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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhb2Xv0tbURTHv1eEDlJpQay1cXmlkg6ZjKUZSymCi1UbfB2c6w86VtJGKAVDQ7cOiRGHgpMOCi6Cf0HaqF0c8hCaJbFEHZSIuPV2SM/Lefe+XxXxCyHv/jrnc+895777AEWpYlqqdTeiVDEtU8W0lFLKG4cgxyQVoJSry9WpXVeoUq4uS7n6lYFFqpiWn58uaA3vv88jm8gIbryyX4NZiAty7Gf4yWyPCAUANFfADWInf2Q/V/ZrAACzEBelXF1SmWTEIlpfIxaxQVandiXvQ/U2JUHkz5Ywc+eNK4ARiziMc3Egrza1/slsj2inQjaREShC9kX7AAD5syUM4qW2KmSEgLxWwWscVylXl228IpvIiKpVRf5sSZvB0McfjrKfM9KjsfXAPm2BPRSDYZ3zMXzrSFR2AKSKaXsLgOYeqdHMVyLIserMDaIdPuKptv0J9kyMmHt/p4Nx+4n6qwAAWwF19jSAfn7L7tbu5syt3jcGjFjE/vE6L+N+ztyezUJceAJUraqnMbXMoYbnO3yh1AlpMUCOx36+1QZzJ1sLFxpU0/CpDbG1cOELowFUrap2/pNjsxBvVRSARq1sFzsjj1tts82/Rq2M4fkOWJv+APYWZBMZkU1kBNBMPwo+ADALcUjZZDqZ3LCfSbyN2h1QYQBUBe3ldem/TsKTyY0rtXENztxzxE4ogFKuDgDoWhnFraGHOD+0HO3nh5bd1rUyCsAZI35p63tpoHd4dOQ0DKcma/OuA2BicaDlWAgBuKRhWFW+bGt1xtyQp3MjFsFO/shxqwICtsAsxEXYU88V0uMiwhXq3gYAjVpZuwPyVeCz56KVUKFoFUIB8IMp2v+7ZfygF5n1b46+r/tftKD+zZxiiJ+MBBAYA3QBJWNb638wPN5mwyx++AUAuP98WcsOIDh4Q98HuKyDXhbZy3b97QdRrE3vAfDad/3d4AvAr9S8ngdmMmlq4151vdP6cSCeBaHSkAZ4fR2ponyvTOsZxJ2HBghyfnzcAAB0d3cCANam92DEIphYHEAyaWLu2VfPL6XQaeimUq4uoyOnQPmyGZzzHUD5EtZBLwDnFqgzvxYAyd7LQgihlsPY+AvBn8btBzUIoQAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur227759 1.0666666666667s linear infinite forwards;
}
