@keyframes rwdcur80664 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHElEQVRYhbWWS2wdVx3Gf+fMmfd9+V5fv+rGob24TdomBRWESiWKhEiEKvbs2LAmEhISSxbdsMqeHRs2iCV1qi6QgAVpQW1J2ia149SxEz+uc59z530Oi+uGJFWDS8K3mtFozveb7//QiOca1ruBXS6dmkPNhXTrHm/WXLQlOQu8BVwBFoAa4ADrQMZU/QuXKHgMKW1Y8PzGkvIr2vHhINr+lmNxJivZemsdffk2+jc/4KZjUTt653PD7HHNAVRZmqI9U9enOs/QCBzvvfdHr2szWFaSM0nJrg13f/kO68DuxXNUgFWmCVx/XHMAVWj9YeB5SWumMTdbC5t20Hi5l1lobF5ett54ZWmgn65G8R8/5iLQgXtJJEzL8XgAWxN+Ubl57YfDwcFPlmdrr732wiyzM8+jVJPt/XHn8vuXf7rei27c6fMnQN/3rrz/oIvngGmPwLQ8x5IEts600ba5W6RJRKPSYL7ZZCZ0aNc9Z35usamdE3PL8+Grb6/j9WIKYB+4+ZB5g2k6NaB58dyDgF8KcPEc+BYYjTbYVKpLVIMmnl2gzFCenPG8772weuL1E7WftwN+Fhe8CGxfuHRvEgA8QD30YQ7HkLxwiUwI9h3FdSm4st9Pk8NYa1mdwQ1DRBlTtSbe0zU6K632j1o+vxomvAkEDxl+4ezjAFgAz8xwWLXZjQt7f68/eM64obv09W8q368IMdqnd/AZfqWNZTlekcf+1iCXm4f8OS4ZAuZ8B32Uwv2K1jYe6JkvB/i4S/T+HjsectCLotNOWLMWVjp+s1F3y+EeNoZafZas0PJubPTucGDvxvaHcaLjX3+fM47FWWAE9Jg2agjMne/gnu8QPwrEuu9azwT5RGvrk7gwB+XezdWkMO3O2VdptJ9m65PLeGJMvRGK5uysEw3Hp19o5ydbPiu+zQ5gXbjE9fMdXKB9VAIPMGsbRMcB4GBCtjsudofD8SSPx9ie51abi4HrOq6f90Vo5VQCKQIblWZlW2D5tkgrluBsofnLapNbswHNh8qh1zYYHAvgSGaS6zzR5Z4rnWTYO1hJht36bL1mVVxP5PGYctKjUq8JI5UdxSZM8rREsGlbdD0FUjDPdFsaYHdt44GJ+a8AAPE41XfCoq8PDvafyeKosrJ8MvAd29bpECuPCQIXYdleN7aqd8dStry4YiBLS/YDmzrTvXDlwiXGX2b+KAAAapHuT6S5cjcuP/p489apKMsXZmcXGExKtneuMVdt8HznRRFYdthWO6f6CactwaKn2D06O1vboPsoD/Woh9dgTC9fd3q9bLE6fnux7rEReCdromwoVScM6oSywCGR3aSOsbxGXo5PdydRt+GRWoLli+dQwO2jRLrA+MKl/0zFIxM4ki4h01r3ar6yyOIlbUTrayeeNfVKRdgmwbcNVr1DYYVmf1hqUwyaFZdVKVgBXgFeFHCSaW/cOd8h+3w0jwNggDTT3OoNJnF/1K/1k7J25qVvhGUa2cl4j5Axzz77PEjlHCamNY4yUbUnypKcNrCkDSECVwi6wEeAXNsgPS7APSWaw0HMvwZ5+d7m9s5382w0U294Yq5VYWfjKkrnLM3NU63Ph8PebmOS5XQnMMoY1lxeFrCB4O9Md0PylQGAsoQkz8q4LPNFpYR0HKWkMKFVJtiOi+/509nrjxkkworS1BaGQklupyXD7oQPXIvDdzanf1NfFcAcQaSU5aGUMo+SrDlJi6dWFhvCUQKriBkNu8L1lKz6tqwIrCRNxd6EZJzjRDn/bAUcvrFKsbaB/qoAn0PkiWYrirO0H2VuWhAsLzYbljCWyCMxiYbYliR0bZK4YDiZZKkm3o/Yk5K/LlbpWxL3fIfkfwG4p0wzTDLzqUZvbu+PvpMUpjLbqltLrRqj/pDd7oiru4fcGnM1N/y+4fOHp2ps1r17mzF/LAAgLyHypbaitPxxw1ONhZqjAlvw2U6PbpRilMNCNTctH7ThppLs1Nx7APEjF9ExpIGiyCmUhTT5IaODght9i3/s3KUShLSqAUoGzSzPvq3FoNGN2V6ocN2SKKDxuAkAYNt4SsgTFWVMzU4rvXGcfbBnv1uSdJvVatWyVKCEDm0p2zNevhrn1OOSOLA58yQATFqSFbm5FRdy1E9UYy9Soxu9/Ld3UnW1kN5CKey5wLGlslyh0LOTIvdsi4ZnUTyRBIC8gNu5MSSFWBhmZnwnNr/LtL6NEStaqgXbCxzXdbwKY89XefNGj3drHuZJAQBQaIa+NFdEaf42LtnSmoEfiCsSeRCn6Yl5J5sTTk3kJuDTKHxq/ZCZJwoApJOS/rjkEMiBbDQpe5KiaPtRbSkQrVtFXdxJVThKipl+ou0nDQDTRWUeuE911o3VwbWBdd1R1ktxls9meSnrKo3/HwBfUAaTpNC3x0m+X/XEK1mhPa3NyJflwb8BgUhjRbS34t0AAAAASUVORK5CYII=) 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,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur80664 1.3333333333333s linear infinite forwards;
}
