@keyframes rwdcur86026 {
0%,11.30350877193%,100% {cursor:url(data:image/png;base64,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) 11 14, auto;}
11.40350877193%,22.70701754386% {cursor:url(data:image/png;base64,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) 11 14, auto;}
22.80701754386%,34.110526315789% {cursor:url(data:image/png;base64,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) 11 14, auto;}
34.210526315789%,45.514035087719% {cursor:url(data:image/png;base64,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) 11 14, auto;}
45.614035087719%,56.917543859649% {cursor:url(data:image/png;base64,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) 11 14, auto;}
57.017543859649%,68.321052631579% {cursor:url(data:image/png;base64,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) 11 14, auto;}
68.421052631579%,79.724561403509% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhe2V2W/VRRTHP2d+v7u1tNyWSpBgjYBIiSCYRuMDBsU1WokPUnB5K+IL+sw/4vIAIdEHidZgI0ZiAqTEEFFZurAUKLR0gdv2tr3rb5sZHy4oRmhIS+Cl38c5Oed8Zs58Z6Tli/blQM5Eeurgrq0RD1rvfNm+9IE3vU0qjMLxhwkwr3nNa14PRG37Otwd3/zysDHuLOd+Fmvd80OtXrsxHD/2s73XHJlLwzPDGTUwleNQ1yX6BkfirQv6V2ey2dbM9ILnSmGhdnrKMjyaHUnX1/1hI3Xg4Pef99xXgH0neuOdfVcaX9Wnr09PDe4vlYtv9FwsqEOdgpMy5Isu2rjElKE2ZUxVyj2QTic+++3Xr4du1ZjTCNIb36re9ejpx6Ng6Pjl/uH1R48VpH9iETfyipyfwmCxCrRV+KFIyfObyuVw26o1zUdHBrpG5wyw4/WmRUHhQufhzuuPHO6uZtJvYDQjTHkpNFIBsIKIBiwWlyCiJgryW1Y3PbN/eOBsblYj2N3RmeztH4y/G+v6se/SyU2nLtZzpLsGraswgBEBDIiPo3xcCXHE4FpAhbhY0tX28Lr1yza7swHoH5tIbpj869neyXObRiZT9FxMEFqFIQbWoKwFFEYSaCsoB5REGIlQ1iHEZbI4/fLZnquvzArgamaiUDsy+MHoqObklSpyfhJM/OauwRgXxIAVsDGQCERjlUWMQkRjtSWXL36kZmq0bW9H7Z3Wf9/dFl3LsMnTLqlUklQiQARAgVX8U1QAXLSJV6BsJWJFY0hQDsyLMwJMlrzgbrHhTLRseNTFUKC6xkGMAiKQECREWcC4IKoC9h/HK5AYOrKNMwJg9V0BSBiWLrEsqxP8okdVwq9YyroYJRjHgDLA/x9Fa0EQsErNCHBo13Zz12AUzyWrBMeBurTHk8s9Guvz1LolXGMr80cDpmJD+beUiEWbAG2iqZlPYAY5Jnni1IUYZ4aEQlFzdcAjWW1oaHCoSQqOsSAWJEQkQFSEYLGiEatQ2gNrTswaIFkVby+XFCqf4LEGn7aWPEuS4yxpyFHWWVQsS4yAmPJwnAAlEWArB2MtUeQThX77rF/CDS9sPlculD9cWldOf9xS5LWmkHUrNZYs45kE034cV3koFeKIRt20qGDRQZ4oKAwqCXfOGqCv+3i0Yu3TvX4heL95Zai0n2fNqoXUx4tox6NvwMVgcLAIlUsngFifyMtG1pS3BRNnzt8TwJav2t01LdvT53/aX759ffhyT3/jiuYbvUOFN4fGFqpswfDUEylS1Qs48qcQaoWjBLnpf4yPX5wwytpP/YmT38Icv+Nbev6l1rezWX9PJieL1y72sbEYp0eTxARSKQjKAV4pTxRMXHck2lka6+64lXtfAAC2bP0kPXgt0zY2XXiv7DvNxrPKOBE6Knk69E4aG3wXj6u9+ZGu3O15fwOU2xkeQEMyYAAAAABJRU5ErkJggg==) 11 14, auto;}
79.824561403509%,91.128070175439% {cursor:url(data:image/png;base64,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) 11 14, auto;}
91.228070175439%,99.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
}
div.testarea{
animation:rwdcur86026 1.9s linear infinite forwards;
}
