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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhcWXXWhTZxjHf+ckadMs/ZyQWmWOUVmXJTJv5lYcsxcTpkXXD0ZvxqYXu9CZuIE4hjB3IVh3YyI68MIydmFBY9lwE3ZTxSrMi6GeGDsqMoV+RKRtbIz5OufdRXLCSc6pTbWwPxx4eZ6H5/9/3/O+z/u8ElUigNIBdAMfAF6gFXADSeAREAWuAhfD+MerzStVQfwJcKChzdY5P5Ur88lIaIgyW1ObgydT6nVgMIz/txcWEEBpB4ZW+2s2TyrppfKYsMbvZFrJjgGfh/HfX5aAAEqvwyn9kkmrrmUzV6DWaUvl0uKzMP4LVn7ZgvxkvcceWQlygExadbla7JEAysklBQRQel0t9j2ZBa2q5PLSWwiAfFqj3mPfE0DprfSVMgRQ2h1O6dZKzVyH02Xny99fo67RxvHO+6lcWviNe8K4AkPVkMvIYRm564TYgP7JyF0yctjhsCWtyNdvcbN2Yx3dRz0u4GdjjASFo6ahjSxGutrrJB7LDoeEb8Bo3yfd5oTYUBYblKLDLe2OgeSUWiLXoamCY+9MMB3N7tSPqL4CBxYjX9VeSzyWPW8k3yfdLpHrYx0h4RuYvZc73/y6nXXvli+obJP4+AcPwMGSLYDS0bjG1rmYgNl7ueGQ8PVXzlonN44NIvrjsezwxe9mTPl8OxpoaLN1FisrdqB7bjJnCjTOSCcGTGRW9hNiAyHhG/im5k5yy9er3C3rakrxNruEf2cD136a2waMyxRquyVk5LDVrK1gFaPmxJm/huZMseu73AAfFjgKF4sJb7z/CkDZxlyM/Dn+kfE/k6a41b5adF6Zwq1mwkwsTUj4Rp/LuARCwjcav2u+RxrbHOi8dsBtVdHSCWGyvQiezQuCkmLhkdy6gORgwut2NtjK3Aeb7qyIgLomiaNzvnJRCZVvm+4mofALHiWmzKeg1eskKEW7XoY8KEW7PG85TfYi34wuIDodzZiC3vzIDdBjtFVWvUpY+Hs6trpNcUW+mC7g6sSoeadu2tWMzc4XemJj9VuMvDLG5pB2b9rVbIot8l0BCr3eobaYyOc0UYlIcFIEUM4abV9xa8mxEEIEUM5GgpOmnPmcJg61xYReCXUR125G5k3BmaeqOOL9RwRQzlWK0AmNYwP5ucPt4yLzVDXlvBmZFwGUazq3fhn9eOlwHE0tP3oPbqSY+zcP0B+UosPG5a68C3QEpeiwx1vTn5xS+ftieRXUVMGl7+MAg7rN2JBc7TneunlLcFXhP11Ocnr7Q7IpDUqdr5QEzgAjxiJVPC09Noe0e/PeZnf3kVYe3EhxevtD+oY8vPfpqwBcDj1mZP/MWBh/qfybOqL9199wPUuoFuRWkKhrlPF4a+nY6mbTrmaMF48+ib4hD2vXuyw7orISGEDprffYI5kFrQryAkLC/1y/LsLulEnN5vsqu+OypjSM/8JCPH+qWvJqUNdoo7ZeJjWbP2XVmpva8jD+vUAfSKmXIdZUweXQY4533k8txPN9xbwmmAQURVwA/CCNLZdYzQtuRhIc2zjByP6ZseI/t3yUQHVvwx3AQRCWbdtg4m3mJ7NMRzNMjCZRfn2yMm9DCyEdwDYKnUzl63iGQm2/AvyxnNfx/47/AMibrRncF89RAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhcWXTWwTVxSFvxnbwVgmJgbJTqASoolILQ8VSBVVGlSyYAGNgPyozaZqyRKEzYYGddOs2kbtApvCoosG1EUjlBCEIpDaSkBJA3TRqrEbUgWhUFEnRsQhxjVO/DNd2GNmPBPHkEo9qzfv3nnn3Pve3LlPoEL4CDUCrcBuwAO4ATuQAB4BYeAmMBJEmqx0XaEC4kPACZCbjOx9Cx4WImlmwotMXUswfilOPJIdA/qCSJdfWoCPUD3QD3JzuQUCsqR5zmZkwpfjXO2NMhNaGgU+CCLdfyEBPkLtwLcg28qRGwlQkMvK/PTVHCMno8l0Sn4/iHTRyE80ID8DDFVCXg6iSWCPfyPHx7babE7zUGHd8gJ8hNptTvOR1RCX4uFUkkwqxzqX+UghsxoUt8BHqN5iFX4/PrbV9nAqyXfvzQDyCssLWB0Cbo+VbXvt7Dpcw4YtVUXr7QtzDB2OkkpmAFhjNSXTKVlSnwmzarX+1s9dts071rJ5x1oAAxFCHDgHDAdk7zVl1i+EW6ZvPWv78bPH3c1Hauytn7r5dWReQw6wmMraRMTz5D/l5xnwETpUK1UNf/RbA6Lp+bm8fWFOJUIYCMjeLnX8x4RxTsvbNTnxC+EBZ72lKxHJasgVbPJamQkvHVQ+UeUMnNjX69KQA+xsrcFZbwGEQTX5MWG8SK6MFQRkb1fsXnqwZosZI/wdTgH0FDPgI9To2GS6+8l0IyazVsDF4xFuBGIDpeRK1MuNlUzkyGkypmB9nYV4JPtaEGnSDLRKB6t15HPTS4yeicUVciVKJWq1oNL50/J2ArK3S+2nxpNIGhFxPzApArsbWuw6pzv982QznFNHV0quhpGPiBg0dM7j7bwPeGq9a3TWP39IAAyXkpSDgX3YyK8AjyLA7aiz6KyzEynUn9rLYIX33ZCvA/Yex4SBfcUfZcUQC2vltIXNrghI9C147NZqk+alnvV//GcCcsYVNZEXB48WImmd1e2x4hfCLashXuH9WUVAeCa8qLNu22sHaFPPlVa9UhjY24z8CphQBNycupbQWXcdrsFk5kNlYXX1W4681MdkEbrLCLihCBgZvxQnm9Hu04YtVTQfdVb7hfCAQqCQKONy834hPJBOZ/UFhnwlBK7A85/Rz91DrzS93u7QOC4lc3z5xj2iE0uDAdnbqcwvV/0U+IXwoLPe0vn4nn5r81GLY0Gkt5QMAHxxtTdKLqvNwoNfksxPZ3DWWzqVTJSLWonc5anqTESyhuQF9CkDdUNys+2Uu3mPfyMAU9cTfP3OX3T0u9jZWsPIx7OMnp1PZNPyNxj0A0CbySJ0L5d2VfSjQSRtP1AQUOyIni1ki+Rvvruh+HLswRJ3+ueZ/D5B9G6KZ09k1jpE/lnQ//fLCHhV3RFpyp2PUPs6l3lo8WlOR24EvxBarsjoYHdWkYxlOkq7Y01TGkS6+DSaOWu2imxuWFVTrEMyljlr1Jrr2vIg0tFkLNNxqul+8nrgse5gvgxExI4g0lEjW7mb0VbgfK1U1byv14X3gL5pqWQLSve8YgEqIQeAnuo6U5N0sJqGFju13jU46iycXD+hE1Bot1Z/NzQQ0gjsJ9/JlN6OZ8nX9hvAlRe5Hf/v+BcktxO3xt906wAAAABJRU5ErkJggg==) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur212062 1.0666666666667s linear infinite forwards;
}
