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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHElEQVRYhe2WW2wUVRjHf3NbdrfbpSyVmL2WLtKGXtKCGsRUooZ4ISZgXyQEY6IVTYxGCeHJRyVKYnwwkYiJD0SDdxJ90EgwgQSUQEpEekHalF4QS2m32+1eZs6c8aFTUpdtBYH1Qb9kMt+c7+T7/87/nMwM/NdDK3pW54w55QBQ5+bRukYb8LuXp6h+2wF0e2qc2MqGSSDkQujlgJgNbziWcBzHcWKNaxxgpQtSNif8swD/BsQ1AOWGKAlQToh5AcoFsSCA4zhOrL7ptkL8LcDtduK6ABaC+OHpvZx6YveKvvW7wjcirN8o6eCZk8Sb7u4d+vVUHcBbOz5piVtqu5NKPQ/kgcCV1dsHKgpTpz0i+6rae3DglgLMQkST9b0PPNSxU1ZU7pnOWQQ8HqSmBlQpUaWo0RxRoyA2Oas2HEQvbFV+OZIt1eu69zASTxBJ1BCpSRKpSSLzUxw5vG/PhK6Q1VVMXZOmNrMezZEZzRagWqCbmzCs4866e0sudkGA+KrWq7miGVwcvLDt4oX+9srWDa+3vvx+vu3Fd5n2+xivDHRNeI1tqGpi+dE9iiHM+xWl8AWaBboAr9WMz/yolIYyB8QbjiWmRwYHZsQbWhnqOr01Ulv38XBfDwDRZD2jf/z+2H1vfPZKcFn8Ua+iUmmJQaPnzMYP3tzSBci5zZ016/ZRkX8Onw0eW+C1Fyufd/9lK0o64Iq3A2PFtVDz2mrPneF1hELIZeFMesmSXaXEAZRTxzoIWhmqTKiydCrlU8VzrgGI1zUy1HV6oyt+aaS/tym2shGA4b4ejLGR/badC9qaifBIMZm5/G0p8asRzh8gZEFQQFA8XFyeezCkssjH0Lmza1ywNJAqhnRsC0tMoosKFEUZPrSlJTOvOEC13Y3GzH+WQ3A+ByQgR873LAXGgVHXgTSQHv7tbCyarCearIeGlp2WWqCgZclrmdq133zvXRAgQhtLgUogyHnn7dp5HRBA1r1LwHRzFUiP9PcmgSqflfPEO55Fem0sPe03ooHVwLFS2lOfrqixTNmoCVAkUrE4rrzQX9KBWRdMFyLr5tKFyLuODJtjl/udgHYIbx60DJD6sa3zQLRY/MR391SN+n370xVGbdanYi2iX/g4UTyv+OUgKX2gZmHydi4HZHYquq8TpQBkPTDdvb7znR2L5cTJhBjtusu8/Nola2KrhlwF4MdikW7v9gg5UNxYKR643mjr/PpJML+EHJBBd6YJyRRhe4K4dYWwSHOHmKbaysugKBzxC7EhvLlbFPf5x5/To62bv4Lccsj/BBYeLHRsJAo5zSCrGuRVj5jSjPeymt5eSvymAGYgnhkA+0EN8YiGvVd1nBQK52zU4ZxifDilGg1Z1djV/Hjn+M3o3FC89PP2UNnE/o9bEX8CBUsz4yLi4/YAAAAASUVORK5CYII=) 4 5, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQUlEQVRYhe2WbWhbVRzGn/uWpkmapu2WtUnTjlSb2LXFEiZuazdBNzed7oMbSHGioozBRAYqqCCojCITdH6Q6dRuxX2QCdOKc/rBbSoim5LB1tJOV0KbwBa6vqTJTe45957jh96WNC+ddTYK+sDh3nvOuf/ndx6451zgvy4p51nM6uOlABCz7+sDrQYAm9ksOePLDiAbMxPwNa+ZBlBtQsilgJiT1eNr5Jxz7msNcQDNJkjJkrDNAfwTEHkApYYoCFBKiKIApYJYFIBzzn3BtmWFuCnAcifxpwCKQRzqOSf2vvSlfHLvJx4ACG8/sCTjJWn00i/wtYaGAawA4Nh34FR7Whb3cUE4I3AW+/7RdycthMxE737u64mOp9f/7QBzEF5/YHjz8+8/LtS4vyKKcogoSqcuKxAYc0nMcMjM2GrR6TkjuPPYYrWELBCrx9eYio1GCk70NjQCggAIs2cVpxmI1gpsfrEPqwwRtYkUPNfjSW80qtaOx93V0zdQkZ6GDBUQaBSS1ihcPsty68qL0TW0dGB0MDxLKimIRa7uBqA27dzbUtf50B6Hvao+rViQMqTRdCrzLTg/rhhGRNbpXWV6ZofEtW6IFJBIPSz0GIDdxbzyt+KWOzmAbq8/MN/n9Qc4gPvWvfP5yS0nBvi2/gjf8cXY8K4PL2zc+uTreYvhwfvf5u2bOA+t43z9Ws43hjyFjPNXvqYDY4MXHwEwnjtW1bbWZfV6touVNihOO5jdevDX/g9+Ot37qp47Vxj6Zj/s6hScGcBOAQd56qYADYFWjA1efNA0vxYbGW7zNbcCAKJXh2DPqCcoSWR0MQOqaCqV1fMj/UfyzOdVk+5DJQGcBHDqbbnD2bExoawcY1cGQiZYAsBULiQ3KDQjYRMMB5iIRPzn05eLmgNAnXYB4LNVBKwulgADwGK/D9UAmAAQNxNIAEhEfxvw1TcFUd8URLrO/YwuZUQqJkHFqVrnhjuciwK4DStWMsDFgApm5S/4FywoOwEdgGpeGQBi3osAErGR4SYArrLUpCxXWiCWa+ASheQwHgbQV8jb+MhfjTSeBTGrMXwqvDyy4FPMppkzVc1GzD4dQMZMJKpdj0dEq35YtGgQxBSAqd6u8OHmQgCqXXxNr0AQFQCcGEU5vuNv+hfMEQq9WETz/4ftR96wVYZum4RAAagQkYSdJ9/y6OPHb6dxf4CMV6/OTG9aqamPOQhFGWEJmeI9ieAVYc/CBJYCsEBd4aP3AOSMABUyVFQZM6gzJkkDvWHx6dPw0gTcJI1Kouk2Xf9MoWy/rXvkWm6dv3yc/tDxxFkg0yVBi1gZQRnXIINZqCCBQEJaVJCSFKiy8nFKVnoKmQO3kMCc7g33uJ1GstvFkqEqnuqsoUlxlTEz6DbUKy49fcmla0fbHwgX3SduGSBXB3/cZVthpIidEXhpgm3Ycj7vAPpf/yr9AabNWrUHa1KRAAAAAElFTkSuQmCC) 4 5, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe2WT2wUVRzHP+/N7OzsdnYp20Wwf7ZoabfSllhpNEqsUf4ESzTFHiAh6MGjF28clGAMxmA8yMmDiRcl6sUYTTQhbT2gBJWGRqBSBCTd1qyFFnbbzu7O7s7zsLtms90Wq6Ee5Ju8zPv7+33mN7/33sD/XVpFW5b1qdUAkOX1xmhnHvAXi1ExftcB9PzcLE1tHQkgVITQVwOiJLO+qVkppVRT51YFtBVBVi0S/hLAfwGxCGC1IaoCrCbEkgCrBbEsgFJKNbV33VWIOwLcrUjoK5k8cf4ska6e8diFkWixax7Ivfjjq2ZCs3rnhNWZxQvClwbrNFijp7r73eVsiuJTUjgHFqYmrt8RJNLVQ+zCSLThobrk3uO7d9vBtUdu64GNCRkggx8hagALsAbBPIbyD596ZFtVkBVFoKSJ82dpbGkf338o8rPuZrbkcw4emUdIQIji+xiAdwfK3AHGEeDNarb+dgQaIs0F46JwV6lsGmkGePmdB5irCzPjCyfjRng4JQKzENoEoV4IgPIjlYmuvANDPa2frygCkc3dTIydK5BqHqauXz0I2DufCtX3PVd/3A2YUuZSyNT8d9MJDpzsf2+itPbJc0O7hLI+0ZQZ0pQXXRlv9/0QH/z6sQ3Jch9LZnGko5vYL6MHGlvaAZj87QoND0Y/ApL7nlnzdLTWla1WjmaPPf1G3xc7T/R/PFm+/lT39pO6a+0x3AAetwbd9bfpmA9X+qkKEOnoJjY2OgDcrDLsRtfSu9GbpdVIE8ktvAY4wKIkG+5pO2Oo4CFD1aApE00Z2+8IEIl2Ehsb3VN0Hp+6Nt7V1NZZiMLVSzS2dgz50tnwmkyW+zOZeF3S/rKa85I0FRjU8NtSmAi8myvHy3PAFV4fscsXtxbBksDtSkiVz+IuKKTuYmYlYUctu8+thTSulCghUGLxeAnABdypK5fqgGCxPQ/YgJz89WJTY0t7DGDq2uVn1XzDCSFFSKTEBp8jnwc+XApgfTy+1/EafscwyGn62HIRyBUd5ooATrEugeTUtfEWoBZwtTQnfbrYLx3QHPHWUgAfHP7miVvx6dftGj+234fj9Q5VzikPb8mpXSylxMoBaQo5MQn87iTV++aCzGlJDWb0DWr3lm9Vz+P15YbPDLy7q25m5qt1N24Smp2h9lbiciAxN1oJUOWrLKm//g+33ud1f+pr/kzY8gVsHZIGzPmTpILDeVEzO1sT3vRHeH3vjbp1JIJBksEA81Zg4JXD21d2EFUoV6qMTGcQabmPBc/3pLVHcTyQ04JAv1DgyTr4UikC8/O4QiKVOvLSsf5FzuFfXKfi00s5snIbGe0gWe06SlJIc4VGHm/WwZe2By3b3mk4maNL2vmnAOVS3dv8ZMxe8r52Vxgy5bGcOX/wdMKqHW0fOrrsNr2ne/oTaq/1ThIgWboAAAAASUVORK5CYII=) 4 5, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 4 5, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 5, auto;}
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}
div.testarea{
animation:rwdcur142692 0.5s linear infinite forwards;
}
