@keyframes rwdcur117471 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHqklEQVRYhcWXy49cxRXGvzr1uK9+T89Me2YYjEGWCY7BCMWRyC5eZpF9VvkDo+wisYmUoABKkAMhMpaDwcb2uKfn1Y/b91G36lQWPTZGQbQlLOVIpbspnfrVrfP4DvB/NvGiG0kCQoBICtKRAgB63kFjPbMPzAEIHDjwSwIgCXQ3DLkmKOaglCZSWiipSAlaQXgXnG/YeRc4AE5pcvOT2nn3EgCyrlIAlI7ImEiaKJWmtxld2r6Y/bLVNf0k0+bBl7MPD77JP6sLV9WVt7b0NgQ4IWDzsx+nUGsRCRBCkIpIxS2dtnrJYPR69N6VG9HvN1/Ro96WVuaDDlmrj6dH+XGYllN2gb0LDIAE4UefYy1AYEFCCgKIIHVLpe1rUTe5Hm/KkRrIAWcS0aB1tTXkw3zx6COgngMCIWC11sTCeoAAFqScdxJ1HXWWdnTj4eHOu2efbKY6MSAlUB65n5X1nOumvB9C8bXUihtbMIC1obgWoFo67re2AIRh07SvzIvN9xbj4WWctRSIICBAEDvkFARvvaXj8K2O5Z2zw38W7MI695BrdwQEZ72C7P4qmNGvS9q51tRhgOl9gdljYHGIoiSR1wlCw8yiVVs5+gr5t7PG1j8NQJBA1tkYCNKvidb+b0Oye9PDbIvqVJv8Kyg7gXJncEGDEUuhkg64MeHsiwMTmaK7uVssZ0cQQggB/ODvkN8/kEhKElIpaWKjlNFap+3rcW/3Zmhfuol48JbhUxPzBBFm0NJBEUMpA2UUIR6kMunGrVYUKxVcXZyMiRy0UVJHWoTAAgBC+A7mGUDaTUkqUkorY5IoirKkk3XbW/29i78ZXLz8O2rvvUo6TSI+RIQFjAaUNpDGQEcaJtbQ3ZFob26kF17rXmp3oJWfP1JKiIDgAZDSipIsDo1tQuAQngGQFBQlMRGRVlrHURLFvWHnjdH+5vuX3r548/Xrl254cyG22IZItxCSC+BoCJ/ugbN9YPAmxMabiAZ72N7P5M/fDcnenkO3wxHgbbW0p0/jiZk5hMCu8Qw8ywIBIQQJIYiISEql4jQadjeytzeG6WhrK0UZEgjTwdlpC0WxA9c4AAFCADLSiGKN/kBga7tGt61A2gywnb5zchA9ICk/E0QUENBYBwQgTg2qwq5KMZGAiSMlSKyeII7iOMs6abszbPfb1zr9zvXeaPsdlfUvHs1ims2Yl9PCBWaWRIjbxrR7mnZ3GKkqjueTyZ3pZPr56WR+K5/ODpbz2XFd1FVT24o927KorG+YV1c/tziNAUBJrZSU0iijjTJmtbQxOkoGSpsWB2G8Z+ucm2JV7yGVHChFLaXIIfjC1uW0sXXhrLVNXdumqm1jG+sbZwUJVy4r97RCPitEVVVBKQUTGwBPa2iAQABEYO/qU2Y3DSCEAH4+qQJz5R2IfSCAEdixCLzywQxw4MDM3nv2tf9eb1BP873dyxQzqwA2Jo7iKE1aSZa2sm7Wy7qtYW9z442k3X+lCVlalaIo5tVj9uwAUHsQ77Y7epgYm/t6MT4ZH96bnUzH+XR5WuTLvMwBlAGkBIgI+dnSeR++C0ISgkhKIimNVDKO0igd7vSv7Ly2/f6rV/fe3bm8e/V0MRyczHrp4XGCfKHRJKuGAwQUKUN2PDZ2HUabeXWjfTydPh7f/fpfj2/d//Lxxw//8+TWKmAFQ8AJIoJ/PgsEIM7DYfUVQOAYwY2KOt6ZzDb37t3v4+Awg60dnF3C2/JZFuRRjOksxtFRhK0txG9erkaoVRHIjkGuEwToaaYBoOdViDqvTCiLmkmSk8yWhcDxk8XdYhHsyTQxnQO6PFnsqnkeK5E/gKzGMPYYBA+SEiHZgktGmKU78EvJunxi7cnju+M74z/OjqdfFYsyb6qmampnmb17XrApAGDPDIDZM9izc9bburBVPs3H05kfqm/KThNX73jK9lV+D7o5hOYFCB5CCDidw5kcTeoxG+vj0y8ffurnDz4ojh9+0thq7htnA7PDqj077/j7AABQLUsAWOknSTZOYvLOkW+OP8JsnodWUByPtpgTo5uMkvoIEhYQhDK+ABs6rLgsyE3uNvM7f0Az+ySwHjubO169N9fL/+2OP9wNQ4CzTXC24cC8CEEcAugDostm2AoySQTXYJmCdRc22oeXw1I1p1+I8smfbX74p2o+uVcszmpXN+wbH3zjf/CotYLENbXtDbrTgPmnIVA/mI0tEfcG1LsKIQQgJCIRw3iX03zyd8LRh7qjJ6fTyq7z/UIApASRcgDcHTKLOEpOrsl+eyA6+x3ISEEIUHlyivzg67I4/ocLR/8GUJEm5S2vFeZrAeJMUZUvlEllFSkcpObJx9s7VXzxvUe/iNtRC6Tx6PPq9pPbi796NfvWclnZwlGUShKpxHLa/DQAIQIgAElgKZqp9NOPYizbfSOvdjsqjTLNc+1vj6vmLxLLiZSBiPBU/7wMWR4QAHaNZ1shX87yu5P7picpupR1uRMnXD26vfzb2aS4Uxe+8pYdO+bzRFs7or3QaNbqKTqHVVKTMpHsRZkaSUlKCHC1bCZ14U69Cy4EOAAunzbs3XpZ/sLDqVSgpP1sKCUhQFKuynYIgfn8rsXCMfv1N385RufrJ9h/AZxvMB5uPwUjAAAAAElFTkSuQmCC) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIKUlEQVRYhZ1XS3OcVxE93ffxPWY0mpGlsSzbieLEwqESJ3HxWFCQYs0CViz4gewpFqxSCVUQKEgVECiXExtVoiSyNHrN83vcR18WI5wXlozP5qu6i/7O7e7Tpy/hOUAEgL5+luR5In0rzP8GK4CZOCsUA2AAICZmJoAAkYQkSwqujiKSJAY8E6VLCXRWNQPQzGBWpJVhrQ1pbVgTExMBwUkIXkL0KQAI2rI0ixgAhNmZvzC+vvDmGmAmnQBtC2VtoWxWqHztar6z9XLn7ZWBXSu6xu7+c/LO5w/nf2mr0LR1dK4OjhSBCEIMuag8TyVADBCBWTMTQZtM2bxju53VYn34Unbv9g/NLzdums3VdctkVpumyo7HR9N9SfVYYpIYUgDAREDC08txYQYAQITAChAwJ7I9lfff1J3OW7yihz7TvblopNLczQdxzJNP3k1oxykRRMAiwLLK6f/PQBJACBKcCCsS1oTW5f0qbP1o7/D6947e3yhVZkFKwY/dnbYdo/HTh9FPd50LVfAxJIFIulgfF2YgRSAlBFOsaWI19L57Z7JYe206Wt3GmdJECaAAgl2nuLrDMnxdl+Hzjg0fjvc/Ds2svVQJz1ACJdV0yqZ77S7b4duhXhlyW2vrd6HJQzFhYW6y50G3lOE9la2cxLz4xNrD0wajy8JDffOAiLCUFxEzU7mytkFsblN3+xep2PqpCF/h9tiY6t9Q7gQ6ThBFI8Iy6XIACRmdfXioOFXFyuqiraeJiAgEItC3mmFJgABmZqWVyju5NtZok1ljM2tNp//9YnDzZ9S79RPK125bOba5HKGgGawKMJygtYI1zMjXClWuZisrRYfJSTt9vG+sgrZaa6NIaWZtNUkUpLTsTAUArJi7g65WWhlmtjazRdktV7v91Wvr2y/+fHj7lV9R98YW6TLL0ylyXiCzDJNn0HkGnecwRQ7Tv4re8Ep541bnVn+gjFVhX2sGIMLMSilFJjeJCMlkWrwLSwJKs9LGKKWV0dbkWZFl/Y3ey9e21398643tt2+9desNz5u2SRtAeRWpcxNSXIN0X4R0t5EGr4LXvoOsv4Wr10t+7U2xW9edDHqxTCm4auYOQUASSb4Ncj62kw8hPWlC3zrY3DIxgRSzNqaXl/lLndL0+x2FF24wsjLHwajAYr6BGCOABBCgtEJeMDY2gK3NGv0uIFC9pmNfMNb0WSnNRAwiBhJ/2XDnXsCKOS8zzcxWGW1NltmsKLp5WXaLbnen0+u9vn59/Qd5b7BzNs/1dBKb2dn0VCQKE7jsFf1u3/Y2rjjRWByMD8YfzE5n/5iP5/fr+fy0ni/Grmmda1zjnXe+9c67GM45LO017+ScEjQza2ONVcZabY3W1lhljDYm7ypt8gS2MUqIwU9TSgEEaK16SqkuM1xKwUXfzkPwLvoQgnPOt8555130MaSUQlu7IHE5J/V/UyGyVEhCQkoJQAJh+UVKCMFVUWL1ZBmgJXGihJTiNMY4FRFGOh9+KQFJkCQtJ7EkpOVUlK+OZn2ufS7KTIuIJiZrMpvbIs+zIi/zTt4rOkWvv7GxXaz0N70URV2Fxfxs8rmICDFxd7XY7PTslVyHWXSL08nJyf5iujit5/W4qeqqragiTlCeQUxISUKzcF9mwOaW28axyYy1WZbbMs+vbPZ3Nl/cuHdjZ/OtzZc379ZxuDmt1/oHRx1UEyX6ioQkCczEugvO+olfuNFiY21edczZwdkXowef3j/4+97D/b99sXv4L2LiZtGgrZ0wk5QrGapZ+7VRvGxUZhATK019m+FVMf3XZrJ9Z3evj8ejEq6NCF5YoliipW1XXmOyUDg6LXF1oyzv7OhblNe6szaSrOTHzOo+s2JemjsnoeVmxRC9lGCQrMyDRGHXeJcAHD+ePapm6ben007ePzavHIy39HiaM1X7UO0RTDiD4gTWGikfIhZDzPIhyLN06VDcyeGjL+6PfjMeTT+u67ZxrXchSBCBiGDZC3JeAlk2pMQoLgYn3gfX1n5vMVkcjKcYmt123WXtHaFiS80fwfoRYlpAcQIxIZojhOwIvtNgepSPzz7afxAmn/2+Gn32vmvq8VIBPsQQnYgE3/gQQ/yKFyQk33rxPkRtdEySooTYBOcX0flFOzsbOcdb3vMN14K8c5TqE0RXw7cec7mCuWwgeAQ/P37YHjz49WK09+7s7GS3rds5CA1AbQzBAwi+cU9k8HU7loR6Xp1LZQkT5RGbzpj58AUk1Qv51o6w7pMsoBDAyqLRV+HVoMncyQO0B+/V0+P3YjV5RNBVXU0E86evBZfuA6Ft3Wp/cJow+QCRB8YM1ijr9bn3XYAIiRU0d6AkVHp2+GeOh+/ajto/OppU6XzYXIRLCdhScz0/QV4WDzKru6Y8/R6v9rao+0oOlTGIoNrTKVWPP2mro782bv/DZlE1Wbm0wWbmnp8Aa8BYZgCsTKi0Wex1zMEf1jcDX797fM92s5KUxsH96uPRR+P3o5rsEbeV0omZWBNB2sVzruVPSFACCKxUEsVurOTkj109K7cG6s7q0JRZaRA+jfdPvXtH0+xA68SREyQtXe98LX8qvrWSfRVEgLasEgBmIqYUk4SzFCPFNg3nx+l4Nkq7e/dnvxvtTf7UVm4W2uCDkyCSQkop+lqW1vK0f1yWAWWJbcZaaXryJMtKtVZ09bbSbJlJFjO/V8/DQXQiwacQgwTXSgg+hRQvjv9Mj9Oyt9zcsHzpsNLEIuePVACsIeemKTEsHa+eRblcA89I4Jvg88IRLUmkBJFLbvo0/AdjG3E9syQYcwAAAABJRU5ErkJggg==) 15 16, auto;}
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}
div.testarea{
animation:rwdcur117471 1.6s linear infinite forwards;
}
