@keyframes rwdcur118042 {
0%,53.270786516854%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRYhe2WP27bMBTGfwpyhR4gCCoEGX0Ba6JRGPDWQ8gFNNgHML23AiIg8h16gBT0JE2+g2BdouiS6XWw5Mj6Z1EJ0KUfQJgiQX6fH9/3SPiPHmitRWst/4xcRCRJEgHaREgQBFL9HcNzM2JNSUg0nwMQPTwAMEaIlYAqcShCqBShCN98H47HupBBuLUREM3nhE9PF2M58CwFn1JgDFGeD95zsACttXA4nEgKYoDnwVTtGHwEm80Gz/NYOQ6/t1s+bbcN8ujlBWYzWC6tjqEVdRd09SeTiWCMRFF0nhORqjt6YZUDbVgsFiwOBwKtEREcB2BPlmW4rnt1/W1ZaLTWAI6tgM1mQ5qmlZG91fqbcpMkSaDFw9PptBR30W+D4zhk2R1ZdofrugRBMExFW9Urx/pQX1fmAQPPvyGgJuKqgMaa41EwRohjewfURSRJYi9gBHmrC6bTqfUf+BAMOffeCIwI/Zjb8AJpmuJ5HsQxLJfWNm7ANgo974VBeHclfMNaMKeLitnsnZEwRjDGLvuJJRSRUMQqF5o5YIyEShEqhbNvL6uN8TyH+NRdWbwFoKv2x7Hg+7DbkTw+noe911cAQqVY7fcnYgDfP/VLYR+RjJUwnsN8DnG9xXER9lhgbZWQdkq7znZ5X3Tyov0YvO+IUK2Fr9/hTxH+X/e8XcH2AkZiLXw5CoiAKZp9+GFoJSxs2ZzY8fmnal9zzot+XC9EhS0BVqWIWc+rpyRVqrBnLH2u6D+rgnxVflc9Xvbz/GTDOqrzed5pzasCsCwsnegQ8BccOpRuN+kS7gAAAABJRU5ErkJggg==) 4 9, auto;}
53.370786516854%,54.113483146067% {cursor:url(data:image/png;base64,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) 4 9, auto;}
54.213483146067%,68.158426966292% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYhe2WQW7iMBSGvyBuQgehXoKsgkZdzyEACSQ4AGY/k4VRwwW6mgN0FFZh1TsgcovZdMObheM0hBCcUKmb+SXLjh37/f793rPhP2qglBKllHyZcRGRJEkEqCMhs9lMinUTO507OFqD6MEAAP30BEATIq0InBk+HpmOx4QihEFAKFIm8vkE9GAAcQxBAMCzCAv5sFUm8ikEzhyy1zOlCM9jIULqumBTAqvVCt/3AUS9vaFeXgDQr6/Q6aA3G8CokQLdzQZGo4Z0CihHwbW2/QZEa31W2/46O932FHOirNdrRATP8+B4ZPbwwOFwwPN2iAjz+Vy01l4lAXuuSimAyp/qsFqt2O/3xngLdO0ivu/j+76USQyHQ0vurF0FrTWzrO73+5kKHuU1L1CV9WxfHS7mnU7C6SRTkdwPnGQoGis7lwvyOZnThdb5osgtESmlvPV6DRiZkyQhSRIn8mcQIcwSUihum6+MguFw2Nw4QMdjYdvRFiaTm56ZJ6KiCm0xFQiz4oq788B+vzcZMop43m4/Bhx2XwkX7690wJa4W4EPLIXY3I6MRu12nyOOhTh2330cC0QSipgQdAg/i8vbMI4lDALCIMDb7SonXfSnKUSmuUibXcjVUkWRMB7Ddkvy+Jh3++/vgHlwLHY7YxhgPDZtS6ytA16QMMhlziUulyjKZI8Elo0cshnTa2c7sa+jNCu/nNdtIdVS+PET/mby/+kB1ieaE2iJpfD9KCACcVaayw+ub8IsLC8Htnz7HVTPyf2iHrcTURaWAAtLYlQdnrlhME/2NDXfNVFRf1aZ8fyGK8a4baepCcMyiuNpejU0bxKgYWK5iisE/gFB7Eq7TPBCpwAAAABJRU5ErkJggg==) 4 9, auto;}
68.258426966292%,73.776404494382% {cursor:url(data:image/png;base64,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) 4 9, auto;}
73.876404494382%,79.394382022472% {cursor:url(data:image/png;base64,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) 4 9, auto;}
79.494382022472%,85.012359550562% {cursor:url(data:image/png;base64,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) 4 9, auto;}
85.112359550562%,99.057303370787% {cursor:url(data:image/png;base64,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) 4 9, auto;}
99.157303370787%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur118042 5.9333333333333s linear infinite forwards;
}
