@keyframes rwdcur105883 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 25 25, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 25 25, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZ0lEQVRoge2ZfWwT9xnHvzmf31+wneD4JXaIkzpZCEnwwkubFDaISAkvoxViY3S0tIPBAK1ldJu2ognRrNoqyKpVqtq1XaoNMSAlJBWE8tKCEkISimnKW8mbHRM7IfG7fU5859ztnw2JIfrHco40yZ+/757P89WjO93zOyDFcNyfMXJ5PZGq+ikr/IAYUzDil9R2HK1Rp6J8SgNwk5dl46HFL8TIeXXnOnylKjlIvh0pC9DZ2Qn/bbpkLChafb1XXHzrtnvngZ06Fd+elAVwOge0N2PkRomQsy3M9ZD7dkuWLSmTlcbbbLw6eR8pABw+/BaRa9aWmAzStZnSEZmhyIl7bqH2eHPowI1+5gcAAny5UhLguTVPaycZcqNMAEvIex2ONidOnqWIzhsTFXabqBrAMb5cGXwV+g8HuTPEHnr24mhMeNzj7jOeOPIe2rv6kKngsHszoNMIvyZZptL8jCvGh4/3Cbw8KlO7qclf+vx+/bvvHYN34A62riFRVanALOUU+pyJom2v398G4BAfPl4nsHv7S4TBZKiVSqVHTn/aKCs3eLHlh0JY9BJM0CxOfx7D+ydjGPQwrgKLeGmbgxqerpPXCZz49BQRp+KLMmehY/33FKIldi0x5ObQ5WDQdCkKRy+FJMOytZUq39x8mZ2PAGnSpEmTJs23wnEcxoYuyra+uGmZWq3cM1NeszmbtFhMB157dXsxR/eIHnfdY7/N+/s/Q3S8XQX6anmEYo/m2wqa1YqMytS0+ygKMU3mGLPX2b9bdiEcmtrPUh02LuGQ/Pd1jwTo7OxEU1OjOhQgKkCI91NxeWsgnKxtbfmHZO0SDe8b1eNY+aQCZaYRWVv7l/oxX3xvJC5tjlHEz6+0nylqaTnxIMhDARj/FZmQmCjXarNf02VpjopJwa7hoUH92/V/IZ60hlC9QM3OVIAVCxVYvVSJ6NAlNJ1oIqlwoCiD4+rEEslhTabppYE7l6yM5xRJAkCk50VCWVplDY+L1wpIbMrJJooyZT5Z0HsNDR98gejYbWzaJYfLw81U/1BKAVJIYNuaMP7Y2II5Gi9qaqskefpi+2gooyDJyVeRRvPfSAAIBiPk3dZri2nh1NbeYXFBhdlJgruLjnN9cPQEsPNZESx6Et036BkLEIgkMUsOfKdYjmXzGTSd7kax+R7ybDYMfl2oihA5K+K+IS0JACYdkRy6Pvj5yXPt8Hjub3lqr7TC7SJVzecpzFZJ8XSlHFSMwtkr8RkLcL47BkMWUDpPjpXfl6DtqyhaL7jwvPY+Kwmd9R1sSJz96Y9K/vrQTSo5RIf26OaEugs379+W2TO/UJq4eszKJW4Wcx/+djYzx6T8bKYCFOUpJdULlANdDWYu7CjiGg/mcIvnyagjdYZT8euW6l0bNHqFFMRDD3GEAr3n0JjrXj/zz55e+tl8E/k7o07k6nVOsu82xUAlplJ/kvdvYvEkeocZNF2Mwe9PTlrNwi+NmcSWW/30y9/cIS6+cyw4GpvAt79U6nZkke7T1pzVlfKPrSaR/ye1mr/PUP/YvEor2fSM5toTZuHQjvXqVwaa87Je3aj53zbIBSUSbKhR2w7uNa3juc/H8sG+XPJPvzA9X2QV6WfKmSZNmjRp/v/g/XjdaNCSxiyS3FCtQ1W5HDIRC+94Ai1tQVx0UEhOMahZJEKVXUVv/LVz2vsFr4e7BfkWEZ1k64Vi1YpoLK4ITwpBEBkQClhoFSyUYhYjARZskh0cvk/XA2icrlPAQ98PWL9uFfdczXKmfJH9he6bk1nhewOKMltUMbcQiop5pCJXxyoiMUZxpiNO+QL0m+7RZGS6Tl4DXPvqBvfRR78Pm0zmcru9/InLt0IZ59s90GkEyDZKUDJXCluemO65lTh0yRFv5cPJawAAeKv+DTpzdmFAKWVqCvPUcq/HhZMXAvCNc9CqGWTNEvSVWeSvNJwKUny7eSMeuGIMjnV/Evd3TTm7fsV9/IdSbmWVjltqlzPH38jey6eL9wkAwO5dP54IxVVJIGO5TiOQ5ZmGMD8/iD5nov+TL6jfjPinwny5UrJh6c3Lk3dvD3b3u2IdY7FcdiJqgdUipF//WXZ93Q69l09XSv4TA0DQH/Lq9YbjwbhgYdtVs378ZqS3eI7wzIZ9nmSqnLzjc18w+ka/OdLw4dvUwnLD9qeKxY8cDU6XfwFqyZBtyKBAxQAAAABJRU5ErkJggg==) 25 25, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 25 25, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGXklEQVRoge2ZfVAUdRjHn91bjt27496AA+Q8iMO3A/QiQVLMl5BBAjNLRkt7sZepGcthetPpZaaapsnGMCvQfGm6SQvBEPXAsBiNJFRUPF47QSFB6Dy4447du73b219/+Ye9OQ27Nc3c5/99Ps93d5/Z3++3AGH+WzCxBfzlp4lrQ6PSRB3uJ0zVvND1caEL/h4sPt885Ird0HhmPEaM+qIG8DhOqkdchkcm8OmllXWD89UKIIR2iBagvLwcdzDRmaMurNBmR8kS1vn8+6Vxgj8Fwe/ITRIT43VDA671SfGS5JVzr+GRWYq5cRrN/CWzFYenr+4TbBZECbB160tEtFqXabxDXqCR9kpDoavQ3YGU72zve6vzSuBHAHCI4RWMENMaP+5srQy4z4R+ubAZVbyZjgoXxqL0VCr4aKFq43/d39+C6CMEQqECz6htvOWkBa1blY3y5iej0nVGZG8wIudp04DtoEErlE/w70DbmUN6CRFVNXLDk7Pz4zJQ4b3wbIkCTGkUgISDS10M/+SWkX08oOfs/UFusj5BAxQtzyO02ph1UxITylp/PCzNN3uhOD8KdFoc3ONBqKqj4Yv6CSAjscGsNEXxZ9847ZN1CjrErRfbIMCyRLQK27d2WRQxNyMOrg/zcP5SAKobGThvZyAYALz4Trk7I5WKAYBJBwgTJkyY/wkI9eG1Bz/RFixbWqJWK1eJ6VKpFJufXL82r6/TqkBo6G9XzLddTu/f/wEe8LRoQxOOe/SGJKv5ztkVWiWWLly7f0StgIVJKfpaxh9Ry/uHcrmJczEocPFPv1l/GaC8vBw/cqQmJn1WZo6PxT6lWfnRURebc/GnWtmDSzWR4rUPsHKRkmw8YSVH3cxiL03Weujg3p5+KKiz1uotFov0tgEYR7My0zwrWx6leSsuVltDSYmSLlubYk/Fdlhm9kFBjlbUnVz+PBW/0OiATz+uwHvaL6lJgijSKbEvFFFRFTNSZ66yt5/QI/o48YcAnkuPSxFqMHsD5MuUTPZ5qp58SksO6ob7qvEPy7aDXtYLeQsVgEDwvfktYBiCtQ9QALQNPt+7EwY6KnEF9GhnGCIL5XL4SCLVlgWCspKRti0xt7xXLpeH7DhWX+QnMh69/EtIf9+cK3iQ64aqA3bweWlY+xAFcdEYtP8cEDWAY5SD3EwpbHqYgLf3DsHxuuPwsLwLcDwVv9xl1CEqtsg9PKgzYgNdtwRI1OGMQttxYONrx9xKfPyxlRlRpm4bL6tromHpPCVMN0nh+gANx5p8ogaob/ZC3gIK0tNJWJ7DQ32TEzLu8IJ5Ti/HXqUHP6wOHd/xqrFqgFL23xKAMFVzAHBFrYB9WzfFN0hAUrjrK+cmxscZ1qxQ4zzGQd1JGs52saIGaO6g4eh3HDy+joLiAgT1TQxvOepzEKCqTtRF7I+lxnvvfaJ5jGaB/9NhdE8A88y7I/axodDO9t7A8rumRezQyCRjnd1+sDTQQLPizoAvEMIt9QxcsNG8isIdj+TL9rXZ2fvPdwdfy12gOmttoZ00+w8GsWJznPTU7qnpuXOoE9lp1PCGFdpXROwfnijSHErUEeNLMmU1tgNGU+O2KeSsFOntL7wdM1Ok0j3vGzN3bNHPn3y1v+aDUn1Jwd2KmfAvnByGCRMmTJj/N4IeLRqmTpEGglyZTht5z8pciXJBlgbkBIBzNADW0y74qX0CxrwcvyKX7J+WTFa8uO36wck6BQ1QuvEZPOfurMVer+eQte57dQLWDk+v4SDFQAGPMGg6w8BXDRPQeI7p0agkS3quBkYm65QI0fhNWs6eR5ZdW1xTk5JT5s3LSuscoPGD1kGIwAESppKQlkaC2UT6W22+N851+n8Qwin48fp6dBG3+EPZHjqi8sZwv+Hbw7uh4VQXkAQHz5VgEK+LaI2WhxbFLrnKCO0WDJfjlNb1a2sZM9bK3vj5PdT0ZTZ6aX0CMs+g6A3FqiIhXYK+QjeZbU5jAVO7Qzy5SCmPipkSPQBpqQ5eEkSNjjG+rO0y6xfKJdqf+qqqr9UJCYZXYzX4C9dsNTIVtt+BccQDpmRpiyzXLtiOSLT19urVa9zRSraS4/GuHmci924Fe8x62tsjZPMAIv4nBgBITgr2MLSvJnP6BA6Lp+16fVuzW0yfKAxdeENPt6zJbqlcphCj/m/VAZP344rwAwAAAABJRU5ErkJggg==) 25 25, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 25 25, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
}
div.testarea{
animation:rwdcur105883 0.4s linear infinite forwards;
}
