@keyframes rwdcur162184 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACd0lEQVRYhcWXvWtTURjGf+fmmkTEogEhLSiZAtaQwVIsoUNdWl38WIJgFHFwdih18w+QOHURcREylIAg6NC6GCEEsbiEKhIRi0ujliAkwSZVr8O5l9wb0+bkNLf+xoT3PM/5uO95jkAViyAQB2JAFIgAQfvfNlADqsA6UEHQVhlWKAhHgGkgAYQU7baANaCIoKZnwMIEZoAUEFAU7uY3UAIKCH6pG5CzTgOjmsLdbAD5XqvxrwGLKJABDg9J3KEO5BBU3T8aXeIRn8Sxx8zYGj0MyD1P+yTuNpG2tboMyAM3rD3fjVFby2VALktqH8QdUs5WOCswjf6npkMAe8KG3eES2kOtXp2ienFMozKJRdBAtlfVDufFmgtzZ22WxeYljeoQEDeRvV2NT1NjbDLCmdcfABArW2Qzyxyvf9EwABAzkReLGtvCpN35hAA4nXujKQ4QFVgsAIf2MIjk+7UTZFs3ODtS5tyjp4pVTYPOlbo3VsKz3MvD8mYSThn9CwDkIRwOc1svWEjD+WNlePdHtWzALTgKP0MmB6uuq/XmEag0oNjzuu1D00QmGUUDDQgEO7N7NX+FZ5/jnJyE6+MPOPDw24AGagZ4r8fd2Ybg146B960495/A3cfwNjIzoDhA1URmuEmNYhgPV7h9OU4iBhO1gsYI68JuxfPodkNuReBjA14qhVAXLSArE5HFBWBCz4A2qwieO59hERkg9wsnrNrXsQyLpX00UHICqrsRFZDp1W82bC28BmRuzyPTq1/UgSX3G8HbiuWy5Hwy4cTyH17JXvjzMFnqFt/ZgDTxH59mXiNOYk4y2OO0jOu070R/Ax0jvjzP/wJ7QKQXR4HC6wAAAABJRU5ErkJggg==) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbUlEQVRYhcWXsWsTURzHP3c50mgrSHRIOlXUDLVUHMwQo3ZwKIgOUlKFIvgfiIiDOHYsBXFxdChaI+g/4BCwZJCSobTQBpTiYILQREgjTTA5h/eO3J2pfffai98pvOT3vp977/J732egKpsokALGgAQQB6Ly2zZQA6rANlDGoK0yraFgHAeywAQwpIjbAtaBFQxqegA2FjAFZICIorFfHaAIFDD4rQ4gnjoHJDWN/aoA+X6r8TeATQKYA04ckbmjBrCEQdU9aPrM4yGZI+eckx59AMSe50Iyd0PkpJcPQLxwR7Xn/1JSerkAxLJkBmDuKONshbMCWfT/ajqKIB/YlB1uQnuqzdlxGtMnNSonsYmaiPaq2uF8umDy6OsML7u3NYqHgJSF6O1qqlyKU4+MML76TQxsdHl+L09y57sGAMCYhThY1NQxTNq25Rk7/2ZT0xwgYWDzBBg+xCRCuzOneWHd52qsRPZVQbGqadI7Ug+nwqkbPHs7Qr5+LUBV1Dr4N4qa2vnI/Owo14+VgpQF34LOMESaroFbMSjvwVYQX0dNC5Fk1AEiUUAClB5O8+FHmjM34cHFRYz8bkCAmgne4/Fg1XsfP7XSzL+GhXdQPpcOaA5QtRAZ7rJGMVyJfebp3TRnRyH1ZVVjhm1DtuLHaHfDO8dhaw82ugELW8CCKdPrup45wPtfGuYAaxi0ndNwBREgByUnrMrjWITF4gABik5AdSeiAiK9hq2K9MILIHJ7HpFew1IDWHbfEbypWCzLUkgQTiz/6bXsp3AuJst+8/0BBMR/vJp5QZzEPEmwy+karrd9Px0M0AMJ5Xr+B3SUoJre4ijGAAAAAElFTkSuQmCC) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACr0lEQVRYhcWXP2gTURzHP3e5pqVGwUBDgn8Slwq2ZNIqIUMHKQoFRUpwCEWdSsFFiuDi4NShOApqEZEgJeKiiCIWMpSAEkRqK+igHUqToaSt1damNefw7swlTXN/7MXP+O699/3eu3e/930SVlHxAp1ABAgCfsCrPS0BRaAAzAFfkChZmVayIOwH4kA30GrR7gYwA0whUXRmQEUBeoEY4LEoXMtvIAtkkNiybkC8dQIIORSuJQ+k663GdgMqQSAJ7N0lcZ1VIIVEwdgo14j7XRJHmzOpadQxIL55wiVxo4mEplVjQGy43frmjQhpWgYDYlliTRDXiemfQl+BOM5/NSd40F5Y1ipct+OpFgYOU4q3ORgZRcUrI8qr1Qq3naH5Szz09TsY2Qp0Kojabo2lLh/f5TbCHxf/to0fGMefX2wwqhERBXGwWKMMbFZ+IQACTxccigMEJVSuA3v+YRLB5tl27u9PEpdzRFPvLY76KVM5Ui3SUb/57ZFerj0JcmfJzn7wKuZ9NFaGI7z2DwLQ8+sV4bF3Vc9Pfstwe+AgcU/OhgEURJhoMe35Yt8gl0ehtAWPb5wh3JWD2TIclyFXpuXlGsPcsyMOlBREkjHfA6oKsiTOTwlgvcznq6dIr/TREYOh2VGYtJSCDBQVRIw6ZNr13PIDPCNXUDwQW3sGX+H5eh83H0HPUbhw/hiByQ82DRQURIY7YdrVd3eei9yqautvf8OP5GlCfgjkPtkUB5iTtFI8guNqGFMgWzdumbABjMlaep1xJg4OxQGmkSjpp+EUIkA2Cz2sasexCIvZJhrI6gHVmIgyiPTqNnlNi2oDIrenEenVLVaBCeMdoToVi2VJuWRCj+XL1ZL1cOdiMlErvrMBYeI/Xs2qjeiJOYq9y+k0ht2+E+YGKkZcuZ7/AXLsscGEscsNAAAAAElFTkSuQmCC) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqUlEQVRYhcWXPWgTYRzGf/fRiyiWGB3aqFCKxMFS0FiEED8aOqggCNJqIZOrOAhVCtYvBEd3nRw6hOKgoovFWrQEJ6u1OKRFirY2FAyVajUxvXN472xyps3dmYvPePfe+/zu/Xz+Ek5loAERoAVoAkKAZr4tADkgC8wAGSQKTrqVHBiHgDjQBgQc4uaBSWAMiZw3AAMVOALEAMWhsV0rQBoYRaLoHED8dQ/Q7NHYrnlgqNJo/A1g0AQkgc01Mre0BAwikS19KNvMQz6ZY/aZND0qAIg57/HJvBSix/SyAYgFV6s5X0/NplcJgBiWWB3MLcWsqbBGII6nrdapMXs1Tv5iq8sPFcwfls0Trs29OfDwcD9nHye48SnJhysJl1+3Y6CpiOPVwQm3A6Z7Y3w1gkRfPYXWjUzNwfBreDYOey/HaWXEBUAAiKiIs726Zk/v4/zzLqbm4G5vI4nbKXZdg+MdEI1Ah/TChbmlFhVxsVTXCirLefiRh4IuttHJ4VscOLafrd8+o9386AGgScLgErCpetvd8O5EF4t6kPibR0gjjm67KvouYTAANNSgM0h1dtGdG0V5W/HiqaBf7gCMQxqEVKQHy54hbQAyOAsOsEdmINzPuWIfP7uDNQIoyLB+YFhVUUeWIdAAiq7/ebxwKkzx4AaPADmF64SB7dXbfoGE+pKjShrlyeoUnGm8wHLjFqLT7z0AZFREhutw1n5cxz5ld3beY1t2wYM5wIwKZBAZzmneK1f4vpf9j+mZkc30Oumxk3/RBJJYhABjiABZL1lh1byORVhM1xEgbQXU0kQ0ikivfmve9KIcQOT2IUR69UtLQKq0RihPxWJYBn2CsGL5YrllJflTmKTs5msDCIj/WJqVg1iJuR13xekEJat9LVUHWAXxpTz/DRslu1jwsYj3AAAAAElFTkSuQmCC) 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:rwdcur162184 0.41666666666667s linear infinite forwards;
}