{"v":"5.9.0","fr":30,"ip":0,"op":59,"w":640,"h":572,"nm":"PayOnline_That’s_all_it_takes_Your_checkout_id_id","ddd":0,"assets":[{"id":"image_0","w":312,"h":312,"u":"","p":"data:image/png;base64,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","e":1},{"id":"image_1","w":640,"h":572,"u":"","p":"data:image/png;base64,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","e":1},{"id":"comp_0","nm":"Pre-Device-Browser-TopShelf-Phone-iw_IL","fr":30,"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"URL name 3 Outlines","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[258.17,199.466,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[200,200,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0.397,-0.266],[0.656,0],[0.434,0.341],[0.031,0.581],[0,0],[-0.353,-0.516],[-0.625,-0.287],[-0.813,0],[-0.725,0.547],[0,0.906],[0.259,0.378],[0.537,0.269],[0.866,0.194],[0.331,0.213],[0,0.419],[-0.356,0.275],[-0.631,0],[-0.403,-0.344],[0,-0.475],[0,0],[0.716,0.594],[1.15,0],[0.703,-0.575],[0,-0.831],[-0.247,-0.362],[-0.516,-0.262],[-0.878,-0.188],[-0.353,-0.259],[0,-0.469]],"o":[[-0.397,0.266],[-0.712,0],[-0.434,-0.341],[0,0],[0,0.6],[0.353,0.516],[0.625,0.287],[1.156,0],[0.725,-0.547],[0,-0.544],[-0.259,-0.378],[-0.538,-0.269],[-0.866,-0.194],[-0.331,-0.212],[0,-0.444],[0.356,-0.275],[0.612,0],[0.403,0.344],[0,0],[0,-0.925],[-0.716,-0.594],[-1.094,0],[-0.703,0.575],[0,0.5],[0.247,0.363],[0.516,0.262],[0.878,0.188],[0.353,0.259],[0,0.444]],"v":[[6.623,-1.627],[5.044,-1.228],[3.323,-1.739],[2.625,-3.122],[0.891,-3.122],[1.42,-1.448],[2.887,-0.244],[5.044,0.188],[7.866,-0.633],[8.953,-2.812],[8.564,-4.195],[7.369,-5.166],[5.264,-5.859],[3.469,-6.469],[2.972,-7.416],[3.506,-8.494],[4.988,-8.906],[6.511,-8.391],[7.116,-7.163],[8.859,-7.163],[7.786,-9.441],[4.988,-10.331],[2.292,-9.469],[1.238,-7.359],[1.608,-6.066],[2.752,-5.128],[4.842,-4.453],[6.689,-3.783],[7.219,-2.691]],"c":true},"ix":2},"nm":"s","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0.709,0.919],[1.219,0],[0.706,-0.875],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.231,0],[-0.706,0.944],[0,1.544]],"o":[[0,-1.637],[-0.709,-0.919],[-1.256,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.706,0.781],[1.206,0],[0.706,-0.944],[0,0]],"v":[[20.069,-5.119],[19.005,-8.953],[16.113,-10.331],[13.169,-9.019],[13.085,-10.144],[11.501,-10.144],[11.501,3.9],[13.235,3.9],[13.235,-0.984],[16.141,0.188],[19.01,-1.228],[20.069,-4.959]],"c":true},"ix":2},"nm":"p","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0.491,-0.659],[0.831,0],[0.519,0.925],[0,0],[-1.05,0],[-0.488,-0.662],[0,-1.144]],"o":[[-0.491,0.659],[-1.069,0],[0,0],[0.525,-0.931],[0.85,0],[0.488,0.663],[0,1.3]],"v":[[17.599,-2.217],[15.616,-1.228],[13.235,-2.616],[13.235,-7.462],[15.597,-8.859],[17.604,-7.866],[18.335,-5.156]],"c":true},"ix":2},"nm":"p 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[0,0],[-0.853,-0.956],[-1.375,0],[-0.703,0.438],[-0.378,0.784],[0,0.988],[0,0],[0.853,0.956],[1.381,0],[0.697,-0.431],[0.391,-0.794],[0,-0.994]],"o":[[0,1.575],[0.853,0.956],[0.912,0],[0.703,-0.437],[0.378,-0.784],[0,0],[0,-1.587],[-0.853,-0.956],[-0.894,0],[-0.697,0.431],[-0.391,0.794],[0,0]],"v":[[22.101,-5.044],[23.381,-1.247],[26.723,0.188],[29.146,-0.469],[30.768,-2.302],[31.335,-4.959],[31.335,-5.081],[30.056,-8.897],[26.704,-10.331],[24.318,-9.684],[22.687,-7.847],[22.101,-5.166]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[-0.525,0.681],[-0.856,0],[-0.528,-0.691],[0,-1.112],[0.519,-0.691],[0.881,0],[0.522,0.681],[0,1.125]],"o":[[0.525,-0.681],[0.875,0],[0.528,0.691],[0,1.244],[-0.519,0.691],[-0.875,0],[-0.522,-0.681],[0,-1.269]],"v":[[24.632,-7.884],[26.704,-8.906],[28.809,-7.87],[29.601,-5.166],[28.823,-2.264],[26.723,-1.228],[24.628,-2.25],[23.845,-4.959]],"c":true},"ix":2},"nm":"o 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0],[0.337,0],[0.569,-0.906],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.138,0],[-0.262,-0.044]],"o":[[-0.175,-0.087],[-1.044,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.406,-0.969],[0.306,0],[0,0]],"v":[[38.702,-10.2],[37.933,-10.331],[35.514,-8.972],[35.486,-10.144],[33.798,-10.144],[33.798,0],[35.533,0],[35.533,-7.2],[37.848,-8.653],[38.702,-8.587]],"c":true},"ix":2},"nm":"r","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.394,-0.469],[-0.775,0],[-0.456,0.124],[0,0],[0.2,0],[0.169,0.203],[0,0.407],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.863],[0.394,0.469],[0.431,0],[0,0],[-0.35,0.075],[-0.406,0],[-0.169,-0.203],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[41.671,-12.6],[41.671,-10.144],[39.824,-10.144],[39.824,-8.803],[41.671,-8.803],[41.671,-2.512],[42.261,-0.516],[44.015,0.188],[45.346,0.001],[45.346,-1.397],[44.521,-1.284],[43.658,-1.589],[43.405,-2.505],[43.405,-8.803],[45.299,-8.803],[45.299,-10.144],[43.405,-10.144],[43.405,-12.6]],"c":true},"ix":2},"nm":"t","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"ks":{"a":0,"k":{"i":[[0.397,-0.266],[0.656,0],[0.434,0.341],[0.031,0.581],[0,0],[-0.353,-0.516],[-0.625,-0.287],[-0.813,0],[-0.725,0.547],[0,0.906],[0.259,0.378],[0.537,0.269],[0.866,0.194],[0.331,0.213],[0,0.419],[-0.356,0.275],[-0.631,0],[-0.403,-0.344],[0,-0.475],[0,0],[0.716,0.594],[1.15,0],[0.703,-0.575],[0,-0.831],[-0.247,-0.362],[-0.516,-0.262],[-0.878,-0.188],[-0.353,-0.259],[0,-0.469]],"o":[[-0.397,0.266],[-0.712,0],[-0.434,-0.341],[0,0],[0,0.6],[0.353,0.516],[0.625,0.287],[1.156,0],[0.725,-0.547],[0,-0.544],[-0.259,-0.378],[-0.538,-0.269],[-0.866,-0.194],[-0.331,-0.212],[0,-0.444],[0.356,-0.275],[0.612,0],[0.403,0.344],[0,0],[0,-0.925],[-0.716,-0.594],[-1.094,0],[-0.703,0.575],[0,0.5],[0.247,0.363],[0.516,0.262],[0.878,0.188],[0.353,0.259],[0,0.444]],"v":[[52.923,-1.627],[51.343,-1.228],[49.623,-1.739],[48.924,-3.122],[47.19,-3.122],[47.72,-1.448],[49.187,-0.244],[51.343,0.188],[54.165,-0.633],[55.253,-2.812],[54.863,-4.195],[53.668,-5.166],[51.563,-5.859],[49.768,-6.469],[49.271,-7.416],[49.806,-8.494],[51.287,-8.906],[52.81,-8.391],[53.415,-7.163],[55.159,-7.163],[54.085,-9.441],[51.287,-10.331],[48.592,-9.469],[47.537,-7.359],[47.907,-6.066],[49.051,-5.128],[51.142,-4.453],[52.988,-3.783],[53.518,-2.691]],"c":true},"ix":2},"nm":"s 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.394,-0.469],[-0.775,0],[-0.456,0.124],[0,0],[0.2,0],[0.169,0.203],[0,0.407],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.863],[0.394,0.469],[0.431,0],[0,0],[-0.35,0.075],[-0.406,0],[-0.169,-0.203],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[58.419,-12.6],[58.419,-10.144],[56.572,-10.144],[56.572,-8.803],[58.419,-8.803],[58.419,-2.512],[59.009,-0.516],[60.762,0.188],[62.094,0.001],[62.094,-1.397],[61.269,-1.284],[60.406,-1.589],[60.153,-2.505],[60.153,-8.803],[62.047,-8.803],[62.047,-10.144],[60.153,-10.144],[60.153,-12.6]],"c":true},"ix":2},"nm":"t 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[0,0],[-0.853,-0.956],[-1.375,0],[-0.703,0.438],[-0.378,0.784],[0,0.988],[0,0],[0.853,0.956],[1.381,0],[0.697,-0.431],[0.391,-0.794],[0,-0.994]],"o":[[0,1.575],[0.853,0.956],[0.912,0],[0.703,-0.437],[0.378,-0.784],[0,0],[0,-1.587],[-0.853,-0.956],[-0.894,0],[-0.697,0.431],[-0.391,0.794],[0,0]],"v":[[63.713,-5.044],[64.993,-1.247],[68.335,0.188],[70.758,-0.469],[72.38,-2.302],[72.947,-4.959],[72.947,-5.081],[71.668,-8.897],[68.316,-10.331],[65.93,-9.684],[64.299,-7.847],[63.713,-5.166]],"c":true},"ix":2},"nm":"o 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[[-0.525,0.681],[-0.856,0],[-0.528,-0.691],[0,-1.112],[0.519,-0.691],[0.881,0],[0.522,0.681],[0,1.125]],"o":[[0.525,-0.681],[0.875,0],[0.528,0.691],[0,1.244],[-0.519,0.691],[-0.875,0],[-0.522,-0.681],[0,-1.269]],"v":[[66.244,-7.884],[68.316,-8.906],[70.421,-7.87],[71.213,-5.166],[70.435,-2.264],[68.335,-1.228],[66.239,-2.25],[65.457,-4.959]],"c":true},"ix":2},"nm":"o 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[0,0],[0.338,0],[0.569,-0.906],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.138,0],[-0.262,-0.044]],"o":[[-0.175,-0.087],[-1.044,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.406,-0.969],[0.306,0],[0,0]],"v":[[80.313,-10.2],[79.545,-10.331],[77.126,-8.972],[77.098,-10.144],[75.41,-10.144],[75.41,0],[77.145,0],[77.145,-7.2],[79.46,-8.653],[80.313,-8.587]],"c":true},"ix":2},"nm":"r 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[-0.85,1.306],[0,0],[0.425,-0.25],[0.612,0],[0.559,0.616],[0.025,1],[0,0],[0,0],[0.731,0.869],[1.319,0],[0.691,-0.447],[0.384,-0.791],[0,-1.006],[0,0],[-0.863,-0.903],[-1.375,0]],"o":[[0,0],[-0.319,0.413],[-0.425,0.25],[-0.862,0],[-0.559,-0.616],[0,0],[0,0],[0,-1.619],[-0.731,-0.869],[-0.806,0],[-0.691,0.447],[-0.384,0.791],[0,0],[0,1.513],[0.863,0.903],[1.7,0]],"v":[[90.051,-1.772],[88.992,-2.597],[87.876,-1.603],[86.32,-1.228],[84.187,-2.152],[83.311,-4.575],[90.183,-4.575],[90.183,-5.297],[89.086,-9.028],[86.011,-10.331],[83.765,-9.661],[82.153,-7.805],[81.576,-5.109],[81.576,-4.791],[82.87,-1.167],[86.226,0.188]],"c":true},"ix":2},"nm":"e","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[-0.425,-0.484],[-0.05,-0.881],[0,0],[0,0],[-0.475,0.509],[-0.7,0]],"o":[[0.425,0.484],[0,0],[0,0],[0.113,-0.919],[0.475,-0.509],[0.725,0]],"v":[[87.736,-8.18],[88.448,-6.131],[88.448,-6],[83.367,-6],[84.248,-8.142],[86.011,-8.906]],"c":true},"ix":2},"nm":"e 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"ks":{"a":0,"k":{"i":[[-0.178,-0.194],[-0.356,0],[-0.184,0.194],[0,0.288],[0.184,0.2],[0.356,0],[0.178,-0.2],[0,-0.3]],"o":[[0.178,0.194],[0.356,0],[0.184,-0.194],[0,-0.3],[-0.184,-0.2],[-0.356,0],[-0.178,0.2],[0,0.288]],"v":[[92.782,-0.188],[93.583,0.103],[94.394,-0.188],[94.671,-0.909],[94.394,-1.659],[93.583,-1.959],[92.782,-1.659],[92.514,-0.909]],"c":true},"ix":2},"nm":".","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[0.481,0.631],[0,1.169],[0,0],[-0.484,0.634],[-0.881,0],[-0.447,-0.422],[-0.05,-0.656],[0,0],[0.753,0.681],[1.137,0],[0.678,-0.425],[0.362,-0.769],[0,-0.987],[0,0],[-0.816,-0.922],[-1.381,0],[-0.616,0.312],[-0.369,0.525],[-0.031,0.581],[0,0],[0.462,-0.375],[0.619,0]],"o":[[-0.481,-0.631],[0,0],[0,-1.2],[0.484,-0.634],[0.656,0],[0.447,0.422],[0,0],[-0.05,-1.087],[-0.753,-0.681],[-0.925,0],[-0.678,0.425],[-0.363,0.769],[0,0],[0,1.6],[0.816,0.922],[0.687,0],[0.616,-0.312],[0.369,-0.525],[0,0],[-0.05,0.562],[-0.463,0.375],[-0.894,0]],"v":[[99.824,-2.175],[99.102,-4.875],[99.102,-5.203],[99.829,-7.955],[101.877,-8.906],[103.532,-8.273],[104.277,-6.656],[105.918,-6.656],[104.713,-9.309],[101.877,-10.331],[99.473,-9.694],[97.912,-7.903],[97.368,-5.269],[97.368,-4.978],[98.591,-1.195],[101.887,0.188],[103.841,-0.281],[105.318,-1.538],[105.918,-3.197],[104.277,-3.197],[103.509,-1.791],[101.887,-1.228]],"c":true},"ix":2},"nm":"c","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"ks":{"a":0,"k":{"i":[[0,0],[-0.853,-0.956],[-1.375,0],[-0.703,0.438],[-0.378,0.784],[0,0.988],[0,0],[0.853,0.956],[1.381,0],[0.697,-0.431],[0.391,-0.794],[0,-0.994]],"o":[[0,1.575],[0.853,0.956],[0.912,0],[0.703,-0.437],[0.378,-0.784],[0,0],[0,-1.587],[-0.853,-0.956],[-0.894,0],[-0.697,0.431],[-0.391,0.794],[0,0]],"v":[[107.697,-5.044],[108.976,-1.247],[112.319,0.188],[114.742,-0.469],[116.364,-2.302],[116.931,-4.959],[116.931,-5.081],[115.651,-8.897],[112.3,-10.331],[109.914,-9.684],[108.283,-7.847],[107.697,-5.166]],"c":true},"ix":2},"nm":"o 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"ks":{"a":0,"k":{"i":[[-0.525,0.681],[-0.856,0],[-0.528,-0.691],[0,-1.112],[0.519,-0.691],[0.881,0],[0.522,0.681],[0,1.125]],"o":[[0.525,-0.681],[0.875,0],[0.528,0.691],[0,1.244],[-0.519,0.691],[-0.875,0],[-0.522,-0.681],[0,-1.269]],"v":[[110.228,-7.884],[112.3,-8.906],[114.404,-7.87],[115.197,-5.166],[114.419,-2.264],[112.319,-1.228],[110.223,-2.25],[109.44,-4.959]],"c":true},"ix":2},"nm":"o 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-1.138,0],[0,-1.475],[0,0],[0,0],[0,0],[-0.425,0.384],[-0.644,0],[-0.331,-0.359],[0,-0.725],[0,0],[0,0],[0,0],[2.225,0],[0.541,-0.3],[0.337,-0.488],[1.419,0],[0.744,-0.875],[0,0]],"o":[[0,0],[0,0],[0,0],[0.419,-0.969],[1.444,0],[0,0],[0,0],[0,0],[0.069,-0.65],[0.425,-0.384],[0.781,0],[0.331,0.359],[0,0],[0,0],[0,0],[-0.037,-2.356],[-0.738,0],[-0.541,0.3],[-0.513,-1.088],[-1.263,0],[0,0],[0,0]],"v":[[119.385,-10.144],[119.385,0],[121.119,0],[121.119,-7.406],[123.453,-8.859],[125.619,-6.647],[125.619,0],[127.363,0],[127.363,-6.731],[128.103,-8.283],[129.707,-8.859],[131.375,-8.32],[131.872,-6.694],[131.872,0],[133.607,0],[133.607,-6.797],[130.213,-10.331],[128.296,-9.881],[126.978,-8.7],[124.082,-10.331],[121.072,-9.019],[121.025,-10.144]],"c":true},"ix":2},"nm":"m","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.383999992819,0.392000026329,0.4,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"s","np":20,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":3,"ty":3,"nm":"Null 2","sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[425,189,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[-100,100,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":9999,"st":0,"bm":0},{"ddd":0,"ind":5,"ty":4,"nm":"lock icon 2","parent":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[215.001,-5.926,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[-100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0.393,-0.393],[0.556,0],[0.393,0.393],[0,0.556],[-0.393,0.393],[-0.556,0],[0,-1.164]],"o":[[-0.393,0.393],[-0.556,0],[-0.393,-0.393],[0,-0.556],[0.393,-0.393],[1.153,0],[0,0.556]],"v":[[1.483,5.152],[0,5.766],[-1.483,5.152],[-2.097,3.669],[-1.483,2.187],[0,1.572],[2.097,3.669]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0.393,0.393],[0.556,0],[0,0],[0,0],[0.263,0.636],[0.487,0.487],[0.636,0.263],[0.688,0],[0.983,-0.983],[0,-1.39],[0,0],[0,0],[0,-1.164],[0,0],[-0.393,-0.393],[-0.556,0],[0,0],[-0.393,0.393],[0,0.556],[0,0]],"o":[[-0.393,-0.393],[0,0],[0,0],[0,-0.688],[-0.263,-0.636],[-0.487,-0.487],[-0.636,-0.263],[-1.39,0],[-0.983,0.983],[0,0],[0,0],[-1.153,0],[0,0],[0,0.556],[0.393,0.393],[0,0],[0.556,0],[0.393,-0.393],[0,0],[0,-0.556]],"v":[[7.772,-3.055],[6.29,-3.669],[5.242,-3.669],[5.242,-5.766],[4.843,-7.772],[3.706,-9.472],[2.006,-10.608],[0,-11.007],[-3.706,-9.472],[-5.242,-5.766],[-5.242,-3.669],[-6.29,-3.669],[-8.387,-1.572],[-8.387,8.911],[-7.772,10.393],[-6.29,11.007],[6.29,11.007],[7.772,10.393],[8.387,8.911],[8.387,-1.572]],"c":true},"ix":2},"nm":"Path 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[-0.59,0.59],[-0.834,0],[-0.59,-0.59],[0,-0.834],[0,0],[0,0],[0,0]],"o":[[0.59,-0.59],[0.834,0],[0.59,0.59],[0,0],[0,0],[0,0],[0,-0.834]],"v":[[-2.224,-7.99],[0,-8.911],[2.224,-7.99],[3.145,-5.766],[3.145,-3.669],[-3.145,-3.669],[-3.145,-5.766]],"c":true},"ix":2},"nm":"Path 3","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.384313732386,0.392156869173,0.40000000596,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Vector","np":4,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":6,"ty":4,"nm":"URL field 2","parent":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[59.474,-5.034,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[-100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[221.72,37.74],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":88,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"fl","c":{"a":0,"k":[0.945098042488,0.952941179276,0.956862747669,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Frame 260800990","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":7,"ty":4,"nm":"back arrow 2","parent":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[337.875,-5.307,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[-100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[10.378,1.31],[10.378,-1.31],[-5.346,-1.31],[1.861,-8.518],[0,-10.378],[-10.378,0],[0,10.378],[1.861,8.518],[-5.346,1.31]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.039215687662,0.039215687662,0.039215687662,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Vector","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":8,"ty":4,"nm":"User Persona Face1 Outlines 2","parent":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[-322.923,-4.433,0],"ix":2,"l":2},"a":{"a":0,"k":[14,14,0],"ix":1,"l":2},"s":{"a":0,"k":[-200,200,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-0.477],[0.715,0.143],[0,0],[0,0],[0,0],[-0.687,0.572],[0.095,0.382],[-0.458,0.114],[0,1.145],[0.286,0.429],[0.429,1.289],[0.572,0.763],[1.718,0.573],[0.573,-0.143],[2.719,0],[0,-1.861],[-0.621,-0.477],[-0.644,0.429],[-1.001,0],[-0.191,0.334],[-0.716,-0.716],[-1.002,0]],"o":[[0,1.145],[0,0],[0,0],[0,0],[0.429,0.048],[0.687,-0.573],[0.143,0],[0.572,-0.143],[0,-0.916],[-0.115,-0.687],[-0.716,-1.288],[-0.43,-0.572],[-1.03,-0.343],[-1.288,0],[-2.719,0],[0,1.488],[0,-0.716],[0.43,-0.287],[0.802,0],[0.048,0.572],[0.572,0.572],[0.802,0]],"v":[[2.219,-0.096],[0.501,1.335],[0.501,6.344],[0.93,6.917],[2.361,7.49],[4.508,6.775],[5.51,4.628],[6.512,4.484],[8.372,1.908],[7.514,-0.525],[7.801,-2.958],[5.225,-4.676],[3.792,-6.822],[0.357,-6.822],[-3.792,-7.538],[-8.372,-3.674],[-6.512,-0.382],[-5.796,-2.814],[-3.221,-2.671],[-1.217,-3.816],[-0.501,-1.527],[1.217,-1.527]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.180392161012,0.188235297799,0.20000000298,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[15.153,11.313],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-2.21,1.974],[0.329,0.239],[0,0],[1.36,0],[0,0],[1.575,-1.145],[0.117,-0.6],[-3.162,0],[-0.024,0]],"o":[[-0.136,-0.675],[-1.574,-1.145],[0,0],[-1.36,0],[0,0],[-0.35,0.255],[2.212,1.924],[0.024,0],[3.193,-0.018]],"v":[[8.316,0.727],[7.525,-1.646],[2.658,-3.936],[0.01,-2.791],[-2.637,-3.936],[-7.503,-1.646],[-8.316,0.838],[-0.061,3.936],[0.01,3.932]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.180392161012,0.188235297799,0.20000000298,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[13.568,22.166],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-0.642,0.759],[0.127,-0.092],[1.034,-0.583],[0,0]],"o":[[0.101,-0.119],[-0.663,0.476],[0,0],[1.154,-0.765]],"v":[[1.387,-1.203],[1.215,-1.383],[-1.488,0.364],[-1.488,1.475]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.772549033165,0.556862771511,0.454901963472,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[12.991,15.58],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.859,0],[0,2.003],[-0.048,0.859],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.858,0],[0,-1.431],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[2.076,3.721],[2.648,4.293],[5.939,7.442],[-5.939,7.442],[-2.673,4.425],[-2.074,3.721],[-2.074,2.004],[-3.221,2.147],[-4.938,-1.288],[-4.938,-5.296],[-4.794,-7.442],[5.796,-7.442],[5.796,-2.433],[3.363,0],[2.076,-1.288]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.917647063732,0.701960802078,0.615686297417,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[13.578,13.937],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-6.956],[6.956,0],[0,6.956],[-6.956,0]],"o":[[0,6.956],[-6.956,0],[0,-6.956],[6.956,0]],"v":[[12.594,0],[-0.001,12.595],[-12.594,0],[-0.001,-12.595]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.505882382393,0.705882370472,0.972549021244,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[13.507,13.507],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 5","np":2,"cix":2,"bm":0,"ix":5,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":9,"ty":4,"nm":"CCard icon 2","parent":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[-246.87,-5.36,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[-100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[8.387,-6.29],[-8.387,-6.29],[-8.387,-4.193],[8.387,-4.193]],"c":false},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[8.387,0],[-8.387,0],[-8.387,6.29],[8.387,6.29]],"c":false},"ix":2},"nm":"Path 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[-1.164,0],[0,0],[0,-1.164],[0,0],[0.393,-0.393],[0.556,0],[0,0],[0.393,0.393],[0,0.556],[0,0]],"o":[[0,0],[1.153,0],[0,0],[0,0.556],[-0.393,0.393],[0,0],[-0.556,0],[-0.393,-0.393],[0,0],[0,-1.164]],"v":[[-8.387,-8.387],[8.387,-8.387],[10.483,-6.29],[10.483,6.29],[9.869,7.772],[8.387,8.387],[-8.387,8.387],[-9.869,7.772],[-10.483,6.29],[-10.483,-6.29]],"c":true},"ix":2},"nm":"Path 3","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.258823543787,0.521568655968,0.956862747669,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Vector","np":4,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":10,"ty":4,"nm":"User field 2","parent":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[-278.195,-5.475,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[-100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[81.799,37.769],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":126,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"fl","c":{"a":0,"k":[0.945098042488,0.952941179276,0.956862747669,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Frame 260800986","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":14,"ty":4,"nm":"User Persona Face1 Outlines","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[745.923,184.567,0],"ix":2,"l":2},"a":{"a":0,"k":[14,14,0],"ix":1,"l":2},"s":{"a":0,"k":[200,200,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-0.477],[0.715,0.143],[0,0],[0,0],[0,0],[-0.687,0.572],[0.095,0.382],[-0.458,0.114],[0,1.145],[0.286,0.429],[0.429,1.289],[0.572,0.763],[1.718,0.573],[0.573,-0.143],[2.719,0],[0,-1.861],[-0.621,-0.477],[-0.644,0.429],[-1.001,0],[-0.191,0.334],[-0.716,-0.716],[-1.002,0]],"o":[[0,1.145],[0,0],[0,0],[0,0],[0.429,0.048],[0.687,-0.573],[0.143,0],[0.572,-0.143],[0,-0.916],[-0.115,-0.687],[-0.716,-1.288],[-0.43,-0.572],[-1.03,-0.343],[-1.288,0],[-2.719,0],[0,1.488],[0,-0.716],[0.43,-0.287],[0.802,0],[0.048,0.572],[0.572,0.572],[0.802,0]],"v":[[2.219,-0.096],[0.501,1.335],[0.501,6.344],[0.93,6.917],[2.361,7.49],[4.508,6.775],[5.51,4.628],[6.512,4.484],[8.372,1.908],[7.514,-0.525],[7.801,-2.958],[5.225,-4.676],[3.792,-6.822],[0.357,-6.822],[-3.792,-7.538],[-8.372,-3.674],[-6.512,-0.382],[-5.796,-2.814],[-3.221,-2.671],[-1.217,-3.816],[-0.501,-1.527],[1.217,-1.527]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.180392161012,0.188235297799,0.20000000298,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[15.153,11.313],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-2.21,1.974],[0.329,0.239],[0,0],[1.36,0],[0,0],[1.575,-1.145],[0.117,-0.6],[-3.162,0],[-0.024,0]],"o":[[-0.136,-0.675],[-1.574,-1.145],[0,0],[-1.36,0],[0,0],[-0.35,0.255],[2.212,1.924],[0.024,0],[3.193,-0.018]],"v":[[8.316,0.727],[7.525,-1.646],[2.658,-3.936],[0.01,-2.791],[-2.637,-3.936],[-7.503,-1.646],[-8.316,0.838],[-0.061,3.936],[0.01,3.932]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.180392161012,0.188235297799,0.20000000298,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[13.568,22.166],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-0.642,0.759],[0.127,-0.092],[1.034,-0.583],[0,0]],"o":[[0.101,-0.119],[-0.663,0.476],[0,0],[1.154,-0.765]],"v":[[1.387,-1.203],[1.215,-1.383],[-1.488,0.364],[-1.488,1.475]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.772549033165,0.556862771511,0.454901963472,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[12.991,15.58],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.859,0],[0,2.003],[-0.048,0.859],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.858,0],[0,-1.431],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[2.076,3.721],[2.648,4.293],[5.939,7.442],[-5.939,7.442],[-2.673,4.425],[-2.074,3.721],[-2.074,2.004],[-3.221,2.147],[-4.938,-1.288],[-4.938,-5.296],[-4.794,-7.442],[5.796,-7.442],[5.796,-2.433],[3.363,0],[2.076,-1.288]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.917647063732,0.701960802078,0.615686297417,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[13.578,13.937],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-6.956],[6.956,0],[0,6.956],[-6.956,0]],"o":[[0,6.956],[-6.956,0],[0,-6.956],[6.956,0]],"v":[[12.594,0],[-0.001,12.595],[-12.594,0],[-0.001,-12.595]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.505882382393,0.705882370472,0.972549021244,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[13.507,13.507],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 5","np":2,"cix":2,"bm":0,"ix":5,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0},{"ddd":0,"ind":17,"ty":4,"nm":"Device-TopShelf-1200-Full-Icons Outlines","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[425,63,0],"ix":2,"l":2},"a":{"a":0,"k":[209.5,24,0],"ix":1,"l":2},"s":{"a":0,"k":[200,200,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[],"o":[],"v":[],"c":false},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[0.742,9.446],[0.742,19.191],[-1.027,19.191],[-1.027,11.509],[-3.37,12.283],[-3.37,10.855],[0.541,9.446]],"c":true},"ix":2},"nm":"Path 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[],"o":[],"v":[],"c":false},"ix":2},"nm":"Path 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[-0.191,0.276],[-0.08,0.222],[0,0.205],[0.107,0.222],[0.205,0.125],[0.294,0],[0.231,-0.151],[0.12,-0.263],[0,-0.338],[0,0],[-0.267,0.472],[-0.498,0.285],[-0.685,0],[-0.463,-0.222],[-0.24,-0.405],[0,-0.561],[0.102,-0.303],[0.187,-0.298],[0.254,-0.303],[0.311,-0.316],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0.329,-0.374],[0.191,-0.276],[0.085,-0.227],[0,-0.298],[-0.107,-0.227],[-0.2,-0.125],[-0.325,0],[-0.227,0.147],[-0.116,0.263],[0,0],[0,-0.574],[0.267,-0.476],[0.498,-0.285],[0.667,0],[0.463,0.218],[0.24,0.405],[0,0.311],[-0.102,0.303],[-0.182,0.294],[-0.254,0.303],[0,0],[0,0]],"v":[[10.764,17.803],[10.764,19.191],[4.183,19.191],[4.183,18.003],[7.34,14.592],[8.121,13.618],[8.528,12.87],[8.655,12.223],[8.495,11.442],[8.028,10.915],[7.287,10.728],[6.452,10.955],[5.932,11.569],[5.758,12.47],[3.989,12.47],[4.39,10.901],[5.538,9.76],[7.313,9.333],[9.009,9.667],[10.063,10.601],[10.424,12.049],[10.27,12.97],[9.836,13.872],[9.182,14.766],[8.335,15.694],[6.439,17.803]],"c":true},"ix":2},"nm":"Path 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[],"o":[],"v":[],"c":false},"ix":2},"nm":"Path 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0.263],[-0.182,0.182],[-0.311,0],[-0.182,-0.182],[0,-0.267],[0.182,-0.182],[0.311,0],[0.182,0.178]],"o":[[0,-0.267],[0.182,-0.182],[0.311,0],[0.182,0.182],[0,0.263],[-0.182,0.178],[-0.311,0],[-0.182,-0.182]],"v":[[12.296,18.33],[12.57,17.656],[13.311,17.382],[14.052,17.656],[14.326,18.33],[14.052,18.998],[13.311,19.264],[12.57,18.998]],"c":true},"ix":2},"nm":"Path 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[0,0.263],[-0.182,0.182],[-0.311,0],[-0.182,-0.182],[0,-0.267],[0.182,-0.182],[0.311,0],[0.182,0.178]],"o":[[0,-0.267],[0.182,-0.182],[0.311,0],[0.182,0.182],[0,0.263],[-0.182,0.178],[-0.311,0],[-0.182,-0.182]],"v":[[12.303,12.73],[12.577,12.056],[13.318,11.782],[14.059,12.056],[14.332,12.73],[14.059,13.398],[13.318,13.665],[12.577,13.398]],"c":true},"ix":2},"nm":"Path 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"ks":{"a":0,"k":{"i":[],"o":[],"v":[],"c":false},"ix":2},"nm":"Path 8","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[0,-0.596],[0,0],[0.151,-0.53],[0.285,-0.338],[0.396,-0.16],[0.485,0],[0.334,0.098],[0.267,0.209],[0.191,0.329],[0.102,0.458],[0,0.596],[0,0],[-0.151,0.525],[-0.285,0.334],[-0.396,0.151],[-0.485,0],[-0.329,-0.098],[-0.263,-0.209],[-0.187,-0.329],[-0.098,-0.458]],"o":[[0,0],[0,0.748],[-0.151,0.53],[-0.285,0.334],[-0.396,0.156],[-0.387,0],[-0.334,-0.102],[-0.263,-0.214],[-0.187,-0.329],[-0.098,-0.458],[0,0],[0,-0.748],[0.156,-0.525],[0.285,-0.334],[0.396,-0.156],[0.392,0],[0.334,0.098],[0.267,0.205],[0.187,0.325],[0.102,0.454]],"v":[[22.492,13.498],[22.492,15.133],[22.265,17.049],[21.611,18.35],[20.59,19.091],[19.269,19.325],[18.187,19.178],[17.286,18.711],[16.606,17.896],[16.172,16.715],[16.025,15.133],[16.025,13.498],[16.252,11.589],[16.913,10.301],[17.934,9.573],[19.255,9.34],[20.337,9.486],[21.231,9.947],[21.912,10.748],[22.339,11.923]],"c":true},"ix":2},"nm":"Path 9","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[0,0.463],[0,0],[0.044,0.276],[0.08,0.196],[0.12,0.12],[0.156,0.058],[0.187,0],[0.182,-0.093],[0.125,-0.196],[0.067,-0.325],[0,-0.463],[0,0],[-0.04,-0.28],[-0.08,-0.2],[-0.116,-0.129],[-0.156,-0.062],[-0.187,0],[-0.178,0.093],[-0.125,0.2],[-0.062,0.325]],"o":[[0,0],[0,-0.374],[-0.04,-0.28],[-0.08,-0.196],[-0.12,-0.125],[-0.156,-0.058],[-0.231,0],[-0.182,0.089],[-0.125,0.196],[-0.062,0.32],[0,0],[0,0.374],[0.044,0.28],[0.085,0.2],[0.12,0.125],[0.156,0.058],[0.236,0],[0.182,-0.093],[0.125,-0.205],[0.067,-0.329]],"v":[[20.73,15.373],[20.73,13.251],[20.664,12.276],[20.483,11.562],[20.183,11.088],[19.769,10.815],[19.255,10.728],[18.635,10.868],[18.174,11.295],[17.887,12.076],[17.794,13.251],[17.794,15.373],[17.854,16.354],[18.041,17.075],[18.341,17.569],[18.755,17.85],[19.269,17.936],[19.889,17.796],[20.35,17.356],[20.63,16.561]],"c":true},"ix":2},"nm":"Path 10","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[],"o":[],"v":[],"c":false},"ix":2},"nm":"Path 11","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[0,-0.596],[0,0],[0.151,-0.53],[0.285,-0.338],[0.396,-0.16],[0.485,0],[0.334,0.098],[0.267,0.209],[0.191,0.329],[0.102,0.458],[0,0.596],[0,0],[-0.151,0.525],[-0.285,0.334],[-0.396,0.151],[-0.485,0],[-0.329,-0.098],[-0.263,-0.209],[-0.187,-0.329],[-0.098,-0.458]],"o":[[0,0],[0,0.748],[-0.151,0.53],[-0.285,0.334],[-0.396,0.156],[-0.387,0],[-0.334,-0.102],[-0.263,-0.214],[-0.187,-0.329],[-0.098,-0.458],[0,0],[0,-0.748],[0.156,-0.525],[0.285,-0.334],[0.396,-0.156],[0.392,0],[0.334,0.098],[0.267,0.205],[0.187,0.325],[0.102,0.454]],"v":[[30.472,13.498],[30.472,15.133],[30.245,17.049],[29.591,18.35],[28.57,19.091],[27.249,19.325],[26.167,19.178],[25.266,18.711],[24.586,17.896],[24.152,16.715],[24.005,15.133],[24.005,13.498],[24.232,11.589],[24.893,10.301],[25.914,9.573],[27.235,9.34],[28.317,9.486],[29.211,9.947],[29.892,10.748],[30.319,11.923]],"c":true},"ix":2},"nm":"Path 12","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[0,0.463],[0,0],[0.045,0.276],[0.08,0.196],[0.12,0.12],[0.156,0.058],[0.187,0],[0.182,-0.093],[0.125,-0.196],[0.067,-0.325],[0,-0.463],[0,0],[-0.04,-0.28],[-0.08,-0.2],[-0.116,-0.129],[-0.156,-0.062],[-0.187,0],[-0.178,0.093],[-0.125,0.2],[-0.062,0.325]],"o":[[0,0],[0,-0.374],[-0.04,-0.28],[-0.08,-0.196],[-0.12,-0.125],[-0.156,-0.058],[-0.231,0],[-0.182,0.089],[-0.125,0.196],[-0.062,0.32],[0,0],[0,0.374],[0.044,0.28],[0.085,0.2],[0.12,0.125],[0.156,0.058],[0.236,0],[0.182,-0.093],[0.125,-0.205],[0.067,-0.329]],"v":[[28.71,15.373],[28.71,13.251],[28.644,12.276],[28.463,11.562],[28.163,11.088],[27.749,10.815],[27.235,10.728],[26.615,10.868],[26.154,11.295],[25.867,12.076],[25.774,13.251],[25.774,15.373],[25.834,16.354],[26.021,17.075],[26.321,17.569],[26.735,17.85],[27.249,17.936],[27.869,17.796],[28.33,17.356],[28.61,16.561]],"c":true},"ix":2},"nm":"Path 13","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.039215687662,0.039215687662,0.039215687662,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[30.472,19.325],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 1","np":14,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[-0.41,0],[0,0],[0,0.329],[0,0],[0.295,-0.3],[0,0]],"o":[[0,0],[0.318,0],[0,0],[0,-0.417],[0,0],[-0.295,0.3]],"v":[[-4.95,5.664],[4.985,5.664],[5.569,5.071],[5.569,-5.029],[4.771,-5.364],[-5.274,4.853]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.039215687662,0.039215687662,0.039215687662,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[369.647,33.974],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0.3,0.209],[3.245,0],[1.033,-0.715],[-0.22,-0.276],[0,0],[-0.256,0.313]],"o":[[0.227,-0.283],[-1.033,-0.708],[-3.253,0],[-0.3,0.209],[0,0],[0.249,0.313],[0,0]],"v":[[6.821,-2.622],[6.689,-3.53],[0,-5.623],[-6.689,-3.523],[-6.828,-2.622],[-0.491,5.31],[0.484,5.31]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.039215687662,0.039215687662,0.039215687662,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[351.216,34.094],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.483,0],[0,0],[0,0.433],[0,0]],"o":[[0,0],[0,0.429],[0,0],[0.48,0],[0,0],[0,0]],"v":[[-3.265,-4.302],[-3.265,3.522],[-2.394,4.302],[2.394,4.302],[3.265,3.522],[3.265,-4.302]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.039215687662,0.039215687662,0.039215687662,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[387.467,35.347],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0.483,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,-0.432],[0,0],[0,0],[-0.483,0],[0,0],[0,0.433],[0,0]],"o":[[0,0],[0,-0.432],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.483,0],[0,0],[0,0],[0,0.429],[0,0],[0.48,0],[0,0],[0,0]],"v":[[3.262,-1.752],[3.262,-3.891],[2.391,-4.67],[1.304,-4.67],[1.304,-5.838],[-1.307,-5.838],[-1.307,-4.67],[-2.394,-4.67],[-3.265,-3.891],[-3.265,-1.752],[-3.265,5.057],[-2.394,5.838],[2.394,5.838],[3.265,5.057],[3.265,-1.752]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.039215687662,0.039215687662,0.039215687662,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[387.467,33.81],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Group 5","np":2,"cix":2,"bm":0,"ix":5,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":150,"st":0,"bm":0}]}],"layers":[{"ddd":0,"ind":3,"ty":4,"nm":"Lanjutkan belanja Outlines","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":8,"s":[0]},{"t":18,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[320.101,499.019,0],"ix":2,"l":2},"a":{"a":0,"k":[0.001,-2.981,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-38.219,0],[-38.219,-0.891],[-41.663,-0.891],[-41.663,-7.876],[-42.598,-7.876],[-42.598,0]],"c":true},"ix":2},"nm":"L","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-0.238,0.095],[-0.176,0.15],[-0.095,0.161],[0,0],[0,0],[0,0],[0,0],[0.433,0.403],[0.763,0],[0.282,-0.088],[0.22,-0.161],[0.147,-0.22],[0,0],[-0.268,0.136],[-0.308,0],[-0.301,-0.249],[0,-0.425],[0,0],[0.158,0.055],[0.213,0.04],[0.249,0],[0.359,-0.143],[0.213,-0.282],[0,-0.411],[-0.18,-0.282],[-0.315,-0.161],[-0.418,0]],"o":[[0.238,-0.095],[0.176,-0.15],[0,0],[0,0],[0,0],[0,0],[0,-0.682],[-0.433,-0.403],[-0.315,0],[-0.282,0.088],[-0.22,0.161],[0,0],[0.154,-0.242],[0.268,-0.136],[0.433,0],[0.301,0.249],[0,0],[-0.081,-0.051],[-0.158,-0.055],[-0.213,-0.04],[-0.433,0],[-0.359,0.143],[-0.213,0.282],[0,0.359],[0.18,0.282],[0.315,0.161],[0.286,0]],"v":[[-34.518,0.033],[-33.896,-0.335],[-33.49,-0.803],[-33.446,-0.803],[-33.446,0],[-32.555,0],[-32.555,-3.553],[-33.204,-5.181],[-34.997,-5.786],[-35.893,-5.654],[-36.646,-5.28],[-37.197,-4.708],[-36.493,-4.18],[-35.86,-4.747],[-34.997,-4.95],[-33.896,-4.576],[-33.446,-3.564],[-33.446,-3.223],[-33.803,-3.383],[-34.359,-3.525],[-35.051,-3.586],[-36.24,-3.372],[-37.098,-2.734],[-37.417,-1.694],[-37.147,-0.732],[-36.405,-0.066],[-35.305,0.176]],"c":true},"ix":2},"nm":"a","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0.235,0.191],[0,0.308],[-0.249,0.22],[-0.535,0],[-0.253,-0.073],[-0.169,-0.117],[0.161,-0.271],[0.268,-0.161],[0.323,0]],"o":[[-0.235,-0.191],[0,-0.323],[0.249,-0.22],[0.301,0],[0.253,0.073],[0,0.323],[-0.161,0.271],[-0.268,0.161],[-0.359,0]],"v":[[-36.107,-0.935],[-36.46,-1.683],[-36.086,-2.497],[-34.909,-2.827],[-34.078,-2.717],[-33.446,-2.431],[-33.688,-1.54],[-34.331,-0.891],[-35.217,-0.649]],"c":true},"ix":2},"nm":"a 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.132,0.271],[-0.235,0.172],[-0.308,0],[-0.26,-0.224],[0,-0.543],[0,0],[0,0],[0,0],[0.348,0.4],[0.689,0],[0.334,-0.198],[0.147,-0.271],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,-0.301],[0.132,-0.271],[0.235,-0.172],[0.411,0],[0.26,0.224],[0,0],[0,0],[0,0],[0,-0.66],[-0.348,-0.4],[-0.396,0],[-0.334,0.198],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-30.234,0],[-30.234,-3.157],[-30.036,-4.015],[-29.486,-4.68],[-28.672,-4.939],[-27.665,-4.604],[-27.275,-3.454],[-27.275,0],[-26.34,0],[-26.34,-3.597],[-26.862,-5.186],[-28.419,-5.786],[-29.513,-5.489],[-30.234,-4.785],[-30.277,-4.785],[-30.277,-5.61],[-31.169,-5.61],[-31.169,0]],"c":true},"ix":2},"nm":"n","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[-0.231,0.121],[-0.128,0.249],[0,0.389],[0,0],[0,0],[0,0],[0.099,-0.147],[0.235,0],[0.088,0.026],[0.059,0.029],[0,0],[-0.081,-0.015],[-0.103,0]],"o":[[0.231,-0.121],[0.128,-0.249],[0,0],[0,0],[0,0],[0,0.271],[-0.099,0.147],[-0.073,0],[-0.088,-0.026],[0,0],[0.066,0.022],[0.081,0.015],[0.315,0]],"v":[[-24.706,2.305],[-24.167,1.749],[-23.975,0.792],[-23.975,-5.61],[-24.91,-5.61],[-24.91,0.792],[-25.058,1.419],[-25.559,1.639],[-25.801,1.6],[-26.021,1.518],[-26.021,2.409],[-25.801,2.464],[-25.525,2.486]],"c":true},"ix":2},"nm":"j","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[-0.128,0.132],[0,0.183],[0.128,0.128],[0.191,0],[0.132,-0.128],[0,-0.191],[-0.132,-0.132],[-0.183,0]],"o":[[0.128,-0.132],[0,-0.191],[-0.128,-0.128],[-0.183,0],[-0.132,0.128],[0,0.183],[0.132,0.132],[0.191,0]],"v":[[-23.969,-6.842],[-23.777,-7.315],[-23.969,-7.794],[-24.448,-7.986],[-24.921,-7.794],[-25.118,-7.315],[-24.921,-6.842],[-24.448,-6.644]],"c":true},"ix":2},"nm":"j 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[-0.238,0.092],[-0.187,0.15],[-0.095,0.176],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.132,-0.271],[0.242,-0.172],[0.33,0],[0.257,0.238],[0,0.557],[0,0],[0,0],[0,0],[-0.348,-0.403],[-0.689,0]],"o":[[0.238,-0.092],[0.187,-0.15],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.293],[-0.132,0.271],[-0.242,0.172],[-0.381,0],[-0.257,-0.238],[0,0],[0,0],[0,0],[0,0.697],[0.348,0.403],[0.264,0]],"v":[[-19.712,0.038],[-19.074,-0.324],[-18.65,-0.814],[-18.607,-0.814],[-18.607,0],[-17.715,0],[-17.715,-5.61],[-18.65,-5.61],[-18.65,-2.442],[-18.849,-1.595],[-19.41,-0.93],[-20.268,-0.671],[-21.225,-1.029],[-21.609,-2.222],[-21.609,-5.61],[-22.545,-5.61],[-22.545,-2.079],[-22.022,-0.429],[-20.465,0.176]],"c":true},"ix":2},"nm":"u","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.286,-0.282],[-0.469,0],[-0.125,0.026],[-0.117,0.044],[0,0],[0.103,-0.033],[0.117,0],[0.128,0.15],[0,0.315],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0.477],[0.286,0.282],[0.147,0],[0.125,-0.026],[0,0],[-0.095,0.059],[-0.103,0.033],[-0.257,0],[-0.128,-0.15],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-15.659,-4.763],[-15.659,-1.474],[-15.23,-0.335],[-14.096,0.088],[-13.689,0.049],[-13.327,-0.055],[-13.327,-0.968],[-13.624,-0.831],[-13.954,-0.781],[-14.531,-1.007],[-14.723,-1.705],[-14.723,-4.763],[-13.348,-4.763],[-13.348,-5.61],[-14.723,-5.61],[-14.723,-7.194],[-15.659,-7.194],[-15.659,-5.61],[-16.648,-5.61],[-16.648,-4.763]],"c":true},"ix":2},"nm":"t","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-11.193,0],[-11.193,-1.727],[-10.225,-2.695],[-8.421,0],[-7.299,0],[-7.299,-0.044],[-9.576,-3.355],[-7.365,-5.566],[-7.365,-5.61],[-8.553,-5.61],[-11.193,-2.937],[-11.193,-7.876],[-12.128,-7.876],[-12.128,0]],"c":true},"ix":2},"nm":"k","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[-0.238,0.095],[-0.176,0.15],[-0.095,0.161],[0,0],[0,0],[0,0],[0,0],[0.433,0.403],[0.763,0],[0.282,-0.088],[0.22,-0.161],[0.147,-0.22],[0,0],[-0.268,0.136],[-0.308,0],[-0.301,-0.249],[0,-0.425],[0,0],[0.158,0.055],[0.213,0.04],[0.249,0],[0.359,-0.143],[0.213,-0.282],[0,-0.411],[-0.18,-0.282],[-0.315,-0.161],[-0.418,0]],"o":[[0.238,-0.095],[0.176,-0.15],[0,0],[0,0],[0,0],[0,0],[0,-0.682],[-0.433,-0.403],[-0.315,0],[-0.282,0.088],[-0.22,0.161],[0,0],[0.154,-0.242],[0.268,-0.136],[0.433,0],[0.301,0.249],[0,0],[-0.081,-0.051],[-0.158,-0.055],[-0.213,-0.04],[-0.433,0],[-0.359,0.143],[-0.213,0.282],[0,0.359],[0.18,0.282],[0.315,0.161],[0.286,0]],"v":[[-3.982,0.033],[-3.361,-0.335],[-2.954,-0.803],[-2.91,-0.803],[-2.91,0],[-2.019,0],[-2.019,-3.553],[-2.667,-5.181],[-4.461,-5.786],[-5.357,-5.654],[-6.111,-5.28],[-6.661,-4.708],[-5.956,-4.18],[-5.324,-4.747],[-4.461,-4.95],[-3.361,-4.576],[-2.91,-3.564],[-2.91,-3.223],[-3.267,-3.383],[-3.823,-3.525],[-4.516,-3.586],[-5.704,-3.372],[-6.562,-2.734],[-6.881,-1.694],[-6.611,-0.732],[-5.868,-0.066],[-4.769,0.176]],"c":true},"ix":2},"nm":"a 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[[0.235,0.191],[0,0.308],[-0.249,0.22],[-0.535,0],[-0.253,-0.073],[-0.169,-0.117],[0.161,-0.271],[0.268,-0.161],[0.323,0]],"o":[[-0.235,-0.191],[0,-0.323],[0.249,-0.22],[0.301,0],[0.253,0.073],[0,0.323],[-0.161,0.271],[-0.268,0.161],[-0.359,0]],"v":[[-5.572,-0.935],[-5.924,-1.683],[-5.549,-2.497],[-4.372,-2.827],[-3.542,-2.717],[-2.91,-2.431],[-3.152,-1.54],[-3.795,-0.891],[-4.68,-0.649]],"c":true},"ix":2},"nm":"a 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.132,0.271],[-0.235,0.172],[-0.308,0],[-0.26,-0.224],[0,-0.543],[0,0],[0,0],[0,0],[0.348,0.4],[0.689,0],[0.334,-0.198],[0.147,-0.271],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,-0.301],[0.132,-0.271],[0.235,-0.172],[0.411,0],[0.26,0.224],[0,0],[0,0],[0,0],[0,-0.66],[-0.348,-0.4],[-0.396,0],[-0.334,0.198],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[0.302,0],[0.302,-3.157],[0.501,-4.015],[1.05,-4.68],[1.865,-4.939],[2.871,-4.604],[3.262,-3.454],[3.262,0],[4.197,0],[4.197,-3.597],[3.674,-5.186],[2.117,-5.786],[1.023,-5.489],[0.302,-4.785],[0.258,-4.785],[0.258,-5.61],[-0.633,-5.61],[-0.633,0]],"c":true},"ix":2},"nm":"n 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[-0.403,0.257],[-0.235,0.447],[0,0.579],[0.235,0.447],[0.403,0.257],[0.513,0],[0.249,-0.095],[0.187,-0.154],[0.103,-0.176],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.187,-0.154],[-0.249,-0.095],[-0.301,0]],"o":[[0.403,-0.257],[0.235,-0.447],[0,-0.579],[-0.235,-0.447],[-0.403,-0.257],[-0.301,0],[-0.249,0.095],[-0.187,0.154],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.103,0.169],[0.187,0.154],[0.249,0.095],[0.513,0]],"v":[[12.512,-0.209],[13.469,-1.265],[13.822,-2.805],[13.469,-4.345],[12.512,-5.401],[11.137,-5.786],[10.312,-5.643],[9.658,-5.269],[9.223,-4.774],[9.18,-4.774],[9.223,-5.555],[9.223,-7.876],[8.288,-7.876],[8.288,0],[9.18,0],[9.18,-0.825],[9.223,-0.825],[9.658,-0.341],[10.312,0.033],[11.137,0.176]],"c":true},"ix":2},"nm":"b","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[0.282,0.172],[0.176,0.319],[0,0.44],[-0.176,0.319],[-0.282,0.172],[-0.323,0],[-0.282,-0.172],[-0.172,-0.319],[0,-0.44],[0.172,-0.323],[0.282,-0.172],[0.323,0]],"o":[[-0.282,-0.172],[-0.176,-0.319],[0,-0.44],[0.176,-0.319],[0.282,-0.172],[0.323,0],[0.282,0.172],[0.172,0.319],[0,0.433],[-0.172,0.323],[-0.282,0.172],[-0.323,0]],"v":[[10.131,-0.93],[9.443,-1.667],[9.18,-2.805],[9.443,-3.943],[10.131,-4.68],[11.038,-4.939],[11.946,-4.68],[12.628,-3.943],[12.887,-2.805],[12.628,-1.672],[11.946,-0.93],[11.038,-0.671]],"c":true},"ix":2},"nm":"b 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"ks":{"a":0,"k":{"i":[[-0.411,0.279],[-0.22,0.425],[0,0],[0.268,-0.194],[0.411,0],[0.29,0.154],[0.183,0.315],[0.022,0.403],[0,0],[-0.004,0.051],[0,0.051],[0.216,0.433],[0.4,0.246],[0.557,0],[0.407,-0.275],[0.224,-0.455],[0,-0.535],[-0.238,-0.447],[-0.422,-0.257],[-0.543,0]],"o":[[0.411,-0.279],[0,0],[-0.161,0.286],[-0.268,0.194],[-0.315,0],[-0.29,-0.154],[-0.161,-0.279],[0,0],[0.007,-0.037],[0.004,-0.051],[0,-0.557],[-0.216,-0.433],[-0.4,-0.246],[-0.55,0],[-0.407,0.275],[-0.224,0.455],[0,0.572],[0.238,0.447],[0.422,0.257],[0.616,0]],"v":[[19.036,-0.242],[19.982,-1.298],[19.189,-1.683],[18.546,-0.962],[17.529,-0.671],[16.621,-0.902],[15.911,-1.606],[15.637,-2.629],[20.081,-2.629],[20.097,-2.761],[20.103,-2.915],[19.778,-4.4],[18.854,-5.417],[17.419,-5.786],[15.983,-5.374],[15.037,-4.279],[14.702,-2.794],[15.059,-1.265],[16.049,-0.209],[17.495,0.176]],"c":true},"ix":2},"nm":"e","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[-0.073,0.154],[-0.268,0.187],[-0.367,0],[-0.209,-0.099],[-0.136,-0.158],[-0.062,-0.18],[-0.007,-0.154],[0,0]],"o":[[0.139,-0.323],[0.268,-0.187],[0.308,0],[0.209,0.099],[0.136,0.158],[0.062,0.18],[0,0],[0.037,-0.176]],"v":[[15.857,-3.894],[16.467,-4.658],[17.419,-4.939],[18.194,-4.79],[18.711,-4.406],[19.008,-3.9],[19.113,-3.399],[15.691,-3.399]],"c":true},"ix":2},"nm":"e 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[22.215,0],[22.215,-7.876],[21.279,-7.876],[21.279,0]],"c":true},"ix":2},"nm":"l","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"ks":{"a":0,"k":{"i":[[-0.238,0.095],[-0.176,0.15],[-0.095,0.161],[0,0],[0,0],[0,0],[0,0],[0.433,0.403],[0.763,0],[0.282,-0.088],[0.22,-0.161],[0.147,-0.22],[0,0],[-0.268,0.136],[-0.308,0],[-0.301,-0.249],[0,-0.425],[0,0],[0.158,0.055],[0.213,0.04],[0.249,0],[0.359,-0.143],[0.213,-0.282],[0,-0.411],[-0.18,-0.282],[-0.315,-0.161],[-0.418,0]],"o":[[0.238,-0.095],[0.176,-0.15],[0,0],[0,0],[0,0],[0,0],[0,-0.682],[-0.433,-0.403],[-0.315,0],[-0.282,0.088],[-0.22,0.161],[0,0],[0.154,-0.242],[0.268,-0.136],[0.433,0],[0.301,0.249],[0,0],[-0.081,-0.051],[-0.158,-0.055],[-0.213,-0.04],[-0.433,0],[-0.359,0.143],[-0.213,0.282],[0,0.359],[0.18,0.282],[0.315,0.161],[0.286,0]],"v":[[26.29,0.033],[26.911,-0.335],[27.318,-0.803],[27.363,-0.803],[27.363,0],[28.253,0],[28.253,-3.553],[27.604,-5.181],[25.811,-5.786],[24.915,-5.654],[24.161,-5.28],[23.611,-4.708],[24.315,-4.18],[24.948,-4.747],[25.811,-4.95],[26.911,-4.576],[27.363,-3.564],[27.363,-3.223],[27.005,-3.383],[26.449,-3.525],[25.757,-3.586],[24.568,-3.372],[23.71,-2.734],[23.391,-1.694],[23.661,-0.732],[24.404,-0.066],[25.503,0.176]],"c":true},"ix":2},"nm":"a 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"ks":{"a":0,"k":{"i":[[0.235,0.191],[0,0.308],[-0.249,0.22],[-0.535,0],[-0.253,-0.073],[-0.169,-0.117],[0.161,-0.271],[0.268,-0.161],[0.323,0]],"o":[[-0.235,-0.191],[0,-0.323],[0.249,-0.22],[0.301,0],[0.253,0.073],[0,0.323],[-0.161,0.271],[-0.268,0.161],[-0.359,0]],"v":[[24.701,-0.935],[24.348,-1.683],[24.723,-2.497],[25.899,-2.827],[26.73,-2.717],[27.363,-2.431],[27.12,-1.54],[26.477,-0.891],[25.591,-0.649]],"c":true},"ix":2},"nm":"a 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":19,"ty":"sh","ix":20,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.132,0.271],[-0.235,0.172],[-0.308,0],[-0.26,-0.224],[0,-0.543],[0,0],[0,0],[0,0],[0.348,0.4],[0.689,0],[0.334,-0.198],[0.147,-0.271],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,-0.301],[0.132,-0.271],[0.235,-0.172],[0.411,0],[0.26,0.224],[0,0],[0,0],[0,0],[0,-0.66],[-0.348,-0.4],[-0.396,0],[-0.334,0.198],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[30.575,0],[30.575,-3.157],[30.773,-4.015],[31.322,-4.68],[32.137,-4.939],[33.143,-4.604],[33.534,-3.454],[33.534,0],[34.469,0],[34.469,-3.597],[33.946,-5.186],[32.389,-5.786],[31.295,-5.489],[30.575,-4.785],[30.531,-4.785],[30.531,-5.61],[29.639,-5.61],[29.639,0]],"c":true},"ix":2},"nm":"n 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":20,"ty":"sh","ix":21,"ks":{"a":0,"k":{"i":[[-0.231,0.121],[-0.128,0.249],[0,0.389],[0,0],[0,0],[0,0],[0.099,-0.147],[0.235,0],[0.088,0.026],[0.059,0.029],[0,0],[-0.081,-0.015],[-0.103,0]],"o":[[0.231,-0.121],[0.128,-0.249],[0,0],[0,0],[0,0],[0,0.271],[-0.099,0.147],[-0.073,0],[-0.088,-0.026],[0,0],[0.066,0.022],[0.081,0.015],[0.315,0]],"v":[[36.102,2.305],[36.641,1.749],[36.834,0.792],[36.834,-5.61],[35.898,-5.61],[35.898,0.792],[35.75,1.419],[35.25,1.639],[35.008,1.6],[34.788,1.518],[34.788,2.409],[35.008,2.464],[35.283,2.486]],"c":true},"ix":2},"nm":"j 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":21,"ty":"sh","ix":22,"ks":{"a":0,"k":{"i":[[-0.128,0.132],[0,0.183],[0.128,0.128],[0.191,0],[0.132,-0.128],[0,-0.191],[-0.132,-0.132],[-0.183,0]],"o":[[0.128,-0.132],[0,-0.191],[-0.128,-0.128],[-0.183,0],[-0.132,0.128],[0,0.183],[0.132,0.132],[0.191,0]],"v":[[36.839,-6.842],[37.032,-7.315],[36.839,-7.794],[36.361,-7.986],[35.888,-7.794],[35.689,-7.315],[35.888,-6.842],[36.361,-6.644]],"c":true},"ix":2},"nm":"j 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":22,"ty":"sh","ix":23,"ks":{"a":0,"k":{"i":[[-0.238,0.095],[-0.176,0.15],[-0.095,0.161],[0,0],[0,0],[0,0],[0,0],[0.433,0.403],[0.763,0],[0.282,-0.088],[0.22,-0.161],[0.147,-0.22],[0,0],[-0.268,0.136],[-0.308,0],[-0.301,-0.249],[0,-0.425],[0,0],[0.158,0.055],[0.213,0.04],[0.249,0],[0.359,-0.143],[0.213,-0.282],[0,-0.411],[-0.18,-0.282],[-0.315,-0.161],[-0.418,0]],"o":[[0.238,-0.095],[0.176,-0.15],[0,0],[0,0],[0,0],[0,0],[0,-0.682],[-0.433,-0.403],[-0.315,0],[-0.282,0.088],[-0.22,0.161],[0,0],[0.154,-0.242],[0.268,-0.136],[0.433,0],[0.301,0.249],[0,0],[-0.081,-0.051],[-0.158,-0.055],[-0.213,-0.04],[-0.433,0],[-0.359,0.143],[-0.213,0.282],[0,0.359],[0.18,0.282],[0.315,0.161],[0.286,0]],"v":[[40.909,0.033],[41.531,-0.335],[41.938,-0.803],[41.982,-0.803],[41.982,0],[42.872,0],[42.872,-3.553],[42.223,-5.181],[40.43,-5.786],[39.534,-5.654],[38.781,-5.28],[38.23,-4.708],[38.935,-4.18],[39.567,-4.747],[40.43,-4.95],[41.531,-4.576],[41.982,-3.564],[41.982,-3.223],[41.624,-3.383],[41.068,-3.525],[40.376,-3.586],[39.188,-3.372],[38.329,-2.734],[38.01,-1.694],[38.28,-0.732],[39.023,-0.066],[40.122,0.176]],"c":true},"ix":2},"nm":"a 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":23,"ty":"sh","ix":24,"ks":{"a":0,"k":{"i":[[0.235,0.191],[0,0.308],[-0.249,0.22],[-0.535,0],[-0.253,-0.073],[-0.169,-0.117],[0.161,-0.271],[0.268,-0.161],[0.323,0]],"o":[[-0.235,-0.191],[0,-0.323],[0.249,-0.22],[0.301,0],[0.253,0.073],[0,0.323],[-0.161,0.271],[-0.268,0.161],[-0.359,0]],"v":[[39.32,-0.935],[38.967,-1.683],[39.342,-2.497],[40.519,-2.827],[41.349,-2.717],[41.982,-2.431],[41.74,-1.54],[41.096,-0.891],[40.21,-0.649]],"c":true},"ix":2},"nm":"a 8","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.125490009083,0.129410014433,0.141180016013,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"L","np":25,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":8,"op":61,"st":8,"bm":0},{"ddd":0,"ind":4,"ty":4,"nm":"Pesanan Anda berhasil dibuat Outlines","parent":5,"sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":0,"s":[0]},{"t":10,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[0,245.692,0],"ix":2,"l":2},"a":{"a":0,"k":[0.028,-3.008,0],"ix":1,"l":2},"s":{"a":0,"k":[285.714,285.714,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[-0.475,0.41],[0,0.759],[0.485,0.437],[0.856,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0.884,0],[0.474,-0.41],[0,-0.72],[-0.485,-0.437],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-70.471,-3.062],[-68.433,-3.677],[-67.721,-5.43],[-68.449,-7.165],[-70.461,-7.82],[-73.345,-7.82],[-73.345,0],[-72.314,0],[-72.314,-3.062]],"c":true},"ix":2},"nm":"P","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.294,-0.28],[0,-0.466],[0.294,-0.26],[0.551,0],[0,0]],"o":[[0,0],[0.512,0.011],[0.294,0.28],[0,0.491],[-0.294,0.26],[0,0],[0,0]],"v":[[-72.314,-6.977],[-70.402,-6.977],[-69.193,-6.541],[-68.753,-5.422],[-69.193,-4.295],[-70.461,-3.905],[-72.314,-3.905]],"c":true},"ix":2},"nm":"P","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[-0.487,0.748],[0,0],[0.243,-0.143],[0.351,0],[0.32,0.353],[0.014,0.573],[0,0],[0,0],[0.419,0.498],[0.755,0],[0.396,-0.256],[0.22,-0.453],[0,-0.576],[0,0],[-0.494,-0.517],[-0.788,0]],"o":[[0,0],[-0.183,0.236],[-0.244,0.143],[-0.494,0],[-0.321,-0.353],[0,0],[0,0],[0,-0.927],[-0.419,-0.498],[-0.462,0],[-0.396,0.256],[-0.22,0.453],[0,0],[0,0.867],[0.494,0.517],[0.974,0]],"v":[[-61.918,-1.015],[-62.525,-1.488],[-63.164,-0.918],[-64.056,-0.704],[-65.278,-1.233],[-65.78,-2.621],[-61.843,-2.621],[-61.843,-3.035],[-62.471,-5.172],[-64.233,-5.919],[-65.519,-5.535],[-66.443,-4.471],[-66.773,-2.927],[-66.773,-2.745],[-66.032,-0.669],[-64.109,0.107]],"c":true},"ix":2},"nm":"e","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[-0.244,-0.277],[-0.029,-0.505],[0,0],[0,0],[-0.272,0.292],[-0.401,0]],"o":[[0.243,0.278],[0,0],[0,0],[0.064,-0.526],[0.272,-0.292],[0.415,0]],"v":[[-63.245,-4.686],[-62.836,-3.513],[-62.836,-3.438],[-65.748,-3.438],[-65.243,-4.665],[-64.233,-5.103]],"c":true},"ix":2},"nm":"e 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[0.227,-0.152],[0.376,0],[0.249,0.195],[0.018,0.333],[0,0],[-0.202,-0.295],[-0.358,-0.165],[-0.466,0],[-0.415,0.313],[0,0.519],[0.149,0.217],[0.308,0.154],[0.496,0.111],[0.19,0.122],[0,0.24],[-0.204,0.158],[-0.362,0],[-0.231,-0.197],[0,-0.272],[0,0],[0.41,0.34],[0.659,0],[0.403,-0.329],[0,-0.476],[-0.141,-0.208],[-0.295,-0.15],[-0.503,-0.107],[-0.202,-0.149],[0,-0.269]],"o":[[-0.227,0.152],[-0.408,0],[-0.249,-0.195],[0,0],[0,0.344],[0.202,0.295],[0.358,0.165],[0.662,0],[0.415,-0.313],[0,-0.312],[-0.149,-0.217],[-0.308,-0.154],[-0.496,-0.111],[-0.19,-0.122],[0,-0.254],[0.204,-0.158],[0.351,0],[0.231,0.197],[0,0],[0,-0.53],[-0.41,-0.34],[-0.627,0],[-0.403,0.329],[0,0.287],[0.141,0.208],[0.295,0.15],[0.503,0.107],[0.202,0.149],[0,0.254]],"v":[[-57.541,-0.932],[-58.446,-0.704],[-59.431,-0.996],[-59.831,-1.789],[-60.825,-1.789],[-60.522,-0.83],[-59.681,-0.14],[-58.446,0.107],[-56.829,-0.363],[-56.206,-1.611],[-56.429,-2.404],[-57.114,-2.959],[-58.319,-3.357],[-59.348,-3.706],[-59.633,-4.249],[-59.327,-4.866],[-58.478,-5.103],[-57.605,-4.807],[-57.259,-4.104],[-56.26,-4.104],[-56.875,-5.409],[-58.478,-5.919],[-60.022,-5.425],[-60.626,-4.216],[-60.414,-3.475],[-59.759,-2.938],[-58.561,-2.551],[-57.503,-2.167],[-57.2,-1.542]],"c":true},"ix":2},"nm":"s","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[-50.172,0],[-50.172,-0.086],[-50.376,-1.359],[-50.376,-4.034],[-50.967,-5.417],[-52.54,-5.919],[-53.703,-5.683],[-54.541,-5.041],[-54.85,-4.2],[-53.851,-4.2],[-53.491,-4.85],[-52.599,-5.119],[-51.681,-4.81],[-51.369,-3.98],[-51.369,-3.523],[-52.336,-3.523],[-54.278,-3.021],[-54.968,-1.611],[-54.417,-0.379],[-53.008,0.107],[-51.353,-0.612],[-51.214,0]],"c":true},"ix":2},"nm":"a","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[0.208,0.175],[0,0.312],[-1.217,0],[0,0],[0,0],[0.279,-0.161],[0.312,0]],"o":[[-0.208,-0.175],[0,-0.713],[0,0],[0,0],[-0.125,0.258],[-0.279,0.161],[-0.326,0]],"v":[[-53.663,-1.021],[-53.974,-1.751],[-52.148,-2.82],[-51.369,-2.82],[-51.369,-1.627],[-51.976,-0.999],[-52.863,-0.757]],"c":true},"ix":2},"nm":"a 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.244,0.172],[-0.322,0],[-0.188,-0.201],[-0.004,-0.419],[0,0],[0,0],[0,0],[1.228,0],[0.444,-0.559],[0,0]],"o":[[0,0],[0,0],[0,0],[0.136,-0.279],[0.243,-0.172],[0.397,0],[0.188,0.201],[0,0],[0,0],[0,0],[-0.011,-1.386],[-0.716,0],[0,0],[0,0]],"v":[[-48.708,-5.812],[-48.708,0],[-47.714,0],[-47.714,-4.141],[-47.145,-4.818],[-46.296,-5.076],[-45.418,-4.775],[-45.131,-3.846],[-45.131,0],[-44.137,0],[-44.137,-3.84],[-45.996,-5.919],[-47.736,-5.081],[-47.768,-5.812]],"c":true},"ix":2},"nm":"n","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[-37.899,0],[-37.899,-0.086],[-38.103,-1.359],[-38.103,-4.034],[-38.694,-5.417],[-40.268,-5.919],[-41.43,-5.683],[-42.268,-5.041],[-42.577,-4.2],[-41.578,-4.2],[-41.218,-4.85],[-40.327,-5.119],[-39.408,-4.81],[-39.097,-3.98],[-39.097,-3.523],[-40.063,-3.523],[-42.005,-3.021],[-42.695,-1.611],[-42.145,-0.379],[-40.735,0.107],[-39.081,-0.612],[-38.941,0]],"c":true},"ix":2},"nm":"a 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[0.208,0.175],[0,0.312],[-1.217,0],[0,0],[0,0],[0.279,-0.161],[0.312,0]],"o":[[-0.208,-0.175],[0,-0.713],[0,0],[0,0],[-0.125,0.258],[-0.279,0.161],[-0.326,0]],"v":[[-41.39,-1.021],[-41.702,-1.751],[-39.875,-2.82],[-39.097,-2.82],[-39.097,-1.627],[-39.704,-0.999],[-40.59,-0.757]],"c":true},"ix":2},"nm":"a 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.244,0.172],[-0.322,0],[-0.188,-0.201],[-0.004,-0.419],[0,0],[0,0],[0,0],[1.228,0],[0.444,-0.559],[0,0]],"o":[[0,0],[0,0],[0,0],[0.136,-0.279],[0.243,-0.172],[0.397,0],[0.188,0.201],[0,0],[0,0],[0,0],[-0.011,-1.386],[-0.716,0],[0,0],[0,0]],"v":[[-36.435,-5.812],[-36.435,0],[-35.442,0],[-35.442,-4.141],[-34.872,-4.818],[-34.024,-5.076],[-33.146,-4.775],[-32.858,-3.846],[-32.858,0],[-31.865,0],[-31.865,-3.84],[-33.723,-5.919],[-35.463,-5.081],[-35.495,-5.812]],"c":true},"ix":2},"nm":"n 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-22.202,0],[-21.144,0],[-24.136,-7.82],[-25.038,-7.82],[-28.024,0],[-26.961,0],[-26.225,-2.046],[-22.949,-2.046]],"c":true},"ix":2},"nm":"A","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0]],"v":[[-24.587,-6.547],[-23.255,-2.89],[-25.914,-2.89]],"c":true},"ix":2},"nm":"A 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.244,0.172],[-0.322,0],[-0.188,-0.201],[-0.004,-0.419],[0,0],[0,0],[0,0],[1.228,0],[0.444,-0.559],[0,0]],"o":[[0,0],[0,0],[0,0],[0.136,-0.279],[0.243,-0.172],[0.397,0],[0.188,0.201],[0,0],[0,0],[0,0],[-0.011,-1.386],[-0.716,0],[0,0],[0,0]],"v":[[-20.137,-5.812],[-20.137,0],[-19.143,0],[-19.143,-4.141],[-18.574,-4.818],[-17.725,-5.076],[-16.847,-4.775],[-16.56,-3.846],[-16.56,0],[-15.566,0],[-15.566,-3.84],[-17.425,-5.919],[-19.165,-5.081],[-19.197,-5.812]],"c":true},"ix":2},"nm":"n 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"ks":{"a":0,"k":{"i":[[0,0],[-0.424,-0.551],[-0.673,0],[-0.397,0.487],[0,0],[0,0],[0,0],[0,0],[0,0],[0.68,0],[0.422,-0.542],[0,-0.892]],"o":[[0,0.888],[0.424,0.551],[0.709,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.397,-0.465],[-0.684,0],[-0.423,0.542],[0,0]],"v":[[-14.199,-2.879],[-13.563,-0.72],[-11.917,0.107],[-10.257,-0.623],[-10.209,0],[-9.296,0],[-9.296,-8.25],[-10.289,-8.25],[-10.289,-5.221],[-11.906,-5.919],[-13.566,-5.105],[-14.199,-2.954]],"c":true},"ix":2},"nm":"d","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[-0.272,0.376],[-0.487,0],[-0.297,-0.548],[0,0],[0.63,0],[0.272,0.372],[0,0.659]],"o":[[0.272,-0.376],[0.616,0],[0,0],[-0.29,0.566],[-0.48,0],[-0.272,-0.372],[0,-0.738]],"v":[[-12.798,-4.512],[-11.659,-5.076],[-10.289,-4.254],[-10.289,-1.584],[-11.67,-0.736],[-12.798,-1.294],[-13.206,-2.841]],"c":true},"ix":2},"nm":"d 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[-3.014,0],[-3.014,-0.086],[-3.218,-1.359],[-3.218,-4.034],[-3.809,-5.417],[-5.383,-5.919],[-6.546,-5.683],[-7.384,-5.041],[-7.692,-4.2],[-6.693,-4.2],[-6.334,-4.85],[-5.442,-5.119],[-4.524,-4.81],[-4.212,-3.98],[-4.212,-3.523],[-5.179,-3.523],[-7.12,-3.021],[-7.811,-1.611],[-7.26,-0.379],[-5.85,0.107],[-4.196,-0.612],[-4.056,0]],"c":true},"ix":2},"nm":"a 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"ks":{"a":0,"k":{"i":[[0.208,0.175],[0,0.312],[-1.217,0],[0,0],[0,0],[0.279,-0.161],[0.312,0]],"o":[[-0.208,-0.175],[0,-0.713],[0,0],[0,0],[-0.125,0.258],[-0.279,0.161],[-0.326,0]],"v":[[-6.505,-1.021],[-6.817,-1.751],[-4.991,-2.82],[-4.212,-2.82],[-4.212,-1.627],[-4.819,-0.999],[-5.705,-0.757]],"c":true},"ix":2},"nm":"a 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"ks":{"a":0,"k":{"i":[[0,0],[0.403,0.534],[0.705,0],[0.401,-0.498],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.734,0],[-0.408,0.539],[0,0.888]],"o":[[0,-0.927],[-0.403,-0.534],[-0.705,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.401,0.519],[0.688,0],[0.408,-0.539],[0,0]],"v":[[6.202,-2.927],[5.598,-5.119],[3.936,-5.919],[2.276,-5.172],[2.276,-8.25],[1.282,-8.25],[1.282,0],[2.195,0],[2.244,-0.671],[3.946,0.107],[5.59,-0.701],[6.202,-2.841]],"c":true},"ix":2},"nm":"b","mn":"ADBE Vector Shape - Group","hd":false},{"ind":19,"ty":"sh","ix":20,"ks":{"a":0,"k":{"i":[[0.265,-0.369],[0.476,0],[0.304,0.609],[0,0],[-0.655,0],[-0.261,-0.369],[0,-0.677]],"o":[[-0.265,0.369],[-0.645,0],[0,0],[0.286,-0.609],[0.491,0],[0.261,0.369],[0,0.741]],"v":[[4.811,-1.289],[3.699,-0.736],[2.276,-1.649],[2.276,-4.163],[3.689,-5.076],[4.817,-4.522],[5.209,-2.954]],"c":true},"ix":2},"nm":"b 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":20,"ty":"sh","ix":21,"ks":{"a":0,"k":{"i":[[-0.487,0.748],[0,0],[0.243,-0.143],[0.351,0],[0.32,0.353],[0.014,0.573],[0,0],[0,0],[0.419,0.498],[0.755,0],[0.396,-0.256],[0.22,-0.453],[0,-0.576],[0,0],[-0.494,-0.517],[-0.788,0]],"o":[[0,0],[-0.183,0.236],[-0.244,0.143],[-0.494,0],[-0.321,-0.353],[0,0],[0,0],[0,-0.927],[-0.419,-0.498],[-0.462,0],[-0.396,0.256],[-0.22,0.453],[0,0],[0,0.867],[0.494,0.517],[0.974,0]],"v":[[12.167,-1.015],[11.56,-1.488],[10.921,-0.918],[10.029,-0.704],[8.807,-1.233],[8.305,-2.621],[12.242,-2.621],[12.242,-3.035],[11.614,-5.172],[9.852,-5.919],[8.566,-5.535],[7.642,-4.471],[7.311,-2.927],[7.311,-2.745],[8.053,-0.669],[9.975,0.107]],"c":true},"ix":2},"nm":"e 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":21,"ty":"sh","ix":22,"ks":{"a":0,"k":{"i":[[-0.244,-0.277],[-0.029,-0.505],[0,0],[0,0],[-0.272,0.292],[-0.401,0]],"o":[[0.243,0.278],[0,0],[0,0],[0.064,-0.526],[0.272,-0.292],[0.415,0]],"v":[[10.84,-4.686],[11.248,-3.513],[11.248,-3.438],[8.337,-3.438],[8.842,-4.665],[9.852,-5.103]],"c":true},"ix":2},"nm":"e 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":22,"ty":"sh","ix":23,"ks":{"a":0,"k":{"i":[[0,0],[0.193,0],[0.326,-0.519],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.652,0],[-0.15,-0.025]],"o":[[-0.1,-0.05],[-0.598,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.233,-0.555],[0.175,0],[0,0]],"v":[[16.311,-5.844],[15.87,-5.919],[14.484,-5.14],[14.468,-5.812],[13.501,-5.812],[13.501,0],[14.495,0],[14.495,-4.125],[15.822,-4.958],[16.311,-4.92]],"c":true},"ix":2},"nm":"r","mn":"ADBE Vector Shape - Group","hd":false},{"ind":23,"ty":"sh","ix":24,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[-0.244,0.172],[-0.322,0],[-0.188,-0.201],[-0.004,-0.419],[0,0],[0,0],[0,0],[1.228,0],[0.44,-0.541]],"o":[[0,0],[0,0],[0,0],[0,0],[0.136,-0.279],[0.243,-0.172],[0.397,0],[0.188,0.201],[0,0],[0,0],[0,0],[-0.011,-1.386],[-0.705,0],[0,0]],"v":[[18.327,-8.25],[17.334,-8.25],[17.334,0],[18.327,0],[18.327,-4.141],[18.897,-4.818],[19.745,-5.076],[20.623,-4.775],[20.911,-3.846],[20.911,0],[21.904,0],[21.904,-3.84],[20.046,-5.919],[18.327,-5.108]],"c":true},"ix":2},"nm":"h","mn":"ADBE Vector Shape - Group","hd":false},{"ind":24,"ty":"sh","ix":25,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[28.132,0],[28.132,-0.086],[27.928,-1.359],[27.928,-4.034],[27.337,-5.417],[25.763,-5.919],[24.601,-5.683],[23.763,-5.041],[23.454,-4.2],[24.453,-4.2],[24.813,-4.85],[25.704,-5.119],[26.623,-4.81],[26.934,-3.98],[26.934,-3.523],[25.968,-3.523],[24.026,-3.021],[23.336,-1.611],[23.886,-0.379],[25.296,0.107],[26.95,-0.612],[27.09,0]],"c":true},"ix":2},"nm":"a 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":25,"ty":"sh","ix":26,"ks":{"a":0,"k":{"i":[[0.208,0.175],[0,0.312],[-1.217,0],[0,0],[0,0],[0.279,-0.161],[0.312,0]],"o":[[-0.208,-0.175],[0,-0.713],[0,0],[0,0],[-0.125,0.258],[-0.279,0.161],[-0.326,0]],"v":[[24.641,-1.021],[24.329,-1.751],[26.156,-2.82],[26.934,-2.82],[26.934,-1.627],[26.327,-0.999],[25.441,-0.757]],"c":true},"ix":2},"nm":"a 8","mn":"ADBE Vector Shape - Group","hd":false},{"ind":26,"ty":"sh","ix":27,"ks":{"a":0,"k":{"i":[[0.227,-0.152],[0.376,0],[0.249,0.195],[0.018,0.333],[0,0],[-0.202,-0.295],[-0.358,-0.165],[-0.466,0],[-0.415,0.313],[0,0.519],[0.149,0.217],[0.308,0.154],[0.496,0.111],[0.19,0.122],[0,0.24],[-0.204,0.158],[-0.362,0],[-0.231,-0.197],[0,-0.272],[0,0],[0.41,0.34],[0.659,0],[0.403,-0.329],[0,-0.476],[-0.141,-0.208],[-0.295,-0.15],[-0.503,-0.107],[-0.202,-0.149],[0,-0.269]],"o":[[-0.227,0.152],[-0.408,0],[-0.249,-0.195],[0,0],[0,0.344],[0.202,0.295],[0.358,0.165],[0.662,0],[0.415,-0.313],[0,-0.312],[-0.149,-0.217],[-0.308,-0.154],[-0.496,-0.111],[-0.19,-0.122],[0,-0.254],[0.204,-0.158],[0.351,0],[0.231,0.197],[0,0],[0,-0.53],[-0.41,-0.34],[-0.627,0],[-0.403,0.329],[0,0.287],[0.141,0.208],[0.295,0.15],[0.503,0.107],[0.202,0.149],[0,0.254]],"v":[[32.638,-0.932],[31.733,-0.704],[30.748,-0.996],[30.348,-1.789],[29.354,-1.789],[29.657,-0.83],[30.498,-0.14],[31.733,0.107],[33.35,-0.363],[33.973,-1.611],[33.75,-2.404],[33.065,-2.959],[31.86,-3.357],[30.831,-3.706],[30.546,-4.249],[30.852,-4.866],[31.701,-5.103],[32.574,-4.807],[32.92,-4.104],[33.919,-4.104],[33.304,-5.409],[31.701,-5.919],[30.157,-5.425],[29.553,-4.216],[29.765,-3.475],[30.42,-2.938],[31.618,-2.551],[32.676,-2.167],[32.979,-1.542]],"c":true},"ix":2},"nm":"s 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":27,"ty":"sh","ix":28,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[36.457,-5.812],[35.463,-5.812],[35.463,0],[36.457,0]],"c":true},"ix":2},"nm":"i","mn":"ADBE Vector Shape - Group","hd":false},{"ind":28,"ty":"sh","ix":29,"ks":{"a":0,"k":{"i":[[-0.099,-0.107],[-0.193,0],[-0.1,0.107],[0,0.161],[0.1,0.111],[0.193,0],[0.098,-0.111],[0,-0.161]],"o":[[0.098,0.107],[0.193,0],[0.1,-0.107],[0,-0.161],[-0.1,-0.111],[-0.193,0],[-0.099,0.111],[0,0.161]],"v":[[35.531,-6.95],[35.968,-6.789],[36.409,-6.95],[36.559,-7.353],[36.409,-7.761],[35.968,-7.928],[35.531,-7.761],[35.383,-7.353]],"c":true},"ix":2},"nm":"i 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":29,"ty":"sh","ix":30,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[39.236,-8.25],[38.243,-8.25],[38.243,0],[39.236,0]],"c":true},"ix":2},"nm":"l","mn":"ADBE Vector Shape - Group","hd":false},{"ind":30,"ty":"sh","ix":31,"ks":{"a":0,"k":{"i":[[0,0],[-0.424,-0.551],[-0.673,0],[-0.397,0.487],[0,0],[0,0],[0,0],[0,0],[0,0],[0.68,0],[0.422,-0.542],[0,-0.892]],"o":[[0,0.888],[0.424,0.551],[0.709,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.397,-0.465],[-0.684,0],[-0.423,0.542],[0,0]],"v":[[43.528,-2.879],[44.164,-0.72],[45.81,0.107],[47.47,-0.623],[47.518,0],[48.432,0],[48.432,-8.25],[47.438,-8.25],[47.438,-5.221],[45.821,-5.919],[44.162,-5.105],[43.528,-2.954]],"c":true},"ix":2},"nm":"d 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":31,"ty":"sh","ix":32,"ks":{"a":0,"k":{"i":[[-0.272,0.376],[-0.487,0],[-0.297,-0.548],[0,0],[0.63,0],[0.272,0.372],[0,0.659]],"o":[[0.272,-0.376],[0.616,0],[0,0],[-0.29,0.566],[-0.48,0],[-0.272,-0.372],[0,-0.738]],"v":[[44.93,-4.512],[46.068,-5.076],[47.438,-4.254],[47.438,-1.584],[46.058,-0.736],[44.93,-1.294],[44.521,-2.841]],"c":true},"ix":2},"nm":"d 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":32,"ty":"sh","ix":33,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[51.163,-5.812],[50.169,-5.812],[50.169,0],[51.163,0]],"c":true},"ix":2},"nm":"i 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":33,"ty":"sh","ix":34,"ks":{"a":0,"k":{"i":[[-0.099,-0.107],[-0.193,0],[-0.1,0.107],[0,0.161],[0.1,0.111],[0.193,0],[0.098,-0.111],[0,-0.161]],"o":[[0.098,0.107],[0.193,0],[0.1,-0.107],[0,-0.161],[-0.1,-0.111],[-0.193,0],[-0.099,0.111],[0,0.161]],"v":[[50.236,-6.95],[50.674,-6.789],[51.114,-6.95],[51.265,-7.353],[51.114,-7.761],[50.674,-7.928],[50.236,-7.761],[50.088,-7.353]],"c":true},"ix":2},"nm":"i 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":34,"ty":"sh","ix":35,"ks":{"a":0,"k":{"i":[[0,0],[0.403,0.534],[0.705,0],[0.401,-0.498],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.734,0],[-0.408,0.539],[0,0.888]],"o":[[0,-0.927],[-0.403,-0.534],[-0.705,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.401,0.519],[0.688,0],[0.408,-0.539],[0,0]],"v":[[57.782,-2.927],[57.178,-5.119],[55.516,-5.919],[53.856,-5.172],[53.856,-8.25],[52.863,-8.25],[52.863,0],[53.776,0],[53.824,-0.671],[55.527,0.107],[57.17,-0.701],[57.782,-2.841]],"c":true},"ix":2},"nm":"b 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":35,"ty":"sh","ix":36,"ks":{"a":0,"k":{"i":[[0.265,-0.369],[0.476,0],[0.304,0.609],[0,0],[-0.655,0],[-0.261,-0.369],[0,-0.677]],"o":[[-0.265,0.369],[-0.645,0],[0,0],[0.286,-0.609],[0.491,0],[0.261,0.369],[0,0.741]],"v":[[56.391,-1.289],[55.28,-0.736],[53.856,-1.649],[53.856,-4.163],[55.269,-5.076],[56.397,-4.522],[56.789,-2.954]],"c":true},"ix":2},"nm":"b 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":36,"ty":"sh","ix":37,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0.759,0],[0,0.881],[0,0],[0,0],[0,0],[-0.324,-0.36],[-0.62,0],[-0.387,0.455]],"o":[[0,0],[0,0],[0,0],[0,0],[-0.251,0.566],[-0.716,0],[0,0],[0,0],[0,0],[0.004,0.705],[0.324,0.36],[0.748,0],[0,0]],"v":[[62.753,0],[63.699,0],[63.699,-5.812],[62.705,-5.812],[62.705,-1.584],[61.19,-0.736],[60.116,-2.057],[60.116,-5.812],[59.122,-5.812],[59.122,-2.03],[59.614,-0.432],[61.029,0.107],[62.732,-0.575]],"c":true},"ix":2},"nm":"u","mn":"ADBE Vector Shape - Group","hd":false},{"ind":37,"ty":"sh","ix":38,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[69.948,0],[69.948,-0.086],[69.744,-1.359],[69.744,-4.034],[69.153,-5.417],[67.579,-5.919],[66.416,-5.683],[65.578,-5.041],[65.27,-4.2],[66.269,-4.2],[66.628,-4.85],[67.52,-5.119],[68.438,-4.81],[68.75,-3.98],[68.75,-3.523],[67.783,-3.523],[65.842,-3.021],[65.151,-1.611],[65.702,-0.379],[67.112,0.107],[68.766,-0.612],[68.906,0]],"c":true},"ix":2},"nm":"a 9","mn":"ADBE Vector Shape - Group","hd":false},{"ind":38,"ty":"sh","ix":39,"ks":{"a":0,"k":{"i":[[0.208,0.175],[0,0.312],[-1.217,0],[0,0],[0,0],[0.279,-0.161],[0.312,0]],"o":[[-0.208,-0.175],[0,-0.713],[0,0],[0,0],[-0.125,0.258],[-0.279,0.161],[-0.326,0]],"v":[[66.457,-1.021],[66.145,-1.751],[67.971,-2.82],[68.75,-2.82],[68.75,-1.627],[68.143,-0.999],[67.257,-0.757]],"c":true},"ix":2},"nm":"a 10","mn":"ADBE Vector Shape - Group","hd":false},{"ind":39,"ty":"sh","ix":40,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.226,-0.269],[-0.444,0],[-0.261,0.071],[0,0],[0.115,0],[0.097,0.116],[0,0.233],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.494],[0.226,0.269],[0.247,0],[0,0],[-0.201,0.043],[-0.233,0],[-0.097,-0.116],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[71.766,-7.219],[71.766,-5.812],[70.708,-5.812],[70.708,-5.043],[71.766,-5.043],[71.766,-1.439],[72.104,-0.295],[73.109,0.107],[73.871,0.001],[73.871,-0.8],[73.399,-0.736],[72.904,-0.911],[72.759,-1.435],[72.759,-5.043],[73.844,-5.043],[73.844,-5.812],[72.759,-5.812],[72.759,-7.219]],"c":true},"ix":2},"nm":"t","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.125490009083,0.129410014433,0.141180016013,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"P","np":41,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":61,"st":0,"bm":0},{"ddd":0,"ind":5,"ty":3,"nm":"Null 3","sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[320,349,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[35,35,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":61,"st":0,"bm":0},{"ddd":0,"ind":6,"ty":4,"nm":"Button base stroke","parent":7,"sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":8,"s":[0]},{"t":18,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[0,0,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[155.321,155.321,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[223,34.5],"ix":2},"p":{"a":0,"k":[0,0],"ix":3},"r":{"a":0,"k":3,"ix":4},"nm":"Rectangle Path 2","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"AutoFill-new-6","np":1,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.854901969433,0.86274510622,0.878431379795,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":4,"bm":0,"nm":"Stroke 1","mn":"ADBE Vector Graphic - Stroke","hd":false}],"ip":8,"op":61,"st":-17,"bm":0},{"ddd":0,"ind":7,"ty":3,"nm":"Button scale","parent":5,"sr":1,"ks":{"o":{"a":0,"k":0,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[0,429,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":1,"k":[{"i":{"x":[0.265,0.265,0.667],"y":[1,1,1]},"o":{"x":[0.167,0.167,0.167],"y":[0.167,0.167,0]},"t":8,"s":[50,50,100]},{"i":{"x":[0.833,0.833,0.833],"y":[1,1,1]},"o":{"x":[0.651,0.651,0.167],"y":[0,0,0]},"t":16,"s":[68,68,100]},{"t":19,"s":[66.314,66.314,100]}],"ix":6,"l":2}},"ao":0,"ip":8,"op":61,"st":8,"bm":0},{"ddd":0,"ind":8,"ty":2,"nm":"product_02","parent":5,"refId":"image_0","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":0,"s":[0]},{"t":10,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[0,-12,0],"ix":2,"l":2},"a":{"a":0,"k":[156,156,0],"ix":1,"l":2},"s":{"a":1,"k":[{"i":{"x":[0.667,0.667,0.667],"y":[1,1,1]},"o":{"x":[0.167,0.167,0.167],"y":[0.038,0.038,0]},"t":0,"s":[56.533,56.533,100]},{"t":10,"s":[100,100,100]}],"ix":6,"l":2}},"ao":0,"ip":-4,"op":61,"st":0,"bm":0},{"ddd":0,"ind":9,"ty":0,"nm":"Pre-Device-Browser-TopShelf-Phone-iw_IL","parent":5,"refId":"comp_0","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[0,0,0],"ix":2,"l":2},"a":{"a":0,"k":[425,633,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"w":850,"h":1266,"ip":0,"op":61,"st":-66,"bm":0},{"ddd":0,"ind":10,"ty":4,"nm":"phone v1 backing desktop","parent":5,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[0,0,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ty":"rc","d":1,"s":{"a":0,"k":[425,673],"ix":2},"p":{"a":0,"k":[0,20],"ix":3},"r":{"a":0,"k":40,"ix":4},"nm":"Rectangle Path 1","mn":"ADBE Vector Shape - Rect","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[200,200],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"phone v1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":-4,"op":61,"st":-120,"bm":0},{"ddd":0,"ind":11,"ty":2,"nm":"PayOnline_Checkout_WithAClick_Shadow.png","cl":"png","refId":"image_1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[320,286,0],"ix":2,"l":2},"a":{"a":0,"k":[320,286,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"ip":-4,"op":61,"st":0,"bm":0},{"ddd":0,"ind":12,"ty":4,"nm":"Shape Layer 1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[314,250,0],"ix":2,"l":2},"a":{"a":0,"k":[-54.488,-52.492,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,-11.046],[0,0],[11.046,0],[0,0],[0,11.046],[0,0],[-11.046,0],[0,0]],"o":[[0,0],[0,11.046],[0,0],[-11.046,0],[0,0],[0,-11.046],[0,0],[11.046,0]],"v":[[271.602,-282.194],[271.602,249.187],[251.602,269.187],[-348.377,269.187],[-368.377,249.187],[-368.377,-282.194],[-348.377,-302.194],[251.602,-302.194]],"c":true},"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.258823529412,0.521568627451,0.956862804936,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":0,"k":0,"ix":6},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"Rectangle 1","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":-4,"op":61,"st":0,"bm":0}],"markers":[]}