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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOElEQVRYhe2Xz2sUSRTHP9XdmcSok6DJJmt2JBA3kKyGBSXJwYWcPAjGi5BF2It6E5G5eBD04EW8BcSjB/M/iAFBRUTHkFMwiWSIhJiAg5NkkolmfnRX7aG6k/41w5L1tvuFpmfeq3rv26/ee1UF/+O/DuH7bbS0kNzcBCAxMUEOwDShpQUMAzIZuHePjkuXyF29CkIEjc3MwK1bdJw/T+7aNTh+PDjm9GnE9eu0PnpEIUzEAJKpFP3A4KtXKKWiz/PnqJ4e1N278fpMBnX2LCqdRq2uxo/Z2aHV79hy301AW7FIN3Bs3+EU0aiEsb2NESZgeARsm27g13oOTLO28YaG+nqAQij4lss4ASSlpA34pZ6DgwdrG29q0mPqoVIJRsDwvRNKcQBI2Hb8ZCF0Mv5IWDEyY34eUimoVIKKxUUoFuHLF/jwIToxm4WtLcjlYH4e1te1DaX2xoSXyBJCGEIISyllXL7814nHjyfkkyfw+rV25kc+D0tLMDkJy8tRAvk8LCzoMZ8/Q3MzfPsG/oiOjoYIWJaVcAl4Mnt6mqnlZQb9zKtVTcgwYGcHZmeDhpSCjQ3t0DDg0yfXmL0XgbU1uj5+DM4TTU2Nh4QQbUqpfqWcoXLZ7r19mz/jvu7lS23s4kVob49G4MULePcOLlyAU6eiJWnbkM9zdHyc9d0I+PSyoQGnXIaxMRgYCE7OZmFzE7a3IZ2Grq4ogcZGnSdjY5pEmMCdO3DzJoyP78ksKaUUQkjdqiSgkycMrwKkBMeJ6kHrvWYU15BME8rloMxyHMcWQqCUwjSlie4JNVGtQqlUb0R9lMuhTiiltAEJGFKSIL40d6GUjsJ+4U9sAMMVSKV2lbGtxjDAqkttf4h1trISlXn7gJTBuvajWtW6arV2lMI5IFwSncDvpskfjkN/Os1oeGKhAG/f6koYHoYjR6LGZ2Zgbg6GhqC7O74M19Zof/qUvCczXRLNwFHgZ+CnTIZiKkXX6qqu/3xel5/j6C5XLOqNp1gMPt+/62ZUKGjnpZJu27kcfP0Kz57RVangFAp89wh4q2oDtmVhV6tUHj5k8Ny56F4wPQ3378PICNy4EY1ANgsPHkBPD1y5Ah0dkb1g9cwZAruBR0ACUgj97uuD3t6og40NOHwYOjvh5Mmo3jQhmdSO+/rgWPzRJpAd/u1496mV7f+2BEM+A38swFIKizqNqFrVm00tlEp6zH7YGK7jA9RpRErVbsMewXp6F7FL8EPga2b/GP4krCjFDlAZGSEzMcEwRO8Fi4tMzc0xODkZfy9484apZJLB9+9j7wUdYQJeI2oFTgADwG/og6mXCzZQcUl6S+WdpmUdPa58BZgFZoAFCF5KLHdiCcgDS648h84HgLJryEMCaPQRqKUH2PHZzbt+AvCYegQAtoBDvghU3K/0vjBcKfX0FWDbtZ0PEQXgb/k+5o+XMhoOAAAAAElFTkSuQmCC) 5 4, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 5 4, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 5 4, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 5 4, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 5 4, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 5 4, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 5 4, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYheWXTW8bRRjHf36J47SOU0pqH9pDCDSQpkEUWkuoSJVoCwWC6KHhRVBxqMShl4qvwAH1CyAkxKFSD1GIChIgFIgqSHgR+ACuQ1IEpA0VNHESXDs4zmbj3eUwM/XszkIqkht/yZrZmWee5z8zz8sY/u+IaP0okACSQGL8/HOlzjbPJzz9Z4zBNz6IsIWIa8ZTQCfQee7sa98drr9DzPILX5m6LetuNYGENN4NdNk3C8QypnB5FYDM4OCrc5WKheM42qxHNtvO0NCF7PHjp0qOE/OvLZcpFMaM01MEkpJAF9C3PjeJ3W8SmLkFsGNuZOQh4HRgtgG8DhwqjY2dAx4FdBIOvb2nvatXh3wk9BNQV7BnpLDK2E8mgdIKwFlgJ3C3KUC7VLM9YBz53Wqs0H0gAbQBiUsvwNFuU/2LIzA8FQ0xrBDB79cbI6q1t3/92XBh6QP/giTNPd05AV/4vXLy2EBme7jwUn0jdXGae7ozxKXxbYjLS5WvF1jZ5xf6y4b6OszX1EhYFLqAA6wDKn/YWt9DOKpJICmNp4HUJ1eWSBehPeEXbLiwsg5wC/gW4Wg+CWAauAF8CswANUnKAzzSafMOI0AG2A/kgEfeHuDUmQPQEnDiqgU7zivOHYhI0OEBJWANyMp9BfFLFlgInoAvAnK7TeMANVv1dgEngKMBCQe4CPwOvAzcYxDs7x8uTU5+bOQBXwT0doYQR3fAZ4HD0kgQRanyGeCAMdtoXDbGfBHwdK57oK0lnMCiLwLWwoU2hGWMxNEiYLk0y/Ri+NKJWf3LDhfaEGYcx9Ei4KvfXPre+ocjoEEzpP4rzPWqDKeAbZnMCcTuwn7DmzQeDl/eXFgYzUMtJ/gEcb9s5xHxnQ7MewgnvAF8BPwYmHdIpcxEFEHEfw44BHTD6GPwZAiBCnCX7O/U+joWEY62CzMPeMC10DxQA5ZlayWTn2FZ+0OUO4hy2gfspUmyVRpzgXeB68AZKaOjwZEjw6Xx8UtGHqjrBHp6PqdY/AKzqKTl2EHgAeAlOR5F1HoP+BrhrI8DDwfWuzQaHxrbiiPObBmoAlax+EMeqjnzjgGekq1KHUHEgBbZBjcQJRYzS3VUElDXUAds+DJEOcBuKbp1CBJYBuodHd8QHopZwpLJZhCXmmvAElAGatXqm3n4PmeK/wHcy+YTkp+AKwmUEXFUE6QuIt6oOi4Dx/LQlYNfA3M2cBMYzcPzObNe2ExMXDAeeyokkoj/BAcR+aAH3nsCBgPiM8B979Osoi7C7W3ZV8VNeZuNqM9TiCz1MyKhGASiwB5gH/AgIu2p7SvfqACr0lCrRmANf3VK0Hx/ryKudha4Jo/IVxIVU1camUdUR5tmqqtK4xXE9bj4U7gtT0GdgHpnqjnlX0uElFFdkYVIky7CH5LaeEUStDBfpOoadAJRbc6W6+yQtfwNk+9PNmlPerUAAAAASUVORK5CYII=) 5 4, auto;}
}
div.testarea{
animation:rwdcur17054 16s linear infinite forwards;
}
