time":1.2666667,"color":"646464ff"}]},"tail-shadow":{"rgba":[{"color":"00000000","curve":[0.15833333,0,0.4416667,0,0.15833333,0,0.4416667,0,0.15833333,0,0.4416667,0,0.15833333,0,0.4411699,0.2010742]},{"time":0.6,"color":"00000033","curve":[0.6333333,0,1.075,0,0.6333333,0,1.075,0,0.6333333,0,1.075,0,0.805408,0.19957875,1.075,0]},{"time":1.2333333,"color":"00000000"}],"attachment":[{"name":"raptor-tail-shadow"}]}},"bones":{"back-arm1":{"rotate":[{"value":36.77227,"curve":[0.2751137,36.57336,0.4642867,23.84649]},{"time":0.6333333,"value":23.85933,"curve":[0.8913822,23.90906,1.0346487,36.67918]},{"time":1.2666667,"value":36.77227}],"translate":[{"x":-20.37006,"y":-12.602356,"curve":[0.09166667,-20.37006,0.5666666,-30.845356,0.2495509,-12.158897,0.5083181,-9.489815]},{"time":0.6333333,"x":-30.845356,"y":-9.15722,"curve":[0.725,-30.845356,1.142931,-20.5053,0.7936452,-9.15722,1.085896,-12.804863]},{"time":1.2666667,"x":-20.37006,"y":-12.602356}]},"back-arm2":{"rotate":[{"value":-28.1269,"curve":[0.31985295,-28.065,0.43374065,0.4225082]},{"time":0.6333333,"value":0.3060379,"curve":[0.9411928,0.12635803,0.9680537,-27.94835]},{"time":1.2666667,"value":-28.1269}]},"back-foot-target":{"rotate":[{"value":-80.7545,"curve":[0.197792,-90.07873,0.22761606,-92.20424]},{"time":0.3666667,"value":-92.33972,"curve":[0.4201446,-92.39182,0.5166666,-45.34135]},{"time":0.5666666,"value":-45.34135,"curve":[0.6548621,-45.71139,1.0972697,-71.90266]},{"time":1.2666667,"value":-80.7545}],"translate":[{"x":-187.60617,"y":-15.47,"curve":[0.0494824,-223.6526,0.09322976,-245.68074,0.09157905,-17.15011,0.09478014,-1.0526447]},{"time":0.13333334,"x":-245.95016,"y":31.30358,"curve":[0.1660778,-245.37894,0.3148446,6.478641,0.17254086,64.20898,0.2277822,125.6373]},{"time":0.3666667,"x":86.50425,"y":124.4033,"curve":[0.3819116,110.04597,0.5175013,358.2166,0.4621489,123.16925,0.5493082,44.44737]},{"time":0.5666666,"x":361.9186,"y":29.90748,"curve":[0.5833333,361.9186,0.5794058,373.34015,0.597161,4.36466,0.602749,0.794281]},{"time":0.6333333,"x":316.7191,"y":-26.42},{"time":1.2666667,"x":-187.60617,"y":-15.47}]},"back-foot2":{"rotate":[{"curve":[0.01933333,0,0.04569689,0.6839003]},{"time":0.06666667,"value":-2.419204,"curve":[0.12680645,-11.889185,0.157155,-75.22167]},{"time":0.3,"value":-74.34938,"curve":[0.3715805,-74.40403,0.4402023,-55.44566]},{"time":0.4666667,"value":-38.50927,"curve":[0.4882117,-24.721115,0.5115831,30.13671]},{"time":0.6,"value":30.17,"curve":[0.6305232,30.181494,0.649115,17.16436]},{"time":0.6666667,"value":2.0999985,"curve":[0.7583333,2.0999985,1.2,0]},{"time":1.2666667}]},"back-hand":{"rotate":[{"value":-26.17079,"curve":[0.07692923,-26.22664,0.16470756,-15.076256]},{"time":0.2666667,"value":-15.067184,"curve":[0.3481869,-15.05993,0.5140942,-27.32135]},{"time":0.6333333,"value":-27.36962,"curve":[0.7447146,-27.36962,0.8441372,-14.986847]},{"time":1,"value":-15.022926,"curve":[1.116652,-15.049934,1.1043887,-26.339195]},{"time":1.2666667,"value":-26.17079}]},"back-leg-target":{"rotate":[{"value":2.3937035}],"translate":[{"x":-24.542854,"y":15.120003,"curve":[0.1353987,-24.48733,0.4168997,-40.42364,0.1205001,14.560837,0.3273902,-140.88464]},{"time":0.5666666,"x":-40.21,"y":-141.76224,"curve":[0.7051599,-40.01246,1.1466547,-24.388237,0.939121,-143.1283,1.1215413,15.120003]},{"time":1.2666667,"x":-24.542854,"y":15.120003}]},"bone":{"rotate":[{"value":1.999298,"curve":[0.031073196,3.384813,0.07503068,4.994367]},{"time":0.1,"value":5.00645,"curve":[0.19372344,5.05181,0.3982888,-0.8754844]},{"time":0.4666667,"value":-0.8263778,"curve":[0.5376015,-0.7754288,0.6714164,4.88233]},{"time":0.7333333,"value":4.88059,"curve":[0.8463365,4.877414,1.031504,-0.5746498]},{"time":1.1,"value":-0.5746498,"curve":[1.1416665,-0.5746498,1.20122,0.03919983]},{"time":1.2666667,"value":1.999298}]},"bone2":{"rotate":[{"curve":[0.01860466,-8.93029,0.06168555,-21.67378]},{"time":0.13333334,"value":-21.67378,"curve":[0.22966486,-21.67378,0.345699,21.38647]},{"time":0.4666667,"value":21.3175,"curve":[0.6390813,21.21919,0.6260325,-21.469444]},{"time":0.7666666,"value":-21.67378,"curve":[0.8629582,-21.813686,1.0129615,21.010893]},{"time":1.1,"value":21.3175,"curve":[1.2040967,21.68421,1.2447762,9.93652]},{"time":1.2666667}]},"bone3":{"rotate":[{"curve":[0.08333333,0,0.25,11.453667]},{"time":0.3333333,"value":11.453667,"curve":[0.4074411,11.393172,0.547011,0.263032]},{"time":0.6333333,"value":0.1823721,"curve":[0.7083333,0.1823721,0.8583333,11.290013]},{"time":0.9333333,"value":11.290013,"curve":[1.0166667,11.290013,1.1833333,0]},{"time":1.2666667}]},"bone4":{"rotate":[{"curve":[0,-6.150852,0.04389891,-10.864002]},{"time":0.1,"value":-11.057623,"curve":[0.16141137,-11.26957,0.266952,10.58989]},{"time":0.3666667,"value":10.49433,"curve":[0.5537008,10.315102,0.6026342,-10.610802]},{"time":0.7333333,"value":-10.980152,"curve":[0.7818655,-10.933067,0.9490458,10.300083]},{"time":1.0333333,"value":10.414295,"curve":[1.1438903,10.564106,1.2548946,4.549141]},{"time":1.2666667}]},"bone5":{"rotate":[{"value":6.228813,"curve":[0.04166667,3.4108195,0.10526004,3.0240364]},{"time":0.16666667,"value":3.0313225,"curve":[0.2218738,3.037876,0.3339632,11.982197]},{"time":0.4333333,"value":11.933948,"curve":[0.560912,11.871998,0.661861,3.233929]},{"time":0.8,"value":3.21698,"curve":[0.8488318,3.210987,1.0157125,11.919857]},{"time":1.1,"value":12.03407,"curve":[1.1622804,12.118462,1.2226174,9.20795]},{"time":1.2666667,"value":6.228813}]},"front-arm":{"translate":[{"y":-5.279691},{"time":0.13333334,"x":-3.608452,"y":-8.364366},{"time":0.3666667,"x":-8.0522,"y":-5.529993},{"time":0.6333333},{"time":1,"x":-7.446411,"y":-1.9905353},{"time":1.2666667,"y":-5.279691}]},"front-arm1":{"rotate":[{"value":-348.3543,"curve":[0.3052788,-348.3922,0.451661,-330.099]},{"time":0.6333333,"value":-329.4464,"curve":[0.9265742,-329.6639,0.991685,-347.9243]},{"time":1.2666667,"value":-348.3543}],"translate":[{"x":8.892433,"y":9.557137,"curve":[0.06524852,11.506714,0.2761018,24.327354,0.11106679,9.616207,0.3016772,1.6694565]},{"time":0.3666667,"x":24.1,"y":-1.4700012,"curve":[0.4792544,23.817375,0.5445565,23.42357,0.4238247,-4.231148,0.5334853,-7.490936]},{"time":0.6333333,"x":20.65,"y":-7.550003,"curve":[0.7235996,17.82991,0.9083333,4.354172,0.7249648,-7.604202,0.9025225,-1.55587]},{"time":1,"x":4.354172,"y":2.308952,"curve":[1.0583333,4.354172,1.196691,6.136856,1.0522636,4.381111,1.169647,9.439003]},{"time":1.2666667,"x":8.892433,"y":9.557137}]},"front-arm2":{"rotate":[{"value":20.464874,"curve":[0.09166667,20.464874,0.2901846,10.443047]},{"time":0.3666667,"value":4.663872,"curve":[0.4926862,-4.85846,0.5396588,-10.999512]},{"time":0.6333333,"value":-11.137123,"curve":[0.724848,-11.27156,0.933885,1.2197342]},{"time":1,"value":6.770675,"curve":[1.0417145,10.272995,1.150302,20.25846]},{"time":1.2666667,"value":20.464874}]},"front-bracer":{"rotate":[{"value":52.98509}]},"front-foot-target":{"rotate":[{"curve":[0.09166667,0,0.2698408,-32.52907]},{"time":0.3666667,"value":-51.26,"curve":[0.41139075,-59.91185,0.5585254,-84.03918]},{"time":0.6333333,"value":-84.28566,"curve":[1.183196,-83.7927,1.1289008,0.2464752]},{"time":1.2666667}],"translate":[{"x":381.9205,"y":36.5},{"time":0.6333333,"x":-134.71953,"y":37.42},{"time":0.7,"x":-171.194,"y":126.0673,"curve":[0.7333333,-171.194,0.7978563,-142.13623,0.7404295,182.6274,0.8,238.01]},{"time":0.8333333,"x":-70.40814,"y":238.01,"curve":[0.8453391,-46.1346,1.125,418.073,0.9831165,235.61917,1.129386,141.4286]},{"time":1.1666666,"x":418.073,"y":115.17888,"curve":[1.1916667,418.073,1.230794,404.2506,1.2024548,89.98013,1.2004335,84.9607]},{"time":1.2666667,"x":381.9205,"y":36.5}]},"front-foot2":{"rotate":[{"value":36.9},{"time":0.06666667,"value":7.880001},{"time":0.13333334,"value":4.67},{"time":0.5,"value":6.807376,"curve":[0.5716704,7.036451,0.6047582,6.969624]},{"time":0.6333333,"value":6.253876,"curve":[0.6857226,4.192831,0.708209,-105.8836]},{"time":0.8,"value":-104.63252,"curve":[0.9552174,-102.90247,1.1883248,34.6422]},{"time":1.2666667,"value":36.9}]},"front-foot3":{"rotate":[{"value":-1.65},{"time":0.1,"value":-3.94,"curve":[0.15833333,-3.94,0.3083333,-3.82]},{"time":0.3666667,"value":-3.82,"curve":[0.4333333,-3.82,0.5113345,-6.363767]},{"time":0.6333333,"value":-6.61921,"curve":[0.7008976,-7.046915,0.6874541,24.835247]},{"time":0.7333333,"value":25.102686,"curve":[0.7664444,25.102686,0.820545,-23.090506]},{"time":0.8666667,"value":-22.95808,"curve":[0.9753489,-22.64603,1.1394945,10.93]},{"time":1.2,"value":10.93,"curve":[1.2166667,10.93,1.2666667,5.946402]},{"time":1.2666667,"value":-1.6499994}]},"front-hand":{"rotate":[{"value":-60.69881,"curve":[0.3177126,-60.67625,0.4418697,-5.997547]},{"time":0.6333333,"value":-6.016456,"curve":[0.8469497,-6.037544,1.0756748,-60.23875]},{"time":1.2666667,"value":-60.69881}]},"front-hand2":{"rotate":[{"curve":[0.09166667,0,0.275,15.623224]},{"time":0.3666667,"value":15.623224,"curve":[0.4333333,15.623224,0.5666666,0]},{"time":0.6333333,"curve":[0.7333333,0,0.9333333,15.623224]},{"time":1.0333333,"value":15.623224,"curve":[1.0916667,15.623224,1.2083334,0]},{"time":1.2666667}]},"front-leg-target":{"translate":[{"x":-18.050003,"y":-2.8899994,"curve":[0.13470036,-18.70137,0.2855579,-40.73442,0.1714735,-2.563446,0.4156601,-51.2885]},{"time":0.5333333,"x":-42.2,"y":-52.26814,"curve":[0.5583333,-42.2,0.5684561,-44.03053,0.5583333,-52.26814,0.6083333,-22.52066]},{"time":0.6333333,"x":-36.87021,"y":-22.52066,"curve":[0.7023075,-29.257713,0.7833333,-26.3168,0.6833333,-22.52066,0.7633683,-44.02504]},{"time":0.8333333,"x":-26.3168,"y":-72.36592,"curve":[0.875,-26.3168,0.9385923,-42.97911,0.854641,-80.9971,0.9160584,-109.88352]},{"time":1,"x":-42.64162,"y":-109.9932,"curve":[1.1756015,-42.56187,1.220981,-18.421425,1.1800725,-110.24288,1.2170283,-3.3893585]},{"time":1.2666667,"x":-18.050003,"y":-2.8899994}]},"front-leg1":{"translate":[{"curve":[0.01666667,0,0.29999775,0.007919312,0.01666667,0,0.2927009,13.19618]},{"time":0.3666667,"x":-0.2714291,"y":13.897142,"curve":[0.4596978,-0.6612377,0.5477885,-1.216528,0.4404044,14.595942,0.5700379,15.769645]},{"time":0.6333333,"x":-2.2484016,"y":16.951767,"curve":[0.7050308,-3.113245,0.7833333,-4.75,0.6974753,18.149706,0.7833333,31.94]},{"time":0.8333333,"x":-4.75,"y":31.94,"curve":[0.875,-4.75,0.9632657,-4.498554,0.875,31.94,0.9853957,27.755686]},{"time":1,"x":-3.799999,"y":25.551996,"curve":[1.0702482,-2.464119,1.2,0,1.0330793,20.56057,1.2,0]},{"time":1.2666667}]},"gun":{"rotate":[{"value":-11.68,"curve":[0.02970148,-14.01435,0.17744137,-31.1601]},{"time":0.3,"value":-31.1601,"curve":[0.3678933,-31.1601,0.4750371,-9.464455]},{"time":0.5333333,"value":-9.582458,"curve":[0.736516,-9.99376,0.7699748,-31.38497]},{"time":0.9333333,"value":-31.11078,"curve":[0.9916667,-31.11078,1.1083333,-9.582458]},{"time":1.1666666,"value":-9.582458,"curve":[1.1916667,-9.582458,1.236022,-9.68399]},{"time":1.2666667,"value":-11.68}],"translate":[{"curve":[0.04186909,-0.3429089,0.09751463,-0.4470978,0.03866152,-4.021851,0.09751463,-6.859924]},{"time":0.13333334,"x":-0.4470978,"y":-6.859924,"curve":[0.1944011,-0.4470978,0.2561737,2.356039,0.1944011,-6.859924,0.244508,6.35043]},{"time":0.3333333,"x":2.353485,"y":6.160433,"curve":[0.4393211,2.3499775,0.5788303,0.45575905,0.4178534,5.979644,0.6001606,2.061847]},{"time":0.6333333,"curve":[0.6681897,-0.2914734,0.730848,-0.4470978,0.6788887,-2.8315005,0.730848,-6.859924]},{"time":0.7666666,"x":-0.4470978,"y":-6.859924,"curve":[0.8277344,-0.4470978,0.8895222,2.34824,0.8277344,-6.859924,0.8992217,6.266166]},{"time":0.9666666,"x":2.353485,"y":6.160433,"curve":[1.0532614,2.359371,1.213408,0.5143623,1.0512458,6.027837,1.226406,2.27905]},{"time":1.2666667}]},"head":{"rotate":[{"value":21.274855,"curve":[0.12058244,21.364525,0.1184093,5.37204]},{"time":0.3333333,"value":5.735791,"curve":[0.4433765,5.922034,0.5787602,20.65485]},{"time":0.6333333,"value":20.70968,"curve":[0.7611931,20.68365,0.7996347,6.015712]},{"time":1.0333333,"value":5.75913,"curve":[1.1011235,5.804011,1.2083334,21.574686]},{"time":1.2666667,"value":21.274855}],"translate":[{"x":9.884033,"y":-21.52525,"curve":[0.06566875,2.903137,0.1512837,-2.115349,0.05001664,-24.494816,0.1388225,-28.7171]},{"time":0.2,"x":-1.6820602,"y":-28.935524,"curve":[0.2811785,-0.9600367,0.3920217,24.71124,0.27777705,-29.213217,0.3704268,-7.392608]},{"time":0.4666667,"x":24.75985,"y":-6.792869,"curve":[0.645338,24.69495,0.667969,-1.209282,0.6218952,-7.063366,0.5969664,-30.919186]},{"time":0.8,"x":-1.4664993,"y":-30.779877,"curve":[0.8897908,-1.6414337,0.9788804,25.365837,0.8773802,-30.73315,0.9698719,-7.00832]},{"time":1.0666667,"x":25.27207,"y":-6.863761,"curve":[1.1473452,25.185913,1.2166667,15.199268,1.1408687,-6.752945,1.2166667,-18.55667]},{"time":1.2666667,"x":9.884033,"y":-21.52525}]},"head-control":{"translate":[{"y":-55.09682,"curve":[0.06296037,-1.7489548,0.2530094,-5.829174,0.09166667,-55.09682,0.297739,-20.004807]},{"time":0.3666667,"x":-5.847704,"y":-6.978775,"curve":[0.4368972,-5.85915,0.5390354,-2.8872566,0.4401274,6.903946,0.5666666,28.14827]},{"time":0.6333333,"y":28.14827,"curve":[0.7090387,2.317989,0.8583333,5.697609,0.7083333,28.14827,0.866757,1.1488342]},{"time":0.9333333,"x":5.697609,"y":-12.053162,"curve":[1.0166667,5.697609,1.156956,2.642784,1.0199082,-29.220886,1.1833333,-55.09682]},{"time":1.2666667,"y":-55.09682}]},"head2":{"rotate":[{"value":11.965183,"curve":[0.02053961,10.45928,0.10389923,4.488307]},{"time":0.16666667,"value":4.554021,"curve":[0.3115668,4.705723,0.4189195,14.202978]},{"time":0.5,"value":14.111456,"curve":[0.6707888,13.918667,0.686192,4.541626]},{"time":0.8,"value":4.560859,"curve":[0.9529416,4.586709,1.0294284,14.201435]},{"time":1.1333333,"value":14.13289,"curve":[1.1862036,14.098017,1.21358,14.027103]},{"time":1.2666667,"value":11.965183}],"scale":[{"curve":[0.010758295,0.9947252,0.12239203,0.9853887,0.05517141,1.007293,0.10432172,1.0107343]},{"time":0.16666667,"x":0.9853889,"y":1.0117892,"curve":[0.2559391,0.9853887,0.414819,1.0137043,0.24533863,1.0131205,0.4193878,0.9876572]},{"time":0.5,"x":1.0132115,"y":0.987503,"curve":[0.5789549,1.0127547,0.6934946,0.9883253,0.6197251,0.9883393,0.7132047,1.0137718]},{"time":0.8,"x":0.9881615,"y":1.0137718,"curve":[0.8808987,0.988037,1.0748347,1.0139225,0.9078752,1.0137718,1.03306,0.9882846]},{"time":1.1333333,"x":1.0140564,"y":0.9886105,"curve":[1.1809644,1.0141655,1.2004086,1.011187,1.1643105,0.9887113,1.2299683,0.9953828]},{"time":1.2666667}]},"hip":{"rotate":[{"value":-4.78,"curve":[0.03315207,-4.179543,0.05,-3.99]},{"time":0.06666667,"value":-3.99,"curve":[0.14166667,-3.99,0.2916667,-12.5]},{"time":0.3666667,"value":-12.5,"curve":[0.476646,-12.564807,0.5837143,-4.054806]},{"time":0.7,"value":-3.99,"curve":[0.774925,-3.889672,0.925,-12.5]},{"time":1,"value":-12.5,"curve":[1.0666667,-12.5,1.2164855,-6.075722]},{"time":1.2666667,"value":-4.78}],"translate":[{"x":161.93,"y":34.04648,"curve":[0.021663107,155.35313,0.04673144,146.41267,0.020906735,20.48131,0.0394334,1.4023743]},{"time":0.06666667,"x":146.25424,"y":1.6794033,"curve":[0.12398995,146.16403,0.2904279,209.86478,0.18021815,2.7588806,0.2938974,142.08176]},{"time":0.4,"x":209.50116,"y":140.6938,"curve":[0.5618468,208.9641,0.624449,145.3463,0.5370388,141.96414,0.6304372,4.690185]},{"time":0.7,"x":145.67137,"y":2.0613,"curve":[0.7449199,145.86047,0.9283995,209.1926,0.8177478,3.050873,0.9500598,138.66245]},{"time":1.0333333,"x":209.1926,"y":139.2958,"curve":[1.1,209.1926,1.2205307,175.021,1.1296455,140.39883,1.2354026,58.97227]},{"time":1.2666667,"x":161.93,"y":34.04648}]},"horn-back":{"translate":[{"x":7.008415,"y":42.92354},{"time":0.3666667,"x":13.16552,"y":33.39233},{"time":0.6333333,"x":7.683769,"y":13.937637},{"time":1,"x":12.256722,"y":35.06},{"time":1.2666667,"x":7.008415,"y":42.92354}]},"horn-front":{"translate":[{"x":3.4573364,"y":-20.11804,"curve":[0.09166667,3.4573364,0.24345203,3.408188,0.09166667,-20.11804,0.2919663,-6.077728]},{"time":0.3666667,"x":3.5718384,"y":-1.2432556,"curve":[0.4066855,3.625,0.5666666,5.088135,0.4841425,6.359573,0.5666666,11.01358]},{"time":0.6333333,"x":5.088135,"y":11.01358,"curve":[0.725,5.088135,0.807027,2.7413025,0.725,11.01358,0.9176634,-0.07673645]},{"time":1,"x":2.770729,"y":-5.869293,"curve":[1.11613,2.7884216,1.2,3.4573364,1.0492874,-9.336792,1.2,-20.11804]},{"time":1.2666667,"x":3.4573364,"y":-20.11804}]},"jaw":{"rotate":[{"value":-9.458115,"curve":[0.08768604,-9.546616,0.3389893,-16.627274]},{"time":0.3666667,"value":-17.51494,"curve":[0.5616483,-23.768356,0.8000142,-23.237793]},{"time":0.8333333,"value":-23.224945,"curve":[0.962639,-23.175095,1.179313,-9.55783]},{"time":1.2666667,"value":-9.458115}],"translate":[{"x":-0.3358765,"y":-2.024353,"curve":[0.09166667,-0.3358765,0.275,0.7922478,0.09166667,-2.024353,0.275,9.468575]},{"time":0.3666667,"x":0.7922478,"y":9.468575,"curve":[0.425,0.7922478,0.575,0.9279175,0.425,9.468575,0.575065,6.035702]},{"time":0.6333333,"x":0.9279175,"y":6.085632,"curve":[0.6416666,0.9279175,0.7833333,0.7922478,0.7144362,6.15514,0.7833333,9.468575]},{"time":0.8333333,"x":0.7922478,"y":9.468575,"curve":[0.875,0.7922478,0.9583333,0.5666237,0.875,9.468575,0.9786387,7.853359]},{"time":1,"x":0.5666237,"y":7.169987,"curve":[1.0666667,0.5666237,1.2,-0.3358765,1.083094,4.511741,1.2,-2.024353]},{"time":1.2666667,"x":-0.3358765,"y":-2.024353}]},"jaw-inside":{"translate":[{"x":-8.339294,"y":-3.21582},{"time":0.6333333,"x":1.170807,"y":-1.5958252},{"time":1.2666667,"x":-8.339294,"y":-3.21582}]},"leg-control":{"translate":[{"curve":[0.02111111,0,0.0480276,3.267441,0.02111111,0,0.04362963,-99.76404]},{"time":0.06666667,"x":5.158233,"y":-99.76404,"curve":[0.09920977,8.459518,0.14546436,12.653183,0.08886913,-99.76404,0.1337662,67.18008]},{"time":0.16666667,"x":12.653183,"y":68.39085,"curve":[0.18828437,12.653183,0.25088155,7.236313,0.2111131,70.02651,0.2439366,-68.22906]},{"time":0.2666667,"x":4.95192,"y":-68.18617,"curve":[0.3236963,-3.3012695,0.33720225,-4.957217,0.30744675,-68.1099,0.3290526,-15.355207]},{"time":0.3666667,"x":-10.48857,"y":-14.911427,"curve":[0.40419,-17.528475,0.441248,-25.50986,0.4157393,-14.332446,0.4844752,-84.77563]},{"time":0.5,"x":-25.50986,"y":-101.7088,"curve":[0.566226,-25.50986,0.6335304,-23.993734,0.5431273,-148.7484,0.6335304,-191.80615]},{"time":0.7,"x":-21.81238,"y":-183.42784,"curve":[0.915158,-14.77674,1.1233455,0,0.915158,-156.40485,1.1233455,0]},{"time":1.2666667}]},"neck":{"rotate":[{"value":-22.13334,"curve":[0.09166667,-22.13334,0.275,-4.118175]},{"time":0.3666667,"value":-4.118175,"curve":[0.4333333,-4.118175,0.5666666,-22.13334]},{"time":0.6333333,"value":-22.13334,"curve":[0.725,-22.13334,0.9083333,-4.118175]},{"time":1,"value":-4.118175,"curve":[1.0666667,-4.118175,1.2,-22.13334]},{"time":1.2666667,"value":-22.13334}],"translate":[{"x":19.46004,"y":-14.286346,"curve":[0.04558742,22.70909,0.06399933,24.671616,0.02704574,-20.08078,0.06715042,-33.27293]},{"time":0.1,"x":24.6978,"y":-32.70565,"curve":[0.1214681,24.713425,0.18671043,5.343391,0.13593443,-32.0851,0.2070543,-18.93289]},{"time":0.23333333,"x":5.158996,"y":-13.232106,"curve":[0.28747395,4.94486,0.3367798,5.542755,0.273578,-4.501727,0.3321389,3.9830856]},{"time":0.3666667,"x":7.203415,"y":3.9830856,"curve":[0.4261627,10.509308,0.5747927,18.600327,0.4333333,3.9830856,0.5995387,-8.703547]},{"time":0.6333333,"x":21.663956,"y":-14.286346,"curve":[0.6675498,23.454636,0.6968386,24.532734,0.6683312,-20.06792,0.6973053,-32.36167]},{"time":0.7333333,"x":24.6978,"y":-32.70565,"curve":[0.7884747,24.947235,0.8200386,4.987503,0.7818705,-33.16905,0.8292017,-21.819904]},{"time":0.8666667,"x":5.158996,"y":-13.232106,"curve":[0.9208073,5.358091,0.955146,6.02005,0.8972422,-6.223532,0.9654722,3.9830856]},{"time":1,"x":7.70517,"y":3.9830856,"curve":[1.0456064,9.41855,1.170333,14.79837,1.0666667,3.9830856,1.227244,-5.966134]},{"time":1.2666667,"x":19.46004,"y":-14.286346}]},"neck2":{"rotate":[{"value":24.685726}],"translate":[{"x":-6.838989,"y":-1.7964182,"curve":[0.16400003,-6.453499,0.2562653,-6.417572,0.09166667,-1.7964182,0.3083333,-0.4491119]},{"time":0.4,"x":-6.237396,"y":-0.4491119,"curve":[0.5138484,-6.094681,0.5666666,-6.027038,0.4666667,-0.4491119,0.5666666,-1.8072176]},{"time":0.6333333,"x":-6.027038,"y":-1.8072176,"curve":[0.725,-6.027038,0.9083333,-10.81253,0.725,-1.8072176,0.9083333,-0.3485422]},{"time":1,"x":-10.81253,"y":-0.3485422,"curve":[1.0666667,-10.81253,1.1371014,-7.648514,1.0666667,-0.3485422,1.2,-1.7964182]},{"time":1.2666667,"x":-6.838989,"y":-1.7964182}]},"saddle":{"rotate":[{"value":-2.519997},{"time":0.3666667,"value":-4.169998},{"time":0.6333333,"value":-3.8499985},{"time":1,"value":-3.0999985},{"time":1.2666667,"value":-2.519997}],"translate":[{"x":5.86557,"y":-0.06344604},{"time":0.3666667,"curve":[0.3766667,-0.0112,0.4166667,-0.04,0.3766667,1.6576,0.4166667,5.92]},{"time":0.4333333,"x":-0.04,"y":5.92,"curve":[0.5175333,-0.04,0.6033333,-6.87858,0.5175333,5.92,0.6033333,1.376739]},{"time":0.6333333,"x":-8.80741,"y":0.0953064},{"time":0.7,"x":-7.833587,"y":-2.2728424},{"time":1,"curve":[1.01,-0.0112,1.05,-0.04,1.01,1.6576,1.05,5.92]},{"time":1.0666667,"x":-0.04,"y":5.92,"curve":[1.1508667,-0.04,1.2366666,4.566344,1.1508667,5.92,1.2366666,1.252912]},{"time":1.2666667,"x":5.86557,"y":-0.06344604}]},"saddle-strap-back":{"rotate":[{"value":-5.12381,"curve":[0.04216666,-5.12381,0.10373,-2.696792]},{"time":0.16666667,"value":0.8940124,"curve":[0.24093667,5.109304,0.3171667,10.588943]},{"time":0.3666667,"value":10.588943,"curve":[0.4333333,10.588943,0.5666666,0.7240143]},{"time":0.6333333,"value":0.7240143,"curve":[0.7333333,0.7240143,0.9333333,7.719559]},{"time":1.0333333,"value":7.719559,"curve":[1.0916667,7.719559,1.2083334,-5.12381]},{"time":1.2666667,"value":-5.12381}]},"saddle-strap-front":{"rotate":[{"value":3.650116,"curve":[0.09077778,3.650116,0.2327672,5.424713]},{"time":0.3666667,"value":5.407486,"curve":[0.4496838,5.396807,0.5657778,3.4880676]},{"time":0.6333333,"value":3.4880676,"curve":[0.7315,3.4880676,0.889561,5.389618]},{"time":1.0333333,"value":5.383438,"curve":[1.1119697,5.380044,1.2065,3.650116]},{"time":1.2666667,"value":3.650116}]},"spineboy-front-arm-target":{"translate":[{},{"time":0.3666667,"x":-12.14261,"y":8.934753},{"time":0.6333333},{"time":1,"x":-10.793426,"y":7.942001},{"time":1.2666667}]},"spineboy-hip":{"translate":[{"x":53.69341,"y":-49.21124,"curve":[0.11769108,53.51966,0.275,16.14621,0.09166667,-49.21124,0.275,-32.5618]},{"time":0.3666667,"x":16.14621,"y":-32.5618,"curve":[0.4333333,16.14621,0.5416667,53.47405,0.4333333,-32.5618,0.5666666,-49.21124]},{"time":0.6333333,"x":53.69341,"y":-49.21124,"curve":[0.7415355,53.95237,0.9083333,15.733093,0.725,-49.21124,0.9083333,-29.735693]},{"time":1,"x":15.733093,"y":-29.735693,"curve":[1.0666667,15.733093,1.1097857,54.44884,1.0666667,-29.735693,1.2,-49.21124]},{"time":1.2666667,"x":53.69341,"y":-49.21124}]},"spineboy-torso":{"rotate":[{"value":-37.55338,"curve":[0.09166667,-37.55338,0.275,-12.196495]},{"time":0.3666667,"value":-12.196495,"curve":[0.4981333,-12.196495,0.5666666,-37.66431]},{"time":0.6333333,"value":-37.66431,"curve":[0.725,-37.66431,0.9083333,-12.19107]},{"time":1,"value":-12.19107,"curve":[1.1314666,-12.19107,1.2,-37.55338]},{"time":1.2666667,"value":-37.55338}]},"stirrup":{"rotate":[{"value":-17.15001},{"time":0.3666667,"value":-11.14209},{"time":0.6333333,"value":-6.946197},{"time":1,"value":-11.843376},{"time":1.2666667,"value":-17.15001}],"translate":[{"x":8.979996,"y":4.989998},{"time":0.3666667,"x":4.849998,"y":1},{"time":0.6333333,"x":7.760002,"y":-2.989998},{"time":1,"x":4.849998,"y":1},{"time":1.2666667,"x":8.979996,"y":4.989998}]},"tail1":{"rotate":[{"value":-1.8103027,"curve":[0.09077778,-1.8103027,0.2075785,12.325684]},{"time":0.3333333,"value":12.325684,"curve":[0.4306667,12.325684,0.532,-1.8103027]},{"time":0.6333333,"value":-1.8103027,"curve":[0.7354583,-1.8103027,0.8375833,11.618011]},{"time":0.9333333,"value":11.618011,"curve":[1.0604454,11.618011,1.1764166,-1.8103027]},{"time":1.2666667,"value":-1.8103027}]},"tail2":{"rotate":[{"value":-12.174447,"curve":[0.09061592,-12.174447,0.2071621,-1.4521945]},{"time":0.3333333,"value":-1.4521945,"curve":[0.4407013,-1.4521945,0.5546578,-12.174447]},{"time":0.6666667,"value":-12.174447,"curve":[0.8959415,-12.174447,0.8738287,-1.4521945]},{"time":1,"value":-1.4521945,"curve":[1.107368,-1.4521945,1.1167778,-12.174447]},{"time":1.2666667,"value":-12.174447}]},"tail3":{"rotate":[{"value":-7.148086,"curve":[0.08333333,-7.148086,0.25,0.58007]},{"time":0.3333333,"value":0.58007,"curve":[0.4083333,0.58007,0.5583333,-7.148086]},{"time":0.6333333,"value":-7.148086,"curve":[0.7166666,-7.148086,0.8833333,0.7493095]},{"time":0.9666666,"value":0.7493095,"curve":[1.0416666,0.7493095,1.1916667,-7.148086]},{"time":1.2666667,"value":-7.148086}],"translate":[{"curve":[0.15833333,0,0.475,-9.865417,0.15833333,0,0.475,-0.8689575]},{"time":0.6333333,"x":-9.865417,"y":-0.8689575,"curve":[0.7916667,-9.865417,1.1083333,0,0.7916667,-0.8689575,1.1083333,0]},{"time":1.2666667}]},"tail4":{"rotate":[{"value":-3.830568,"curve":[0.012565867,-4.228246,0.02358335,-4.527534]},{"time":0.03333333,"value":-4.527534,"curve":[0.06777777,-4.527534,0.11645926,-3.132301]},{"time":0.16666667,"value":-0.3900641,"curve":[0.2402074,3.502143,0.31777775,9.152358]},{"time":0.3666667,"value":9.152358,"curve":[0.4416667,9.152358,0.5916666,-4.527534]},{"time":0.6666667,"value":-4.527534,"curve":[0.75,-4.527534,0.9166667,8.9962]},{"time":1,"value":8.9962,"curve":[1.06525,8.9962,1.1872675,-1.169178]},{"time":1.2666667,"value":-3.830568}],"translate":[{"curve":[0.15833333,0,0.475,-4.061783,0.15833333,0,0.475,0.3216248]},{"time":0.6333333,"x":-4.061783,"y":0.3216248,"curve":[0.7916667,-4.061783,1.1083333,0,0.7916667,0.3216248,1.1083333,0]},{"time":1.2666667}]},"tail5":{"rotate":[{"value":-7.24438,"curve":[0.02572581,-8.78431,0.04841665,-9.895447]},{"time":0.06666667,"value":-9.895447,"curve":[0.09333333,-9.895447,0.12853333,-9.010598]},{"time":0.16666667,"value":-6.602956,"curve":[0.24813335,-1.4867158,0.3433333,7.392887]},{"time":0.4,"value":7.392887,"curve":[0.475,7.392887,0.625,-9.895447]},{"time":0.7,"value":-9.895447,"curve":[0.7833333,-9.895447,0.95,7.290088]},{"time":1.0333333,"value":7.290088,"curve":[1.0900834,7.290088,1.189774,-2.455831]},{"time":1.2666667,"value":-7.24438}],"translate":[{"curve":[0.15833333,0,0.475,-7.547943,0.15833333,0,0.475,0.7315063]},{"time":0.6333333,"x":-7.547943,"y":0.7315063,"curve":[0.7916667,-7.547943,1.1083333,0,0.7916667,0.7315063,1.1083333,0]},{"time":1.2666667}]},"tail6":{"rotate":[{"value":-4.21581,"curve":[0.03831253,-7.402938,0.07375005,-9.895447]},{"time":0.1,"value":-9.895447,"curve":[0.11888888,-9.895447,0.14205927,-9.788292]},{"time":0.16666667,"value":-8.21584,"curve":[0.2546074,-2.851003,0.3688889,9.892714]},{"time":0.4333333,"value":9.892714,"curve":[0.5083333,9.892714,0.6583333,-9.895447]},{"time":0.7333333,"value":-9.895447,"curve":[0.8166666,-9.895447,0.9833333,10.11791]},{"time":1.0666667,"value":10.11791,"curve":[1.1154168,10.11791,1.1958542,1.7031398]},{"time":1.2666667,"value":-4.21581}],"translate":[{"curve":[0.15833333,0,0.475,-9.06314,0.15833333,0,0.475,1.581024]},{"time":0.6333333,"x":-9.06314,"y":1.581024,"curve":[0.7916667,-9.06314,1.1083333,0,0.7916667,1.581024,1.1083333,0]},{"time":1.2666667}]},"tail7":{"rotate":[{"value":-0.7597948,"curve":[0.05064583,-5.530134,0.0995833,-9.895447]},{"time":0.13333334,"value":-9.895447,"curve":[0.1436111,-9.895447,0.1551565,-10.453577]},{"time":0.16666667,"value":-9.888296,"curve":[0.2565102,-5.870215,0.3936111,11.299836]},{"time":0.4666667,"value":11.299836,"curve":[0.5416667,11.299836,0.6916666,-9.895447]},{"time":0.7666666,"value":-9.895447,"curve":[0.85,-9.895447,1.0166667,11.520222]},{"time":1.1,"value":11.520222,"curve":[1.14125,11.520222,1.2051874,5.070621]},{"time":1.2666667,"value":-0.7597948}],"translate":[{"curve":[0.15833333,0,0.475,-9.928223,0.15833333,0,0.475,1.3155823]},{"time":0.6333333,"x":-9.928223,"y":1.3155823,"curve":[0.7916667,-9.928223,1.1083333,0,0.7916667,1.3155823,1.1083333,0]},{"time":1.2666667}]},"tail8":{"rotate":[{"value":4.706924,"curve":[0.06225331,-2.193073,0.1256667,-10.790222]},{"time":0.16666667,"value":-10.790222,"curve":[0.25,-10.790222,0.4166667,16.46313]},{"time":0.5,"value":16.46313,"curve":[0.575,16.46313,0.725,-9.895447]},{"time":0.8,"value":-9.895447,"curve":[0.8833333,-9.895447,1.05,15.57028]},{"time":1.1333333,"value":15.57028,"curve":[1.1673334,15.57028,1.2167467,10.428873]},{"time":1.2666667,"value":4.706924}],"translate":[{"curve":[0.15833333,0,0.475,-12.56659,0.15833333,0,0.475,1.97406]},{"time":0.6333333,"x":-12.56659,"y":1.97406,"curve":[0.7916667,-12.56659,1.1083333,0,0.7916667,1.97406,1.1083333,0]},{"time":1.2666667}]},"tail9":{"rotate":[{"value":7.954827,"curve":[0.0716367,1.8706818,0.15149994,-6.790797]},{"time":0.2,"value":-6.790797,"curve":[0.2833333,-6.790797,0.45,15.07934]},{"time":0.5333333,"value":15.07934,"curve":[0.6083333,15.07934,0.7583333,-6.790797]},{"time":0.8333333,"value":-6.790797,"curve":[0.9166667,-6.790797,1.0833334,13.797668]},{"time":1.1666666,"value":13.797668,"curve":[1.1931666,13.797668,1.22903,11.279154]},{"time":1.2666667,"value":7.954827}],"translate":[{"curve":[0.15833333,0,0.475,-15.361816,0.15833333,0,0.475,2.182373]},{"time":0.6333333,"x":-15.361816,"y":2.182373,"curve":[0.7916667,-15.361816,1.1083333,0,0.7916667,2.182373,1.1083333,0]},{"time":1.2666667}]},"tail10":{"rotate":[{"value":8.87108,"curve":[0.07776998,3.9554815,0.17683335,-5.977947]},{"time":0.23333333,"value":-5.977947,"curve":[0.3166667,-5.977947,0.4833333,10.93023]},{"time":0.5666666,"value":10.93023,"curve":[0.6416666,10.93023,0.7916667,-5.977947]},{"time":0.8666667,"value":-5.977947,"curve":[0.95,-5.977947,1.1166667,11.579513]},{"time":1.2,"value":11.579513,"curve":[1.2185,11.579513,1.2415633,10.480614]},{"time":1.2666667,"value":8.87108}],"translate":[{"curve":[0.15833333,0,0.475,-19.29547,0.15833333,0,0.475,1.897644]},{"time":0.6333333,"x":-19.29547,"y":1.897644,"curve":[0.7916667,-19.29547,1.1083333,0,0.7916667,1.897644,1.1083333,0]},{"time":1.2666667}]},"tongue1":{"rotate":[{"value":21.55374},{"time":0.8,"value":0.0812912},{"time":1.2666667,"value":21.55374}]},"tongue2":{"rotate":[{"value":-16.01506,"curve":[0.2858496,-15.881577,0.4154335,-3.201469]},{"time":0.6333333,"value":-3.20948,"curve":[0.9875164,-3.2225046,1.1015027,-16.11903]},{"time":1.2666667,"value":-16.01506}]},"tongue3":{"rotate":[{"value":-16.01506,"curve":[0.0273629,-12.15427,0.12291182,0.4920931]},{"time":0.23333333,"value":0.4397631,"curve":[0.457,0.333766,0.862269,-36.41787]},{"time":1.0666667,"value":-36.41415,"curve":[1.167866,-36.4123,1.2482436,-19.41688]},{"time":1.2666667,"value":-16.01506}]},"torso1":{"rotate":[{"value":7.22,"curve":[0.04785992,7.928309,0.07164217,8.37728]},{"time":0.13333334,"value":8.389486,"curve":[0.20155734,8.402986,0.30219445,2.443026]},{"time":0.3666667,"value":2.443026,"curve":[0.4333333,2.443026,0.5880664,6.893369]},{"time":0.6,"value":7.22,"curve":[0.617535,7.699942,0.6831788,8.434774]},{"time":0.7333333,"value":8.43319,"curve":[0.8295607,8.430148,0.9098333,2.417546]},{"time":0.9666666,"value":2.417546,"curve":[1.0333333,2.417546,1.2116188,6.061397]},{"time":1.2666667,"value":7.22}]},"torso2":{"rotate":[{"value":-4.186195,"curve":[0.09166667,-4.186195,0.275,-2.53706]},{"time":0.3666667,"value":-2.53706,"curve":[0.4333333,-2.53706,0.5666666,-4.186195]},{"time":0.6333333,"value":-4.186195,"curve":[0.725,-4.186195,0.9083333,-2.568886]},{"time":1,"value":-2.568886,"curve":[1.0666667,-2.568886,1.2,-4.186195]},{"time":1.2666667,"value":-4.186195}],"translate":[{"curve":[0.08749752,-1.8736343,0.13084796,-1.5673752,0.09798698,9.87882,0.13084796,12.61029]},{"time":0.16666667,"x":-1.5673752,"y":12.61029,"curve":[0.246255,-1.5673752,0.2783954,8.503754,0.246255,12.61029,0.2577581,-10.384242]},{"time":0.3666667,"x":8.37577,"y":-10.237813,"curve":[0.4532149,8.250267,0.5807821,1.8093643,0.44091815,-10.13798,0.5975399,-3.482858]},{"time":0.6333333,"x":0.08921814,"curve":[0.6660422,-0.98143,0.7641812,-1.4781494,0.6674635,3.321018,0.7641812,12.61029]},{"time":0.8,"x":-1.4781494,"y":12.61029,"curve":[0.8795883,-1.4781494,0.9374772,8.503754,0.8795883,12.61029,0.906822,-10.400143]},{"time":1.0333333,"x":8.37577,"y":-10.237813,"curve":[1.1199117,8.262276,1.2183137,2.6766205,1.1010463,-10.150926,1.1945745,-5.210807]},{"time":1.2666667}]}},"ik":{"back-leg-ik":[{"softness":66.9,"bendPositive":false}],"spineboy-back-arm-ik":[{}],"spineboy-front-arm-ik":[{"softness":14.4,"stretch":true}]},"events":[{"time":0.6333333,"name":"footstep"},{"time":1.2666667,"name":"footstep"}]}}},
atlas: "raptor.png\n\tsize: 1024, 512\n\tfilter: Linear, Linear\n\tscale: 0.5\nback-arm\n\tbounds: 206, 49, 46, 25\nback-bracer\n\tbounds: 498, 42, 39, 28\nback-hand\n\tbounds: 400, 55, 36, 34\nback-knee\n\tbounds: 498, 72, 49, 67\nback-thigh\n\tbounds: 254, 40, 39, 24\neyes-open\n\tbounds: 232, 328, 47, 45\nfront-arm\n\tbounds: 350, 63, 48, 26\nfront-bracer\n\tbounds: 163, 56, 41, 29\nfront-hand\n\tbounds: 956, 231, 41, 38\nfront-open-hand\n\tbounds: 770, 329, 43, 44\nfront-thigh\n\tbounds: 897, 240, 57, 29\ngun\n\tbounds: 915, 106, 107, 103\ngun-nohand\n\tbounds: 916, 271, 105, 102\nhead\n\tbounds: 626, 81, 136, 149\nlower-leg\n\tbounds: 551, 42, 73, 98\nmouth-grind\n\tbounds: 2, 64, 47, 30\nmouth-smile\n\tbounds: 841, 127, 47, 30\nneck\n\tbounds: 281, 352, 18, 21\nraptor-back-arm\n\tbounds: 80, 11, 82, 86\nraptor-body\n\tbounds: 2, 140, 632, 233\nraptor-front-arm\n\tbounds: 911, 2, 81, 102\nraptor-front-leg\n\tbounds: 524, 182, 191, 257\n\trotate: 90\nraptor-hindleg-back\n\tbounds: 745, 158, 169, 215\n\trotate: 180\nraptor-horn\n\tbounds: 2, 293, 182, 80\nraptor-horn-back\n\tbounds: 174, 123, 176, 77\nraptor-jaw\n\tbounds: 772, 35, 126, 138\n\trotate: 270\nraptor-jaw-tooth\n\tbounds: 686, 242, 37, 48\nraptor-mouth-inside\n\tbounds: 755, 39, 36, 41\nraptor-saddle-strap-back\n\tbounds: 626, 26, 54, 74\nraptor-saddle-strap-front\n\tbounds: 2, 96, 57, 95\nraptor-saddle-w-shadow\n\tbounds: 2, 88, 162, 171\n\trotate: 90\nraptor-tail-shadow\n\tbounds: 159, 58, 189, 63\nraptor-tongue\n\tbounds: 685, 33, 86, 64\nstirrup-back\n\tbounds: 783, 204, 44, 35\nstirrup-front\n\tbounds: 185, 323, 45, 50\nstirrup-strap\n\tbounds: 636, 217, 49, 46\ntorso\n\tbounds: 442, 48, 54, 91\nvisor\n\tbounds: 356, 91, 131, 84\n\trotate: 90\n",
texture: "data:image/png;base64,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"
};