{"v":"5.9.0","fr":30,"ip":0,"op":59,"w":640,"h":572,"nm":"PayOnline_That’s_all_it_takes_Your_checkout_sw_all","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":1,"ty":4,"nm":"Continue shopping 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":[[-0.763,0],[-0.535,0.253],[-0.367,0.433],[0,0],[0.953,0],[0.477,0.268],[0.282,0.488],[0,0.638],[-0.282,0.488],[-0.477,0.268],[-0.572,0],[-0.356,-0.169],[-0.301,-0.359],[0,0],[0.488,0.224],[0.587,0],[0.623,-0.359],[0.356,-0.627],[0,-0.77],[-0.356,-0.627],[-0.623,-0.359]],"o":[[0.638,0],[0.535,-0.253],[0,0],[-0.667,0.785],[-0.572,0],[-0.477,-0.268],[-0.282,-0.488],[0,-0.638],[0.282,-0.488],[0.477,-0.268],[0.462,0],[0.356,0.169],[0,0],[-0.359,-0.411],[-0.488,-0.224],[-0.763,0],[-0.623,0.359],[-0.356,0.627],[0,0.77],[0.356,0.627],[0.623,0.359]],"v":[[-44.456,0.176],[-42.696,-0.204],[-41.343,-1.232],[-42.025,-1.892],[-44.456,-0.715],[-46.029,-1.117],[-47.168,-2.249],[-47.591,-3.938],[-47.168,-5.626],[-46.029,-6.76],[-44.456,-7.161],[-43.23,-6.908],[-42.245,-6.116],[-41.574,-6.765],[-42.845,-7.717],[-44.456,-8.052],[-46.535,-7.513],[-48.004,-6.033],[-48.537,-3.938],[-48.004,-1.842],[-46.535,-0.363]],"c":true},"ix":2},"nm":"C","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-0.55,0],[-0.44,0.264],[-0.246,0.455],[0,0.55],[0.246,0.455],[0.44,0.264],[0.55,0],[0.44,-0.264],[0.246,-0.455],[0,-0.55],[-0.246,-0.455],[-0.44,-0.264]],"o":[[0.55,0],[0.44,-0.264],[0.246,-0.455],[0,-0.55],[-0.246,-0.455],[-0.44,-0.264],[-0.55,0],[-0.44,0.264],[-0.246,0.455],[0,0.55],[0.246,0.455],[0.44,0.264]],"v":[[-37.548,0.176],[-36.063,-0.22],[-35.035,-1.298],[-34.666,-2.805],[-35.035,-4.312],[-36.063,-5.39],[-37.548,-5.786],[-39.033,-5.39],[-40.062,-4.312],[-40.43,-2.805],[-40.062,-1.298],[-39.033,-0.22]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0.345,0],[0.301,0.172],[0.18,0.323],[0,0.433],[-0.18,0.323],[-0.301,0.172],[-0.345,0],[-0.297,-0.172],[-0.18,-0.323],[0,-0.433],[0.18,-0.323],[0.297,-0.172]],"o":[[-0.345,0],[-0.301,-0.172],[-0.18,-0.323],[0,-0.433],[0.18,-0.323],[0.301,-0.172],[0.345,0],[0.297,0.172],[0.18,0.323],[0,0.433],[-0.18,0.323],[-0.297,0.172]],"v":[[-37.548,-0.671],[-38.516,-0.93],[-39.237,-1.672],[-39.506,-2.805],[-39.237,-3.938],[-38.516,-4.68],[-37.548,-4.939],[-36.586,-4.68],[-35.871,-3.938],[-35.601,-2.805],[-35.871,-1.672],[-36.586,-0.93]],"c":true},"ix":2},"nm":"o 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.132,0.275],[-0.238,0.169],[-0.301,0],[-0.249,-0.235],[0,-0.521],[0,0],[0,0],[0,0],[0.356,0.392],[0.675,0],[0.337,-0.194],[0.154,-0.279],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,-0.301],[0.132,-0.275],[0.238,-0.169],[0.433,0],[0.249,0.235],[0,0],[0,0],[0,0],[0,-0.675],[-0.356,-0.392],[-0.381,0],[-0.337,0.194],[0,0],[0,0],[0,0],[0,0]],"v":[[-33.412,0],[-32.477,0],[-32.477,-3.157],[-32.279,-4.021],[-31.724,-4.686],[-30.915,-4.939],[-29.892,-4.587],[-29.518,-3.454],[-29.518,0],[-28.583,0],[-28.583,-3.597],[-29.117,-5.197],[-30.662,-5.786],[-31.74,-5.495],[-32.477,-4.785],[-32.521,-4.785],[-32.521,-5.61],[-33.412,-5.61]],"c":true},"ix":2},"nm":"n","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[-0.227,0],[-0.114,0.022],[-0.11,0.051],[0,0],[0.213,0],[0.139,0.165],[0,0.315],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.073,-0.187],[-0.147,-0.142],[-0.194,-0.075]],"o":[[0.176,0],[0.114,-0.022],[0,0],[-0.198,0.125],[-0.264,0],[-0.117,-0.15],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.269],[0.073,0.187],[0.132,0.127],[0.194,0.074]],"v":[[-25.085,0.176],[-24.651,0.143],[-24.315,0.033],[-24.315,-0.88],[-24.931,-0.693],[-25.536,-0.94],[-25.712,-1.637],[-25.712,-4.763],[-24.348,-4.763],[-24.348,-5.61],[-25.712,-5.61],[-25.712,-7.194],[-26.647,-7.194],[-26.647,-5.61],[-27.626,-5.61],[-27.626,-4.763],[-26.647,-4.763],[-26.647,-1.414],[-26.537,-0.731],[-26.207,-0.238],[-25.718,0.064]],"c":true},"ix":2},"nm":"t","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[-0.183,0],[-0.128,0.132],[0,0.183],[0.132,0.128],[0.183,0],[0.132,-0.128],[0,-0.183],[-0.132,-0.132]],"o":[[0.191,0],[0.128,-0.132],[0,-0.183],[-0.132,-0.128],[-0.183,0],[-0.132,0.128],[0,0.183],[0.132,0.132]],"v":[[-22.335,-6.633],[-21.857,-6.831],[-21.664,-7.304],[-21.862,-7.771],[-22.335,-7.964],[-22.808,-7.771],[-23.006,-7.304],[-22.808,-6.831]],"c":true},"ix":2},"nm":"i","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]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-22.797,0],[-21.873,0],[-21.873,-5.61],[-22.797,-5.61]],"c":true},"ix":2},"nm":"i 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],[-0.132,0.275],[-0.238,0.169],[-0.301,0],[-0.249,-0.235],[0,-0.521],[0,0],[0,0],[0,0],[0.356,0.392],[0.675,0],[0.337,-0.194],[0.154,-0.279],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,-0.301],[0.132,-0.275],[0.238,-0.169],[0.433,0],[0.249,0.235],[0,0],[0,0],[0,0],[0,-0.675],[-0.356,-0.392],[-0.381,0],[-0.337,0.194],[0,0],[0,0],[0,0],[0,0]],"v":[[-20.124,0],[-19.189,0],[-19.189,-3.157],[-18.991,-4.021],[-18.436,-4.686],[-17.627,-4.939],[-16.604,-4.587],[-16.23,-3.454],[-16.23,0],[-15.295,0],[-15.295,-3.597],[-15.829,-5.197],[-17.374,-5.786],[-18.452,-5.495],[-19.189,-4.785],[-19.233,-4.785],[-19.233,-5.61],[-20.124,-5.61]],"c":true},"ix":2},"nm":"n 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[-0.675,0],[-0.337,0.191],[-0.154,0.279],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.136,-0.271],[0.246,-0.169],[0.315,0],[0.242,0.249],[0,0.535],[0,0],[0,0],[0,0],[-0.356,-0.396]],"o":[[0.381,0],[0.337,-0.191],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.301],[-0.136,0.271],[-0.246,0.169],[-0.411,0],[-0.242,-0.249],[0,0],[0,0],[0,0],[0,0.711],[0.356,0.396]],"v":[[-11.643,0.176],[-10.565,-0.11],[-9.828,-0.814],[-9.784,-0.814],[-9.784,0],[-8.893,0],[-8.893,-5.61],[-9.828,-5.61],[-9.828,-2.442],[-10.032,-1.584],[-10.604,-0.924],[-11.445,-0.671],[-12.424,-1.045],[-12.787,-2.222],[-12.787,-5.61],[-13.722,-5.61],[-13.722,-2.079],[-13.189,-0.418]],"c":true},"ix":2},"nm":"u","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[-0.535,0],[-0.414,0.264],[-0.242,0.455],[0,0],[0.719,0],[0.282,0.147],[0.183,0.293],[0.022,0.425],[0,0],[0,0.11],[0.216,0.433],[0.403,0.246],[0.55,0],[0.411,-0.271],[0.224,-0.455],[0,-0.543],[-0.238,-0.451],[-0.425,-0.257]],"o":[[0.587,0],[0.414,-0.264],[0,0],[-0.389,0.675],[-0.308,0],[-0.282,-0.147],[-0.183,-0.293],[0,0],[0.022,-0.081],[0,-0.557],[-0.216,-0.433],[-0.403,-0.246],[-0.543,0],[-0.411,0.271],[-0.224,0.455],[0,0.565],[0.238,0.451],[0.425,0.257]],"v":[[-4.79,0.176],[-3.289,-0.22],[-2.304,-1.298],[-3.096,-1.683],[-4.757,-0.671],[-5.643,-0.891],[-6.341,-1.551],[-6.649,-2.629],[-2.216,-2.629],[-2.183,-2.915],[-2.508,-4.4],[-3.437,-5.417],[-4.867,-5.786],[-6.297,-5.379],[-7.249,-4.29],[-7.584,-2.794],[-7.227,-1.271],[-6.231,-0.209]],"c":true},"ix":2},"nm":"e","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[[0,0],[-0.304,0.282],[-0.44,0],[-0.253,-0.161],[-0.117,-0.235],[-0.015,-0.235]],"o":[[0.095,-0.462],[0.304,-0.282],[0.381,0],[0.253,0.161],[0.117,0.235],[0,0]],"v":[[-6.594,-3.399],[-5.995,-4.516],[-4.878,-4.939],[-3.927,-4.697],[-3.371,-4.103],[-3.173,-3.399]],"c":true},"ix":2},"nm":"e 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[-0.601,0],[-0.337,0.139],[-0.198,0.26],[0,0.345],[0.279,0.275],[0.55,0.139],[0,0],[0.161,0.128],[0,0.205],[-0.231,0.143],[-0.308,0],[-0.249,-0.499],[0,0],[0.385,0.213],[0.491,0],[0.323,-0.132],[0.194,-0.246],[0,-0.323],[-0.286,-0.264],[-0.447,-0.11],[0,0],[-0.198,-0.143],[0,-0.235],[0.249,-0.143],[0.352,0],[0.275,0.183],[0.139,0.337],[0,0],[-0.403,-0.282]],"o":[[0.411,0],[0.337,-0.139],[0.198,-0.26],[0,-0.396],[-0.279,-0.275],[0,0],[-0.323,-0.081],[-0.161,-0.128],[0,-0.22],[0.231,-0.143],[0.638,0],[0,0],[-0.161,-0.381],[-0.385,-0.213],[-0.374,0],[-0.323,0.132],[-0.194,0.246],[0,0.418],[0.286,0.264],[0,0],[0.425,0.103],[0.198,0.143],[0,0.264],[-0.249,0.143],[-0.33,0],[-0.275,-0.183],[0,0],[0.169,0.44],[0.403,0.282]],"v":[[3.966,0.176],[5.088,-0.033],[5.891,-0.633],[6.188,-1.54],[5.77,-2.546],[4.527,-3.168],[3.713,-3.377],[2.987,-3.691],[2.745,-4.191],[3.091,-4.736],[3.9,-4.95],[5.231,-4.202],[6.045,-4.576],[5.225,-5.467],[3.911,-5.786],[2.866,-5.588],[2.09,-5.021],[1.799,-4.169],[2.228,-3.146],[3.328,-2.585],[4.01,-2.409],[4.945,-2.04],[5.242,-1.474],[4.868,-0.863],[3.966,-0.649],[3.058,-0.924],[2.437,-1.705],[1.601,-1.331],[2.459,-0.247]],"c":true},"ix":2},"nm":"s","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.143,0.279],[-0.246,0.176],[-0.293,0],[-0.257,-0.242],[0,-0.506],[0,0],[0,0],[0,0],[0.359,0.4],[0.682,0],[0.334,-0.191],[0.154,-0.286],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,-0.301],[0.143,-0.279],[0.246,-0.176],[0.411,0],[0.257,0.242],[0,0],[0,0],[0,0],[0,-0.66],[-0.359,-0.4],[-0.396,0],[-0.334,0.191],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[7.486,0],[8.421,0],[8.421,-3.124],[8.635,-3.993],[9.218,-4.675],[10.027,-4.939],[11.028,-4.576],[11.413,-3.454],[11.413,0],[12.348,0],[12.348,-3.597],[11.809,-5.186],[10.247,-5.786],[9.152,-5.5],[8.421,-4.785],[8.377,-4.785],[8.421,-5.555],[8.421,-7.876],[7.486,-7.876]],"c":true},"ix":2},"nm":"h","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[-0.55,0],[-0.44,0.264],[-0.246,0.455],[0,0.55],[0.246,0.455],[0.44,0.264],[0.55,0],[0.44,-0.264],[0.246,-0.455],[0,-0.55],[-0.246,-0.455],[-0.44,-0.264]],"o":[[0.55,0],[0.44,-0.264],[0.246,-0.455],[0,-0.55],[-0.246,-0.455],[-0.44,-0.264],[-0.55,0],[-0.44,0.264],[-0.246,0.455],[0,0.55],[0.246,0.455],[0.44,0.264]],"v":[[16.55,0.176],[18.035,-0.22],[19.063,-1.298],[19.432,-2.805],[19.063,-4.312],[18.035,-5.39],[16.55,-5.786],[15.065,-5.39],[14.036,-4.312],[13.668,-2.805],[14.036,-1.298],[15.065,-0.22]],"c":true},"ix":2},"nm":"o 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"ks":{"a":0,"k":{"i":[[0.345,0],[0.301,0.172],[0.18,0.323],[0,0.433],[-0.18,0.323],[-0.301,0.172],[-0.345,0],[-0.297,-0.172],[-0.18,-0.323],[0,-0.433],[0.18,-0.323],[0.297,-0.172]],"o":[[-0.345,0],[-0.301,-0.172],[-0.18,-0.323],[0,-0.433],[0.18,-0.323],[0.301,-0.172],[0.345,0],[0.297,0.172],[0.18,0.323],[0,0.433],[-0.18,0.323],[-0.297,0.172]],"v":[[16.55,-0.671],[15.582,-0.93],[14.861,-1.672],[14.592,-2.805],[14.861,-3.938],[15.582,-4.68],[16.55,-4.939],[17.512,-4.68],[18.227,-3.938],[18.497,-2.805],[18.227,-1.672],[17.512,-0.93]],"c":true},"ix":2},"nm":"o 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[-0.341,-0.194],[-0.425,0],[-0.411,0.257],[-0.235,0.451],[0,0.572],[0.235,0.455],[0.411,0.257],[0.499,0],[0.341,-0.194],[0.169,-0.286],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0.169,0.279],[0.341,0.194],[0.499,0],[0.411,-0.257],[0.235,-0.451],[0,-0.565],[-0.235,-0.455],[-0.411,-0.257],[-0.425,0],[-0.341,0.194],[0,0],[0,0],[0,0],[0,0]],"v":[[20.697,2.376],[21.632,2.376],[21.632,-0.055],[21.588,-0.825],[21.632,-0.825],[22.396,-0.115],[23.546,0.176],[24.91,-0.209],[25.878,-1.271],[26.23,-2.805],[25.878,-4.334],[24.91,-5.401],[23.546,-5.786],[22.396,-5.495],[21.632,-4.774],[21.588,-4.774],[21.588,-5.61],[20.697,-5.61]],"c":true},"ix":2},"nm":"p","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"ks":{"a":0,"k":{"i":[[0.323,0],[0.286,0.176],[0.169,0.323],[0,0.425],[-0.169,0.323],[-0.286,0.176],[-0.323,0],[-0.286,-0.176],[-0.172,-0.326],[0,-0.418],[0.172,-0.326],[0.286,-0.176]],"o":[[-0.323,0],[-0.286,-0.176],[-0.169,-0.323],[0,-0.425],[0.169,-0.323],[0.286,-0.176],[0.323,0],[0.286,0.176],[0.172,0.326],[0,0.418],[-0.172,0.326],[-0.286,0.176]],"v":[[23.436,-0.671],[22.523,-0.935],[21.841,-1.683],[21.588,-2.805],[21.841,-3.927],[22.523,-4.675],[23.436,-4.939],[24.349,-4.675],[25.036,-3.921],[25.295,-2.805],[25.036,-1.689],[24.349,-0.935]],"c":true},"ix":2},"nm":"p 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[-0.341,-0.194],[-0.425,0],[-0.411,0.257],[-0.235,0.451],[0,0.572],[0.235,0.455],[0.411,0.257],[0.499,0],[0.341,-0.194],[0.169,-0.286],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0.169,0.279],[0.341,0.194],[0.499,0],[0.411,-0.257],[0.235,-0.451],[0,-0.565],[-0.235,-0.455],[-0.411,-0.257],[-0.425,0],[-0.341,0.194],[0,0],[0,0],[0,0],[0,0]],"v":[[27.44,2.376],[28.375,2.376],[28.375,-0.055],[28.331,-0.825],[28.375,-0.825],[29.139,-0.115],[30.289,0.176],[31.653,-0.209],[32.621,-1.271],[32.973,-2.805],[32.621,-4.334],[31.653,-5.401],[30.289,-5.786],[29.139,-5.495],[28.375,-4.774],[28.331,-4.774],[28.331,-5.61],[27.44,-5.61]],"c":true},"ix":2},"nm":"p 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"ks":{"a":0,"k":{"i":[[0.323,0],[0.286,0.176],[0.169,0.323],[0,0.425],[-0.169,0.323],[-0.286,0.176],[-0.323,0],[-0.286,-0.176],[-0.172,-0.326],[0,-0.418],[0.172,-0.326],[0.286,-0.176]],"o":[[-0.323,0],[-0.286,-0.176],[-0.169,-0.323],[0,-0.425],[0.169,-0.323],[0.286,-0.176],[0.323,0],[0.286,0.176],[0.172,0.326],[0,0.418],[-0.172,0.326],[-0.286,0.176]],"v":[[30.179,-0.671],[29.266,-0.935],[28.584,-1.683],[28.331,-2.805],[28.584,-3.927],[29.266,-4.675],[30.179,-4.939],[31.092,-4.675],[31.779,-3.921],[32.038,-2.805],[31.779,-1.689],[31.092,-0.935]],"c":true},"ix":2},"nm":"p 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":19,"ty":"sh","ix":20,"ks":{"a":0,"k":{"i":[[-0.183,0],[-0.128,0.132],[0,0.183],[0.132,0.128],[0.183,0],[0.132,-0.128],[0,-0.183],[-0.132,-0.132]],"o":[[0.191,0],[0.128,-0.132],[0,-0.183],[-0.132,-0.128],[-0.183,0],[-0.132,0.128],[0,0.183],[0.132,0.132]],"v":[[34.832,-6.633],[35.31,-6.831],[35.503,-7.304],[35.305,-7.771],[34.832,-7.964],[34.359,-7.771],[34.161,-7.304],[34.359,-6.831]],"c":true},"ix":2},"nm":"i 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":20,"ty":"sh","ix":21,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[34.37,0],[35.294,0],[35.294,-5.61],[34.37,-5.61]],"c":true},"ix":2},"nm":"i 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":21,"ty":"sh","ix":22,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[-0.132,0.275],[-0.238,0.169],[-0.301,0],[-0.249,-0.235],[0,-0.521],[0,0],[0,0],[0,0],[0.356,0.392],[0.675,0],[0.337,-0.194],[0.154,-0.279],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,-0.301],[0.132,-0.275],[0.238,-0.169],[0.433,0],[0.249,0.235],[0,0],[0,0],[0,0],[0,-0.675],[-0.356,-0.392],[-0.381,0],[-0.337,0.194],[0,0],[0,0],[0,0],[0,0]],"v":[[37.043,0],[37.978,0],[37.978,-3.157],[38.176,-4.021],[38.731,-4.686],[39.54,-4.939],[40.563,-4.587],[40.937,-3.454],[40.937,0],[41.872,0],[41.872,-3.597],[41.338,-5.197],[39.793,-5.786],[38.715,-5.495],[37.978,-4.785],[37.934,-4.785],[37.934,-5.61],[37.043,-5.61]],"c":true},"ix":2},"nm":"n 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":22,"ty":"sh","ix":23,"ks":{"a":0,"k":{"i":[[-0.66,0],[-0.499,0.473],[0,0.902],[0,0],[0,0],[0,0],[0,0],[0.334,0.18],[0.425,0],[0.4,-0.252],[0.235,-0.456],[0,-0.571],[-0.235,-0.452],[-0.4,-0.252],[-0.484,0],[-0.334,0.18],[-0.183,0.286],[0,0],[0,0],[0.319,-0.323],[0.579,0],[0.29,0.202],[0.125,0.323],[0,0],[-0.429,-0.308]],"o":[[0.814,0],[0.499,-0.473],[0,0],[0,0],[0,0],[0,0],[-0.183,-0.293],[-0.334,-0.18],[-0.484,0],[-0.4,0.252],[-0.235,0.456],[0,0.579],[0.235,0.452],[0.4,0.252],[0.425,0],[0.334,-0.18],[0,0],[0,0],[0,0.6],[-0.319,0.323],[-0.396,0],[-0.29,-0.202],[0,0],[0.147,0.433],[0.429,0.308]],"v":[[45.898,2.552],[47.867,1.842],[48.615,-0.22],[48.615,-5.61],[47.724,-5.61],[47.724,-4.807],[47.68,-4.807],[46.904,-5.516],[45.766,-5.786],[44.44,-5.408],[43.489,-4.346],[43.137,-2.805],[43.489,-1.259],[44.44,-0.202],[45.766,0.176],[46.904,-0.094],[47.68,-0.792],[47.724,-0.792],[47.724,-0.165],[47.245,1.22],[45.898,1.705],[44.869,1.402],[44.248,0.616],[43.401,0.979],[44.264,2.09]],"c":true},"ix":2},"nm":"g","mn":"ADBE Vector Shape - Group","hd":false},{"ind":23,"ty":"sh","ix":24,"ks":{"a":0,"k":{"i":[[0.337,0],[0.279,0.168],[0.165,0.324],[0,0.439],[-0.165,0.32],[-0.279,0.171],[-0.337,0],[-0.275,-0.168],[-0.165,-0.32],[0,-0.447],[0.165,-0.32],[0.275,-0.171]],"o":[[-0.337,0],[-0.279,-0.168],[-0.165,-0.324],[0,-0.439],[0.165,-0.32],[0.279,-0.171],[0.337,0],[0.275,0.168],[0.165,0.32],[0,0.439],[-0.165,0.32],[-0.275,0.171]],"v":[[45.898,-0.671],[44.974,-0.922],[44.308,-1.66],[44.061,-2.805],[44.308,-3.945],[44.974,-4.682],[45.898,-4.939],[46.816,-4.688],[47.476,-3.956],[47.724,-2.805],[47.476,-1.665],[46.816,-0.928]],"c":true},"ix":2},"nm":"g 2","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":"C","np":26,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":8,"op":61,"st":8,"bm":0},{"ddd":0,"ind":3,"ty":4,"nm":"Your order has been placed successfully 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],[0,0],[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":[[-102.151,-7.82],[-103.333,-7.82],[-100.636,-2.917],[-100.636,0],[-99.605,0],[-99.605,-2.917],[-96.909,-7.82],[-98.08,-7.82],[-100.121,-3.894]],"c":true},"ix":2},"nm":"Y","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[-0.489,-0.548],[-0.788,0],[-0.403,0.251],[-0.217,0.449],[0,0.566],[0,0],[0.489,0.548],[0.791,0],[0.399,-0.247],[0.224,-0.455],[0,-0.569]],"o":[[0,0.902],[0.489,0.548],[0.523,0],[0.403,-0.251],[0.217,-0.449],[0,0],[0,-0.909],[-0.489,-0.548],[-0.512,0],[-0.399,0.247],[-0.224,0.455],[0,0]],"v":[[-96.392,-2.89],[-95.659,-0.714],[-93.744,0.107],[-92.356,-0.269],[-91.427,-1.319],[-91.102,-2.841],[-91.102,-2.911],[-91.835,-5.097],[-93.755,-5.919],[-95.122,-5.548],[-96.057,-4.496],[-96.392,-2.959]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[-0.301,0.39],[-0.491,0],[-0.303,-0.396],[0,-0.637],[0.297,-0.396],[0.505,0],[0.299,0.39],[0,0.645]],"o":[[0.301,-0.39],[0.501,0],[0.303,0.396],[0,0.713],[-0.297,0.396],[-0.501,0],[-0.299,-0.39],[0,-0.727]],"v":[[-94.942,-4.517],[-93.755,-5.103],[-92.549,-4.509],[-92.095,-2.959],[-92.541,-1.297],[-93.744,-0.704],[-94.945,-1.289],[-95.393,-2.841]],"c":true},"ix":2},"nm":"o 2","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],[0.759,0],[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":[[-85.971,0],[-85.026,0],[-85.026,-5.812],[-86.02,-5.812],[-86.02,-1.584],[-87.534,-0.736],[-88.608,-2.057],[-88.608,-5.812],[-89.602,-5.812],[-89.602,-2.03],[-89.111,-0.432],[-87.695,0.107],[-85.993,-0.575]],"c":true},"ix":2},"nm":"u","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"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":[[-80.433,-5.844],[-80.873,-5.919],[-82.259,-5.14],[-82.275,-5.812],[-83.242,-5.812],[-83.242,0],[-82.248,0],[-82.248,-4.125],[-80.921,-4.958],[-80.433,-4.92]],"c":true},"ix":2},"nm":"r","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0],[-0.489,-0.548],[-0.788,0],[-0.403,0.251],[-0.217,0.449],[0,0.566],[0,0],[0.489,0.548],[0.791,0],[0.399,-0.247],[0.224,-0.455],[0,-0.569]],"o":[[0,0.902],[0.489,0.548],[0.523,0],[0.403,-0.251],[0.217,-0.449],[0,0],[0,-0.909],[-0.489,-0.548],[-0.512,0],[-0.399,0.247],[-0.224,0.455],[0,0]],"v":[[-76.51,-2.89],[-75.776,-0.714],[-73.862,0.107],[-72.473,-0.269],[-71.544,-1.319],[-71.219,-2.841],[-71.219,-2.911],[-71.952,-5.097],[-73.872,-5.919],[-75.239,-5.548],[-76.174,-4.496],[-76.51,-2.959]],"c":true},"ix":2},"nm":"o 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[-0.301,0.39],[-0.491,0],[-0.303,-0.396],[0,-0.637],[0.297,-0.396],[0.505,0],[0.299,0.39],[0,0.645]],"o":[[0.301,-0.39],[0.501,0],[0.303,0.396],[0,0.713],[-0.297,0.396],[-0.501,0],[-0.299,-0.39],[0,-0.727]],"v":[[-75.059,-4.517],[-73.872,-5.103],[-72.667,-4.509],[-72.213,-2.959],[-72.658,-1.297],[-73.862,-0.704],[-75.062,-1.289],[-75.51,-2.841]],"c":true},"ix":2},"nm":"o 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"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":[[-66.889,-5.844],[-67.329,-5.919],[-68.715,-5.14],[-68.731,-5.812],[-69.698,-5.812],[-69.698,0],[-68.704,0],[-68.704,-4.125],[-67.378,-4.958],[-66.889,-4.92]],"c":true},"ix":2},"nm":"r 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"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":[[-66.044,-2.879],[-65.408,-0.72],[-63.762,0.107],[-62.102,-0.623],[-62.054,0],[-61.141,0],[-61.141,-8.25],[-62.134,-8.25],[-62.134,-5.221],[-63.751,-5.919],[-65.411,-5.105],[-66.044,-2.954]],"c":true},"ix":2},"nm":"d","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"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":[[-64.643,-4.512],[-63.504,-5.076],[-62.134,-4.254],[-62.134,-1.584],[-63.515,-0.736],[-64.643,-1.294],[-65.051,-2.841]],"c":true},"ix":2},"nm":"d 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"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],[-0.32,-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":[[-54.721,-1.015],[-55.328,-1.488],[-55.967,-0.918],[-56.859,-0.704],[-58.081,-1.233],[-58.583,-2.621],[-54.646,-2.621],[-54.646,-3.035],[-55.274,-5.172],[-57.036,-5.919],[-58.322,-5.535],[-59.246,-4.471],[-59.577,-2.927],[-59.577,-2.745],[-58.835,-0.669],[-56.913,0.107]],"c":true},"ix":2},"nm":"e","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"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":[[-56.048,-4.686],[-55.64,-3.513],[-55.64,-3.438],[-58.551,-3.438],[-58.046,-4.665],[-57.036,-5.103]],"c":true},"ix":2},"nm":"e 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"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":[[-50.412,-5.844],[-50.853,-5.919],[-52.239,-5.14],[-52.255,-5.812],[-53.222,-5.812],[-53.222,0],[-52.228,0],[-52.228,-4.125],[-50.901,-4.958],[-50.412,-4.92]],"c":true},"ix":2},"nm":"r 3","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],[0,0],[-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":[[-45.233,-8.25],[-46.226,-8.25],[-46.226,0],[-45.233,0],[-45.233,-4.141],[-44.663,-4.818],[-43.815,-5.076],[-42.936,-4.775],[-42.649,-3.846],[-42.649,0],[-41.655,0],[-41.655,-3.84],[-43.514,-5.919],[-45.233,-5.108]],"c":true},"ix":2},"nm":"h","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"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":[[-35.263,0],[-35.263,-0.086],[-35.467,-1.359],[-35.467,-4.034],[-36.058,-5.417],[-37.631,-5.919],[-38.794,-5.683],[-39.632,-5.041],[-39.941,-4.2],[-38.942,-4.2],[-38.582,-4.85],[-37.69,-5.119],[-36.772,-4.81],[-36.46,-3.98],[-36.46,-3.523],[-37.427,-3.523],[-39.369,-3.021],[-40.059,-1.611],[-39.509,-0.379],[-38.099,0.107],[-36.444,-0.612],[-36.305,0]],"c":true},"ix":2},"nm":"a","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"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":[[-38.754,-1.021],[-39.065,-1.751],[-37.239,-2.82],[-36.46,-2.82],[-36.46,-1.627],[-37.067,-0.999],[-37.954,-0.757]],"c":true},"ix":2},"nm":"a 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"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":[[-30.592,-0.932],[-31.497,-0.704],[-32.482,-0.996],[-32.882,-1.789],[-33.876,-1.789],[-33.572,-0.83],[-32.732,-0.14],[-31.497,0.107],[-29.88,-0.363],[-29.257,-1.611],[-29.48,-2.404],[-30.165,-2.959],[-31.37,-3.357],[-32.399,-3.706],[-32.684,-4.249],[-32.377,-4.866],[-31.529,-5.103],[-30.656,-4.807],[-30.31,-4.104],[-29.311,-4.104],[-29.925,-5.409],[-31.529,-5.919],[-33.073,-5.425],[-33.677,-4.216],[-33.465,-3.475],[-32.81,-2.938],[-31.612,-2.551],[-30.554,-2.167],[-30.25,-1.542]],"c":true},"ix":2},"nm":"s","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"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":[[-19.769,-2.927],[-20.374,-5.119],[-22.036,-5.919],[-23.696,-5.172],[-23.696,-8.25],[-24.689,-8.25],[-24.689,0],[-23.776,0],[-23.728,-0.671],[-22.025,0.107],[-20.382,-0.701],[-19.769,-2.841]],"c":true},"ix":2},"nm":"b","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"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":[[-21.16,-1.289],[-22.272,-0.736],[-23.696,-1.649],[-23.696,-4.163],[-22.283,-5.076],[-21.155,-4.522],[-20.763,-2.954]],"c":true},"ix":2},"nm":"b 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":19,"ty":"sh","ix":20,"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],[-0.32,-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":[[-13.64,-1.015],[-14.247,-1.488],[-14.886,-0.918],[-15.777,-0.704],[-16.999,-1.233],[-17.502,-2.621],[-13.565,-2.621],[-13.565,-3.035],[-14.193,-5.172],[-15.955,-5.919],[-17.241,-5.535],[-18.165,-4.471],[-18.495,-2.927],[-18.495,-2.745],[-17.754,-0.669],[-15.831,0.107]],"c":true},"ix":2},"nm":"e 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":20,"ty":"sh","ix":21,"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":[[-14.966,-4.686],[-14.558,-3.513],[-14.558,-3.438],[-17.469,-3.438],[-16.965,-4.665],[-15.955,-5.103]],"c":true},"ix":2},"nm":"e 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":21,"ty":"sh","ix":22,"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":[[-7.537,-1.015],[-8.144,-1.488],[-8.783,-0.918],[-9.675,-0.704],[-10.897,-1.233],[-11.399,-2.621],[-7.462,-2.621],[-7.462,-3.035],[-8.09,-5.172],[-9.852,-5.919],[-11.138,-5.535],[-12.062,-4.471],[-12.393,-2.927],[-12.393,-2.745],[-11.651,-0.669],[-9.729,0.107]],"c":true},"ix":2},"nm":"e 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":22,"ty":"sh","ix":23,"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":[[-8.864,-4.686],[-8.456,-3.513],[-8.456,-3.438],[-11.367,-3.438],[-10.862,-4.665],[-9.852,-5.103]],"c":true},"ix":2},"nm":"e 6","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],[-0.244,0.172],[-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":[[-6.038,-5.812],[-6.038,0],[-5.044,0],[-5.044,-4.141],[-4.475,-4.818],[-3.626,-5.076],[-2.748,-4.775],[-2.46,-3.846],[-2.46,0],[-1.467,0],[-1.467,-3.84],[-3.325,-5.919],[-5.065,-5.081],[-5.098,-5.812]],"c":true},"ix":2},"nm":"n","mn":"ADBE Vector Shape - Group","hd":false},{"ind":24,"ty":"sh","ix":25,"ks":{"a":0,"k":{"i":[[0,0],[0.406,0.526],[0.698,0],[0.405,-0.501],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.705,0],[-0.405,0.541],[0,0.884]],"o":[[0,-0.938],[-0.406,-0.526],[-0.72,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.405,0.448],[0.691,0],[0.405,-0.541],[0,0]],"v":[[8.214,-2.933],[7.604,-5.129],[5.948,-5.919],[4.261,-5.167],[4.213,-5.812],[3.305,-5.812],[3.305,2.234],[4.299,2.234],[4.299,-0.564],[5.964,0.107],[7.607,-0.704],[8.214,-2.841]],"c":true},"ix":2},"nm":"p","mn":"ADBE Vector Shape - Group","hd":false},{"ind":25,"ty":"sh","ix":26,"ks":{"a":0,"k":{"i":[[0.281,-0.378],[0.476,0],[0.297,0.53],[0,0],[-0.602,0],[-0.279,-0.38],[0,-0.655]],"o":[[-0.281,0.378],[-0.612,0],[0,0],[0.301,-0.534],[0.487,0],[0.279,0.38],[0,0.745]],"v":[[6.799,-1.27],[5.663,-0.704],[4.299,-1.499],[4.299,-4.275],[5.652,-5.076],[6.802,-4.506],[7.22,-2.954]],"c":true},"ix":2},"nm":"p 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":26,"ty":"sh","ix":27,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[10.831,-8.25],[9.837,-8.25],[9.837,0],[10.831,0]],"c":true},"ix":2},"nm":"l","mn":"ADBE Vector Shape - Group","hd":false},{"ind":27,"ty":"sh","ix":28,"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":[[17.326,0],[17.326,-0.086],[17.122,-1.359],[17.122,-4.034],[16.531,-5.417],[14.957,-5.919],[13.794,-5.683],[12.956,-5.041],[12.647,-4.2],[13.646,-4.2],[14.006,-4.85],[14.898,-5.119],[15.816,-4.81],[16.128,-3.98],[16.128,-3.523],[15.161,-3.523],[13.219,-3.021],[12.529,-1.611],[13.08,-0.379],[14.49,0.107],[16.144,-0.612],[16.284,0]],"c":true},"ix":2},"nm":"a 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":28,"ty":"sh","ix":29,"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":[[13.834,-1.021],[13.523,-1.751],[15.349,-2.82],[16.128,-2.82],[16.128,-1.627],[15.521,-0.999],[14.635,-0.757]],"c":true},"ix":2},"nm":"a 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":29,"ty":"sh","ix":30,"ks":{"a":0,"k":{"i":[[0.276,0.362],[0,0.67],[0,0],[-0.278,0.363],[-0.505,0],[-0.256,-0.242],[-0.029,-0.376],[0,0],[0.431,0.39],[0.652,0],[0.388,-0.243],[0.208,-0.44],[0,-0.566],[0,0],[-0.467,-0.528],[-0.791,0],[-0.353,0.179],[-0.211,0.301],[-0.018,0.333],[0,0],[0.265,-0.215],[0.354,0]],"o":[[-0.276,-0.362],[0,0],[0,-0.688],[0.277,-0.363],[0.376,0],[0.256,0.242],[0,0],[-0.029,-0.623],[-0.432,-0.39],[-0.53,0],[-0.389,0.244],[-0.208,0.44],[0,0],[0,0.917],[0.467,0.528],[0.394,0],[0.353,-0.179],[0.211,-0.301],[0,0],[-0.029,0.322],[-0.265,0.215],[-0.512,0]],"v":[[20.104,-1.246],[19.69,-2.793],[19.69,-2.981],[20.106,-4.557],[21.28,-5.103],[22.228,-4.74],[22.655,-3.813],[23.595,-3.813],[22.905,-5.333],[21.28,-5.919],[19.902,-5.554],[19.008,-4.528],[18.696,-3.019],[18.696,-2.852],[19.397,-0.685],[21.285,0.107],[22.405,-0.161],[23.251,-0.881],[23.595,-1.832],[22.655,-1.832],[22.214,-1.026],[21.285,-0.704]],"c":true},"ix":2},"nm":"c","mn":"ADBE Vector Shape - Group","hd":false},{"ind":30,"ty":"sh","ix":31,"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],[-0.32,-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":[[29.59,-1.015],[28.983,-1.488],[28.344,-0.918],[27.452,-0.704],[26.23,-1.233],[25.728,-2.621],[29.665,-2.621],[29.665,-3.035],[29.037,-5.172],[27.275,-5.919],[25.989,-5.535],[25.065,-4.471],[24.735,-2.927],[24.735,-2.745],[25.476,-0.669],[27.399,0.107]],"c":true},"ix":2},"nm":"e 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":31,"ty":"sh","ix":32,"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":[[28.263,-4.686],[28.672,-3.513],[28.672,-3.438],[25.76,-3.438],[26.265,-4.665],[27.275,-5.103]],"c":true},"ix":2},"nm":"e 8","mn":"ADBE Vector Shape - Group","hd":false},{"ind":32,"ty":"sh","ix":33,"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":[[30.848,-2.879],[31.484,-0.72],[33.131,0.107],[34.79,-0.623],[34.839,0],[35.752,0],[35.752,-8.25],[34.758,-8.25],[34.758,-5.221],[33.141,-5.919],[31.482,-5.105],[30.848,-2.954]],"c":true},"ix":2},"nm":"d 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":33,"ty":"sh","ix":34,"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":[[32.25,-4.512],[33.388,-5.076],[34.758,-4.254],[34.758,-1.584],[33.378,-0.736],[32.25,-1.294],[31.842,-2.841]],"c":true},"ix":2},"nm":"d 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":34,"ty":"sh","ix":35,"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":[[43.609,-0.932],[42.704,-0.704],[41.718,-0.996],[41.318,-1.789],[40.325,-1.789],[40.628,-0.83],[41.469,-0.14],[42.704,0.107],[44.321,-0.363],[44.944,-1.611],[44.721,-2.404],[44.036,-2.959],[42.83,-3.357],[41.802,-3.706],[41.517,-4.249],[41.823,-4.866],[42.672,-5.103],[43.545,-4.807],[43.891,-4.104],[44.89,-4.104],[44.275,-5.409],[42.672,-5.919],[41.128,-5.425],[40.523,-4.216],[40.736,-3.475],[41.391,-2.938],[42.589,-2.551],[43.647,-2.167],[43.95,-1.542]],"c":true},"ix":2},"nm":"s 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":35,"ty":"sh","ix":36,"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":[[50.123,0],[51.068,0],[51.068,-5.812],[50.074,-5.812],[50.074,-1.584],[48.56,-0.736],[47.485,-2.057],[47.485,-5.812],[46.492,-5.812],[46.492,-2.03],[46.983,-0.432],[48.398,0.107],[50.101,-0.575]],"c":true},"ix":2},"nm":"u 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":36,"ty":"sh","ix":37,"ks":{"a":0,"k":{"i":[[0.276,0.362],[0,0.67],[0,0],[-0.278,0.363],[-0.505,0],[-0.256,-0.242],[-0.029,-0.376],[0,0],[0.431,0.39],[0.652,0],[0.388,-0.243],[0.208,-0.44],[0,-0.566],[0,0],[-0.467,-0.528],[-0.791,0],[-0.353,0.179],[-0.211,0.301],[-0.018,0.333],[0,0],[0.265,-0.215],[0.354,0]],"o":[[-0.276,-0.362],[0,0],[0,-0.688],[0.277,-0.363],[0.376,0],[0.256,0.242],[0,0],[-0.029,-0.623],[-0.432,-0.39],[-0.53,0],[-0.389,0.244],[-0.208,0.44],[0,0],[0,0.917],[0.467,0.528],[0.394,0],[0.353,-0.179],[0.211,-0.301],[0,0],[-0.029,0.322],[-0.265,0.215],[-0.512,0]],"v":[[54.002,-1.246],[53.588,-2.793],[53.588,-2.981],[54.004,-4.557],[55.178,-5.103],[56.126,-4.74],[56.553,-3.813],[57.493,-3.813],[56.803,-5.333],[55.178,-5.919],[53.8,-5.554],[52.906,-4.528],[52.594,-3.019],[52.594,-2.852],[53.295,-0.685],[55.183,0.107],[56.303,-0.161],[57.149,-0.881],[57.493,-1.832],[56.553,-1.832],[56.112,-1.026],[55.183,-0.704]],"c":true},"ix":2},"nm":"c 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":37,"ty":"sh","ix":38,"ks":{"a":0,"k":{"i":[[0.276,0.362],[0,0.67],[0,0],[-0.278,0.363],[-0.505,0],[-0.256,-0.242],[-0.029,-0.376],[0,0],[0.431,0.39],[0.652,0],[0.388,-0.243],[0.208,-0.44],[0,-0.566],[0,0],[-0.467,-0.528],[-0.791,0],[-0.353,0.179],[-0.211,0.301],[-0.018,0.333],[0,0],[0.265,-0.215],[0.354,0]],"o":[[-0.276,-0.362],[0,0],[0,-0.688],[0.277,-0.363],[0.376,0],[0.256,0.242],[0,0],[-0.029,-0.623],[-0.432,-0.39],[-0.53,0],[-0.389,0.244],[-0.208,0.44],[0,0],[0,0.917],[0.467,0.528],[0.394,0],[0.353,-0.179],[0.211,-0.301],[0,0],[-0.029,0.322],[-0.265,0.215],[-0.512,0]],"v":[[60.034,-1.246],[59.621,-2.793],[59.621,-2.981],[60.037,-4.557],[61.211,-5.103],[62.159,-4.74],[62.586,-3.813],[63.526,-3.813],[62.835,-5.333],[61.211,-5.919],[59.833,-5.554],[58.939,-4.528],[58.627,-3.019],[58.627,-2.852],[59.328,-0.685],[61.216,0.107],[62.336,-0.161],[63.182,-0.881],[63.526,-1.832],[62.586,-1.832],[62.145,-1.026],[61.216,-0.704]],"c":true},"ix":2},"nm":"c 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":38,"ty":"sh","ix":39,"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],[-0.32,-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":[[69.521,-1.015],[68.914,-1.488],[68.275,-0.918],[67.383,-0.704],[66.161,-1.233],[65.659,-2.621],[69.596,-2.621],[69.596,-3.035],[68.968,-5.172],[67.206,-5.919],[65.92,-5.535],[64.996,-4.471],[64.665,-2.927],[64.665,-2.745],[65.407,-0.669],[67.329,0.107]],"c":true},"ix":2},"nm":"e 9","mn":"ADBE Vector Shape - Group","hd":false},{"ind":39,"ty":"sh","ix":40,"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":[[68.194,-4.686],[68.602,-3.513],[68.602,-3.438],[65.691,-3.438],[66.196,-4.665],[67.206,-5.103]],"c":true},"ix":2},"nm":"e 10","mn":"ADBE Vector Shape - Group","hd":false},{"ind":40,"ty":"sh","ix":41,"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":[[74.063,-0.932],[73.158,-0.704],[72.173,-0.996],[71.772,-1.789],[70.779,-1.789],[71.082,-0.83],[71.923,-0.14],[73.158,0.107],[74.775,-0.363],[75.398,-1.611],[75.175,-2.404],[74.49,-2.959],[73.284,-3.357],[72.256,-3.706],[71.971,-4.249],[72.277,-4.866],[73.126,-5.103],[73.999,-4.807],[74.345,-4.104],[75.344,-4.104],[74.729,-5.409],[73.126,-5.919],[71.582,-5.425],[70.977,-4.216],[71.19,-3.475],[71.845,-2.938],[73.043,-2.551],[74.101,-2.167],[74.404,-1.542]],"c":true},"ix":2},"nm":"s 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":41,"ty":"sh","ix":42,"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":[[80.01,-0.932],[79.105,-0.704],[78.119,-0.996],[77.719,-1.789],[76.726,-1.789],[77.029,-0.83],[77.87,-0.14],[79.105,0.107],[80.722,-0.363],[81.345,-1.611],[81.122,-2.404],[80.437,-2.959],[79.231,-3.357],[78.203,-3.706],[77.918,-4.249],[78.224,-4.866],[79.073,-5.103],[79.946,-4.807],[80.292,-4.104],[81.291,-4.104],[80.676,-5.409],[79.073,-5.919],[77.529,-5.425],[76.924,-4.216],[77.137,-3.475],[77.792,-2.938],[78.99,-2.551],[80.048,-2.167],[80.351,-1.542]],"c":true},"ix":2},"nm":"s 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":42,"ty":"sh","ix":43,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.175,0.189],[-0.322,0],[-0.168,-0.032],[0,0],[0.229,0],[0.333,-0.34],[0,-0.623],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,-0.352],[0.175,-0.189],[0.19,0],[0,0],[-0.226,-0.06],[-0.609,0],[-0.333,0.34],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[84.397,0],[84.397,-5.043],[85.637,-5.043],[85.637,-5.812],[84.397,-5.812],[84.397,-6.426],[84.66,-7.237],[85.406,-7.52],[85.944,-7.471],[85.997,-8.272],[85.315,-8.363],[83.902,-7.853],[83.403,-6.408],[83.403,-5.812],[82.485,-5.812],[82.485,-5.043],[83.403,-5.043],[83.403,0]],"c":true},"ix":2},"nm":"f","mn":"ADBE Vector Shape - Group","hd":false},{"ind":43,"ty":"sh","ix":44,"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":[[90.617,0],[91.563,0],[91.563,-5.812],[90.569,-5.812],[90.569,-1.584],[89.054,-0.736],[87.98,-2.057],[87.98,-5.812],[86.987,-5.812],[86.987,-2.03],[87.478,-0.432],[88.893,0.107],[90.596,-0.575]],"c":true},"ix":2},"nm":"u 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":44,"ty":"sh","ix":45,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[94.427,-8.25],[93.433,-8.25],[93.433,0],[94.427,0]],"c":true},"ix":2},"nm":"l 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":45,"ty":"sh","ix":46,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[97.371,-8.25],[96.377,-8.25],[96.377,0],[97.371,0]],"c":true},"ix":2},"nm":"l 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":46,"ty":"sh","ix":47,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0.188,-0.136],[0.337,0],[0,0],[0,0],[0,0],[0,0],[-0.362,0.967],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[-0.122,0.362],[-0.188,0.136],[0,0],[0,0],[0,0],[0,0],[0.788,0],[0,0],[0,0],[0,0],[0,0]],"v":[[99.687,-5.812],[98.602,-5.812],[100.675,-0.064],[100.455,0.526],[99.991,1.273],[99.204,1.477],[98.935,1.456],[98.935,2.261],[99.306,2.331],[99.494,2.347],[101.218,0.897],[103.554,-5.812],[102.491,-5.812],[101.137,-1.456]],"c":true},"ix":2},"nm":"y","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":"Y","np":49,"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":[]}