@keyframes rwdcur243256 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYhbWWS0xcVRzGf3ck4oNnSqlNWogmU7ApQYrglNS46EaojxBaoaYIBI3WFxqCWCkuwCaWSuorJS660BjlYWPiotVEurHA0MJoMhSEKSbQSRvSaYY6hc4omeOinMs9M7fMHVq/ZBZz/t8933e+c/7nXg0DhBCCCGiapkWO3U0kGMWdxR9FEYQQ4v82gRBCDBW1i397PSK8KER4UYjpE/Ni+sS8GCpqF2bJ3C3oK5MJCCEo7mjlfPOtNBznDunbcOCJrZaNdA2PW0pN3wJN07TIbZDiUnjX449a1QcQVowkrFaEW6uOUxhQzK5qJKaBtYjHY8TUgPBdvCPRWEaMJmxm5NnAetNJfP4APn8g7lqkEeNhNjVgxCNFOQC4xrxkpCeTkZ5sypM115g3LhO6ATkwMDdAVvJVBuYG9AdcY1721O3SzayG7ds2WTIhYZPix50X6MwuVYqd2aUU1Bxm+7ZNyrjRiBRzuj2KCeN/I09CppAAIMUr9h0gMSENgBerDxJamqczu5TGmdM0PZWPI88OwF/nJy2vMBY02ecVX/4QlQCgi7//1XE+fvV13YQRTrcHR55dX7Xk/PbHJE8+pqZlTLN/ZGKlDU++uYfGmdNRk0txQDdhBim+GscMegJyFZGTSvG1IjI1o07/yMTt29Dp9rAUSLojcSuIeRWve+jhNU0cHHVb4sW8iFI2ZOm/4KgbvNdUgvcawVG3wkvZkBVTuH9kgq7hcc3WNTyu9Y9MKKfY5w/gyLOTkHxDeSizbDfBucvKWHDuMpllu01FWtvew5Fn16/oyG6B5S1YfjmIBxOjd+Ti1518f+QIJXurGOzr5r7CPKX+99U/ad+aqdf3NTeTsj531ZUbNFfOQNfwuLb3+VIx410E7oGFRTJCS2RWNZD7688A5BbmA/BC7cvKpPXL47mF+WRWNRDs/wWAhdCSwlsILUW9jvU/vQWVomKoW3mgqrIMgG/eagDgpS8+A6C755TCO7mjCoBnj9YBcLCpjdC981GrN/soUQyUt9QqRdszTytGpPBNlwuA+5PSVkzUfMAglwD49PdBy1/RCtHMhN/jY927+xVhIyJN1NtmCIw6LRuI2YYA4ekpwtNTprWbN9SoP3ntFSorKy1/PStOkwsdoj5s42hLq0Lye3ykP1dM6LralkbIJBprqgG4smUzPT09MZNQEqgP2zj0XQdNh9tNyYmpSSSm3v56bqyp5tiZPo6d6WPj1KVY2tEGJCJNpNsz8P90ztKE8SIqoncKSgRACZv1sfKWWn0bJOR2nHqjQ3k+3k6wROotWDlU5d+2AfDj/g8BqPvHE8VfuOBaWxvGws6cLPH2AzsA+HxxiLOTs9rOnCyxMS0VgCvz1zk7ORvXnP8BOYHJ0CJQSssAAAAASUVORK5CYII=) 5 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
}
div.testarea{
animation:rwdcur243256 1s linear infinite forwards;
}
