@keyframes rwdcur60865 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGklEQVRYhe1Wu2obQRQ9NwRWnfwTNgQjlWatQpAP0A9kO4eA2CIsaVOkMK6SQrhYFBSlk/ugPwjEWVRKmIBd5gtUGEbVdWFWufPc1QOcwgeGfTCz55x778xd4L+AUgyl+GkFPOOJQHUnqqOBlabGbVZ7/dYCXMT7FPEiRBwij7LOLrxhAZK4cZuRz2WUdaCw2w56WUUuyXxQUNxAY6tUeFMgwfms0uW2kfAKcIWd0gSUJnsXYX/IKL7HCBwy5zMu78tnBaWNTbkq8+YKP6UJOJ8AAFZpe/1+mzrwpiCexl43nE9AabIzeVDAl88/EE9jPlCvvSIk9lKE0vWnu/P1e0pPiNITzaF0D4QjUB5qroNNW+QL+5+7BZYf7knWgxQQ5XP9o0JsVQ/RDqKiV9Dbn++0BTfLhUsTonyOVdq2yJdvLsCY8Wpw7VxnwqqBcXdE4+5Ii8yrw5a1cDW4tp2ftdG8+gg6a9duUt4ivFkuLPcytFHWgemSv8+1a6iPBAXE05iPm7ZrE3U7ohRhCnIKKHoFAYApgpNLxq9i/VzuDnOHyDlVsLqhD/E05lNcAQB+/42Dc2nyXhMkd4I6GrCMgrcGxt0RlTVw3Gxpw0kqolCne1YKkPj2tbUecodIIpOUk0vnf4WJyhQUvYII/3Jay52jBqQImYaNG4gUYBUfdOdmLbgQnDAcDnf+wej3+0GO2hHYREwV6TMkHgCfWA6IWJDfbwAAAABJRU5ErkJggg==) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe1XPUtCYRQ+JwLd+hUJETnKzcB/IK3h3YxA7hCXqKmhIdrFQQSxTWn3BwSR+uKYiKBjU1t3CK7T2xDqeb/ul4INPovg+/E85znnvEcB/gV8n4Pv8+0K2GFLwKgb/UxVSVN66kY+n1iAjniTIvaCiIPIU25+Hd5gAZQ4PXXRFGXKzYc6FIb9MHJKZoKfqfKkqTCmgILXh6FRJnXCKEAXETo2oGNvVISSgvTURXrRInp0bOD19lLI31o7Lp8CrQO66GUyHXmSOjCmwOpaRjt5va2kImkRGg+9F7747d05TGYj+E6/avfMq/21RQgO0KgfZo8rlU4O0ckJl8chXzxquiIVDplsn8xG4N38IG1HKkB+I6jYsBkidAErMrx8uxIOjL2RThOk3DzMq32F3Cs9AYchlx0yQSnCVqGJrUJTcObo8EQ5qCPHchYOOveA5WzkejB2wdgbKdFTaxcOUPDnD+EzaI4ECrC6Fj8+UKOWEXUiUhGyIK0AVmQIACCLEGZCjy27A50cQo9FEiMj0jBSyEMgtyztBLkrjAJahSYuamDwWRMXewxOLzoiaft6SRpHbGQHZAxeSsDt2mpo2TVO00BFBBWiMg1lsCJDhNzqYkKqRY8BnFnK11QE/QET++2mAqjty3USuVwLOgRuaDQaa/9jqlQqgRyRHYgjJox0B4pfSU37bJFrSasAAAAASUVORK5CYII=) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhe1Wv0/CQBh9Z0xg46+QhcBoGkz4D4g73TAmpIPpoJODg3FvGBoMMmLc+Q+MSsNKWHB0cmSr0zHoNdf71Sut0URfQkKv99173/e++wD4FYhjijimPyvgr4Lk2RzXg1Slqms/V3xuAYywuvaJSF6WCG2wjrBsEXtFyYtCKYDBlFnFb5ciQCLgfVetiwI+gpdkbRcr9m032mQc1wOaV4TRAgYaLr6tJyQBpgyI54J4rvawMuZCAmfmJFl/VuCA0nBB2Xf2HNcDWuTWaBU/dd7p+cUx5m9DOchzQcNpqgGB3SqQsoDP+ur1WhtEw6lkxa7lTwXxAnioqpAne94icZ8UdPJ4mhKx2iwRdSMCyLeBibAlV4nQBjIhq80SABB1I8ILYOSq+UC8Q6IjFwVoBxEj1qHityUbAGDTuwHFgqreqaAcRM7MoY1aMzNYzJ70W6jdX4L0W9ZNmcsCwH4qMhsYdL8xVqMY0N8QJZ6j1CPfC2JfGMuUdS35LJPKcORkeqZsRr4KVhVo1JrJZ/7QS9aVdhw50pKpHzIFRN2ITDpjMumMyd2tvjFFz00i+IoYBbDGAwDqDqVslRawd1/lV4mwmgMmZGWrIhdFJHtNB41Go8J/RAaDgVms7UF5xGSR/oPHFt4m94avgjSRAAAAAElFTkSuQmCC) 1 1, auto;}
}
div.testarea{
animation:rwdcur60865 2.6666666666667s linear infinite forwards;
}
