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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 1 1, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACiklEQVRYhc2WsWsTcRTHPy9IB4cOLvmB/0C7tBa0W8HByVFpDQhORS6LU4cO7WRGpy6XwUkcTAN2c+omSGmhIS4eCIJD5AKSIW4dfA7X3+9+l7skbdKafiHc5d2P3/f7vu/93h3MGAKgO8cKwGmEfHoh/1NAyd3NgNxBH7/TmRDfBIy0PGz3FSBoRgDU1xcAqC7PX1mphm5kyX1ch5Bbox4GX35A58yRWmLO/sJcCdUNFdmfSkSpKOiyPyeHNPtgaZPg/kv3X3VjqgYe6YDD6zcJeUFsWuQciOM403hSe45IK13Q6CHSysamQM4BY4xYEQCqK4kQaaG6glR+ZmLhyQmwP7EAgSRrY4xrJivAmDVHRqOXXJ/dyW4gLeD7xI1YSoiSrC1x+SAG0uwd8QA5cO7A5HA9YB2I41ilek8Aut29dGWjl7pgsbsFc4UH6fICrAjrxtHREcaspSIGHKh/fevuVTc0cxw7qvZXNNB8FB5DY9bY3n5KHH9OAoOZAyzmQ1aE/MrGw3Zfh03Noc3jn4Ry+VV+we4W9fUFgqXNbLzRQyqHbl/dOdZRoztXwLDdVzqqB93bjrzb3UtdKHJj1LNz2LkyVgBA+PsPQTNymTsHGj3XB+69AEmsgHxc/aGgB6rL86I7xyq1VaEG+uFRusnAMQyaESx5Afu8kpAHzSgpUzNCaquF5S50wF/cffg+c82tlX3xnfHFjSMfKsCHMUakcij+pIRsQ9UXP2ZKcJk35KWmiH33+98AYbuvwbcnyR9PRCbrjg4VdGWfVq5XCoZV0IyQ6gO4Kzm+i30PTAhbpmpHVcMT6gUDabpB7sEOn6Iy+Zlf5GheG8J2f+y74dqI/etMMFPyG41/lIM04FCbyfMAAAAASUVORK5CYII=) 1 1, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhe1WMYgTQRR9P4SAFgFtdjF4tqkSDySmESyushSiByeiEHADx1VWct2F44orgs2mOEFEIXGF66wshOtSuJdr3NYisttECFY232Izk9nd2cvhxsTCB8tOZibz3rw//+8AKwYBAO8OGADwxQN9fEzLFJCTrRWQS/C9N7wSYkxDoIM9nDAAWI4XdpQKoNbNhTukXVCQC5wUL+HdK/evCEkVIHcOoNsoy7bleECpAFj7IHqfWUgOI47sNk4uSQFYX+8De4fA6BcAgPlB5rOT2IFMSRV7h+kLZHQhN28Ctbfw4fX38Ed/DCIXRK4cZ/s0kwt50fB9n03TTDrC6yBywU+ugTa/gXk9FEYu2HZkOP4U0gHTNMn3fQ621+QgtbdCEb0bQH8syaWwViMTeUSAEAEAQoQkfHg1fGJg21msACHCOPYRbK8hCF7OBvrj8BHovgjtLxUyCcgDYfzVzmD67nQ6ODhwQydUB1QhmKWjmhFqMWtVi6mZkgNm1qtt07yDer0O3z8JFxYO9MfacAgh9nDCopaI+hGvrAkHdCJUV7QFR9hv7SeGLMfD7We38HT8E5bjodsowx5OWOdE4gwItcfBZQCAYeyEZ0HYHrNf7eueHcGqNEHtGg2u5yJk8eqaKkCIsBwPhrEjRUgiYb/m8FmVJrpnR1qiNCQEtKpFshwP1K5RJPZAMvaaImRVmpFNdBtliPUuJABAZHJw923knZgrTn4sNK1qkahdo/PIUwWoMD4/irwlsXon+DH9WOnOxxzM/xhtfpJEYrdqvrN9yrjyfPYHjYjz0nBh4N4Gc2+D1ZQVNYF3B5wmIq/rXBRk3otLjqYWzA3BRSFCpbugqKRLCUcaREiWyzpiSbry3ccvwP/xT+A3xPNGKzW5xO4AAAAASUVORK5CYII=) 1 1, auto;}
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}
div.testarea{
animation:rwdcur56658 1.4s linear infinite forwards;
}
