{"v":"5.9.0","fr":30,"ip":0,"op":58,"w":640,"h":572,"nm":"PayOnline_That’s_all_it_takes_Your_checkout_fil_ph","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":2,"ty":4,"nm":"URL name","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[392.226,191,0],"ix":2,"l":2},"a":{"a":0,"k":[0.028,-6.483,0],"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":[[0.396,-0.265],[0.654,0],[0.433,0.34],[0.031,0.579],[0,0],[-0.352,-0.514],[-0.623,-0.286],[-0.81,0],[-0.723,0.545],[0,0.903],[0.258,0.377],[0.536,0.268],[0.863,0.193],[0.33,0.212],[0,0.417],[-0.355,0.274],[-0.629,0],[-0.402,-0.343],[0,-0.473],[0,0],[0.713,0.592],[1.146,0],[0.701,-0.573],[0,-0.828],[-0.246,-0.361],[-0.514,-0.262],[-0.875,-0.187],[-0.352,-0.258],[0,-0.467]],"o":[[-0.396,0.265],[-0.71,0],[-0.433,-0.339],[0,0],[0,0.598],[0.352,0.514],[0.623,0.286],[1.152,0],[0.723,-0.545],[0,-0.542],[-0.259,-0.377],[-0.536,-0.268],[-0.863,-0.193],[-0.33,-0.212],[0,-0.442],[0.355,-0.274],[0.61,0],[0.402,0.343],[0,0],[0,-0.922],[-0.713,-0.592],[-1.09,0],[-0.701,0.573],[0,0.498],[0.246,0.361],[0.514,0.262],[0.875,0.187],[0.352,0.259],[0,0.442]],"v":[[-60.398,-3.768],[-61.973,-3.371],[-63.687,-3.881],[-64.384,-5.259],[-66.112,-5.259],[-65.584,-3.591],[-64.122,-2.39],[-61.973,-1.96],[-59.16,-2.778],[-58.076,-4.951],[-58.464,-6.329],[-59.655,-7.296],[-61.753,-7.987],[-63.543,-8.595],[-64.038,-9.539],[-63.505,-10.613],[-62.029,-11.024],[-60.51,-10.51],[-59.908,-9.286],[-58.17,-9.286],[-59.24,-11.557],[-62.029,-12.445],[-64.715,-11.585],[-65.767,-9.482],[-65.397,-8.193],[-64.257,-7.259],[-62.174,-6.586],[-60.333,-5.918],[-59.805,-4.829]],"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":[[0,0],[0.707,0.916],[1.215,0],[0.704,-0.872],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.227,0],[-0.704,0.941],[0,1.539]],"o":[[0,-1.632],[-0.707,-0.916],[-1.252,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.704,0.779],[1.202,0],[0.704,-0.941],[0,0]],"v":[[-46.997,-7.249],[-48.057,-11.071],[-50.94,-12.445],[-53.874,-11.136],[-53.958,-12.258],[-55.537,-12.258],[-55.537,1.74],[-53.809,1.74],[-53.809,-3.128],[-50.912,-1.96],[-48.052,-3.371],[-46.997,-7.09]],"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":[[0.489,-0.657],[0.828,0],[0.517,0.922],[0,0],[-1.047,0],[-0.486,-0.66],[0,-1.14]],"o":[[-0.489,0.657],[-1.065,0],[0,0],[0.523,-0.928],[0.847,0],[0.486,0.66],[0,1.296]],"v":[[-49.459,-4.357],[-51.435,-3.371],[-53.809,-4.754],[-53.809,-9.585],[-51.454,-10.978],[-49.454,-9.987],[-48.725,-7.287]],"c":true},"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],[-0.85,-0.953],[-1.371,0],[-0.701,0.436],[-0.377,0.782],[0,0.984],[0,0],[0.85,0.953],[1.377,0],[0.695,-0.43],[0.389,-0.791],[0,-0.99]],"o":[[0,1.57],[0.85,0.953],[0.909,0],[0.701,-0.436],[0.377,-0.782],[0,0],[0,-1.582],[-0.85,-0.953],[-0.891,0],[-0.695,0.43],[-0.389,0.791],[0,0]],"v":[[-44.971,-7.174],[-43.696,-3.39],[-40.365,-1.96],[-37.949,-2.614],[-36.333,-4.441],[-35.767,-7.09],[-35.767,-7.212],[-37.043,-11.015],[-40.383,-12.445],[-42.762,-11.8],[-44.387,-9.968],[-44.971,-7.296]],"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":[[-0.523,0.679],[-0.854,0],[-0.526,-0.688],[0,-1.109],[0.517,-0.688],[0.878,0],[0.52,0.679],[0,1.121]],"o":[[0.523,-0.679],[0.872,0],[0.526,0.688],[0,1.24],[-0.517,0.688],[-0.872,0],[-0.52,-0.679],[0,-1.265]],"v":[[-42.449,-10.006],[-40.383,-11.024],[-38.286,-9.992],[-37.496,-7.296],[-38.272,-4.404],[-40.365,-3.371],[-42.453,-4.39],[-43.233,-7.09]],"c":true},"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],[0.336,0],[0.567,-0.903],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.134,0],[-0.262,-0.044]],"o":[[-0.174,-0.087],[-1.04,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.405,-0.966],[0.305,0],[0,0]],"v":[[-28.425,-12.314],[-29.192,-12.445],[-31.602,-11.09],[-31.631,-12.258],[-33.312,-12.258],[-33.312,-2.147],[-31.584,-2.147],[-31.584,-9.324],[-29.276,-10.772],[-28.425,-10.707]],"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],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.392,-0.467],[-0.773,0],[-0.455,0.124],[0,0],[0.199,0],[0.168,0.203],[0,0.405],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.86],[0.392,0.467],[0.43,0],[0,0],[-0.349,0.075],[-0.405,0],[-0.168,-0.203],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-25.466,-14.706],[-25.466,-12.258],[-27.307,-12.258],[-27.307,-10.921],[-25.466,-10.921],[-25.466,-4.651],[-24.877,-2.661],[-23.13,-1.96],[-21.803,-2.146],[-21.803,-3.54],[-22.625,-3.427],[-23.485,-3.731],[-23.737,-4.644],[-23.737,-10.921],[-21.85,-10.921],[-21.85,-12.258],[-23.737,-12.258],[-23.737,-14.706]],"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":[[0.396,-0.265],[0.654,0],[0.433,0.34],[0.031,0.579],[0,0],[-0.352,-0.514],[-0.623,-0.286],[-0.81,0],[-0.723,0.545],[0,0.903],[0.258,0.377],[0.536,0.268],[0.863,0.193],[0.33,0.212],[0,0.417],[-0.355,0.274],[-0.629,0],[-0.402,-0.343],[0,-0.473],[0,0],[0.713,0.592],[1.146,0],[0.701,-0.573],[0,-0.828],[-0.246,-0.361],[-0.514,-0.262],[-0.875,-0.187],[-0.352,-0.258],[0,-0.467]],"o":[[-0.396,0.265],[-0.71,0],[-0.433,-0.339],[0,0],[0,0.598],[0.352,0.514],[0.623,0.286],[1.152,0],[0.723,-0.545],[0,-0.542],[-0.259,-0.377],[-0.536,-0.268],[-0.863,-0.193],[-0.33,-0.212],[0,-0.442],[0.355,-0.274],[0.61,0],[0.402,0.343],[0,0],[0,-0.922],[-0.713,-0.592],[-1.09,0],[-0.701,0.573],[0,0.498],[0.246,0.361],[0.514,0.262],[0.875,0.187],[0.352,0.259],[0,0.442]],"v":[[-14.251,-3.768],[-15.825,-3.371],[-17.54,-3.881],[-18.236,-5.259],[-19.965,-5.259],[-19.437,-3.591],[-17.974,-2.39],[-15.825,-1.96],[-13.013,-2.778],[-11.929,-4.951],[-12.317,-6.329],[-13.508,-7.296],[-15.606,-7.987],[-17.395,-8.595],[-17.89,-9.539],[-17.358,-10.613],[-15.881,-11.024],[-14.363,-10.51],[-13.76,-9.286],[-12.022,-9.286],[-13.092,-11.557],[-15.881,-12.445],[-18.568,-11.585],[-19.619,-9.482],[-19.25,-8.193],[-18.11,-7.259],[-16.026,-6.586],[-14.185,-5.918],[-13.657,-4.829]],"c":true},"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],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.392,-0.467],[-0.773,0],[-0.455,0.124],[0,0],[0.199,0],[0.168,0.203],[0,0.405],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.86],[0.392,0.467],[0.43,0],[0,0],[-0.349,0.075],[-0.405,0],[-0.168,-0.203],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-8.773,-14.706],[-8.773,-12.258],[-10.614,-12.258],[-10.614,-10.921],[-8.773,-10.921],[-8.773,-4.651],[-8.184,-2.661],[-6.437,-1.96],[-5.11,-2.146],[-5.11,-3.54],[-5.932,-3.427],[-6.792,-3.731],[-7.044,-4.644],[-7.044,-10.921],[-5.157,-10.921],[-5.157,-12.258],[-7.044,-12.258],[-7.044,-14.706]],"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],[-0.85,-0.953],[-1.371,0],[-0.701,0.436],[-0.377,0.782],[0,0.984],[0,0],[0.85,0.953],[1.377,0],[0.695,-0.43],[0.389,-0.791],[0,-0.99]],"o":[[0,1.57],[0.85,0.953],[0.909,0],[0.701,-0.436],[0.377,-0.782],[0,0],[0,-1.582],[-0.85,-0.953],[-0.891,0],[-0.695,0.43],[-0.389,0.791],[0,0]],"v":[[-3.496,-7.174],[-2.221,-3.39],[1.111,-1.96],[3.526,-2.614],[5.143,-4.441],[5.708,-7.09],[5.708,-7.212],[4.432,-11.015],[1.092,-12.445],[-1.286,-11.8],[-2.912,-9.968],[-3.496,-7.296]],"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":[[-0.523,0.679],[-0.854,0],[-0.526,-0.688],[0,-1.109],[0.517,-0.688],[0.878,0],[0.52,0.679],[0,1.121]],"o":[[0.523,-0.679],[0.872,0],[0.526,0.688],[0,1.24],[-0.517,0.688],[-0.872,0],[-0.52,-0.679],[0,-1.265]],"v":[[-0.973,-10.006],[1.092,-11.024],[3.19,-9.992],[3.979,-7.296],[3.204,-4.404],[1.111,-3.371],[-0.978,-4.39],[-1.758,-7.09]],"c":true},"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],[0.336,0],[0.567,-0.903],[0,0],[0,0],[0,0],[0,0],[0,0],[-1.134,0],[-0.262,-0.044]],"o":[[-0.174,-0.087],[-1.04,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.405,-0.966],[0.305,0],[0,0]],"v":[[13.05,-12.314],[12.284,-12.445],[9.873,-11.09],[9.845,-12.258],[8.163,-12.258],[8.163,-2.147],[9.892,-2.147],[9.892,-9.324],[12.2,-10.772],[13.05,-10.707]],"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":[[-0.847,1.302],[0,0],[0.424,-0.249],[0.61,0],[0.557,0.614],[0.025,0.997],[0,0],[0,0],[0.729,0.866],[1.314,0],[0.688,-0.445],[0.383,-0.788],[0,-1.003],[0,0],[-0.86,-0.9],[-1.371,0]],"o":[[0,0],[-0.318,0.411],[-0.424,0.249],[-0.86,0],[-0.558,-0.614],[0,0],[0,0],[0,-1.613],[-0.729,-0.866],[-0.804,0],[-0.688,0.445],[-0.383,0.788],[0,0],[0,1.508],[0.86,0.9],[1.694,0]],"v":[[22.756,-3.913],[21.7,-4.736],[20.588,-3.745],[19.037,-3.371],[16.911,-4.292],[16.037,-6.707],[22.887,-6.707],[22.887,-7.427],[21.794,-11.146],[18.729,-12.445],[16.491,-11.776],[14.883,-9.926],[14.309,-7.24],[14.309,-6.922],[15.598,-3.311],[18.944,-1.96]],"c":true},"ix":2},"nm":"Path 13","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[-0.424,-0.483],[-0.05,-0.878],[0,0],[0,0],[-0.473,0.508],[-0.698,0]],"o":[[0.424,0.483],[0,0],[0,0],[0.112,-0.916],[0.473,-0.508],[0.723,0]],"v":[[20.448,-10.3],[21.158,-8.258],[21.158,-8.128],[16.094,-8.128],[16.972,-10.263],[18.729,-11.024]],"c":true},"ix":2},"nm":"Path 14","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"ks":{"a":0,"k":{"i":[[-0.178,-0.193],[-0.355,0],[-0.184,0.193],[0,0.287],[0.184,0.199],[0.355,0],[0.178,-0.199],[0,-0.299]],"o":[[0.178,0.193],[0.355,0],[0.184,-0.193],[0,-0.299],[-0.184,-0.199],[-0.355,0],[-0.178,0.199],[0,0.287]],"v":[[25.477,-2.334],[26.276,-2.044],[27.084,-2.334],[27.36,-3.054],[27.084,-3.801],[26.276,-4.1],[25.477,-3.801],[25.211,-3.054]],"c":true},"ix":2},"nm":"Path 15","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[0.48,0.629],[0,1.165],[0,0],[-0.483,0.632],[-0.878,0],[-0.445,-0.42],[-0.05,-0.654],[0,0],[0.751,0.679],[1.134,0],[0.676,-0.424],[0.361,-0.766],[0,-0.984],[0,0],[-0.813,-0.919],[-1.377,0],[-0.614,0.311],[-0.368,0.523],[-0.031,0.579],[0,0],[0.461,-0.374],[0.617,0]],"o":[[-0.48,-0.629],[0,0],[0,-1.196],[0.483,-0.632],[0.654,0],[0.445,0.421],[0,0],[-0.05,-1.084],[-0.751,-0.679],[-0.922,0],[-0.676,0.424],[-0.361,0.766],[0,0],[0,1.595],[0.813,0.919],[0.685,0],[0.613,-0.311],[0.367,-0.523],[0,0],[-0.05,0.561],[-0.461,0.374],[-0.891,0]],"v":[[32.497,-4.315],[31.777,-7.006],[31.777,-7.333],[32.501,-10.076],[34.543,-11.024],[36.192,-10.394],[36.935,-8.782],[38.571,-8.782],[37.37,-11.426],[34.543,-12.445],[32.146,-11.809],[30.591,-10.024],[30.049,-7.399],[30.049,-7.109],[31.268,-3.339],[34.553,-1.96],[36.501,-2.428],[37.973,-3.68],[38.571,-5.334],[36.935,-5.334],[36.169,-3.932],[34.553,-3.371]],"c":true},"ix":2},"nm":"Path 16","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"ks":{"a":0,"k":{"i":[[0,0],[-0.85,-0.953],[-1.371,0],[-0.701,0.436],[-0.377,0.782],[0,0.984],[0,0],[0.85,0.953],[1.377,0],[0.695,-0.43],[0.389,-0.791],[0,-0.99]],"o":[[0,1.57],[0.85,0.953],[0.909,0],[0.701,-0.436],[0.377,-0.782],[0,0],[0,-1.582],[-0.85,-0.953],[-0.891,0],[-0.695,0.43],[-0.389,0.791],[0,0]],"v":[[40.343,-7.174],[41.619,-3.39],[44.95,-1.96],[47.366,-2.614],[48.982,-4.441],[49.547,-7.09],[49.547,-7.212],[48.272,-11.015],[44.931,-12.445],[42.553,-11.8],[40.927,-9.968],[40.343,-7.296]],"c":true},"ix":2},"nm":"Path 17","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"ks":{"a":0,"k":{"i":[[-0.523,0.679],[-0.854,0],[-0.526,-0.688],[0,-1.109],[0.517,-0.688],[0.878,0],[0.52,0.679],[0,1.121]],"o":[[0.523,-0.679],[0.872,0],[0.526,0.688],[0,1.24],[-0.517,0.688],[-0.872,0],[-0.52,-0.679],[0,-1.265]],"v":[[42.866,-10.006],[44.931,-11.024],[47.029,-9.992],[47.819,-7.296],[47.043,-4.404],[44.95,-3.371],[42.862,-4.39],[42.081,-7.09]],"c":true},"ix":2},"nm":"Path 18","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],[-1.134,0],[0,-1.47],[0,0],[0,0],[0,0],[-0.424,0.383],[-0.642,0],[-0.33,-0.358],[0,-0.723],[0,0],[0,0],[0,0],[2.218,0],[0.539,-0.299],[0.336,-0.486],[1.414,0],[0.741,-0.872],[0,0]],"o":[[0,0],[0,0],[0,0],[0.417,-0.966],[1.439,0],[0,0],[0,0],[0,0],[0.068,-0.648],[0.424,-0.383],[0.779,0],[0.33,0.358],[0,0],[0,0],[0,0],[-0.037,-2.348],[-0.735,0],[-0.539,0.299],[-0.511,-1.084],[-1.258,0],[0,0],[0,0]],"v":[[51.993,-12.258],[51.993,-2.147],[53.722,-2.147],[53.722,-9.529],[56.048,-10.978],[58.207,-8.772],[58.207,-2.147],[59.945,-2.147],[59.945,-8.856],[60.683,-10.403],[62.281,-10.978],[63.944,-10.44],[64.44,-8.819],[64.44,-2.147],[66.168,-2.147],[66.168,-8.922],[62.786,-12.445],[60.875,-11.996],[59.562,-10.819],[56.674,-12.445],[53.675,-11.136],[53.628,-12.258]],"c":true},"ix":2},"nm":"Path 19","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.384310007095,0.392159998417,0.40000000596,1],"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":[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":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":60,"st":0,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"Magpatuloy sa pamimili Outlines","sr":1,"ks":{"o":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":8,"s":[0]},{"t":18,"s":[100]}],"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[320.101,499.019,0],"ix":2,"l":2},"a":{"a":0,"k":[0.001,-2.981,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-53.49,0],[-53.49,-4.05],[-53.55,-5.32],[-53.49,-5.32],[-51.4,0],[-50.53,0],[-48.44,-5.32],[-48.38,-5.32],[-48.44,-4.05],[-48.44,0],[-47.36,0],[-47.36,-7.16],[-48.84,-7.16],[-50.94,-1.71],[-51,-1.71],[-53.09,-7.16],[-54.57,-7.16],[-54.57,0]],"c":true},"ix":2},"nm":"M","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[-0.2,0.077],[-0.15,0.12],[-0.093,0.133],[0,0],[0,0],[0,0],[0,0],[0.4,0.363],[0.733,0],[0.26,-0.08],[0.21,-0.147],[0.147,-0.207],[0,0],[-0.233,0.117],[-0.26,0],[-0.24,-0.2],[0,-0.333],[0,0],[0.14,0.04],[0.18,0.03],[0.22,0],[0.317,-0.133],[0.19,-0.253],[0,-0.367],[-0.163,-0.257],[-0.28,-0.147],[-0.373,0]],"o":[[0.2,-0.077],[0.15,-0.12],[0,0],[0,0],[0,0],[0,0],[0,-0.653],[-0.4,-0.363],[-0.293,0],[-0.26,0.08],[-0.21,0.147],[0,0],[0.147,-0.2],[0.233,-0.117],[0.38,0],[0.24,0.2],[0,0],[-0.08,-0.047],[-0.14,-0.04],[-0.18,-0.03],[-0.387,0],[-0.317,0.133],[-0.19,0.253],[0,0.333],[0.163,0.257],[0.28,0.147],[0.247,0]],"v":[[-43.55,0.045],[-43.025,-0.25],[-42.66,-0.63],[-42.6,-0.63],[-42.6,0],[-41.56,0],[-41.56,-3.19],[-42.16,-4.715],[-43.86,-5.26],[-44.69,-5.14],[-45.395,-4.8],[-45.93,-4.27],[-45.2,-3.7],[-44.63,-4.175],[-43.89,-4.35],[-42.96,-4.05],[-42.6,-3.25],[-42.6,-2.98],[-42.93,-3.11],[-43.41,-3.215],[-44.01,-3.26],[-45.065,-3.06],[-45.825,-2.48],[-46.11,-1.55],[-45.865,-0.665],[-45.2,-0.06],[-44.22,0.16]],"c":true},"ix":2},"nm":"a","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0.177,0.153],[0,0.24],[-0.187,0.173],[-0.433,0],[-0.207,-0.057],[-0.153,-0.087],[0.123,-0.217],[0.213,-0.133],[0.28,0]],"o":[[-0.177,-0.153],[0,-0.26],[0.187,-0.173],[0.24,0],[0.207,0.057],[0,0.253],[-0.123,0.217],[-0.213,0.133],[-0.307,0]],"v":[[-44.755,-0.95],[-45.02,-1.54],[-44.74,-2.19],[-43.81,-2.45],[-43.14,-2.365],[-42.6,-2.15],[-42.785,-1.445],[-43.29,-0.92],[-44.03,-0.72]],"c":true},"ix":2},"nm":"a 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[-0.38,0.2],[-0.217,0.387],[0,0.553],[0,0],[0,0],[0,0],[0,0],[0.28,0.143],[0.367,0],[0.363,-0.22],[0.217,-0.397],[0,-0.54],[-0.217,-0.397],[-0.363,-0.22],[-0.433,0],[-0.28,0.147],[-0.16,0.233],[0,0],[0,0],[0.267,-0.28],[0.473,0],[0.237,0.17],[0.107,0.267],[0,0],[-0.2,-0.223],[-0.323,-0.143],[-0.447,0]],"o":[[0.38,-0.2],[0.217,-0.387],[0,0],[0,0],[0,0],[0,0],[-0.16,-0.247],[-0.28,-0.143],[-0.433,0],[-0.363,0.22],[-0.217,0.397],[0,0.533],[0.217,0.397],[0.363,0.22],[0.367,0],[0.28,-0.147],[0,0],[0,0],[0,0.513],[-0.267,0.28],[-0.333,0],[-0.237,-0.17],[0,0],[0.087,0.233],[0.2,0.223],[0.323,0.143],[0.5,0]],"v":[[-36.67,2.02],[-35.775,1.14],[-35.45,-0.27],[-35.45,-5.1],[-36.48,-5.1],[-36.48,-4.46],[-36.54,-4.46],[-37.2,-5.045],[-38.17,-5.26],[-39.365,-4.93],[-40.235,-4.005],[-40.56,-2.6],[-40.235,-1.205],[-39.365,-0.28],[-38.17,0.05],[-37.2,-0.17],[-36.54,-0.74],[-36.48,-0.74],[-36.48,-0.25],[-36.88,0.94],[-37.99,1.36],[-38.845,1.105],[-39.36,0.45],[-40.36,0.87],[-39.93,1.555],[-39.145,2.105],[-37.99,2.32]],"c":true},"ix":2},"nm":"g","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"ks":{"a":0,"k":{"i":[[0.23,0.127],[0.14,0.25],[0,0.36],[-0.14,0.25],[-0.23,0.127],[-0.267,0],[-0.23,-0.127],[-0.137,-0.247],[0,-0.373],[0.137,-0.25],[0.23,-0.13],[0.267,0]],"o":[[-0.23,-0.127],[-0.14,-0.25],[0,-0.367],[0.14,-0.25],[0.23,-0.127],[0.267,0],[0.23,0.127],[0.137,0.247],[0,0.353],[-0.137,0.25],[-0.23,0.13],[-0.267,0]],"v":[[-38.725,-1.12],[-39.28,-1.685],[-39.49,-2.6],[-39.28,-3.525],[-38.725,-4.09],[-37.98,-4.28],[-37.235,-4.09],[-36.685,-3.53],[-36.48,-2.6],[-36.685,-1.695],[-37.235,-1.125],[-37.98,-0.93]],"c":true},"ix":2},"nm":"g 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.287,-0.173],[-0.387,0],[-0.367,0.233],[-0.217,0.407],[0,0.527],[0.217,0.407],[0.367,0.233],[0.467,0],[0.213,-0.08],[0.157,-0.13],[0.093,-0.147],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0.133,0.213],[0.287,0.173],[0.467,0],[0.367,-0.233],[0.217,-0.407],[0,-0.527],[-0.217,-0.407],[-0.367,-0.233],[-0.26,0],[-0.213,0.08],[-0.157,0.13],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-33.03,2.16],[-33.03,0.03],[-33.09,-0.68],[-33.03,-0.68],[-32.4,-0.1],[-31.39,0.16],[-30.14,-0.19],[-29.265,-1.15],[-28.94,-2.55],[-29.265,-3.95],[-30.14,-4.91],[-31.39,-5.26],[-32.1,-5.14],[-32.655,-4.825],[-33.03,-4.41],[-33.09,-4.41],[-33.09,-5.1],[-34.11,-5.1],[-34.11,2.16]],"c":true},"ix":2},"nm":"p","mn":"ADBE Vector Shape - Group","hd":false},{"ind":6,"ty":"sh","ix":7,"ks":{"a":0,"k":{"i":[[0.233,0.14],[0.147,0.257],[0,0.353],[-0.147,0.257],[-0.233,0.14],[-0.267,0],[-0.237,-0.14],[-0.143,-0.257],[0,-0.353],[0.143,-0.26],[0.237,-0.14],[0.267,0]],"o":[[-0.233,-0.14],[-0.147,-0.257],[0,-0.353],[0.147,-0.257],[0.233,-0.14],[0.267,0],[0.237,0.14],[0.143,0.257],[0,0.347],[-0.143,0.26],[-0.237,0.14],[-0.267,0]],"v":[[-32.3,-1.04],[-32.87,-1.635],[-33.09,-2.55],[-32.87,-3.465],[-32.3,-4.06],[-31.55,-4.27],[-30.795,-4.06],[-30.225,-3.465],[-30.01,-2.55],[-30.225,-1.64],[-30.795,-1.04],[-31.55,-0.83]],"c":true},"ix":2},"nm":"p 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"ks":{"a":0,"k":{"i":[[-0.2,0.077],[-0.15,0.12],[-0.093,0.133],[0,0],[0,0],[0,0],[0,0],[0.4,0.363],[0.733,0],[0.26,-0.08],[0.21,-0.147],[0.147,-0.207],[0,0],[-0.233,0.117],[-0.26,0],[-0.24,-0.2],[0,-0.333],[0,0],[0.14,0.04],[0.18,0.03],[0.22,0],[0.317,-0.133],[0.19,-0.253],[0,-0.367],[-0.163,-0.257],[-0.28,-0.147],[-0.373,0]],"o":[[0.2,-0.077],[0.15,-0.12],[0,0],[0,0],[0,0],[0,0],[0,-0.653],[-0.4,-0.363],[-0.293,0],[-0.26,0.08],[-0.21,0.147],[0,0],[0.147,-0.2],[0.233,-0.117],[0.38,0],[0.24,0.2],[0,0],[-0.08,-0.047],[-0.14,-0.04],[-0.18,-0.03],[-0.387,0],[-0.317,0.133],[-0.19,0.253],[0,0.333],[0.163,0.257],[0.28,0.147],[0.247,0]],"v":[[-25.58,0.045],[-25.055,-0.25],[-24.69,-0.63],[-24.63,-0.63],[-24.63,0],[-23.59,0],[-23.59,-3.19],[-24.19,-4.715],[-25.89,-5.26],[-26.72,-5.14],[-27.425,-4.8],[-27.96,-4.27],[-27.23,-3.7],[-26.66,-4.175],[-25.92,-4.35],[-24.99,-4.05],[-24.63,-3.25],[-24.63,-2.98],[-24.96,-3.11],[-25.44,-3.215],[-26.04,-3.26],[-27.095,-3.06],[-27.855,-2.48],[-28.14,-1.55],[-27.895,-0.665],[-27.23,-0.06],[-26.25,0.16]],"c":true},"ix":2},"nm":"a 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"ks":{"a":0,"k":{"i":[[0.177,0.153],[0,0.24],[-0.187,0.173],[-0.433,0],[-0.207,-0.057],[-0.153,-0.087],[0.123,-0.217],[0.213,-0.133],[0.28,0]],"o":[[-0.177,-0.153],[0,-0.26],[0.187,-0.173],[0.24,0],[0.207,0.057],[0,0.253],[-0.123,0.217],[-0.213,0.133],[-0.307,0]],"v":[[-26.785,-0.95],[-27.05,-1.54],[-26.77,-2.19],[-25.84,-2.45],[-25.17,-2.365],[-24.63,-2.15],[-24.815,-1.445],[-25.32,-0.92],[-26.06,-0.72]],"c":true},"ix":2},"nm":"a 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.277,-0.28],[-0.48,0],[-0.13,0.027],[-0.127,0.047],[0,0],[0.093,-0.03],[0.107,0],[0.11,0.127],[0,0.267],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0.48],[0.277,0.28],[0.147,0],[0.13,-0.027],[0,0],[-0.113,0.067],[-0.093,0.03],[-0.227,0],[-0.11,-0.127],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-21.94,-4.16],[-21.94,-1.48],[-21.525,-0.34],[-20.39,0.08],[-19.975,0.04],[-19.59,-0.07],[-19.59,-1.12],[-19.9,-0.975],[-20.2,-0.93],[-20.705,-1.12],[-20.87,-1.71],[-20.87,-4.16],[-19.62,-4.16],[-19.62,-5.1],[-20.87,-5.1],[-20.87,-6.54],[-21.94,-6.54],[-21.94,-5.1],[-22.84,-5.1],[-22.84,-4.16]],"c":true},"ix":2},"nm":"t","mn":"ADBE Vector Shape - Group","hd":false},{"ind":10,"ty":"sh","ix":11,"ks":{"a":0,"k":{"i":[[-0.207,0.077],[-0.167,0.127],[-0.093,0.16],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.11,-0.233],[0.2,-0.143],[0.28,0],[0.203,0.207],[0,0.427],[0,0],[0,0],[0,0],[-0.317,-0.377],[-0.627,0]],"o":[[0.207,-0.077],[0.167,-0.127],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0.267],[-0.11,0.233],[-0.2,0.143],[-0.307,0],[-0.203,-0.207],[0,0],[0,0],[0,0],[0,0.647],[0.317,0.377],[0.233,0]],"v":[[-15.97,0.045],[-15.41,-0.26],[-15.02,-0.69],[-14.96,-0.69],[-14.96,0],[-13.95,0],[-13.95,-5.1],[-15.02,-5.1],[-15.02,-2.36],[-15.185,-1.61],[-15.65,-1.045],[-16.37,-0.83],[-17.135,-1.14],[-17.44,-2.09],[-17.44,-5.1],[-18.52,-5.1],[-18.52,-1.94],[-18.045,-0.405],[-16.63,0.16]],"c":true},"ix":2},"nm":"u","mn":"ADBE Vector Shape - Group","hd":false},{"ind":11,"ty":"sh","ix":12,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-11.52,0],[-11.52,-7.16],[-12.6,-7.16],[-12.6,0]],"c":true},"ix":2},"nm":"l","mn":"ADBE Vector Shape - Group","hd":false},{"ind":12,"ty":"sh","ix":13,"ks":{"a":0,"k":{"i":[[-0.4,0.24],[-0.227,0.41],[0,0.507],[0.227,0.407],[0.4,0.243],[0.52,0],[0.4,-0.24],[0.227,-0.41],[0,-0.507],[-0.227,-0.41],[-0.4,-0.24],[-0.527,0]],"o":[[0.4,-0.24],[0.227,-0.41],[0,-0.507],[-0.227,-0.407],[-0.4,-0.243],[-0.527,0],[-0.4,0.24],[-0.227,0.41],[0,0.507],[0.227,0.41],[0.4,0.24],[0.52,0]],"v":[[-6.39,-0.2],[-5.45,-1.175],[-5.11,-2.55],[-5.45,-3.92],[-6.39,-4.895],[-7.77,-5.26],[-9.16,-4.9],[-10.1,-3.925],[-10.44,-2.55],[-10.1,-1.175],[-9.16,-0.2],[-7.77,0.16]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"ks":{"a":0,"k":{"i":[[0.247,0.137],[0.15,0.257],[0,0.36],[-0.15,0.257],[-0.243,0.137],[-0.28,0],[-0.24,-0.137],[-0.15,-0.257],[0,-0.36],[0.15,-0.257],[0.24,-0.137],[0.28,0]],"o":[[-0.247,-0.137],[-0.15,-0.257],[0,-0.36],[0.15,-0.257],[0.243,-0.137],[0.28,0],[0.24,0.137],[0.15,0.257],[0,0.36],[-0.15,0.257],[-0.24,0.137],[-0.273,0]],"v":[[-8.55,-1.035],[-9.145,-1.625],[-9.37,-2.55],[-9.145,-3.475],[-8.555,-4.065],[-7.77,-4.27],[-6.99,-4.065],[-6.405,-3.475],[-6.18,-2.55],[-6.405,-1.625],[-6.99,-1.035],[-7.77,-0.83]],"c":true},"ix":2},"nm":"o 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"ks":{"a":0,"k":{"i":[[-0.043,0.103],[-0.057,0.127],[-0.047,0.113],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.05,-0.107],[0.043,-0.1],[0.04,-0.087],[0.063,-0.133],[0.033,-0.073],[0,0],[-0.023,0.05],[-0.02,0.047]],"o":[[0.043,-0.103],[0.057,-0.127],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.047,0.1],[-0.05,0.107],[-0.043,0.1],[-0.06,0.133],[-0.063,0.133],[0,0],[0.007,-0.02],[0.023,-0.05],[0.02,-0.047]],"v":[[-2.405,1.685],[-2.255,1.34],[-2.1,0.98],[0.54,-5.1],[-0.65,-5.1],[-2.06,-1.62],[-2.11,-1.62],[-3.57,-5.1],[-4.77,-5.1],[-2.64,-0.28],[-3.02,0.55],[-3.165,0.86],[-3.305,1.17],[-3.43,1.45],[-3.615,1.85],[-3.76,2.16],[-2.61,2.16],[-2.565,2.055],[-2.5,1.91]],"c":true},"ix":2},"nm":"y","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[-0.317,0.13],[-0.187,0.243],[0,0.327],[0.253,0.257],[0.507,0.127],[0,0],[0.15,0.1],[0,0.173],[-0.17,0.103],[-0.253,0],[-0.193,-0.09],[-0.113,-0.227],[0,0],[0.197,0.163],[0.263,0.083],[0.32,0],[0.3,-0.12],[0.177,-0.223],[0,-0.307],[-0.133,-0.2],[-0.217,-0.13],[-0.24,-0.06],[0,0],[-0.15,-0.06],[-0.09,-0.09],[0,-0.14],[0.193,-0.097],[0.267,0],[0.223,0.143],[0.12,0.273],[0,0],[-0.193,-0.21],[-0.3,-0.123],[-0.407,0]],"o":[[0.317,-0.13],[0.187,-0.243],[0,-0.367],[-0.253,-0.257],[0,0],[-0.22,-0.06],[-0.15,-0.1],[0,-0.167],[0.17,-0.103],[0.227,0],[0.193,0.09],[0,0],[-0.113,-0.24],[-0.197,-0.163],[-0.263,-0.083],[-0.347,0],[-0.3,0.12],[-0.177,0.223],[0,0.273],[0.133,0.2],[0.217,0.13],[0,0],[0.193,0.047],[0.15,0.06],[0.09,0.09],[0,0.22],[-0.193,0.097],[-0.293,0],[-0.223,-0.143],[0,0],[0.093,0.247],[0.193,0.21],[0.3,0.123],[0.387,0]],"v":[[6.645,-0.035],[7.4,-0.595],[7.68,-1.45],[7.3,-2.385],[6.16,-2.96],[5.42,-3.14],[4.865,-3.38],[4.64,-3.79],[4.895,-4.195],[5.53,-4.35],[6.16,-4.215],[6.62,-3.74],[7.55,-4.16],[7.085,-4.765],[6.395,-5.135],[5.52,-5.26],[4.55,-5.08],[3.835,-4.565],[3.57,-3.77],[3.77,-3.06],[4.295,-2.565],[4.98,-2.28],[5.59,-2.14],[6.105,-1.98],[6.465,-1.755],[6.6,-1.41],[6.31,-0.935],[5.62,-0.79],[4.845,-1.005],[4.33,-1.63],[3.36,-1.21],[3.79,-0.525],[4.53,-0.025],[5.59,0.16]],"c":true},"ix":2},"nm":"s","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"ks":{"a":0,"k":{"i":[[-0.2,0.077],[-0.15,0.12],[-0.093,0.133],[0,0],[0,0],[0,0],[0,0],[0.4,0.363],[0.733,0],[0.26,-0.08],[0.21,-0.147],[0.147,-0.207],[0,0],[-0.233,0.117],[-0.26,0],[-0.24,-0.2],[0,-0.333],[0,0],[0.14,0.04],[0.18,0.03],[0.22,0],[0.317,-0.133],[0.19,-0.253],[0,-0.367],[-0.163,-0.257],[-0.28,-0.147],[-0.373,0]],"o":[[0.2,-0.077],[0.15,-0.12],[0,0],[0,0],[0,0],[0,0],[0,-0.653],[-0.4,-0.363],[-0.293,0],[-0.26,0.08],[-0.21,0.147],[0,0],[0.147,-0.2],[0.233,-0.117],[0.38,0],[0.24,0.2],[0,0],[-0.08,-0.047],[-0.14,-0.04],[-0.18,-0.03],[-0.387,0],[-0.317,0.133],[-0.19,0.253],[0,0.333],[0.163,0.257],[0.28,0.147],[0.247,0]],"v":[[10.99,0.045],[11.515,-0.25],[11.88,-0.63],[11.94,-0.63],[11.94,0],[12.98,0],[12.98,-3.19],[12.38,-4.715],[10.68,-5.26],[9.85,-5.14],[9.145,-4.8],[8.61,-4.27],[9.34,-3.7],[9.91,-4.175],[10.65,-4.35],[11.58,-4.05],[11.94,-3.25],[11.94,-2.98],[11.61,-3.11],[11.13,-3.215],[10.53,-3.26],[9.475,-3.06],[8.715,-2.48],[8.43,-1.55],[8.675,-0.665],[9.34,-0.06],[10.32,0.16]],"c":true},"ix":2},"nm":"a 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":17,"ty":"sh","ix":18,"ks":{"a":0,"k":{"i":[[0.177,0.153],[0,0.24],[-0.187,0.173],[-0.433,0],[-0.207,-0.057],[-0.153,-0.087],[0.123,-0.217],[0.213,-0.133],[0.28,0]],"o":[[-0.177,-0.153],[0,-0.26],[0.187,-0.173],[0.24,0],[0.207,0.057],[0,0.253],[-0.123,0.217],[-0.213,0.133],[-0.307,0]],"v":[[9.785,-0.95],[9.52,-1.54],[9.8,-2.19],[10.73,-2.45],[11.4,-2.365],[11.94,-2.15],[11.755,-1.445],[11.25,-0.92],[10.51,-0.72]],"c":true},"ix":2},"nm":"a 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.287,-0.173],[-0.387,0],[-0.367,0.233],[-0.217,0.407],[0,0.527],[0.217,0.407],[0.367,0.233],[0.467,0],[0.213,-0.08],[0.157,-0.13],[0.093,-0.147],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0.133,0.213],[0.287,0.173],[0.467,0],[0.367,-0.233],[0.217,-0.407],[0,-0.527],[-0.217,-0.407],[-0.367,-0.233],[-0.26,0],[-0.213,0.08],[-0.157,0.13],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[17.76,2.16],[17.76,0.03],[17.7,-0.68],[17.76,-0.68],[18.39,-0.1],[19.4,0.16],[20.65,-0.19],[21.525,-1.15],[21.85,-2.55],[21.525,-3.95],[20.65,-4.91],[19.4,-5.26],[18.69,-5.14],[18.135,-4.825],[17.76,-4.41],[17.7,-4.41],[17.7,-5.1],[16.68,-5.1],[16.68,2.16]],"c":true},"ix":2},"nm":"p 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":19,"ty":"sh","ix":20,"ks":{"a":0,"k":{"i":[[0.233,0.14],[0.147,0.257],[0,0.353],[-0.147,0.257],[-0.233,0.14],[-0.267,0],[-0.237,-0.14],[-0.143,-0.257],[0,-0.353],[0.143,-0.26],[0.237,-0.14],[0.267,0]],"o":[[-0.233,-0.14],[-0.147,-0.257],[0,-0.353],[0.147,-0.257],[0.233,-0.14],[0.267,0],[0.237,0.14],[0.143,0.257],[0,0.347],[-0.143,0.26],[-0.237,0.14],[-0.267,0]],"v":[[18.49,-1.04],[17.92,-1.635],[17.7,-2.55],[17.92,-3.465],[18.49,-4.06],[19.24,-4.27],[19.995,-4.06],[20.565,-3.465],[20.78,-2.55],[20.565,-1.64],[19.995,-1.04],[19.24,-0.83]],"c":true},"ix":2},"nm":"p 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":20,"ty":"sh","ix":21,"ks":{"a":0,"k":{"i":[[-0.2,0.077],[-0.15,0.12],[-0.093,0.133],[0,0],[0,0],[0,0],[0,0],[0.4,0.363],[0.733,0],[0.26,-0.08],[0.21,-0.147],[0.147,-0.207],[0,0],[-0.233,0.117],[-0.26,0],[-0.24,-0.2],[0,-0.333],[0,0],[0.14,0.04],[0.18,0.03],[0.22,0],[0.317,-0.133],[0.19,-0.253],[0,-0.367],[-0.163,-0.257],[-0.28,-0.147],[-0.373,0]],"o":[[0.2,-0.077],[0.15,-0.12],[0,0],[0,0],[0,0],[0,0],[0,-0.653],[-0.4,-0.363],[-0.293,0],[-0.26,0.08],[-0.21,0.147],[0,0],[0.147,-0.2],[0.233,-0.117],[0.38,0],[0.24,0.2],[0,0],[-0.08,-0.047],[-0.14,-0.04],[-0.18,-0.03],[-0.387,0],[-0.317,0.133],[-0.19,0.253],[0,0.333],[0.163,0.257],[0.28,0.147],[0.247,0]],"v":[[25.21,0.045],[25.735,-0.25],[26.1,-0.63],[26.16,-0.63],[26.16,0],[27.2,0],[27.2,-3.19],[26.6,-4.715],[24.9,-5.26],[24.07,-5.14],[23.365,-4.8],[22.83,-4.27],[23.56,-3.7],[24.13,-4.175],[24.87,-4.35],[25.8,-4.05],[26.16,-3.25],[26.16,-2.98],[25.83,-3.11],[25.35,-3.215],[24.75,-3.26],[23.695,-3.06],[22.935,-2.48],[22.65,-1.55],[22.895,-0.665],[23.56,-0.06],[24.54,0.16]],"c":true},"ix":2},"nm":"a 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":21,"ty":"sh","ix":22,"ks":{"a":0,"k":{"i":[[0.177,0.153],[0,0.24],[-0.187,0.173],[-0.433,0],[-0.207,-0.057],[-0.153,-0.087],[0.123,-0.217],[0.213,-0.133],[0.28,0]],"o":[[-0.177,-0.153],[0,-0.26],[0.187,-0.173],[0.24,0],[0.207,0.057],[0,0.253],[-0.123,0.217],[-0.213,0.133],[-0.307,0]],"v":[[24.005,-0.95],[23.74,-1.54],[24.02,-2.19],[24.95,-2.45],[25.62,-2.365],[26.16,-2.15],[25.975,-1.445],[25.47,-0.92],[24.73,-0.72]],"c":true},"ix":2},"nm":"a 8","mn":"ADBE Vector Shape - Group","hd":false},{"ind":22,"ty":"sh","ix":23,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.103,0.233],[-0.183,0.14],[-0.233,0],[-0.18,-0.19],[0,-0.407],[0,0],[0,0],[0,0],[-0.103,0.233],[-0.187,0.137],[-0.247,0],[-0.177,-0.187],[0,-0.413],[0,0],[0,0],[0,0],[0.293,0.363],[0.6,0],[0.287,-0.183],[0.167,-0.267],[0.267,0.18],[0.38,0],[0.203,-0.077],[0.16,-0.127],[0.1,-0.167],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,-0.287],[0.103,-0.233],[0.183,-0.14],[0.327,0],[0.18,0.19],[0,0],[0,0],[0,0],[0,-0.287],[0.103,-0.233],[0.187,-0.137],[0.313,0],[0.177,0.187],[0,0],[0,0],[0,0],[0,-0.6],[-0.293,-0.363],[-0.413,0],[-0.287,0.183],[-0.113,-0.273],[-0.267,-0.18],[-0.22,0],[-0.203,0.077],[-0.16,0.127],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[29.55,0],[29.55,-2.72],[29.705,-3.5],[30.135,-4.06],[30.76,-4.27],[31.52,-3.985],[31.79,-3.09],[31.79,0],[32.86,0],[32.86,-2.73],[33.015,-3.51],[33.45,-4.065],[34.1,-4.27],[34.835,-3.99],[35.1,-3.09],[35.1,0],[36.17,0],[36.17,-3.27],[35.73,-4.715],[34.39,-5.26],[33.34,-4.985],[32.66,-4.31],[32.09,-4.99],[31.12,-5.26],[30.485,-5.145],[29.94,-4.84],[29.55,-4.4],[29.49,-4.4],[29.49,-5.1],[28.47,-5.1],[28.47,0]],"c":true},"ix":2},"nm":"m","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]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[38.55,0],[38.55,-5.1],[37.47,-5.1],[37.47,0]],"c":true},"ix":2},"nm":"i","mn":"ADBE Vector Shape - Group","hd":false},{"ind":24,"ty":"sh","ix":25,"ks":{"a":0,"k":{"i":[[-0.14,0.143],[0,0.2],[0.14,0.137],[0.207,0],[0.143,-0.137],[0,-0.207],[-0.143,-0.143],[-0.2,0]],"o":[[0.14,-0.143],[0,-0.207],[-0.14,-0.137],[-0.2,0],[-0.143,0.137],[0,0.2],[0.143,0.143],[0.207,0]],"v":[[38.53,-6.065],[38.74,-6.58],[38.53,-7.095],[38.01,-7.3],[37.495,-7.095],[37.28,-6.58],[37.495,-6.065],[38.01,-5.85]],"c":true},"ix":2},"nm":"i 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":25,"ty":"sh","ix":26,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[-0.103,0.233],[-0.183,0.14],[-0.233,0],[-0.18,-0.19],[0,-0.407],[0,0],[0,0],[0,0],[-0.103,0.233],[-0.187,0.137],[-0.247,0],[-0.177,-0.187],[0,-0.413],[0,0],[0,0],[0,0],[0.293,0.363],[0.6,0],[0.287,-0.183],[0.167,-0.267],[0.267,0.18],[0.38,0],[0.203,-0.077],[0.16,-0.127],[0.1,-0.167],[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,-0.287],[0.103,-0.233],[0.183,-0.14],[0.327,0],[0.18,0.19],[0,0],[0,0],[0,0],[0,-0.287],[0.103,-0.233],[0.187,-0.137],[0.313,0],[0.177,0.187],[0,0],[0,0],[0,0],[0,-0.6],[-0.293,-0.363],[-0.413,0],[-0.287,0.183],[-0.113,-0.273],[-0.267,-0.18],[-0.22,0],[-0.203,0.077],[-0.16,0.127],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[40.98,0],[40.98,-2.72],[41.135,-3.5],[41.565,-4.06],[42.19,-4.27],[42.95,-3.985],[43.22,-3.09],[43.22,0],[44.29,0],[44.29,-2.73],[44.445,-3.51],[44.88,-4.065],[45.53,-4.27],[46.265,-3.99],[46.53,-3.09],[46.53,0],[47.6,0],[47.6,-3.27],[47.16,-4.715],[45.82,-5.26],[44.77,-4.985],[44.09,-4.31],[43.52,-4.99],[42.55,-5.26],[41.915,-5.145],[41.37,-4.84],[40.98,-4.4],[40.92,-4.4],[40.92,-5.1],[39.9,-5.1],[39.9,0]],"c":true},"ix":2},"nm":"m 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":[[49.98,0],[49.98,-5.1],[48.9,-5.1],[48.9,0]],"c":true},"ix":2},"nm":"i 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":27,"ty":"sh","ix":28,"ks":{"a":0,"k":{"i":[[-0.14,0.143],[0,0.2],[0.14,0.137],[0.207,0],[0.143,-0.137],[0,-0.207],[-0.143,-0.143],[-0.2,0]],"o":[[0.14,-0.143],[0,-0.207],[-0.14,-0.137],[-0.2,0],[-0.143,0.137],[0,0.2],[0.143,0.143],[0.207,0]],"v":[[49.96,-6.065],[50.17,-6.58],[49.96,-7.095],[49.44,-7.3],[48.925,-7.095],[48.71,-6.58],[48.925,-6.065],[49.44,-5.85]],"c":true},"ix":2},"nm":"i 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":28,"ty":"sh","ix":29,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[52.41,0],[52.41,-7.16],[51.33,-7.16],[51.33,0]],"c":true},"ix":2},"nm":"l 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":29,"ty":"sh","ix":30,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[54.84,0],[54.84,-5.1],[53.76,-5.1],[53.76,0]],"c":true},"ix":2},"nm":"i 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":30,"ty":"sh","ix":31,"ks":{"a":0,"k":{"i":[[-0.14,0.143],[0,0.2],[0.14,0.137],[0.207,0],[0.143,-0.137],[0,-0.207],[-0.143,-0.143],[-0.2,0]],"o":[[0.14,-0.143],[0,-0.207],[-0.14,-0.137],[-0.2,0],[-0.143,0.137],[0,0.2],[0.143,0.143],[0.207,0]],"v":[[54.82,-6.065],[55.03,-6.58],[54.82,-7.095],[54.3,-7.3],[53.785,-7.095],[53.57,-6.58],[53.785,-6.065],[54.3,-5.85]],"c":true},"ix":2},"nm":"i 6","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":"M","np":33,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":8,"op":67,"st":8,"bm":0},{"ddd":0,"ind":5,"ty":4,"nm":"Na-place na ang order mo Outlines","parent":7,"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,-8.308,0],"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],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0,0]],"v":[[-57.292,-7.82],[-58.318,-7.82],[-58.318,-1.767],[-62.266,-7.82],[-63.302,-7.82],[-63.302,0],[-62.266,0],[-62.266,-6.026],[-58.329,0],[-57.292,0]],"c":true},"ix":2},"nm":"N","mn":"ADBE Vector Shape - Group","hd":false},{"ind":1,"ty":"sh","ix":2,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[-50.877,0],[-50.877,-0.086],[-51.081,-1.359],[-51.081,-4.034],[-51.671,-5.417],[-53.245,-5.919],[-54.408,-5.683],[-55.246,-5.041],[-55.555,-4.2],[-54.556,-4.2],[-54.196,-4.85],[-53.304,-5.119],[-52.386,-4.81],[-52.074,-3.98],[-52.074,-3.523],[-53.041,-3.523],[-54.983,-3.021],[-55.673,-1.611],[-55.122,-0.379],[-53.713,0.107],[-52.058,-0.612],[-51.919,0]],"c":true},"ix":2},"nm":"a","mn":"ADBE Vector Shape - Group","hd":false},{"ind":2,"ty":"sh","ix":3,"ks":{"a":0,"k":{"i":[[0.208,0.175],[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":[[-54.368,-1.021],[-54.679,-1.751],[-52.853,-2.82],[-52.074,-2.82],[-52.074,-1.627],[-52.681,-0.999],[-53.567,-0.757]],"c":true},"ix":2},"nm":"a 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":3,"ty":"sh","ix":4,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-47.345,-3.728],[-49.966,-3.728],[-49.966,-2.917],[-47.345,-2.917]],"c":true},"ix":2},"nm":"-","mn":"ADBE Vector Shape - Group","hd":false},{"ind":4,"ty":"sh","ix":5,"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":[[-41.359,-2.933],[-41.969,-5.129],[-43.626,-5.919],[-45.312,-5.167],[-45.361,-5.812],[-46.268,-5.812],[-46.268,2.234],[-45.275,2.234],[-45.275,-0.564],[-43.61,0.107],[-41.966,-0.704],[-41.359,-2.841]],"c":true},"ix":2},"nm":"p","mn":"ADBE Vector Shape - Group","hd":false},{"ind":5,"ty":"sh","ix":6,"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":[[-42.774,-1.27],[-43.91,-0.704],[-45.275,-1.499],[-45.275,-4.275],[-43.921,-5.076],[-42.772,-4.506],[-42.353,-2.954]],"c":true},"ix":2},"nm":"p 2","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":[[-38.907,-8.25],[-39.901,-8.25],[-39.901,0],[-38.907,0]],"c":true},"ix":2},"nm":"l","mn":"ADBE Vector Shape - Group","hd":false},{"ind":7,"ty":"sh","ix":8,"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":[[-32.578,0],[-32.578,-0.086],[-32.782,-1.359],[-32.782,-4.034],[-33.373,-5.417],[-34.946,-5.919],[-36.109,-5.683],[-36.947,-5.041],[-37.256,-4.2],[-36.257,-4.2],[-35.897,-4.85],[-35.005,-5.119],[-34.087,-4.81],[-33.775,-3.98],[-33.775,-3.523],[-34.742,-3.523],[-36.684,-3.021],[-37.374,-1.611],[-36.824,-0.379],[-35.414,0.107],[-33.759,-0.612],[-33.62,0]],"c":true},"ix":2},"nm":"a 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":8,"ty":"sh","ix":9,"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":[[-36.069,-1.021],[-36.38,-1.751],[-34.554,-2.82],[-33.775,-2.82],[-33.775,-1.627],[-34.382,-0.999],[-35.269,-0.757]],"c":true},"ix":2},"nm":"a 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":9,"ty":"sh","ix":10,"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":[[-29.965,-1.246],[-30.378,-2.793],[-30.378,-2.981],[-29.962,-4.557],[-28.788,-5.103],[-27.84,-4.74],[-27.413,-3.813],[-26.474,-3.813],[-27.164,-5.333],[-28.788,-5.919],[-30.166,-5.554],[-31.06,-4.528],[-31.372,-3.019],[-31.372,-2.852],[-30.671,-0.685],[-28.783,0.107],[-27.663,-0.161],[-26.817,-0.881],[-26.474,-1.832],[-27.413,-1.832],[-27.854,-1.026],[-28.783,-0.704]],"c":true},"ix":2},"nm":"c","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],[-0.321,-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":[[-20.643,-1.015],[-21.25,-1.488],[-21.889,-0.918],[-22.781,-0.704],[-24.003,-1.233],[-24.505,-2.621],[-20.568,-2.621],[-20.568,-3.035],[-21.197,-5.172],[-22.958,-5.919],[-24.245,-5.535],[-25.168,-4.471],[-25.499,-2.927],[-25.499,-2.745],[-24.758,-0.669],[-22.835,0.107]],"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":[[-21.97,-4.686],[-21.562,-3.513],[-21.562,-3.438],[-24.473,-3.438],[-23.968,-4.665],[-22.958,-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],[0,0],[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":[[-16.476,-5.812],[-16.476,0],[-15.482,0],[-15.482,-4.141],[-14.913,-4.818],[-14.064,-5.076],[-13.186,-4.775],[-12.898,-3.846],[-12.898,0],[-11.905,0],[-11.905,-3.84],[-13.763,-5.919],[-15.503,-5.081],[-15.536,-5.812]],"c":true},"ix":2},"nm":"n","mn":"ADBE Vector Shape - Group","hd":false},{"ind":13,"ty":"sh","ix":14,"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":[[-5.666,0],[-5.666,-0.086],[-5.87,-1.359],[-5.87,-4.034],[-6.461,-5.417],[-8.035,-5.919],[-9.198,-5.683],[-10.036,-5.041],[-10.345,-4.2],[-9.346,-4.2],[-8.986,-4.85],[-8.094,-5.119],[-7.176,-4.81],[-6.864,-3.98],[-6.864,-3.523],[-7.831,-3.523],[-9.773,-3.021],[-10.463,-1.611],[-9.912,-0.379],[-8.502,0.107],[-6.848,-0.612],[-6.708,0]],"c":true},"ix":2},"nm":"a 5","mn":"ADBE Vector Shape - Group","hd":false},{"ind":14,"ty":"sh","ix":15,"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":[[-9.158,-1.021],[-9.469,-1.751],[-7.643,-2.82],[-6.864,-2.82],[-6.864,-1.627],[-7.471,-0.999],[-8.357,-0.757]],"c":true},"ix":2},"nm":"a 6","mn":"ADBE Vector Shape - Group","hd":false},{"ind":15,"ty":"sh","ix":16,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0.534],[0,0],[0.38,0.335],[0.67,0],[0.353,-0.158],[0.206,-0.27],[0,-0.29],[0,0],[-0.24,0.179],[-0.354,0],[-0.208,-0.206],[0,-0.347],[0,0],[0,0],[0.46,-0.335],[0,-0.605],[-0.367,-0.324],[-0.573,0],[-0.462,0.48],[-0.057,-0.115]],"o":[[0,0],[-0.136,-0.315],[0,0],[-0.014,-0.587],[-0.38,-0.335],[-0.423,0],[-0.353,0.158],[-0.206,0.27],[0,0],[0,-0.254],[0.24,-0.179],[0.405,0],[0.208,0.206],[0,0],[0,0],[-0.834,0],[-0.46,0.335],[0,0.498],[0.367,0.324],[0.641,0],[0.036,0.294],[0,0]],"v":[[3.26,0],[3.26,-0.086],[3.056,-1.359],[3.056,-4.034],[2.465,-5.417],[0.892,-5.919],[-0.271,-5.683],[-1.109,-5.041],[-1.418,-4.2],[-0.419,-4.2],[-0.059,-4.85],[0.832,-5.119],[1.751,-4.81],[2.062,-3.98],[2.062,-3.523],[1.096,-3.523],[-0.846,-3.021],[-1.536,-1.611],[-0.986,-0.379],[0.424,0.107],[2.079,-0.612],[2.218,0]],"c":true},"ix":2},"nm":"a 7","mn":"ADBE Vector Shape - Group","hd":false},{"ind":16,"ty":"sh","ix":17,"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":[[-0.231,-1.021],[-0.543,-1.751],[1.284,-2.82],[2.062,-2.82],[2.062,-1.627],[1.456,-0.999],[0.569,-0.757]],"c":true},"ix":2},"nm":"a 8","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],[-0.244,0.172],[-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":[[4.724,-5.812],[4.724,0],[5.717,0],[5.717,-4.141],[6.287,-4.818],[7.135,-5.076],[8.014,-4.775],[8.301,-3.846],[8.301,0],[9.295,0],[9.295,-3.84],[7.436,-5.919],[5.696,-5.081],[5.664,-5.812]],"c":true},"ix":2},"nm":"n 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":18,"ty":"sh","ix":19,"ks":{"a":0,"k":{"i":[[-0.421,-0.548],[-0.68,0],[-0.397,0.458],[0,0],[0.27,-0.272],[0.483,0],[0.426,0.526],[0,0],[-0.401,-0.179],[-0.419,0],[-0.446,0.433],[0,0.752],[0,0],[0,0],[0,0],[0.709,0],[0.419,-0.535],[0,-0.906]],"o":[[0.421,0.548],[0.688,0],[0,0],[0,0.494],[-0.27,0.272],[-0.616,0],[0,0],[0.211,0.312],[0.401,0.179],[0.752,0],[0.446,-0.433],[0,0],[0,0],[0,0],[-0.397,-0.501],[-0.691,0],[-0.419,0.535],[0,0.945]],"v":[[11.298,-0.714],[12.949,0.107],[14.577,-0.58],[14.577,-0.081],[14.171,1.069],[13.041,1.477],[11.478,0.688],[10.962,1.284],[11.881,2.02],[13.111,2.288],[14.907,1.638],[15.576,-0.14],[15.576,-5.812],[14.668,-5.812],[14.62,-5.167],[12.96,-5.919],[11.295,-5.116],[10.667,-2.954]],"c":true},"ix":2},"nm":"g","mn":"ADBE Vector Shape - Group","hd":false},{"ind":19,"ty":"sh","ix":20,"ks":{"a":0,"k":{"i":[[-0.272,0.376],[-0.483,0],[-0.304,-0.555],[0,0],[0.627,0],[0.269,0.374],[0,0.655]],"o":[[0.272,-0.376],[0.609,0],[0,0],[-0.294,0.569],[-0.483,0],[-0.269,-0.374],[0,-0.738]],"v":[[12.074,-4.512],[13.207,-5.076],[14.577,-4.243],[14.577,-1.59],[13.197,-0.736],[12.069,-1.297],[11.666,-2.841]],"c":true},"ix":2},"nm":"g 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":20,"ty":"sh","ix":21,"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":[[19.754,-2.89],[20.488,-0.714],[22.402,0.107],[23.791,-0.269],[24.72,-1.319],[25.045,-2.841],[25.045,-2.911],[24.312,-5.097],[22.392,-5.919],[21.025,-5.548],[20.09,-4.496],[19.754,-2.959]],"c":true},"ix":2},"nm":"o","mn":"ADBE Vector Shape - Group","hd":false},{"ind":21,"ty":"sh","ix":22,"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":[[21.205,-4.517],[22.392,-5.103],[23.597,-4.509],[24.051,-2.959],[23.605,-1.297],[22.402,-0.704],[21.202,-1.289],[20.753,-2.841]],"c":true},"ix":2},"nm":"o 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":22,"ty":"sh","ix":23,"ks":{"a":0,"k":{"i":[[0,0],[0.193,0],[0.326,-0.519],[0,0],[0,0],[0,0],[0,0],[0,0],[-0.652,0],[-0.15,-0.025]],"o":[[-0.1,-0.05],[-0.598,0],[0,0],[0,0],[0,0],[0,0],[0,0],[0.233,-0.555],[0.175,0],[0,0]],"v":[[29.21,-5.844],[28.77,-5.919],[27.384,-5.14],[27.368,-5.812],[26.401,-5.812],[26.401,0],[27.395,0],[27.395,-4.125],[28.721,-4.958],[29.21,-4.92]],"c":true},"ix":2},"nm":"r","mn":"ADBE Vector Shape - Group","hd":false},{"ind":23,"ty":"sh","ix":24,"ks":{"a":0,"k":{"i":[[0,0],[-0.424,-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":[[29.889,-2.879],[30.526,-0.72],[32.172,0.107],[33.832,-0.623],[33.88,0],[34.793,0],[34.793,-8.25],[33.8,-8.25],[33.8,-5.221],[32.183,-5.919],[30.523,-5.105],[29.889,-2.954]],"c":true},"ix":2},"nm":"d","mn":"ADBE Vector Shape - Group","hd":false},{"ind":24,"ty":"sh","ix":25,"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":[[31.291,-4.512],[32.43,-5.076],[33.8,-4.254],[33.8,-1.584],[32.419,-0.736],[31.291,-1.294],[30.883,-2.841]],"c":true},"ix":2},"nm":"d 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":25,"ty":"sh","ix":26,"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":[[41.048,-1.015],[40.441,-1.488],[39.802,-0.918],[38.91,-0.704],[37.688,-1.233],[37.186,-2.621],[41.123,-2.621],[41.123,-3.035],[40.495,-5.172],[38.733,-5.919],[37.446,-5.535],[36.523,-4.471],[36.192,-2.927],[36.192,-2.745],[36.934,-0.669],[38.856,0.107]],"c":true},"ix":2},"nm":"e 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":26,"ty":"sh","ix":27,"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":[[39.721,-4.686],[40.129,-3.513],[40.129,-3.438],[37.218,-3.438],[37.723,-4.665],[38.733,-5.103]],"c":true},"ix":2},"nm":"e 4","mn":"ADBE Vector Shape - Group","hd":false},{"ind":27,"ty":"sh","ix":28,"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":[[45.191,-5.844],[44.751,-5.919],[43.365,-5.14],[43.349,-5.812],[42.382,-5.812],[42.382,0],[43.376,0],[43.376,-4.125],[44.703,-4.958],[45.191,-4.92]],"c":true},"ix":2},"nm":"r 2","mn":"ADBE Vector Shape - Group","hd":false},{"ind":28,"ty":"sh","ix":29,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0],[-0.652,0],[0,-0.845],[0,0],[0,0],[0,0],[-0.244,0.22],[-0.369,0],[-0.19,-0.206],[0,-0.415],[0,0],[0,0],[0,0],[1.275,0],[0.31,-0.172],[0.193,-0.279],[0.813,0],[0.426,-0.501],[0,0]],"o":[[0,0],[0,0],[0,0],[0.24,-0.555],[0.827,0],[0,0],[0,0],[0,0],[0.039,-0.372],[0.243,-0.22],[0.448,0],[0.19,0.206],[0,0],[0,0],[0,0],[-0.021,-1.35],[-0.423,0],[-0.31,0.172],[-0.294,-0.623],[-0.723,0],[0,0],[0,0]],"v":[[49.042,-5.812],[49.042,0],[50.036,0],[50.036,-4.243],[51.373,-5.076],[52.614,-3.808],[52.614,0],[53.613,0],[53.613,-3.856],[54.037,-4.745],[54.956,-5.076],[55.912,-4.767],[56.197,-3.835],[56.197,0],[57.19,0],[57.19,-3.894],[55.246,-5.919],[54.148,-5.661],[53.393,-4.984],[51.733,-5.919],[50.009,-5.167],[49.982,-5.812]],"c":true},"ix":2},"nm":"m","mn":"ADBE Vector Shape - Group","hd":false},{"ind":29,"ty":"sh","ix":30,"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":[[58.536,-2.89],[59.269,-0.714],[61.184,0.107],[62.572,-0.269],[63.501,-1.319],[63.826,-2.841],[63.826,-2.911],[63.093,-5.097],[61.173,-5.919],[59.806,-5.548],[58.871,-4.496],[58.536,-2.959]],"c":true},"ix":2},"nm":"o 3","mn":"ADBE Vector Shape - Group","hd":false},{"ind":30,"ty":"sh","ix":31,"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":[[59.986,-4.517],[61.173,-5.103],[62.379,-4.509],[62.832,-2.959],[62.387,-1.297],[61.184,-0.704],[59.983,-1.289],[59.535,-2.841]],"c":true},"ix":2},"nm":"o 4","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":"N","np":33,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":59,"st":0,"bm":0},{"ddd":0,"ind":7,"ty":3,"nm":"Your order has been placed successfully Outlines","parent":1,"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":[0,254,0],"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":60,"st":0,"bm":0},{"ddd":0,"ind":8,"ty":4,"nm":"Button base stroke","parent":9,"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":60,"st":-17,"bm":0},{"ddd":0,"ind":9,"ty":3,"nm":"Button scale","parent":1,"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":60,"st":8,"bm":0},{"ddd":0,"ind":10,"ty":2,"nm":"product_02","parent":1,"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":60,"st":0,"bm":0},{"ddd":0,"ind":11,"ty":0,"nm":"Pre-Device-Browser-TopShelf-Phone-iw_IL","parent":1,"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":60,"st":-66,"bm":0},{"ddd":0,"ind":12,"ty":4,"nm":"phone v1 backing desktop","parent":1,"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":62,"st":-120,"bm":0},{"ddd":0,"ind":13,"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":14,"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":218,"st":0,"bm":0}],"markers":[]}