@keyframes rwdcur163305 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIiElEQVRYhbWXeXBV1R3HP3d5L3lbXt7L9rKQhQQBzbAnwQ01tbWAWqFjJnXaatEOqB2X0aFTq9MZHaFoR0SQpVUrFTEmkGo1bqAMm2QGYiQxi0kgJoHshLz7tuS+9+7pHy4VEhLB6W/m/HHvufd8P+d77vmd35X4OooBqyzLGEjxikSyyWyaFhMbE+vX/Oui0Wgz/6/Iysq69fnnno9W/adKrHniL+JFs1m8tbtCHK89LhrqG8XKVat8ZpS7JhjCDMQDyd8068XoqwkJCYuvvuFqOd4ejys2hsGnn8I2omOxWVBUmYVtbfbYeOc/ymJMyX19fX+TZXmWYRhL8qblFc3KnzVjSuaUeLvd7o7oEVVWZCJGZOjDDz7cW1dXtxb4fFKAzs7OptbmVhZdu4jAqB9DlvDqEYKtLQQam4irqaFkV6U6t7tj7QvrX1hZXFyc7Xa5ZSEJzCYzkkki2Z2M1W5lqH+I/oF+97Yt20rWPbPu+rfefusGoHEiAAmITU5JXr/s1tuuOfVlc/Bk9adtrQZfGYbRt9QUs/L3O167/Nobf0LVhg3Url3DjI2bWDC/AJPVRNAfZPDMIESgt7+XcDSM1WJFlVWsFiuPPf7YvxoaGu6cDOBCYc/Ny/24tLS0cDQwguH1YrLHEuty43K7sdlsSEIiLi4On8+Hz+8jKTmJdE86QT1IUUER9//h/payN8pmAsbFAFiXL1u+ZdnyZbelJKXYbXE2ORqJYggDCQk9rKN5NbKzs1EVFUVSsFqtOOIc+AI+nnzqSVbcvQJ3vJvCwkItGAymAsELAajn3ygoKtj4wCMP/DY1KRUECMQ5/YZh4Ip3MX3G9PNmItHe0U7Zm2Xcc/c9RI0o9jh7bDAYHKPx/ZC/f2EymTy3LL3l1ymJKZSXlUd2lu/UpfNMUhQFn8837mDxrnhysnLwJHlITEgkNSU1wgT2jwEgimpSTWpoNMTWrVs/2fPBnvf8mv+cR4QQRCIR9FF9zGDDw8PkZk5B856h5uBhwnr4JBPYPwYgLIUHGxoaTjliHdxecnt+TU1NbVd313f9EhIDfQPYbDaOHT2GET13ck6Hk9K7VvDO40/QevwzRkZGKidzQDl3ekTODp9NuHLhlYvyr8h3tLW3Jamymjh79mwJoL+/H5/mIyzC6BGdro4uvMNevENeOjs6CYVC5ORkMXPJTbT39o2Ul5evEkIM/XAAQNO0Gl3Xf1H80+KkJTcvSfYkeyRnnPNrPiHQvBrXXXcdaalp1NXXYbPb0Hwa/oAfh8PBiZMnMMeY2bhh446Ojo5/TiQ+LgAw2tjUWNnV0VWoj+hZ3mEvTU1N5OTmYIm1gAzDQ8OkJKYQNaLMmzsPq9WKxWJBO6uRmZHJa6++1lixq+IOJll/GCcPyLJ8oyRJz0aj0Xy+t00ffPBBSktKcSW48Pl9DA0NoWkaGWkZ+Pw+9h/aT25OLoMDg2zatOmPnZ2dz0wmPh5ABtAAxMmy7C9aWCTft/I+a85lOQS0AC+//DJ2m53M7EzsNjuqrBLQAyMnWk8037vq3jn5V+SDBA89/NCI0+k8duTTI28ePHhw0w8B+TZmybIcTU1NFZu3bvZVVlZ6GxoahKZpov6LevHRBx+J0tJSAXzXFEWpLykpOaxpmqitrRUVFRWi/ni9CIVCYt++fUI1qT+7GABZUZU3nl7ztKiurhbtne2i4YsG4R/2C3/ALwLBgOju7hbzF8z/DkA1q+KzY5+JQCAghs8Oi+oj1SIUColgMCi2b98uZFleNJHg+WnSUGRlpSfF8/NQMBRvMVsISkEwgSQk6urrGPEHsQRCZCkKQpH8oy63PSM9A4HAZDbR09tDtCaKUARz5s4hJSVlWU9Pz4ELAYzZBR7BIxn7Pl78ZTQs3XTbMtxuN0IIBnoHyEzPpK7+C+a9tJUFipk5Jbeb5y1eTEtLKzaLjaTkJAYGBigsKsST4qHjVAevvPTKbl3XP/2hDpAlS0uv8gfknt3/ZlNuLvMLF5KQkEDetDwOHT5EV2cbmQYkqjJ5v7qDzNxckOC9qvc41XsKT6KHmqM1tLS1sGbtms1+v3/zREswxoFERfrNHEXOTgyNEPqqg+oD+9HT0giOBDmw43Wy12/AJkF/jEJ33jTSc7Ixm8woksLuit2D11x9jdXpcrKrYtdXe/bsWQ4EJgIYkwcUWS2+U1Hfv2rmdHP+ti2YYmL4cPVqzAcPkyMinHbE0Oe0Mjo/jRvvWUN2Vi4IePedd/VHVz9aIMuyXZKkjGg0Wg10TiQ+7hJEjcgnhxR2WIKBFbPMFqxWC5F583jx0P62nGxn3g1F6dhVCGjQeHQ/qRkZNNY3Glv+vuWvQJ1hTHj2TAoQNy0jbltmqutW84ICrHYTAZ+fo03NBwyL0jw9Tc3rHfCSl+bEaTE4+fn77NtbpR/4/NTvvMPenRelPA5AnNsR++ziBWmlqqKQNeUyert7eHP7q3pVVdWf0l2mhxUJdD1CREggYG9Nn9HRc+a50Eik7FLE4ZtvwGxS7lpcmLZ+qscR77CoeAM6kiQhyzJHWwabD9b1zXZYTE/9ssC12pBNXD41CUkyEALq2r2dO/d1FAG9lwIgI6MWzkxcd9UMV7wnXsUWA2luM0lxZgIjYZq7vK8Dui8U3n1a0yOKIgh/U4hIEmQm2TJNqnzzpTogY5Cck2xLPL9DVQSGYeANhE8CsUBdY9foTi0U4Yw3BESRJIOuwVBEIE/6B3ShUIDpsTHy0svSnHHyuRUip4f0SG3rmTpgKpDvC0VOdJ4JB4YCRmI4guNkd3D4o9q+P4dGw5WXCiABbuD6udMSnr1yesJUpyOGWFWiZyjE20dOH+gZCr5+3jsGX9eSdqAbKGeSum8ygG/DqijKzZIk3YQAI2q8Y2DsZZxcwf+K2eEfIw7wXw1EqyxBvzfXAAAAAElFTkSuQmCC) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur163305 0.8s linear infinite forwards;
}
