@keyframes rwdcur98750 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhe2Ub0wbZRzHv33u+mddy11bpEQio9SUulVgGHsji9koUBnBZFk08Y0RMUZi1GjcfOEbM1+jGWxmf0xEiG+MRmI0jswsGHUskxcFhSypMv5YRnotjNIr5Y67Pr5AkwZqmGmLMeHz6snld/f55Mkvx1TZ7R9aWbZyVVEmAajYZZiHeP7h15uaLlSbTB2EUv+CJM0CiO5agChJE4+4XKfeaW5+1KvXH3Zz3HMbmYznD0lKALgLQCtqAAAVlNa1CsJjNrM5Xk0IqS8rExrKyzttRuNTvyWTsqZpKgCxWAGILC/f8djtLwQPHWKoolCHJMmHOW7juMNR2exwnHzCbu90EFIzkUzGAcwXPABADIriaqqubrDYbOuMpmXkWEyzEpKqMJkMpZQaFU2ruxqPqwC+KWSALut8/L3u7s8CgjCbVlWSikbx09jYg6Ph8J3R6ekBKMrPAH4ppBwA2Kzz+O2pqbsn3e5qm063NiGKZZeuXXtXSqcvAFjL8a4JgBfAeD4BJOu8cj0U6p2Zni61ynLp8K1bs1I6/UEuOWextL8aDI69deTITQD1+QRk3wBESRoNLy6uWli2ZHhy8n1s/zGxx3y+i6+cOPFsC89b3hgcDAOI5BOwjWNud//bgYAGwLNV/lIwODRz5QqN9fSkehobExzQXlD5X9QC6N3yzPRyW9vQwsAAjZ87t/RJSwvdr9N1FUOeE39NzeWFwUF6r69v6duODtrK859jcwmz6cVmfGGpdDrbvzp7NrnU15f6uLWVPrkpN2wZ83YfOKD5Oa6/0H77ax0di9L587Tn6NEEB3TlkMNntX70nSBoZ1yuJLbvTl40BHy+H9uqqq6Tf1449lR5+e0bjY3JSz4ftbNsZyEDdsK0j2FOX66t1UYEITYiCKmnnc4pACX3+wF255Gc+ISKijdrbLaG5qqqeg/DLCcjEWJk2bXHef7gF9FoPYAfihVw8Yzf3/2M1wsLwygqpfG0qhKj04kNUYTbZFLqLZbnxyXpvgKYnUe2keT0en14eTmj1+kqbHq9wUyITIzGjEoI2S/Lqkpp3Wgi8SWAeDEC5n5fWRkKieLAyPz8zL31dZecybjMDGN+gOM0lhClRJatU6ur+0RV/boYAX+jypoW+nVpqX94bu77mUSCpjc2Diosy3tKSnSRRMIyLkmfAljPw/GvqbUZDF0ver2h0x4PBdCym/JsDAACAPj/KmCPPfb4//Anirxdbp2/NsgAAAAASUVORK5CYII=) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur98750 1.0666666666667s linear infinite forwards;
}
