@keyframes rwdcur128861 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjElEQVRYhe1XTWsTURQ9bzIJMW1DKUkIUWJAKK1g6EpCFRcVpCBCLfQHuMlSBcGVO9f9AYLgpq4rbopdFNtk4Q8oxUTQ2NaalkljviaTmWSOiyQlNhPbhJhS6oFh4M5995w39+PxgHMLEiAnQJ4JeTBQLFKYJgPFIkEGew0l9bLIVq0+C5ZKeLe2hmCpBKlWezJQAaYQ+bIsI+dwoCzLIFBscyLdIGdBhnqTRo6BnAHZLpL0Xy0U9kGy8fYd+z7tNAyCbD4vuyb3qipvp9OczGa//8Vv1Mrs0bT9cCbDpY0NPkommyJCVr6dUjA1kc/j+eYmDpzOYMdKF+KXlblos/kiigKfpuFuOt00j3fcSBtIaTKb/eEplxkolV6cfmEdsmGsjGoao4kEw5kML9XT4e42DnrucdItG8aK0zDo1bSfICO9BboIEANhIW8CWADgALAMIT4OhLdBPi+ZZutMIMiope+UoiyHM5lX/eR36HrOq6p8E4/z7fo6Q4UCG0NKBlrnADk+mcvNBcrlaG8tYwFyTLfb3RFFwWVVhbdSwZ10GposA425IB85C5H8rCjvq5K0ByHyfREgxKFD1/OfPB73vMsFR62GDb8fzmoVmiwn+8JxIk6ogQvQBWcCchpkTJimATIB8qnlsf6vyEUj5y5db8374qAExEDy8dYWP6yu8nU8zpFKhaiL8h937/hbbhwezj3Y3u76OBRkxGUYuL+7CwEgqKq4dXAACAEA4VML+DY0tJoaHn7YrQAK8VW127HjcgEAakLgi/toru12G6971AuOI5UKZ3d2eC2Xa9ZArO93iJm9vWELARLIRfw5fGIgr/SXHcBCKtVWVC1C/CDvgbx+Nren/zgv+A3kG5msR70H5QAAAABJRU5ErkJggg==) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACv0lEQVRYhe1WT0hUQRz+3tvX1iuVVlrKFpdQCzHQk3RRhLKCWCwkIuhg9y79gfDWISKik9cIOklQBEFUuEkX24MhbCjoYfHgquzGuouru7rjvjdfh901q+fme6568bsMM/P7/b5v5puZ94B9OESVEPfPplLUhbi7++xkgy+T4cDoKH2ZDEGeclpKdZiXM1UVKbcbpqoCwJpTAY6hSHn9zOLilCJl7z+TpKpI+eT4ygqrhPjoaIfaksnX7YkEvblct+1ksqdaCD6YmGBrMskjQnzYLHRTCw5IebN3ZgYns9l7tgUAnc3pNC7HYrgYi6HaNAO2K3hzue62ZPKzahgnbCeTLYqUbE8kWC0EFSkf266xbZAtIJ+DDIB0etj3UUGQTSBb9oL4kCufHwFJkNSFiIA8ahnrzeUadCHsn/ryAvo10+TD8XE+Cod5OJ8nyIHStLYx9sL8/LTpci28BbwVlHDu9NISuuNxAMBwKoXvHs/5vJWAYZ+vMasoKxUkB4DRSE3NteG6OuiGgXBtLfKa9rXCHGVg5wzssJCGvbkF/4GyI1ULT28AQBeAKQDvoSgLO8JlSU4OljwHSW1tLQnSv1sCekCyIx7ny1CIdyYnS0IGrcLLfqWuzM7e2ITED/IpyHfFduPqugDg9vQ0/Nksrs7NwZ/JQDXNS1alNKvBEj7V17+xIO/QDWNkVfudqhtG/yrZCUX5hoLnCHs88GeziOk6fuo6pMv1oxzX1lDwdxYke6JRPhsbY080WtrimeL8saLn9C8v86BhUJWSIO3/FVkIaAbJpnSaQ8Egg8Egh4JBNqbTJRHNxTg/yEHVMBIgv5QjL2uBBdwA4JZy/f4qxf4f9RQlCuCW/Dt72yA1SJkEyb5IhC9CIfZFIoXVF8btLsiRiIBqmut3HCSL/Qp4vHURrSBfgQwV29bdI68wfgEnTLTBERAUrQAAAABJRU5ErkJggg==) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe1WS2sTURg9M3mYkFKDVGk0oI2xtlLcFKUbpaBuioh0oQu7qOBKpH+iP6Fu9AcoRZdKIVSCYCDQRXDb9LUJCaSacTrjdObOzHGRocbYRzojUSEHhgtz73ncbz7uXCAIyGQgfgDjqYRp7oBkvDlOddP8SshxmNJ1PtjcZErXGXYcghzxIyf74Nx1ZBnzpRKelMuYL5VgyzIA3GsLGgV5FeQpfwHIPk+gfY0FALuhEFpHALst3GdRxzEBfAbwBeQiyP4ONrcnMCs3y8rThkGQ2Za5TEwIJk2TtyoVJk2TcSEIMuPNT4NkXAhOVqs8p2kESZCvOzXvk12XDzc2+LJQ4LCiMGJZ+bY1E5Jtr0Qch5LrroCcaJnLg+TzYpG5XI7vlpdbQ/z2OcL7RMi4koTb1SrO6zqub29DHxycrLSukKQigWuCBCSpnZ8Ouy4uqioAIOq6yO7soJJIAEAawNejKiAPGAYvKwpn1taYsCzCdRcOJ/3CXwTJx6urXMrluFAsMiYET9g2QUY7FclGLevjWU1rmpP7VepAbqxpxpDXR97ztGONwCCzXiXKID+AvN898/8NP1uY7Ac5C0n6DuCVN3YvwJCq1k8KMWCEQvgWiXyqJRI3uhGgCTIJkm/yeb4oFOh1sZ//xIG4WavJ01tbsfb3exXIqGq9X4iBXa8C1S5V4K/3QA89HIhLirI0pKo8Yxgz3XcnR8brdb7N5zmkqvQr82h9nWlNG/MTIHpBVTler3NYUd77DZDWtDH/BxoZPvKq/YdPy2NhtNGYu1OpcLTRmAui43sHYTIVt22EyVSQAMFwrLt+D/8ofgAA75GyO0UZEgAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur128861 2s linear infinite forwards;
}
