@keyframes rwdcur28878 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGeUlEQVRYhZ3X/2vU9x0H8MddP8Z4F8/kTGJySmactqmtaVpiiVT6w0bdYCAyCmXQjUJHStlg0L8gf4FQKHTmp7LBSmGDIaUbhXWwtdM6Fa12tU56Lmv9kpxnkiaXWzzvsx/en7tcbKJjL/jwuft83p/38/n6+n69Uh4ocRoR2pFDN3qTe0eyaAElTCf3eVRRI1W/3+7ROoD3Xm0JeC/XHubaPq4OMdcdvtlSYuclChcoXE6+mccycR0t12pC9xCIo+RZW6JxW/I/gzx2cHM/J57l/SH+ngnf7a9waICD7RTqybdlVIIVLCcWWSaukaqtQSBuAHck2naG34sZshnB5IPMjPHBMO+2fPtuhmiYRxIQnSixWCFbEVw0m1hlgViDRNRi9igB70aBqV2Ut1PJk2+nJ8fWAkvDnIwgjmOQSqWEZy+NBDPf2snMPOUq2Vm6/s3AVXyZMJ4PrknVW13Q8HOB0jCfPMP5ocHBenexuDnNgYhMZ7DkDd+UG7iTYekgV2Y5URsc/LpeLKZLPHGJzEdBt6ZLamgSaAm0mzs5dYDfPcuvu4vFevJqHC9jaQ3whizgc7zdyZuKxWWke/lJL6k0+yoMlBN3pBvArQQ6KBW4OMRvuqknZl7GG3gL/7gPgc+TNa9j2enTp4Xg/1U3Z4e4vT1gaGshELemWjuLXV1di3nuNH3cuIeNf3sfAu8kayTgmiQeeyzqZi7PYocQb2nidGuRySDH1szt29si2pLgcg+J4qrnq6W4ChxGR0fBp59uRG97klGZROEobaXC5bnbHaL96TZehTVJxHGu+a7xvnfbznXBU6mf4kAbvY1Kmk8w26PkRx8GqA+S28FwJxuTbV6XSqXEcdxC5seCK6/gLgZN31zCm0ZHR50+fboJzs/F8Ut4JEdHAYNCEFYlWdDN9d18eYCvniZ+PATdUmKl7fiqCZ6OfqZeewH5WSrlkE25POVOHsIbLeDbkz3OJWQ3jbAhTV/ENhRqUdD+2hN8dJA/P86JiJlVnk2lUp586ilnz+xVr/0QT14me85KYSmwOIIhlvX3v2d6+rq7d7/C0Zad+jKMjfLdNsaqFEqJBYoP86eHV5fXFYnj2NkzZ3AA+QWyn+BjTAl5NkAW+T46Oq9f/3KtbYRi9fuI2hA7rjJ6ISm/872Ng2Ul2ldLcMEU/jOLa4n2VxMCib0rZYqdcPz48TX3OXz4sIB1pBsdSSG6m1wPkgeti+shDv53ibBAvhSO1D9k1s9xQlBtzKOAASvn/EB4ls2zGw1N15P9FbaWsJBGmR2Xee5KOv29ejodcjydTjcjP4oi3z98GDMeypYzzI9gvxAUB8LvxZFQ6RaENF9L+nCkxqFLAVMpwg0GziNXr3+7zsvDLKbr9TlcwFuy2aw/Jj69u9iDTbvJ91IpBbNn8wH8HeHMaMhuPI9HsAntC2y4SP9Jtl3AdIQS/V/QH7G8TD3N18Mhdz+0aVObubk54+PjJicnMSk5t3Jcya0ALTTBjx075pVXXhFyfwkjDRJn8TecT16WUsSdic12hZUzz/HJIX5pZOSKc+fOGR8fb+oUSGzB3D3mDc+OHTvWfBJIwC/wYpk977Hlr7goZNFsWujb5kMsVMup1D+rfFAdHDyzJni0YUMTfGJiwsTERPJ2Tnbz5hZQLWQm8XGV2Xmhc270BJW0lQ6lQrwQx7eqjz46p1gsrqE5tTv91pPFr7vu0bxBYglTNeYb/WElYKZqjYakHojEVTbOfvZZZf61115rgk5OTsp1dQld0fPrEuAFwdwrJMK9HfkyG29rdsehgEWhT48TK2TmKfyLJ784evTtzrGxsbbJyUlbe3rcmvkBXnL/jmivEHAw2QL+o2n2XSJ3zUqr3iDQtEAFZXZdJv6QzPLJkxd38WjHrZndaZ6J2JsJ5Xg96RCi/cUye6qpVLEWxz3lAL7/BD1Tgu9bLdAkUA0EMlfZV6PjJvu2cydHZxv9Gbb0hSO1L/PNzrgPGxZCqu2Zomc+jm9V6LgdNO+ZEs6QZGIK0lJ348Y01BhKOoXWqdGudeNbvH+QN0fDqdYqR2q8eopDfxF6s2kh4KqJdRuDSTMAWy0g8UsyUDbc0RzN2oVaUaa3LZzntXtGs+9coueUUGSmfHM0a1zrjWapuubsZjlh3+iY2zUn3l6MVeibSo5UK8PptgtChZteWd86mDZxVlA9UP7v8bzSqul68l+nc3cQdREMfgAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur28878 0.4s linear infinite forwards;
}
