@keyframes rwdcur65494 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeElEQVRYhe3WvUpcURQF4M9BRIJIsPIBZAKpUihKCksR8QEklZVICotUIiL4FBYhhBBErAQrWwkWkh+IFmJllyaIjVMI6licfXFmYMglM/eK4oLN2XcVZ23O/rmbZzwRLOInPqFatvgUjjGJNXwrO4ANfAi/ghqGygxgGr8xgRUcdOviSlgeLElp+IrX3RAfxlbYcDcubIeeNvwsenEb37tFBdDuifcwhvHwn/G/qGAV38NW5S/srmAbV/gcdhVcKaiijrkGbi64UsZ1JjbYwA0G9y4jiszHrzhnGrjM/1GgbhOyGvgSVmoNkF54BYceqAseN0bka5e32MGZ9NTr6C8wria8l9qqjgvchH+Cl0WLV6Wq/iutYzAgTbx6nIViOYTmW/heKR01OSq+k5Z4FWfrULnGEV7Iscx0EsBJnBMtfB/e4BJ/Orj/nxiRauBcWs0r0ja8KaXmY5HiGRbcV37NfUcca/4JFYpRab6fYl8avX1liT9+3AG+M0x2ZhsREwAAAABJRU5ErkJggg==) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABoklEQVRYhe3WMWsUURAH8B/nIRKCiIgkVqlDDKmsgo1RJFhZifgZ8gHEVsQiiKQQawkWYiVWfoJgkVKCGE6CiIjIESRIiGcxI6zrxTvZ273C/GF4s39m3/zf7rx5jyP87zh2CD+B85hGF/tDzNXGj1GIuo1d9NJ2cWeI91ZwoWrytUy6h2dpe8mtDXj3RNXkc5noA2YK/ExyPcxXTVJGq+Bfy/E+OgW+g3vpL9cpYDrH7T5xnVJMLQLe5Hi5T9ylHLdGLaCIU2LLHYiKPp62klw3Y2rFVXwXBXeQ1ktu5P//MMxiHW/xLv3ZinO208aCBbzECzVs42FwV/SYufQbx4JY/di+AP9YAxNYFX1hCw8wWY+uP9HChjh+1/Ek/dcaquKbYt9fKXBLyd1qQsAqPvfhP+FhHQlbpecdnMa5AjeFM3g/YK6ToxA0ha/YFMfzcvrdkqhy4leibX/BjaoiFsVqf13JdnDxL/GP8VTsnkV8EwuphLZoGvMGV/+m34t2Q4MHFzzCc3FUL4lL7NkmBUyKNruPj7jeZPIiKt+KjzAW/ARFcFU2Npb/ZQAAAABJRU5ErkJggg==) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur65494 1.25s linear infinite forwards;
}