@keyframes rwdcur161484 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 32 32, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEm0lEQVR4nO2ZX2hbVRzHP7lJbZ2xJmE6Z9u1rlqs1mpr1xWRgkVcRUTUB1+GLyJiC+5lBWkQfBBEEAVhwuaDiOBEGcUXy/BPbEFdRda6ztI2NW0mNmurNettTOeae3y49zY3SfNvTdcrng/8yD33npt8z/ee8zu/JCCRSCQSiUQikUgkEolEIvl/4Syy/26gFdhntC+VVs5VUwF0AfVAObC0HR/iAX4GhBFvbMeHXCV3k9T1J9BZ6I1Kgf18QABoLlratcFlOfYBAxRoQiEG+IBB4P7ide0YPuAU8GC+jvkM8KAPvh2go4mxxlrmtqpuu1BgrfsgXwH/oOerAaAjzz1ZqQS+xhh82z2c+/jtXX8/fcgVLZHeklN5A9EP39pVceQ55zCgAbcAn5NjJmQzwAOcRs/4HGzh/CcnyqO3N4oOKkSJZZcOhwKVe7V9r/vL6l5+XvkGWCdpQs6ZYMUDDGFk1fYHGA+OOgMiWiZEtEz4jyqj2G8XaAaE9yYi8QVXWETLxOq869feFxgELqPrXQDa8r1RJfCdcYNoaWE8OKkMiStOYYa/H/sa4CESV51hU6saVWZ7ezgNXEHXHMFY0puRMfjpaYaEICEEwgy/f8MA24XXSyQeJ2zVq6oEe3oIAAmSMyHDhEr0fV4Aou0A45NTBBKCxLpAmJEQiH4bG+B2sxSLK2FNKEITikgYuv9aYerFl/gybSa0ATiMwQ+gl5Lc28rE+ye52NCgt00cxut8hLFYjLV0B+2AQ4G6WpqcTtwp5wFVJeQ/yvRHJ3gEvXCaB55woGf7RwHuaGbinc9YrG+gE5RCq8TcotAtz0Tbwr1WCpWpsaoSerOP0KnjdBk3zjuA34DqPfXMvfYFc7V38hCOlNKyKJH52jtNTGX6vSMsBz6gHVA2BppAnxNrpIo2p36utrkIHei2Wp9t+vWttM1nvVk7mzaHRY8DPQnELRJTloDvPia6P2XR3UCno/C59Z8hoRL6oY/QL2lLICUJuluZaD7JxfIGpQtApK1VEWFMy5sEM70zn+hm5002u54kPWcolvPGvFPAVas0YSRB63sLldBMnzb9+/HUJGheT9kGXQcYr5oiUCNIVAuENdw23gZxs1QVJ1wjEGZUC0T1ClNufRs0q8KNbdBKSiFEK+OuIEMuQcIlEGZgZwO8RFxxwla9LpWg0pu/EMpqAsGyIcT1YiP8TtuWwniJEK8Ib2hVy2fpZZAcpXD6Yl0BHgeGAThLE4c1HzPeb6EKPW7c3qFsEYXbUKhCie0J8YoyyTG60Nf8Ivqa/zG1fyZR4EngDAAjiSYOX/IRunkY9mv6l0X7orEfbbVmRuu/HOJYvAu4DvgDfUw/pffPttVFgUPAWQBGYs08O+lh1nvG1gYIBVZuvcCrkTnejZiDX8T6QIvEA4xg5oSOvaM0emexaw5QiNNdZ832CxTxQ0g2fFhNSIb9DEiNJUrwoyjAMvAYMLYFgdeaZeAZ4Pt8HQstd5eBh4FzWxC1naxbjpeBpzB3sjzkrj4z2Q3cZRxfMMIOVJD8I2QeOL+DWiQSiUQikUgkEolEIpFIJLbmX/H7g8Aky6G5AAAAAElFTkSuQmCC) 32 32, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 32 32, auto;}
}
div.testarea{
animation:rwdcur161484 2s linear infinite forwards;
}
