@keyframes rwdcur159078 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRYhe3XbWwTdRwH8O8937XX6/qwbm2lYyu4BzAoEUOMRgRixARBhZBIWCDKTHwAEjSI+PCCp5CQGGJEdBKjoiEhukjURCO+wCceJokw5ugeCitrS+narr1er9frnS80RmGMMTqNib+X/7vc95Pf/X+X/wH/179cxJULm9e9eKeYFmvVkvr11oPbtMkGkFcuNKgNBtVItaMKOzesWO/5xwGWemFQckiKtc66gXbQ7a1zV1kmE0BdudC2pI3kbNyKbHHEz9v4Rl3UF7VwzX0urzMSHgoblQZc1QHvoFf2ib5uhmdBURR8Ad9s1xzXfomVVj/sX3zV/RUHzNp9O+zT7SmBFQAAZb0MV7Vr6oz5M9qFqUL7Q95F4qQCAECMiRFBFEAAyGazYFkGIi+ieWFzq+8O3/7lgcdunVRAwV6IMhQDiqYRi8VwaSAxIFh4g2NZ2j/Hv0y8z3Zo6W1LHqgE4KpNCABrH1wbGCaGV6oFFf3hPhQ7tWUqVbS4/e7ppmnSTpejhnbTi/2a/9I0JtgdyvaWJwoYtQPEENlHs7RKURTcrmpc5i9r+U7lia4jXRvLxXKSIEi4q11V9Qvq9wh1wp6FzQt8FQUUgkqGNViVIAg43Q544fW0n2mX8/H83viR+Bo5JV+kGQaSaJNaFrS0TWmZ8t79wXm3TAQw6it4PvBCoeDNL08X016YQCh67puegXOnumJnzZORk6Faw/sVQaKZt3N+giBpqVoKmhbzniajKVrnDIR7h/vG/b0YtQONuxoNUqSSJEGCF3j4TL9zW9PWP68fOn6oe+j0xVXxM/F9xXIRJEGgftrUu7zzve+LNWLbI3OW0jcFAAAux2UpigJLsRiRRqafcJ/420M/OdURfbujfX3kSGSFoZnxmppaSFU2d/De4BvV3uo96+Y/x44HcE0pYRKDNE2jpJVQRdqdtXINC0Dft3QvFF6tPWt0SRbNUpW1Z7PR3uiPgWDg0fr6BkQiEdI32/t0IaE27bBv3/RSx5bOCQFM1lQo7fctolt1d1g6bwGgmFMwV7Wpb3p0TxVFUBY7bRdJkmSjQ1HQDA2CJGDqAONm5uW5/IfbV257astHLx+9YQCXYPtJG2kAIDlGYHmTpw9sPCCqHvU1miBn20o2qEUViqLoBaWgK7KSQREZJa9cLJW1kJUQE1ab9RdPyhOdUAfyfiVJZkndNAyWFziJYigeFrTKfG6hUTAR7g73ZAYz3ypJ5dcckYtqphZqKjbFC6KSOXz6c32s0HEBpJ+laCKYkMuG4RREwTNz1swt+YDcWkqX6IHwgKx/r6/h7FynNW/Vvxj8EgBwDMfHm3t9gHa3lmIzTMIwDKfNaXNbbZYn5REZyeGkmvwpuenTCx3HbjhtlLr2GGY4jQWnGIYBmqZRVIoolUpGujP1cUOi4YNKhANjjWGMzJIOMm6aJkzTBAD0n+uPZnozu96JvytPOiBRc8nIaVkNfwDi8ZiaOJ7Y/Nng4VClwscEsN+xuubSUmVbGXJOVi//kNztl/0HKxk+JqBH7NFHSiMZwgSSoeGjTIF5fW/krXGP100D8kbeyOVySjqbzlouWHY5io5UpcOBUf6M/lrPrn7mced5p8LIzOFXOl+t+JH8urVzyY4Jn3T+M/UbNB76y85n25AAAAAASUVORK5CYII=) 5 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur159078 0.5s linear infinite forwards;
}
