@keyframes rwdcur70886 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 11 16, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACZElEQVRYhe2UTUhUURiGn3Pu3Dv//ozG6DQWOlhgSbYyRHBXLtq0SCKhRfRDblwXtApqVRERgRDhoggKWhgIFkGLioTcRKL2S/gTg+k4Tjr3ztxzWhRKbrqza3Gf3bf43u99v49zwMfHx8fHZysHu7R55byupEUOHNd0dVTUs9H7V3WsVxOLYCVaKhJRAQFVUeg7VLGJDQPBOzc0UkJVlNJ6liM3r3kT6+3RMhaHRDUEDIIjwxWZCACIiwPatfMQMKBo4y4v8KH+MnVXa3UuNwGpOtyVHHxfhHSSaKiN7eZRnP1lCsEsq+Oj2PkVRDRGPLmPjnO2fnM7KDxtoPZ0n9bTnyjPTENLGqTEiCcwLEE01ESwvRMrlYHsEqwVEbUJ2J2m2FImNGnhuAXMpgyEgpiZVqKrzZRaNN2Xip42IZ2pz5Av/K6UBimx6puwChYxcy9VjQeQNQ0wnwWnRCDdDBGBsy1Pbc4lPGdgm0XYtZNAegdyJsKSVkSyz7ydQClFYDZLubcbqSRq7SPuzzwLb2+hlMPa+yKuWER8mQPAHXlKKVRNUYwz+9WkMLOI6OvEzOzBrEljCYXz4DFjw/3eTrD+ckJorWHsFUZ7G9TEKX6bwg4vI5EIJQADACE2NWUJlKVwgy7CVYTjjYSNFPnR+yilPKUH2FQ83KNFMoVuTSIdRWJ2lcWhu/9MYQye0rETZ3HtHObzScI/4sxfP+kpPfx5BQA8eSH0mX4tXr9DB0zsUNBbAjOG/fAR2pQY4YaKhsPWj2jontDaRWuX1ZLjScAwTbQQqLLNyoXBiob7+Pj4/Bf8Atzg32vBDw7HAAAAAElFTkSuQmCC) 11 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACX0lEQVRYhe2UTUhUURiGn3PujDNeZ3RmTLGxSBHMwhQrIwLBjZsWEhQtbOMqWkTRz6ofF1kuWtSmXdAfgQX9LNq0aOGiCCJL0EVaiGSFfzNNznidGe89p8UEMhJ0Z9fiPrsD3/t+7/d9cMDDw8PDw2MD8ddfde37L7okUXen5mBXaZo/yKLXpeNaYVE5taU0l/xawWzodMkh1gMMnNDYDvmlFHVvoe/JiDuzlsZCnVL4O7sQtwdLCuEDqPo4qn8N34KMheOkKQ8Inq9Owfl+LXc2o7IW/FiAsUnkoR7Uh3GY/gZSQrwG5hJgBiG7glEdRd+8rJ0zg8LVBprGJ7UvH4KQCak0uflxMgDYiD1tGPUNYK1CbQwa4uhcHpZXIFYFlRUQr4VNEYyO3aigpLxmB5UHeuHUMVeb8GWePoLDR5BSojIWjsiz2KIxGlsIsEoo3ETqZwI7kwDbQc9+BymgtblwezMIZX7M/d2IcIiKQBzD9hPN2Ey7CeAoQf7BQ9heD5EZbFbI70qhno1gOwmsQBQ1/xlppdGzc2CWQ2oZkVwGpVBSQvde/LKaYC5GQFaSfXmP6TuP3Z1g6cqA0EIgX70Bnw8jECY6VoHpixQqlAKMdYVSCFHsHWjvJGxFMRfLSL8YRllZN70LGwDIXB8S9PVqPs0g2juoSfrJ+eIsXTsr7L+Iio7bf1SHN7dhjtaRmLgLYcn81YuupgcoLtzXqo2t22j09RAK1jJ2v++fRsEL53TAiWAmYzhhzcKNk66bw8aP6N2EcLTCIom21twZGBXIfBmOLUpu7uHh4fFf8Bshd9tEuRarLgAAAABJRU5ErkJggg==) 11 16, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACa0lEQVRYhe2UzUtUURjGf+fcOzOOzocO42d+JSFWKmWWBeGiPyA30S4QWkWUi5YtrEWtjEiyCIoWkkXUoggJKgtpYRItIgNBIia/mEwnnRnHmXvPaWEoCdGdXYv72x047/M+z/seDri4uLi4uGwh8mZUNz5L67yK2nZqOvflV/Mb+cepu0vrHynCo0Z+Kl4PmAbG/f68TWwa6O7SZNbIJucBOHnnnTOxhmpNtAQiYVR6BePmhbxMCIDQ+JheHroOX6bxdLTTVHCJSV8fWTODWVGDNT4OSsNsHGor4dPUemqloKoM5hcwWnZDYy2+knrMwgjLhzuFEwNm9PmgTqvEumA2hy0UKwdTeHN70HaKotJGlhOLqHgcvs5AbG79btN2sCywbPB68LYdQhaHKQzWYdpeUgO92j598Z8mZGZ4BGkGkdEohAIoE9aMJYrFfoLlzQRVKaHmI5iBEGQtSK6CFBgdbcgdDRBfhF0N+EQpAWsbPh2kKBembibhaAUmgH1viIK9raTNCaSSlI2V8W3uFhljGaW8ZNVPVOwzcioGgPb70E9ewWIC5uOYx44SohqxYqDCmszLB0xfvuZoBTLZf1coIPfiNZgGMmMRXTHxW0UIDBAKhAFy870KIdBao20FkRLCNQfwZ8oRwsfq08cobTlKvzGBtasDwnPiuDYmY6jWFmxbU5ktZebKqb+nGPsIgOdcjw5M15MxLVIjj9Ahzez5HkfpNwwA5AYfCtp3a95+IOa/QdRX5UigUFaQHL4N0kT6BAu9Zx03h60f0fsJAYpVsURyLetIwEj7QUiUUnzvO5NXcxcXF5f/gl9yCN9QvYvL7gAAAABJRU5ErkJggg==) 11 16, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 11 16, auto;}
}
div.testarea{
animation:rwdcur70886 0.83333333333333s linear infinite forwards;
}
