@keyframes rwdcur75004 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYha1Xb2xTVRT/vVLrwEFHuqlzVGBr166sbqNhDLZscet0Qb4I2ZgMtC1jnawd7cYYZo6RoBDQIC4bhekwYmIUcAam0YAhhmDEEMIHtZGYfTAxwDaMAYx/kO344dLXPu57fW3d+fJ6z/2dc37n3PvO6ROQvJDKvpCCz4SCEgByDRWKBNrOzpWQ8X2QRbHYmQwuK76v06j1dEa8QKokNCrGhJiSesKZ5L1iiDrVTEOXdldcdp7RUOBjSVUEpFgN2vujgzNyf2tMqaxtuwuSIiEC3wgvpcbxJRLDzVf15Dq1kADAfz6NfPePwP9RBgU/00mwncN68u3Ni9WpkiDvxaUiaNtIRUoZt+5fJGsX2JmrWgkCAO93JRLQ4fEice26lE2tP2SIFYjog19qpNmHonelpaOY2nvMkbUiAXFj0508DlT/61Oczndex+m2HjFQ8Mh8Tt/ZuzjuUciy8v0mssa+sWgVPFcNHD74yWxZH8FdTyplTIoLAKg/w+5Cy418ce+tX6IkWsLp5L/Iyh78/KHoUQxkMt2uRRR4NVc2uLuxnLsLBAArrvEG68I2AoC26xYCgEM3ChXPcNvQvPvB5bNubiyjzQ3LubtAjivsVbP+/TgBQNGtHFkHrb+bFYNHJNC3UIJpbiwlAHi5fgV7rq0iAHhp7XNiFTin9rCJEfqTESqdUDxHRfGuW8aO8PmVBACuNc/I+ZAnICfWO9kzNlw4ArlhGxnH8in7upUA4LHJxf8rWHu1mwCg3emhrbUe1jNqmc5f46Z2ZzP5mZ60APCPXospEjD9MIt7N10HAHj0po0mMsNJz/f+c+8JAND/1VHRdvpeGgBAmJqNaQ1h4FwoMqhmbm5H5MX87Yn6lCdgulBJAJBxm12krPGypEmut3QRI7ODXcLiDgKAjVVeriNSyYlqFmiSBcq8yZ4LfiqXBDZdeEGVSLW+RxbTZO5mr5+FPTc5OiXNiADAMLmccn6uknVQcHYjAUD56KAiCYd2PwGA08BIrDZ2c9imgi7ZoUR5l2tkHVeNesh5fAsBwMqRfSJmVfCkLD5CAgBqDK8QAKwyBRR7gOwiIuZv1svq6/ec4PQFs0KirnTOHvG3c34vAUCdsetBG+WJmHepgdusPPk21b6vXP5YKY6pgkhE3xd3HEs27J82UVn/BhFUfuqAxGD19hECAItlmMwL3mVtW3eYbLqDIq5I82ZCY5jbtI9ukAXU9fNZJSIVMaWvy+3gxrAsidhF5elBSenX7DxOdc0sa5ttiExPHCMAKMl5nWzaQxLbYs0BWvbI7oRKz5F4OrSD/5PSG1J1YJ9zkMOUzXtNMfN4fZ4exDT0HaM/bqWDJr7HFx/2CVbrUfr3tgZj11wCANjnDtLUXwLC97YI8fwkK4pZFxYOUL7xHW7fkSX2C9WKxfs0i0js5xU96x4WnQrCLJBGKwIrlvQQALo82R0Jrpp1KmVRyyopn/8BGubZY8yS55kAAAAASUVORK5CYII=) 15 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7klEQVRYha1XfUxVdRh+DvGRk+TjDhS4ekWvF0NQCrSayoALKsSXet0MrFVOxHmDy6dwbxcun+Jmw6WZin2ogwU5S22zuVJruVr/NJerTW1NXCydolizmObTHwfO5cc594LAu92dnff3vO/7nOf9fV0JT24cY1yaQM5xFR3+wfLiIa6JPSsQiZ39K/Wh9zgaOyXF95k/Y1NKj5Awa+GXXgvEygQnRUKVYEfqBwSADSvamB17lqvi3CTmhd7j3PA/BXx41K0Jq8GedW1C0H7zSTpTj40rkcl0jrpZA6Ox4ybBjzK2EwAOr2vwGJS36AzNpm8JAAkLLjIq+G8BG2a4w2eTzis+Y+ov41JCAXRkbOOJrDohYG/aiTETzJlzmcHh/wo4Y+plAoA+s39MEqrBo9kO7re4lWhLlknkP99Fs+kCASAm4jqjZ173mHhW2gPOy7wyPO4RxwMZRgJAQ85yBXQkwyoE7DF3K++rFnyjShYU9lDxGVL+oCH9hlZBlY87X46nXHA2Dw0RGbaudBt7chsVX3PycWE8OuQuASB0pnse6Ff2EQBMeZdVxea9dUvVCrfE2XEEgGOrZqsCO9c2Cr6sIQWigu+rsPr0fpXPWHqbC0uvMKbqd88Ehq09M4YA0GlWE9GykRMvYvVfQsz8kps0lfVyYeU1Lq5RFFEwfC8ngACwJydUs9jR9EiVf2/KKU1sxGpx/RvtshKJVee18AQAtudOIwAczJYIAB2Z8rM96xkhSIuIJ1tgv+MVu6L1CwKgDwCUnfpHAoBeHz0AoN83EADg7/cAAHAoW2b62ld9Xk+66Er3119t1QnYxR/3EgDij9zgkqO/8b4+VhmbslNr2BZ9clPeIY/3Mb5bXobPbbsqt2L7JS4tvijMA4WAyyJL3LpuBgGgLf9ptuX5EwB25/tMOVEA9AWAlvXTSUh4incBABIGAQCDfgGo/3RAAoDKzx9LAOAoDGJL54DXVsxwXqH0SIIvH0HvexuXmldKRts5XtuTphnHWouBAFBmidH8Svsr2qtDy3xafhCwiTWnCQBBdXILdA75aSj/XtkLPCZ3vhpCAKh9Y6ZXAoFNh1Xj/k3facaE2X8aIvKzsBkRACoL57K6MJK1m8Lo3KwTElSXmJT3AluKZnL/ZnFvGK3GKBN3wuqNs1hZEEnn6zpVUFWpujVJRdkEgDkO8cgOaDmtwvq0/ijLXiFcaAgAPsNvfgH/YXdXn3TnYZSCKClKkHvk66f4NpZmEAAkSZ5PvS2NEgCEug4w2HWYg44cKaDpJKc1n1SKPbYvk/wbLvCGLgYAYCg/oqmMyllujWO5LUHxF46QfunWtQSA+XaHR5lHkoguf58AMN31tddLCQHAti2ONRUmj6DlW3KYVLSeAGCstdO4wy7P9MYOJSak/hi12uGtOACwuiSWAFBiTRCABbY0ri9eM+ZyDHaJK8Jv5xmGuLpVvfdKosyWqIA2bclgoTVNCFpWnMtlb1rk69iOahoc7itbSMNBARvk6pSXXV2nV+lVJEa+FNjSuWFo1o9lUbXvMLjxQy6xuudGYMPxJyo+kgQLtpuFwOSiHCZuzVd88RVlNLxdzwSrjQAQXbuL4XX7Rks+qXPEa4KEEivnOsW9INL5LnWujkkX1iTy0pY8vrDZIl65ahyML6saecSOu/hE/kqPlfiJcv4Pw901ja50Bk4AAAAASUVORK5CYII=) 15 15, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMUlEQVRYha1XfUxVZRj/ncvNaI0P0YuEl497hUt8BQgSMwFJC4uUj0FTk6XVsK1pEFO55Ee5a4hr0OYH+bG0heBKTUqbVMvMxYw0t1YrXZORc0Iz10qrJfnrjzPeew/vuZzD7T5/ve/z+Xue9z3P8x4FEycayJUAfJoKSgCcGfaJAJAU0U3nve+L/azsZvrqBjO4X0q854gkj4ttG+X9LxAEwIWOHuFkZvhJpqOfBY7dBIC0yMNMuNsrnxG7izFRe8YGDagarM2UMzND0207Jbv7c5smBEKjWB0xwCdsXwle1qQ+PhB+kgDgmtzN2EkfCNm0yH0a2/iUzXTlrPXlGYLglswBXaWyuBMBVSS3aJWwK160wrASBIDW7O/YmHdcKD4VfUljlI5zYj96B+xRexjjU/6EtE3+AvkFIAQ1GdclpcWTL/LxqH5TVcgvfkXSy6t+ftyj0HVclTWsy8+09kl8W7j3/Gc/sl6s88vrxHr+suV+QbAh40fdYBWZV9maPkgAWGq7KHQyLGcJADEhH2rsnFne4HmVavB5tc/q+aa0cacMsyntZ10g7ZlXDMsfn7pRozNnWZ1kU7pqsdSk2FhwjADgSVGDbEi6zubkX7km7SeNg6qsa4Yg8irkoADwcH0VAaC4oYwAMH91mfgiJAN31pcEgFddQwSAZpd8Kc1SSUMFAaBo9aN+jyFoQ2OU5taXm/WpAngnbpj7HYM8aFczPWT/jQDwluNq0MA9VJ9NAChsyGFhQ664B1YACAm5hdoBp3I0Qf3sLNabAIDQfwMb7flNTvZvvawUrEsmcQeggpGQP/Dg2iT+g1uSftCPYAJEix73hON7AsCFqL8JAOejb0wYZOHGcPXyvWxTe8GLqbo+LABw3Kk2oQtT/iIATLsZDwDIuRGqAEDuL1EKAFyaavw1lG+zEADObP5dAQArVZPbYdcAACXu6bo+CABnY4b4aaK2I34Te5kA8O19ao/od37uF8TyDoUAUPm6Vb8XuG0sWh+p+1ry6/SH6CEhO5fonQE9xS+J9fbORLF+evtdYr1wmz4QQwCnZpwnAAxO9Z59n+u0WB+b3Sw5bj1g1w1W2WYxPZYF40rkn5LwTPJHpi5i3Y5wrtglZ75IeyzGbwJf+trhzf7dOc3sKaknAHRuqBb8nV2J3NSRIPa+IGrcDla1hOmevQSgN+0LofD2rAMB9YhnXrPzuR2hkm3VlgjDJ5kG4WeuXva5ejUGR4vWsKO0lADwnqeGXe0LCADtb2azvVN7D1buVbi0ZYqp0ksgTqV+LCl3znUHVJElnmhTmUsgxhodLlrHI/NeELxDnid5sO0xsd/d7eDW/VKjGTe4dRwAo5OIAJS9xY2sPt2qmU4jvIOR217WyiUDY6cXEaSf1dEs2FJWJrLp8lRrMmt9I5++umYcB4LOyPGEfP4H8hTQPrEY+dIAAAAASUVORK5CYII=) 15 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbUlEQVRYhaVWbVCUVRR+3l3kSxEDElYU2WRMVpYFFhZ2CUxMUDCbSMca+lE4KLCsI4H4QfI1YillOimCTUzxlZBYRvYxTo2DH2NRg5ZMU2NZM006YSoQMZlw+vHKu9y9u/suyzvDDPc5zznnueece+8KmPpHMnbBjZguJZ34AwAc1p2j5ojfGTEVmj/IHnfayY8mtNC3oTe4gO3qAbkk0xLB7aI/eJDaNWcJAA5Hf0nvqf+i/dHnCQB26C/Qbs1tMht6JJ/yR8+5XQ0anX2PcToReYZ+mPu3y4EqY8/Ycl32lYg3AwdoMIhN2hdyV1p3LbxDB7VfEQBUaf6kYt11yVa96ApVq36bsgiG8Ou8X5h195Kz1KuS7Tv2aL62y8n2vCzbDrvGe35jEt6vGqCLYeL0fxA2JOEva24xvqXhVhHPBvRQtu+libVDAXR+cTcBwM251zjSnYAhDusKv81hdeqfaXfojxL+3JyLBABPen8zmcv5ScDn2k66HP4FAUCf+oKEDz5kTfbTw6MuD9Qa5RWOu2ppHdcKjnQp4lMCgGvzrAH+8f+X4X24cJgAoHzJLc5/nU8frfHqZfDl4fUEAKaZ3fYFHDNUcoH6F/Qw2Kif46NYESIObfYMftcAkOT5GSXNkI6nxKFT+ioCgG7dXgKA43G1bt9gT9uUfG3ESZpIDgCPhTZysyABjSnF4nTrxUp8HLXPbSEGiDfmU9o2ZzFYAY6+Ln0FndK5X5XJn2nRG0wFhAcCBAA4sGEtvdTxkfDmhiyydJx2+1mNmtlGV0dyBK1fG42PKaFQjAMAFB73MX7fAxDGICj/w3d3c+EBAC0vZJGnElAIYwCAUH9R5MmCTBpTCFh/5LRwojCT1tV/4pKoqyM5AgB8P5wjxxdb0LAlmwDgkOUZ2TK3dxpkOREql2fH+Qw0NaYRALS+n+B2/9UPxDwSLPY+dnENMwOKyeTX964mAOjsSKXW4wYanzUMAHh+fa8AAEXNs+0KiSqNdijw+o3tAgAovUYAAENDvgCAyPmv8RdRW7uJmlrFEr96RM8QNr8zS7YKKyz5DGepwcL56KLK7D5KdKxFLHNVnZExbHk7kDY18Ts31noRAOh2hTC2tKJCaR2zbBMBQHRikT3xrICyqlSOZGme43DXhmofxqbbFiet04rM0v+J6RsJAGKSCykh2cz036GirW8tIADYWB8gYVkHvSn9kJJzitmp4rAM84t86ZcVEADEp+Q7/VFCAJDXEES5DUHW5Pv8GQfTK17SWlceLE53iY7iS00SvtKSR8vzC2RLzxnz3/WzS0iv83HqOPGlmNPYmdhcaOsnG4chZB0VKOOAt4SlVgZSYo0vVwEAiLY5jqstubTCXOC07y6JWLUnwGVHfYmRHs/PsDkZZqd9dyaCMiclf2JHGBlrvSh1e6j1qO1UkalYSwCQXGCk2G3x9ko+rZfUqXPcrvmcPWlrCq3My5x2YlsRBICSatgbUV8WRoklkbZ9djm5O2++XOApxfwfrIL7Fz5R3AAAAAAASUVORK5CYII=) 15 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEh0lEQVRYha1Xf0zUZRj/HMiIHyGMuOM4OH4fMA7uaAi0jFjiQQNa/VGL5RQjTRxTA06TJBYLGD8NxRkWhTUSUYclYfJDqNVMWmU1c2muNMA1S2o5Wol++uPie3x577zjx7vd7vt9nuf9PJ/3eT/3vO8pMP9BB37FAjCdSkoAzNS+KiOQkvT8XEKc9Vmy5HbHCuMmwZ+1sYg5655ZNAkCYH5YswSSp3uZWeoGZuu3S7Zk4yamZxQQAFY/uZ6ZzxXbq8i8k0vj6dAmuwDJxo0yX+aGzXy0cL3MZiwz2SWxzE5ySUgFnl38++ak5MwJqeMt3kb/WLkl5o4V4pGCYg6+0SrNTTU/wek7/+DLxr4Zmwzb1mCp2ymB6Rrl68wParW5AmOCIELZSNlmsrUl9gkAQInXCRYvPyYFrtXsl00yqeuk9/sTLSJctaaI2cXW/Tduz2VKSbatZHYJSI4y7z4CwFavHisJ3w7m+7ULkw2GDYItuSRPsAXt0hEAwl+ItqkHbondIxjNLqedVm9m0Rbr6kuypGddmYEAEGKOpG5b3Gw8GTarfQYt5de+JXOUup1iiauoC5OmlgBgSJT/Cgxma9lDdkQTAEJLIx1uBQGgyf0LNnicYaXXACsCj8oCylwGHVYjyZwji1G9pBXmhJeGztgkn/SwK/IgAWCP5ygBoMHtrAzAmS0JLo+xGaOs9CMA+Na6EwACqj0kLdgFbfQdIQA0u3694JbqW21JqKzxJABE7dQIOuC74cMEgANRHzlMtFvxjcMYn6p7nCVsIfBh2DkOBV/kUNBFAsDpoB8JAMPqyzylvkQA6FddXtTBElUZQACIq7BRgcUA2xqqFlcCQHCLG4Nb3AgAmr2u0rd2tztDmtwda2BmHNVfZW/8tSUhmlARQgCIrQ4QCbSlniEAnIi/TgAYiLu+4KQZ7/gSAFL2BtwNgy4A0JMwTgAIu6kDAPy7bAIAsPpCgN2Ta9r7uE3gqq40AsDI2j8UAODtrsDDbf5Me9NC6IEasTcA/1fhQFqf4ByP+E1muxH4ucOq1HavlMXk1VlacMbbflzZ7ic0IuEFAL6PvkIAuBoxJvmmlPJ+MKHcRwD4QK8X5td3p7O8c4XMnltliVvVphYOJOnlU/1XPK/7mQDwbew5yT6ptnbFaZ/3ZZN79evsVuWVI6mC7/GdqbZPxM8SLCv8K/RPwfmrZkSw/aISLyndO0zsrMkR7C8eklVDenaZZVQ8+F0SAODeK8sl8V0KH+aU8ixV4xkKADhv6OAnKeLR3ZuUSAB4qq5f4Tp1Gx01j0kxjR0met7ymJ3crrjle6yVC240qo2/+3c5FOHBrVk2Y+q7022W3i6JseCPOaGV3wUmA7qt/sB97Im3XNFPxhfy0EPWMr9nNvF4Y+7cZE73Fc5V/EDMa7xx32GnAdo2C1WYd1MTyjXpf5gDMZYL6VBcLX9SN/NYgpkA0JH8LHsTE9maae0B7ZatcKrsdyVyxFDLa6pOAeSCpt4R8JIedLKVjEbU8QdNgyzByfjC2St2KvlC/ko7Ap4X5n9d2QHieR0odQAAAABJRU5ErkJggg==) 15 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYElEQVRYha1Wa1CUZRR+PhZZQEEDCjYUYTAvK7Aal6LASeQi2D1okgURFWJ3XQWWhRUabrI1tCQ5TQhWTEk0jpWNlY0NMw1j1pg2o/zoRzNdZ5xswkxBxinZTj8++D5e3m/5lqWd2Zl9z3nOOc+5vOddAfP/kIpe8MGnV0GnvwCAL7MNdOXhVQyZ3/TNpIRdcPCBklS6uiOacziaHqcWZEEkuCxulkXScKGeAOCL3CT6Mz2OzqUnEQB8lVxD1/Uv0tm0ZrlKa9b4XA36xxHKGA2VrqNbZfd47WgoZeNsrNe2EnC0LpxuOSIYwxvFUdL5r4yV9E1GIgHAH/pW+tnwsqQbiY+nX3V75k2CAfzScC9zHi5fS6PbdapOLiTpFTGXA/artkNR6XaEyFXZraMrxhgCgLGMGEl+Te9kbC/EytmfDTPR+eC902ePBOhcy2oCgN8P8r0eqw/jZNczYznZj/fF0ffRuyX518vMBADfBtbOxHJ2kuDzFxLp8kHR8aUm+ZrdbLxL+n277G6vB2pEY+OwrvV7uFZwoPNt4pL5oVmeg78dSxnceOZKAoBrazs4+0tB1XRRW8PIe2KrCAA+WVyrTOBoSxrn6DvnCkZ2uynEY/Y/RYmlH1m0XxFzJsBGQ4vquFmgU/3JIrM+AwHAcdf9Pm+wEc0+xvbkKjtNBweAvmgLNwuSoK87kwDgozdFQp/2JPhMZBj1BACDiQ1z+WAJePp8eDSZTh0x/C+PS3e8lamAMEVAAIDmQ49Te+3HQutr26jVetrnZ3VwcR0ZJ7qEwRA7adwC/vUTY076E/wnBbgFwh2NG7tudMMfAJwD28gvABD83AAA7dTD5zxZQJNuAS1Fp4W2DwqopfAzr0gZJ7oEADCOu9TwYgvsvU8TAFQffka1zGknclUxnTr+7s9JwJM2q18Mlvr+Vp/736kTb0F3pDiM7avZGfCbCc5/JZ8AYNOJrZR2PJfGtf4AgItFZwQACD1WqEgkwVLnkWDDVbENE9o7AIDgsUAAQNdytkoEAA+9l0dp74rZJr9ewACWvF2kWoUt2Ux2MK23cjb1CdIeYAmkDogB012PMorwt56i0H4+uNa5kwAgqpENkp0lvXoo2VBJAGBO2qtEniWwqfUJDrTsmOesg9rKGZ3BbJfOOTNIbH9AXM8VG8xkTuW3oCKjFW+IgcN65FsR+KqRNIdLOSPdAb7MeY9ZOFmZwSQSSama808JAUBEbxFF9D4ngZZ2FjMG2pfk7CObxN1vsNoo5Xl5GHPyrZS32aRaek4Z8s6zioAgV4lXVzGznM2+IMs8207VDwMQjpRS4CG59OEtZRTcvourAAAkWdnrmP+klXK2zN13r0iEdRR7bZhcaaNHSqsY/NRQznuZEQAK65BnIcZhJK1zJ0U37JBkugNWSqwRs0yvNNFGi12p5At6Sec0Xt64j9M/WFFNOSUVCw48mwQBoCUz+g8AMfUWWmezzu6z18F9efPVHM/L53+hJfLV9SqA/wAAAABJRU5ErkJggg==) 15 15, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur75004 1.6666666666667s linear infinite forwards;
}
