@keyframes rwdcur70885 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJ0lEQVRYhe2WTW8bVRSGn3vn0zPjscdO7SaNUyWmCQk0hUUTFiwRC/gBVWGD1ErsWFA2IPFDkCqxZIe6YsOCClZQUSFAXVCoUKG02HE+mjieD8+9LCwRVakKHkvupu9qFvfMee57zr33wDM9ZYnCkdGM/vd7Z6vwf8xCUWGgqdigNAz0f69/gmShIClBhiDL4EwbIAw0tgmWDaYJwp8ygGmMEkeA7UJUrIrFAWxrBLG+DFUFrj1lANOARo3gnXfh5AxUw4kAxvevVsE4v0HZXqa/0kb3ehMBjO2AuX4Wt7xA9bsa1uo6cm52ugDO3BrevYDqXRtv/gVEvT5dAP9+Ga9nUlEay5+F6mTH8NEeeOsNjW1hv7TBmnuF2/mn9L/6fNT5zy0gVpfp9Lbw9SlaPTAch+jFN9n+6Detfr8LgHPxApu/XCDYhi83PqPZOYNqhvx19T349SHcuikeD/DqyxrTgDgh37nPcCbFTV3i1edhrk6+t4v+9ibMN8F1eTCb4qYhB06MtbhC8nAP4QeUm+dIvhAYLjROvI5igGYw2kTt+K15VAKlYWkepMQo1zBsge+2cM5uYs+1obMNhzEiqsHKPPHSEPeWTZofYLXa4DpY7TP4+4tkS5qspikdVtCnLAaNAdQqMBMdAziy47VXNEohhxqvtYmv6vStv0msPvlOF7a66CjEaJ6mZLfwL19i8XrEnfYdup+8jwxCwvp5vAcBtoL9hZzYPSSLe6Q3riOyIfmNn4+9mkcO2BbEKQRlfNUkzXfJrBSFQu1uo0wDGdZwSicQvuBgeI9MCqqDk2inhFc9h9v1MDLNfjMbJd/7k/j7b1DDxyd/1IH/Kf/Dj7VSh1gX36b142lkx+OnD0qF54Gxj2GmBwjDxhYecRWiLaNobqDAVSykg6ktgqSBE4QkZj4RwNgOuLmLk5Rwcoe4m2LJKQ8k9tBFSIPE7ON3cwxVfKyEAiVQSiEzMG+HeH1BKZ3MgbEB5L6J3JMYPwgGCGbVlEsg/jAQicBYE8j2RLmLAchIQVmRmRlJM5sYYOwSDF2JFHD49VUanYBr1y5N1oXP9LT1D0Uk/OraFJOpAAAAAElFTkSuQmCC) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQklEQVRYhe2WvW9bVRiHn3Pu9b3X19cftePgfFA7qZukooGoJUEgsaBOTO3EWASdyoqYkPgPmFiQWBgRExJUYmFBYkAIBkQzmFRRiWMntRsHJ7e+n4fBlDYKQvK1cJb+pqOr85730fue93cPPNMZSySOfG1N0e5AHMP2buJz9ERRS1XFbBncAQy8pLkBkEmChGmgrV6CXAZUdsIAKwtKlIpoz8+DkYLnUmMBjN6CQhZRLhNsNcCxwQ/GAhi9ApUKDFxU34Xa7PASThRAClS/D+0OmfVriHJxwgC9AzhywQ8wsxXMFzYmDOAOhn2XEt/dR9arZwAAYFt4rQbG0osTBgBU2kRerhPXKmixORbAyTF854YCoN1Be+s6Rr2OZcxz8NWn8PPmcOwsA7W2gnZ+AWXZ6MKA999W7HdhcR62d3Fu3ea48SPoGurXBtzbgcV5tFdfJrrx3gnbflKBNzaUeH0D/fqbsLZMlAoJWk00I4N+5QpMF8GxEeuX0S5eIOp3SZsVdN8a3olYIS4sgGViZauovS6quY9YrkMxD4s1Yt/9jwoU8thLV8nkanQ1hVm+iLe3RTrMMzi/ytHiXTAk5kvrIE2UNUXaWODcDxmatgXtDurgIXKljhf3hv7gDpCrM0SF38E9gig6BfBPOfTbN5XulCCO8f0+QmgY5jk03WRw/zfiXgcqFUQ2hxZB6d0PEZ7Gpa9LfPftBsxOIzQdvbZMsLWJ8AaouRm430TmHFQ+R/zZl6f+mk9aYGUR0sR3D5F6GhV4GMIhOO4S/tkFy0Jk8shQYZkzhGJA7PvEfYkqFVCajqxU8bcbqCginiqhmi1UPkeUsf81+YkWhB9/IsK/14/N9fCpjY+/2R98pGIZESofz37EoTcLd74XACGja+QxjFIRURzgtTYJe22Oo+RvmkQA4aNjgl4L75efiLY2cauJrCQ5QPBgh3jnD6K9XaLmPeS1h2MBjPweUHu7oGKYLhIeuTzg7mQBkEDahmIekc2MlTwZgGND2kIWSwhNw0nPcdrf/k+AnINm5bDqrxB5PazYGSN9AgC9WMVMZSloVeLMHDIwxgIYeQrs1DSGtOl/8TnhN3fYvjo1nhE801nrL48/IaYKhsMhAAAAAElFTkSuQmCC) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2XS28bZRSGn2+unyceXya2Ca6bJjWxogSFSkBAogtYswCJDTtQxQqpiyIECzb8AqSyYcVfQLBhgwTsQIAEVKpExaVpK6d1iI0T260945nDYtRAaRfYFqaLvtJoZnPmPHrnnPOdgQf6n6Wmjnz2SWF3D3oC169O/R5rqqiNurBShcM+hPG0uQEwpgrSLngatAsVZ84AWw2RjAt7Hch64NhzBsh6qFEIYQRLi2BMZeIMAEmSJh/H6Kefg0ppzgA3hzCOIYywPB93c2smgMm7YBwjIuDYhHtXkOV5O5Ak6d3TRL0OVmNzzgCQtt/6KvJwgGm6cwZwbKgEsFTC0B62W5gJ4I4aUB+8K2a5wvibb2HlGCpW5E6/yOEPnyKffZXaf2odqZZhZxe9vIUmgFdfELo92H4UfrpM/uzbHHz4PhgKTtbgu4vQWEnnxlvvqXsDnHlJnNoaTm2dfq+NW99kdPECGbNI2HiKWz9eAk9jP3YKw/GQ0jK6vEHwRcB1T8N+N70eWaa//wsEOegcohZLiHahc5C27z909AlMU+MYHnLrEMsrYvtV5OffiInwF06mwYUcbnmNsncav7aNYWoqA41VPZEOpWoZCj7xwR5sNUA7yChMWzeM/irgv7t++8F5/TUxDIsxKaUMhphi4Dy0SnjtEuNOE3N1DTd7HGQMLz+PZflsfLTO118+gxSzKNtGfC9NdKON8hdgp4layEAhR/zJ53edmkcOKGWSGAYyGoL2iVtNrNIxiEPCG1cgl8fyKxgxRDKAfpewe5nfY0WS1YhtkXguEo2RVhtxbZKruyRZjzifvWfyOxz4t3LPnRXCIckTGxieT635Cr++Yc9vH0hu9okPOsiFIValhvn4bPvAxABRq4nR/QPJ2USta+zXdmYCmHwQddppkVUCAHqt72cCmPwwskxwnKONyLRz3N3d/yWAdsHLoOrHUWLhBXWGcwUI8hi5Irq+TTwakIkyM6SfAsBaOoF2ixTsNcSOUIk5E8DERbigKmRCH3+wiA5zjMzBTAATO6CNABXFtD8+T5g36L7z5vQ/Nw90P+hPCyMIktwnO+EAAAAASUVORK5CYII=) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe2XP28cRRjGfzOz/3238Z1v73L2xc7ZxiZBWAlNDFUkKGhAwk2SBikV3yB8AoKo0iQtSskHQDTQhYY2BUhEXOzIJMQx4Yzt27td70yKzR9FpsB7aEmRp5otZp/fPu/O++7Ca/3PEoV3Lq8Ysj5oDb3NwveRhXbNtg3KgkoAmVfUuziABPBiOD4FTtkAs22D1vn65Aw0p0sGeGYuZb6es0oGAIwQ4Dmw9RgatfIBsBSEFXBsmI7GAjh6fpYCz4VwAiwLUQ0xYwAcPQHHzgEApiNUrTWGfREAz0UIAZMhztJb1KN3xwI4egkcGwIP64PzEFSJ7nbZ+q8A3BtXjahNMdp5gJnw4ZtvkZ+uYbdOMLp2HerHsD48T2txja2N75DY+ImLdeUzc7C+DscbMIjzElkK/tjOu+X6fQg8xKl5zFdfv9S2n5dAXb5kstEAP1rEW1rBkQEkKfqHW0gtYbIK/V0sr4UUDmZ3n+zhA/Y7BuudVei04MwyHGTw9x4MhjnIYJjDVAIaa58fSuA5gImHEPpYtSYTjdNU22fyuIcJSlWQkyEkKdLz2Pd30NuPMH8+Qjck9lQzPxVJCv1d2Iuf5qtyoEqAmGkz92P7EMCLOC5+ZJywhlOfxWQZ6Z2fSTd+RS0sAgbd6yHnF7AXTjHauAOhgkaT7idfcPfLC/mj9DYxxiB8F7TGjFKEEDgnl5kJP+a3m5cPTc0X74ClkEHe1YxOSTZ74HqIqEn6y22k4yLaHQ4eb6PvrUPjGCQpf7m/o9GwuZW3Zs/BaJ2nYSuCzlma/nv/aP5yAv9WqytGDoboN7v59dr7cPFK4e+Box/DwRCjVD4LAIZJUe+CAI6NsBTm6Syw2/OkZQOY6gTi3NuY/Rg36pYM0Kwjoybe0ipZGuPaIXtlAlidLm41YtJ+g8xPifXOGPYFhlFQPYGvQ0JdxxlVSOOH5QJ4WYCtfVRqIw4EbnWuXACpPXRskdyTuMYnTOrlAtCX6FjS/+k6/e9vsnG2Vfzn5rVeBT0BLbvouJu2tOYAAAAASUVORK5CYII=) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur70885 0.83333333333333s linear infinite forwards;
}
