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0%,1.9%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
14%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGX0lEQVRoge2YW2hc1xWGv332nDMXzU23SnLsyI4d2XHkmKQtNU1CMSVtkgZcaAPpJaSF+qWkUBIc3OdAaSBvoRSXUqgf2jy0wSkthZLWhja0kRxTNw6UOALJ6BpZI0sjzeXcVh/OaDTjkeU5M7JfMj8Mczh777X3v9fa/1r7QAcddNBBBx100EEHHXxaoO6M0ZRs1y7kd3zeyE4bBBBl8Zp0kXxSMBOC55usnvP4NzbnWL8TU+4QVK9UvCCA/BxLljDEf90S+TUiZ3pEtCkXUKIxBRBFSm7nuTAw2ragBkXLKkIfY8AY8AR20GY7CP3B8xGH+xH+hcMY8GIkVh3f9hpom8g+UbLO0Rcczg5FGQFGgF4M4ieyYJnVnnICUkfi1T7Psch3f5SHY/No2ifTMpEII6KZRpHl96NpvvnMDB4GHgaJ5yziT4NKJVGOB4Da1YN1vFjtM+p285uH+3n+c+AH56YtMq2rhzosrzDBD6TMgdctVE8QTtVQgioJADF1ownHo3S+wJ/eTPKsioDMt7ye5gcmj8rJx0d4ftcSyg3EzvP8Vuetg9ZBYJg6sPeT9+Y4P2nD+tWm19e8/K5d5omVGR7bnUOJgL1jggMuYKngHzg0KZwPqdJNE/n7XsXBB03UF/cjXVkAlHebQU1Cboo6NTsF73wSykbTRI6PCOV+QbqyTM6sMfOJwfBelz3pdKgJt8L6ist/J9cYSHezf7CyJGWCOE3baFq1vIrblQd/u7LO4z/7iHfHu0MtGADfa/jNrwqP/jTP6d8ts7RWDm+TEB5xa8qjrr4YfAGkNwdkgpclBynfqPZRarX6LJJGqdXgP5oFq37/EvEiX/v6PIeHbhCJD+P54SunUCM8P8jG33jAIn9gFMu8yfVTk6j3G8cpcgCUEzms4yMYn6mQ94NDNpRO8NaJUbSOoCMmhrfaaOQ2CEkkmNgyrUrStgCwZ8cxy4rih5r8BY+/2HBWDTElFiV87lUOp0YX+MpDESR3De2WMAceRukI+B5KKaxoHAgOvuO4d5YIUN3FWhT+AdlJIZHyuHIQvv8BIHNoTDwcFsTkfTvGk3mb+NsOkgD7e4pixCEbNzfPi6FRHrhGeGlvqYwXCSZSart8tY9fnAYLjY3HgWKZ6MQspKDYrXn5zUv80k0y/cPdDBmpug2K+OETfGgiGyS2hTIxxOXk0cFqjpC5FYxLwbORMDnzxwRCnqlnywz1pcBoLGHCoP0yfotQA1A0nwN2Am3dEEUEpRTRByIUfKF0o5urVzVacni10ZFbxFgvtLnU7dEyEV8Eo3JG4iOjTGdK/Pj0LH+gRjp9D3X9Krybx1uD9oJne7TlEV8EA1CWgZex+OcjMfSlBILJZ5+2EVMH5XUO5uNZpq/0BQOvACwAYKg1oK/O7l1Tra0wnI4wf2oYCHKBWp6AN8aDxjhMOas8unyjYZwvyR2ZvyUifo1yVb2iVF0uwL75sKfQFIgeTHJiKI5vu5TKQtbwNwWjolx3RX63wgYZAFUhA+BlQFe+Q+SXXDwc3vnOIMcOJTevAFuonq3ucK21HTa8ZFAhkxzEe6yXixOTzPwKfnvzpQMaSdRsQli0RMRQqi68tkQsi3kf/HnxGq+KDzVqpjzqSGzIeDvY8S+NvghaKWRlEftaiW9f9zmGpusFzcQ9MXYP1N/z6yqFijcMFT6ZhiailEJqcsitPKOcJaIX8xwqwr7P+3BPP186sqeuT3M1W3MIX6IYGqVUdXJDKXRN1W3ULqoI5CEaE/437jL8rXn+83Gp2lxrZwOi74Jq6Yrr1wrBTlqmg2VaiNm4I2L24mfyLN+fxc6tMTd7nWtAcYu8ISKsF8EUj2hKY5rhI75pj0RjmyH09tgK2ZNzvPVBsLsbu1q7wyrTj/HMXi7s19x7TvHU2K1tTy+UyZy8zktnNPmcwjIFHTK5Nx9acdBGCdEQ7/HxuhaxCj3VA1oXIhvvMv0UisvIgAe7TCKHIWuVNvtUfpaZ5tieJOUDH+HF7XAMKmhJtb58MMqHr+4j1bUCpG+p/aLhq/c9yOVTgVIZRpn9PbGGfgMZg7MvpoinBskkzYb2ZtA0kb9Ogp0uUzaWMKXiyCWPcXexkYBpoByfSCRSIbDheIOPl0pA4BXXdev66ILN5YVFLs6H//IXRh528Bvp7VG57ze9vv8DJ0Bm1WTSYl0AAAAASUVORK5CYII=) 24 24, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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62%,63.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
64%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHcElEQVRoge2ZWWxcVxnHf+eeuXcWz3gmXmo7S52tTpo6pGUREUmFoqjQlkipBEWFthQk8oKKhEBB4bkIgdQ3RFFQVYk8QB9KlVYsEiokaqmAJI2aNBXQJMiJsth1PF5mPDP33rn34+GOxzMeL3NnnPCSvzTy1Vm+c/7n2853DHdxF3dxF3fxf4C6PUJTsly/kFv1dSOrLRBAlMXPpIPko4KZEDzfZOa4xz9wOM7s7VhylaC6paIFAeQXWDKBIf6LlsgriBztEtGmnESJxhRAFClZSXNhYLQtQfWLlhmEHk4Bp4BHcII+x0XoDb53utyH8HdcTgHPR2LV+W3vgbaJbBIls+x6zuXYQJQhYAjoxiB+MAOWWR0pByG1M14d8xTjPPPdHOweRdM+mZaJRBgSzTUUGV4b7uQrB67jYeBhkHjKIv44qFQS5XoAqLVdWPuK1THD5TX8+qFenv00+IHftEWm9eihdsgPucy3xWbrixaqKzCnqilBlQSAmLpRhOtROlHg968meVJFQEZb3k8bUculW8psIIGaikPUgY4cinFwu5BcvuGIVTSKdAS+oWZLiG2jpnx68GhTIa0R0ZjiyygJEtjkKPy4hPW0JrkfJGtR+K/D9EtOw7zEEw7pvTYqlWT2X4L9UhmNXztE6NsGY/8JrZmWfMQnxiuU2I9d3+HC1JuK/Mv5RefZf4TsMQfJ5YlE5sesY5LXyLWylSpadvbHLJfNzJ+6YbgAyNsuXqMyAPAcsM8vaMPgHuCAOHwVA7zWrL2tzF5aol1bK0x03KX7ikucwgpoi0glpRF90Ie9wbfGB2clRQvRByH6DYHzwvT7NRuaVZRb2EtLRAxKRLaDKlQanpnvi8Gyt6nAuRW4wB4BFPG8IJdAGz71vt88mo8OyV1y6OEhnl07gSoH/D2vxVUXQOtAg6YO5P3onzc5MeLA7MWm99e8RvLneGT6OnvXZ1Ei4KzafQ/KgKWYs6ntI8KJkJfkpon8daNi2wMm6nNbkI4MAMpbYVKTkAVJX924Am99HEpG00T2DQl2ryAdGUau57n+scHgxjIbOjtDLbgYZqfLnB/J09e5hi39lS0pE2SZ6LYATecRr6J25cFfLszy8E8/4t3Ta0JtGADfa/iNzgh7fpLjyG8nmcjbK8tYBE1rpFxTnXb0xOCzIN1ZIB00llzEnqqOUWqm+i3SiVIzwd9oBqz680vEi3zpiVF2DEwRiQ/i+eGDaagZnh9kji/fb5HbOoxlLlD9lRHUe43zFFkA7EQWa98Qxj0V8n7gZAOdCV4/OIzWEXTExPBmGoWsgJBEgoUt06rUTEEKd26cxrQVxQ81uZMef3LgmBrgiliU8LlXuRweHuMLn4gg2avocgmz7yGUjoDvoZTCisaBwPFdN3xKDK9DvzFUFd6BzIiQSHlc2Abf+gCQm2hMPFzGxOQ9J8ajOYf4Gy6SAOebimLEJRM35/3F0CgPykb40N5SZhcJFlJquXy1iV8eAQuNg8fWok308g1IQXGN5gevnuVX5STXvrOeASNVd0ARP3x9FZrIHIlloUwMKXNoV381R8jNaYyzwbeRMDn6ZgIhx5UnbQZ6UmA0VpBh0P4ryiKmBqBoPgesBtq6/YoISimi90co+EJpag0XL2q0ZPFqrSM7jjFbWFLOaqBlIr4IRsVH4kPDXEuX+N6RG/yOmtDpe6hbF+HdHF4e2jOe5dGWRnwRDEBZBl7a4m+fjKHPJhBMPvW4g5g6uF5nYTSe4dqFnmDiBYAxAAyVB3rq5N6xqLUYBjsjjB4eBIJcoCYvw89PB51xuOLOsGdyqmGeL8lVWb8lIn5N5KpqRam6XNBYzqbQFIhuS3JwII7vlCnZQsbw5wNGJXLdkfC7GObIAKgKGQAvDbpSgucmyni4vPV0P7u3J+dLgEWinqNu811rOcxpyaBCJtmPt7ebM5dHuP4y/GZh0QGNJGoOISxaq9mVqjOvRRHLYG6GP4xf5QXxoSaaKY86EnNhvB2s+j96fBG0Usj0OM7VEl+/5bMbTcdzmsvrYqzvq6/z624KFW0YKnwyDU1EKYXU5JClNKPcCaJncmwvwqbP+LCul8/v3FA3prk7W3MIf0UxNEqp6uKGUuiaW7dRu6kikINoTPj36TKDXxvl/Uvzz3q1cuYg+g5ELV1Rfb4QnKRlulimhZiNJyJmN346x+R9GZxsnps3bnEVKC6SN0SE2SKY4hFNaUwzvMU3rZFobN6E3jg1TebQTV7/IDjduVOtPWGV7sU4sJGTWzT3Hlc8dmpp2dfGbNKHbvH9o5pcVmGZgg6Z3Js3rThoo4RoiHf5eB3jWIWuqoPWmchcW7qXQnES6fNgrUlkB2Ss0vyYys8yO9m9IYm99SO8+B18+92/LcqHL2wi1TENdC4Z+0XDFzc/wLnDQaQyDJstXbGGcX1pg2PPp4in+kknzYb+ZtA0kT+PgNNpYxsTmFJR5ITH6fJ4IwHTQLk+kUikQmBO8QaXJkrMveOXy+W6MbrgcG5snDOj4V/+woSHVXwjXRmVer/p/f0PBEfan3siQY4AAAAASUVORK5CYII=) 24 24, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHGElEQVRoge2YW2wcVxnHf2fOzqx3vetd32o7lzq32mnqEJWLiGgqFEWFtkRKJSgqlKogkRdUJAQKCs9FCKS+IYqCqkrkAfpQqrTiIqGWREAF2GlE2lRA0yA7ihO7jteXXe/uzOzMx8Os17tZx97ZdfKA/JdWO5pzznfO/7ufgU1sYhOb2MQmNvH/A3VnhCZlrXEhu+H7RjZaIIAoi59IO4lHBTMueL7J4hmPv+NwhqU7seUGQXVL2QoCyM+wZBZD/BcskZcROdUlok05hxKNKYAokrKe5cLAaFmC6hctiwg9jAKjwCM4wZjjIvQGz/td7kP4Gy6jwHORtsr6ls9Ay0R2ipIlDjzrcnogyhAwBHRjEDuWBsuszJRjkNwfq8x5ihm+9u0sHJxC0zqZpolEGBLNNRRpXh3p4EtHJ/Ew8DCIP2URexxUMoFyPQDUli6sw4XKnJFSJ798sJdnPgl+EDctkWk+e6h98n2u8E2x2fOCheoK3KniSlAhASCmrhfhehTP5vntKwmeVBGQqabP00LWcumWEtuJo+ZjEHWgPYtiBtwuJJurU7GKRpH2IDbUUhGxbdS8Tw8eLRqkOSIaU3yZIk4cmyz5HxaxntYkjoBkLPL/dVh40albF3/CIXXIRiUTLP1LsF8sofGrpwh9wzD9n9CWaSpGfNp4mSJHsGsHXJh/Q5F7KbfqOvv3kDntINkckcjKnK3M8SrZZo5SQdPB/pjlsosVrRuGC4D82cWrNwYAngP2u7e8w+Ae4Kg4fBkDvOa8vXETJg7I8YeHeGbLLKoUbOZ5/jqLGoPWgT5NHcj7wT9ucHbcgaXLDZ+vcfq5izyyMMmhbRmUCDgbVpShBFgq+Af2jgtnQ3YyDRP50w7F8AMm6jO7kfY0AMpbZ1GDkFsys7o+AW9+FEpGw0QODwl2ryDtacYnc0x+ZDC4o8T2jo5QG66GpYUS747n6OvoZHd/+UjKBHEbltFwsHtlsysP3rq0xMM//oC3xzpDHRgA36v7TS0KD/0oy8lfzzGbs9eXsQoatkip6grR3tMGnwbpzgCp4GXRRez5yhylFivPIh0otRj8R9Ng1eovHivwhSem2DcwTyQ2iOeHz1yhVnh+UJW/eL9Fds8IlnmL6SfGUe/Ur1NkALDjGazDQxj3lMn7QZANdMR57dgIWkfQERPDW6wXsg5CEgk2tkyr3NhaADjXxzBtReF9Tfacxx8cOK0GmBCLIj73KpcTI9N87mMRJHMVXSpi9j2I0hHwPZRSWNEYEAS+65buLBGgosVq5P8C6XEhnvS4NAzfeA+QG2hMPFymxeQdp41Hsw6x110kDs7XFYWISzpmrsSLoVEelIzwqb2pMioSbKTUWvVqJz8/CRYaB489BZvoleuQhEKn5nuvXOAXpQTXvrWNASNZo6CIH74JDk1kmcSaUCaGlDh+oL9SI+TGAsaF4NmIm5x6I46QZeJJm4GeJBj1bX4YtH7VXcXVABSN14CNQEtfUUQEpRTR+yPkfaE438nlyxotGbxq78jMYCzlWzzq2miaiC+CUY6R2NAI11JFvnPyOr+hKnX6HurmZXg7i5eD1pxnbbRkEV8EA1CWgZey+OvH29AX4ggmn3jcQUwdtNcZmIqluXapJ1h4CWAaAEPlgJ4auXcta62GwY4IUycGgaAWqLkr8NOxYDAGE+4iD83N163zJbEh+zdFxK/KXBWrKFVTC3BuDfYkmjzR4QTHBmL4TomiLaQNfyVhlDPXXUm/q2GZDIAqkwHwUqDLt8XsbAkPlzef7ufg3sTKFWCVrOeoO9xrrYVlKxmUyST68Q51c/7KOJMvwa9uvXRAPYkqJYRFU0QMpWrca1W0pTF3we9mrvK8+FCVzZRHDYnlNN4KNvxrvC+CVgpZmMG5WuSrN30Ooml/VnNlaxvb+mrv+TWdQtkahgpfTEMTUUohVTXkdpZR7izR81n2FmDnp3zY2stn92+vmdNYz9YYwrcohkYpVdncUApd1XUb1YcqAFmItgn/Hisx+JUp/vlhsTJcLWcZou9C1tJl0+fygSYt08UyLcSs14iY3fipLHP3pXEyOW5cv8lVoLBK3RARlgpgikc0qTHN8B7fsEWibSsu9ProAunjN3jtvUC7y1qt1rBK9WIc3cG53Zp7zygeG7297GvTNqnjN/nuKU02o7BMQYcs7o27Vgy0UUQ0xLp8vPYZrHxXJUBrXGT5XaqXfGEO6fNgi0lkH6St4sqc8s8yOzi4PYG95wO82G0+U66DprLWkeEo7z+/k2T7AtBx29wvGj6/6wEunggylWHY7O5qq5vXlzI4/VySWLKfVMKsG28EDRP54zg4HTa2MYspZUPOeoyVZuoJmAbK9YlEImUCy4Y3+HC2CARWKZVKNXN03uHi9Aznp8J/+QuTHjbwG+n6KN/3Gz7f/wBSEr2OrXtmaAAAAABJRU5ErkJggg==) 24 24, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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88%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur187404 5s linear infinite forwards;
}
