@keyframes rwdcur162837 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 26, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 26, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 26, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 26, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhe2WP0vDQBjGn0g+g0PBxaK2UuUCF7FDFamXQRwKDkU/QAehQj+JQ8HBXcHNyaHq4lKwQgWH+oe6CAVdBPdyTndc2zS5axPt0GfKNUl/z/O+75GzELMIZVxcPz5cW3HzBuBCqhFVM3HCm41a6HOxGCCU8cRcEo7rAQAc10OzUYNfFSI3QCjjpUoVAFCqVCV8mCIdCpFcqPPRlnDH9eIdQjFwhDJ+cvbMdQYwcrgKVA0FvTv2DIieqwNnUuqxekIo48mFtFy331oS3p888v6LXu/tH8me+z0T9j8juQpKbirjGVD3eX73MBAeeQUIZXwtm5fr+/rt2L3VroCanKwXQuG6e1/LPaGMb+8c4Of7E0A0yYVCK2CaXGh5dVOrAoEGRPL3lzoA4PS4rJ3csvQKNNSAmnx+KYubq3NteCqT45ZlIb2yMdouIJTxQrEs15cXVSO4bdty3e120Xq6G/ruwA2R/KvzitnEonbZU5kcBwAVrpoA4Guk5wdxjHJcD4Vi2Si5asSkAj3w/k+qCbjfRIZscZ0Z8DUQxQFCF97TMPFN/5fz+58CJwY+1VSToF/tqRmF1kl7hwAAAABJRU5ErkJggg==) 0 26, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 26, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 26, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 26, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 26, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABu0lEQVRYhe1WTUsCQRh+NvwNHYQuSVoqNUuzkWRE6OwhOggdpH6Ah8DAX9JB6NC9oFunDlY3QcjALlIWdgmEugTdZTrNMOqu636VB5/TDsy8z8f7LjMaQgahjIvvp8dbLWy+EXIBVYiKuTDJW82a475QBBDKeHQhBt0wAQC6YaLVrMEqhcAFEMp4qVIFAJQqVUluh0CHQjgX6H10JblumOEOoRg4Qhk/u3jhkwxg4OQqoSpo3FnfMyB6rg6cm6h99YRQxmNLK3LdfXuW5MPOA++/6PXB4YnsudUepzqeVI1z7hauZ0D9z3P7x47ka+v5sSm4Uk0o4xuZnFw/NO5993biBFTnZLPgijxNdm1TmKgAoYzn947w8/0JIBjnAo4J+HGuYjm97f46Fs7fOw0AwPlp2bNzTbM+ZitAdb6YyODu5tIzeTy5xTVNQyKVHUnBsiChjBeKZbm+vqr6Io9EInLd7/fRaddlrZGiwvlX7xXz0bjn2BOpLOecQyVXRQBAp10fbIx4RumGiUKx7Mu5gFMCA+TDV6of4mERydUdbjUDlgLCeEDY/YYDDRJ3+r+83/+UcGrIZ5hhGvALeNgcT6EQB7wAAAAASUVORK5CYII=) 0 26, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 26, auto;}
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}
div.testarea{
animation:rwdcur162837 2.6666666666667s linear infinite forwards;
}
