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21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHwklEQVRYha2XeWwU5xnGfzs7Hpv1shgfi70YFww1FKwcxICDgmuOFkQaVJBB5mjklAhUgiqKWmhVh9JW0EgoSoObcESh5m4SGQhnAENJDSHgEMs1Boodg1ns9UF837s7b//4xgYKRZDkkUZafaP93ud93nPg8WHQGpNJCNFABBCmjhsNaH+Ca745nIinmFzHCmA8kAS4YIwOmzVoANo06PxurE2cKNq8eXLvkRtv1BaC7kZO968kkVVAGpAAOBWRTdp3Y/1B6MywPYPEC+IR6tzCJy4hy36OQSwnhHTGMRZwAw5YpEOLpcajFdEfk4CTY55j6qcGMRqE2OBZYyLDgmNx28P4KrCNQv9bEAsk9cDBLsgPgAAtJrjMb0rAoDJ6HhAJMJtUznCRxqY2ONQFxdJEPSeAS0AE1DSBXYOyLsgFfg4ceEw/H0bwD/ZEmtwfIPFiF48sPPaKHBy3U1CuCXAeWAdkAMkWUcNyTrOex0NWljB1qvT9QYuLcyCebnvToAJm2fOAG5Wck+uckcHEClAK/AWYCYymLwfQYmJiiIt7yoBYB+C0zh9Q/D52sbFoTmensWzZXjZu3Mhw52Ddrtc+G4yozeFgsBDI383Ht8NxMJvpAeAmcBVsl2HaTaAO6ADM+vp6Ro+OMcDXCFNGAZ571Hk4gchINF2/pnm9ptHS0oLLJYFgMNgCVACfAR/vZt8OD4NYTKZ+9w4xYZQJi3U4bwwceFgD8Pl8RmgoJ2Dj72HNUmAsqmwjetWw9xrPzRWtvR379etfaBUVrwfKysqora2ltbXVD7RY3tXW09C2ltVzY43IkD3BA50NNFUDlfD9VnjeBpcCwWCemGaFNDY29gsGoxB5cTWkjofJP4UDNdBtt5y32wF27BCgyN7c3GkvKnrfX1Z2Fp/PF2xubg4CPdwt6A5An84Lzwx5acKw9mu+0FOc8yoCJVVwpwP2iGlWANhN0+wvcnSA3b42UyTEDkYopE+HQBJM/gWEqhAEAmjV1TFmSUl24ObNg1pHR4ceCATui5UFE2haR04et+BVFris2HoAF3yuW8nmXkpmym0urhNHz+7f/BhtwgRQPQJgQCrk1EBBBwDr1wvjxm1lxwZ3bMeXWjaEx1sJEwZgt3fdS8YBpEl0sFue7pJRDC9BleGUxWROuUL+TqGmWegU8YjI+yK1mSKpqSIgAkcFRohKXtbw7rvCnDmiaZrG6O/hkTqbAC+gatqtbPbcq4IOJF/VTp+T50X2GGvb32B15XXOdHZTLkKdCHdE8MphtjVOYoIXaFbGvxbY1ds/CoFlelcXxtmz9JimqY9JJpYeaVg6l7lbPqKgV3IweizDYYArm+UpEc62SFZNZX51gaPqtXMJDTRyjXKzgIstW9nT8G+udQBtqDEJHEqDZCdsxzq/CFy+1zOnr4B35GvkyGa8lqwzgXjA8w5/nHOHouNCd7cMEZHJIvLpCpFtz8kG/TWJJUaAKsuzQ8B7wBogC1gEL++FC90QUgkcQfXohD5Z//QrxoofkSakpkC12Bmkbz9P3gXhpl9oFHG3i2SIyI8a/LnaW637jfXi5ytZwvxeWT9FdcYsYBpoT4EWbxmaCbcEJUG2FWZHLwGX1FIsgkiXR/yXkdIf/FVKOCG3+FyaKZVqW6F/HatqBxNXBpQAl8Yw0ltPkeSxSYAbwJvAFHAnwrBomO+A8RpgQEgy7NoO7pXALNRCo+lDhhB2YjMZhJBAAJAe9JiXsM3eR+FVP4fJ7zrJv2papbMF1ZDuALeB+lL+M1An5JfJjNKc9Gtro7MZqIOoGpAu2IuVRz3gr4NFG1BdsMl6TKScTKmj9OgmjosPkXKk9RJyOrdv2jUDJ4G3gV8DmahNKBmYcoGDxUKlLGF+LZBjvXPyIMJQpd07E/rkjwZSgRXhYRz54iOCX+Yh+/+GRDn7xu1vlbQkcXfi6YBnGT/LFlu7FHHMD+RZBN0PIQA8p8PQ3lHdBxeQCKQDS4D3ZkzixuIMuufPpBWVzT+xLrWGV5WhxMEJTBO6g8JtiSD8gqVSEg/sAaJDjwF5951rQBdq0FwBzgAffFLAm/uOs+vFH+IAylCxD6DiCXgICzuloTpUXR2XrzB5MK+QmQAMQZVutJI6JloRHa7BNQ0+e+SCoqOSZAQwA1iE2nTGYq1kAGlpwqZNhQwdOhQg/nXbij9LjkgVF/zAyXTI2QmnTkA3kKIIJTpgrg6pj7UhGSjJR6A2nXj+J7HS0tKIiIgwNE1LCA0NfVnmlIpos6Qc5BTIcihyqUaUoe6IjoB1T7K2z9Fh5APr1NatW1mwYEFYfHy8+3xoaJaEhBSK2y2ycKFIXJxUgGwGGQE+YAuwQDnSz/EwK49glGdCRg80dEBDFwS0lBTRCgsL9d0lJSu9UJsaFfUmkZEpGAZUVkJ9HVXAUaBckQ4ADRDeBv0DT+B9L4LWHR9qNtstw+1uMsLDw41XYZQL0kfCym1QaM1ZqQH5+91tuQRYDiRBcpiq0G+FAxq8oaPyIxrViGYB2YPhZB4E94NMUsY7UeU7DZXU/xf2R728H/8QyDcBGwwyoccPZhtQ3wq+D6HaCwOehvBCyAf+CRQDtfSV77ci0AcT2v3wu3ZIbIbiOqAGqPLCjf7QfgPOor4ZvEDroy77L1akPhs5YyehAAAAAElFTkSuQmCC) 15 16, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHwUlEQVRYha2Xe1BU9xXHP/dyWddlXTYbVAQKlhpQREVFJKhUjFpjdJQ07WgzialtdcZpHVuN007a/pE2ddom6cSMY62PjA3GOhknaYzvJKKoRBHxwaMIIWFFQUDktcvucrmnf9yLIuKg056Zndm7+7vnfM/3PH/wuFLqSsOIPgOMAaIBp/lHs+2xdQHqYAfS06XvGY3lnX4UMoF0INUCYYM8HeoH1ffYkpsrfR+dhEbuR0b10DBCmKLsxsUrQBLghm/Z4F0Vbv7fcQBonItcikTfQWKFrpHCsUhhlfYVc5V3gflAKqjREOEEtEdRqjyy+dl4ODFyN4QvMn/ogVNdcCkIzXoId5ifcGlkbfAlUL2Q64cf++GUbmL500O8Ggyhomgi4mRj5PMQvkgBvs8MzlOCt6UDPgtClaHT1n2Rek4AUWC0QJwKrTrUAw0qtOkQaQzq6KJFQkbGvcRT/5zgQWI7VInt0WRUk7I9ou1i9nGpV4sF6P2UAFuAnwJZQAw874YJmunkSg12D5igD4RgxQrRqqs7tJSU9YHk5GS2bdvj9k6vTAnt6RojIpOBzCZKMkN0k0IObfhKgUPAOaAOaABagBCg91E9oPf3odq8WVSXC03XL6teb0AFVIdD1YN5/psi4gUKgYNlVDUMw0k6ae3Af4AiCLsAyeWYJdAJhKZN22w88USyBq96ABfgoF/Y7wLYtUtQ1VYtGKxUfb5P9MrKAjUvL4/6+ushoBWoBi4AX5RRmT9sSBRLmKdanoZA7YQVltfrASgqWovT+bsY+MvXQBwwgruNqx8Aw0Btbkavqno/VFe33fB6vcaVK1eMxsbGXgB1QA1QfoSThxnpZjHzHIDbVNzjAM0OW+ww1Z6a+g7Z2dk0Nv5ENz1fvxy0dMwO6urPBGvXipqe/pwWERHhsFDaHzhkig3IkiEiMrxBgDPARiAJXtRgogY5fUObCFILIrCtDGa/A2QDo++ysWmTqPHxgqqqTrlOoaIM6dfnG/oDSRXlzm1ZIzKepApgEzDFAqdawO2AB8iCkpMmgBsCeUFYcxXUVTBpmbp1q9iOHwevV8EwDCcq8csWBueYyPGYCrv7Z3DnDblWzmhYzFyPFds4IB5I/BnLsvPZ91oX1w4IwaP18WnZMTEAUUCMDWJTIWcbXH7jPmoL8nhFvDT9dSMHgJWYA8fez7gGJL7Na1tkukiR8mFwHrMqtvJGSTmf3wpwTYQmEXwi40TkHyLyC5GFC0VMFgoEfiRAG/DeXWpffRnP1BSWEEFUynfIBL7BrOcGwA84RjHK9QfWTcwh67nE8Oi5/Hom6Y2FtvdXF41toRUb4bTRCXTolyn3f1rxeefhVSf8VdS6oSsKegAf8AGWzpZeALbpU0gfOoGldKiMTTSigJnjSdLW8NKzs8lMG0NCqg2PAy0S5mpmdoxeAG0dnFVOs0cOcZGy5q+pa8AszQDQbjlhgzMLINkJ/+r1+UugWLESLVoMqlAA/WlCFYVUTTpIt6h4cOPBjUO1o9pVbrmbA/kthf59gQP8Ufm55ykZx9MspZhSgPNAKdAI3LGMN5oA/rYaZmTDygCUlgL7gCOa+DiMnSx6MBnqrsHmzkLGVXGlXKikOnCVypbzxuX2W/6mEH5CFn1MltTU1cR6JjCOYkqrgbPACVBugtIJEQEItEO3A4qjYX4GlOYD1zA7aGPYtyOozXmW4xnxjPcYeOw9PqXt9nVerzzC7yuOUkBRyzVqyn34K4EK4CpQDJQ5cARX8MIEA9E/5GA5cBqUc/DMDUhugo2tsN8H6FDVDSvnw98PAJUWiHrFKp8kIGN2Bkty55E+fwbax5/Bb95GB44BJ4Fyi9L2XgaGMGRigMaPmqlhOJNPAfuBTzE7Zm8zMqzKibFsuSw9XqwG025lfCj/PM0ni7iUlcacDStJwuz9haZnlFuGQ73lGCToAjUQFRZjf7In0nWbticxB47K/dNP596EtPdJUFTrixe4BBwTYe+ZErYPcxJyDeWiRVUD5jwIwQ0biGop9bdTW8MYN5lM9WDOhQf7vCn+PknZYoG4S5OOOUJvWkDyX/wlK9q7OGcZ7/UaRYkxZs26p7SQkgsk2sjle27MzumxWABqrWMCiA0KjD4sGn0B9KWqHai+1cqXVgi+6aULQETRc3PNlxVF8e9VPi5gEixmrgMzzmOBlGcgDZLjTFYUm5l3JY+6tv9Ag7EOHrJEJCQkaJqmORRFiQsLC3tBckSEg7IBfFuhbS/0/BN8w81NeTTEOeG7NshUB3B6IBEVfqvBLutwQAXYsWOHOisry3loxIjZ9eHhb0lY2GUZNiwoCxaIhIfLVZAdIE+ZpfoW8DKQClFuWKINZPwhW7FigBhmmCZpQ4f6tDlzzoV27lxnO1tbe5ywsHhiY+309HgYaoeEBBCDW8B7QJXJnA0zrzrBF4J/6wPbGkQU5bSqafU2l+tXmqIoTswxvWADbD8MX1kjThpAXr+3JRcDG4B0GOmxwAwog8ZDZKah6ztD7e0jdBHRscrpTTjxQ/hkGlyqA8qAL8xX/Jgz4TxQDcvb6VNF/6toMMaJuS2lYCbZOuCjD0zP24CjmPeDeB7h4vNI97c+okN1J/j9kNoCNTcxy7TxOkwZBRfqoQhz0LRw/71gQPkvkbIVzS5OWHEAAAAASUVORK5CYII=) 15 16, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur40722 2s linear infinite forwards;
}
