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10%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH1klEQVRYhe2XaWxc1RWAv7fMm5k3u2fiPWPHcULskha7WaEFlECVKi2lYWmJIrViE1KLqiJ+tCqUovYH/Gir0kqloBbUCqgoIBK2sIcCJrIFSQwxtmOP7Ym3WTz7+uYt/UFSTVKbNC0/OdL98d6755zvnnPveefC5/L/iXhq/M8inM/ku/fuau67bMcur1vYronlLpuk+1PprHno8FQyVyiNH/0o8tbo+PQhwzAznynAvu9cveGW6y+9Oxdd3FNJRx3DkSn6t4UJBlXeP77IwAezqA4biXSVeDKfXEoXHp2azfwaWDyXbenTPjb4nPL+v/3iDtUhPBFQZvpTxQW5WipQFaFmWeRKNUYmEqSzFeyKTCpTRHXY1HS2cnE6V9kLRIBxwDpvgD07NzjuuPWaP3c363dGJ0ZtzatcyIqMLgs0NqjEshUKJY22Jg8et53xqSUkUWAulqdUrCJKgkcUxWsN3SxZMAiYy/mRl3sZ8NjlizZufFgxlvYtzIFV0dGyFYKNLj76+OSIZVmLk7M5MzKbxeWQWVwqo9gkEqmybJrmlpJmqIYJpm7I29c13r9at/S/TyUeWA5iWYCHf3LNHaFGZV80scTHUxXa2n3EilX0NOaTL47eMjSS+GCFwMk7t695K5Ys9QsCVHQTp98p9oWD95c1fXT/XPrgOQF+uXdrb1DR71FVG73hAHaHzPHIEi8PTHHBam9yaCQRASorAYxOJvRQQGUhkQfgtaEZaieSykZJ/l2zKG5fNM1UvcLZZ1jsafbf4xANVSrVMAoaum7RJojcft1FJDLlCJA7S1+uH6lMWU7FcoSbvARcdgAGSxWiprF+q2K78VMjcNNFba3ucuWq6mQFW08jpVwVySbhbvGCLNDglkdPr94OzV/btes5SRBUAA1wOZ3y5ORk18fHjiEDqkMmXaziVxWu7A8z+dHC96hUHwQKywL0zGZ3yfG8Q76wBcGlsDgwjbfVS66kYZU1opHUh5zaSFXQXz548EUBFAvCPXD5GLTKQCcwGU1TE8Api1x/8Vq6Gr2Ux+K9fW7H+iOFygfLAngz5UsknwPZY2duPE5iYIbV2zqQ3Xbm4gWiscJw3fSkBvectjMGrQLc2wHfzwAe02TPdf2EQiq7t3Qw/+oEvna/2KWwbSUAcdaiyz6zxOomD5GHhxAQGHlqGHtXkEg8VxgYS06cncNTolcgCvxgAkwv3Lipr50brvoCTpuEVdFxdQZwNLlxPJNeV69YvwnFLvA6J5KcmE7RvrMbpdOPq8FNJJqhVNRmi1U9daZfHIBS91yqws/8Lb7ZPd+4EMUCPV9Fciu42n1k5nOU40V/vd/6Sih+SxRvDuarLYVEHt8X2wgKMGmXuLDJiz6T5StNq7X+7oBRtsulB2+74TdaQ/tfC/ncvly+cIxPIgBQuPmajV2Xb12zRbHLOPxORNNCFgROHptjbCJ5dNQwDnCqPNenwNR8joy0bQ1uRWYpWcSxNkRnLI9NkajlKyHyxfsv3reFy1c1a06/oWyKJ3l2fsEL3At8nU8OA61N6hGxVEMOyEiWhSWJoEgENzRSfWU0RV1FPAMg+6X2cdaEdtgNE8OCTKVGT08z//xwjmdS2R9N5yrT/a8Oid0z2S9f9cPL7mpd7ccui5R1s+GULQ2gliyXzHANm8uLZVgIhonss6MDBUkYq8/hGacgGkm8vaHFd9vJao0LOkKkE3m0bBVnoYZLFIfTunno9eEY0/CO+9js3oWi1mWYJsBr1FVHj+II68UaRqmGVTOw+Z2Yusn0bEabrtQO1/s842+oCST806kbW9aEnA3NHhRJIp2v0BZ0USrXFgfnM68DpKH0fmTpDU9NT1UQ/lGo6n8ESqcXdfPOnl95LLNDqBnYW7xYhkkxU2b/H94deqdUfeB0pP4DYLGil3ZeuS7ct7lzsz2g4gmqZGUBCwioyvpULP9UtFDNABimFY/mqm8WqvogUD5t409dXVc3lop3ujY2C0qLF6tmIpgW8VSRp184fu+sbq4cAcCyOaSR3rWhvavaAy7FY2dVyIXstlMWBFfIYdtk5qovTOcrRZaRR6+44tKwaT4m+g3V3deO5LAhSAKmJPDe0ejAX96e+nk97HIATMYKmVanFO8MB77pdNlF0SahiCJBn5P2Rne4za58O+BX8yeiS7M10AHbfTt2dG7avfuna5PJ30uDgx5zJoW8KYzcoGJqBiMzidQTL43cND2fHzvb37L9wG8Pjj8ebPOsvWxr912+gEsUZQFTB8uCxga1W1zIPPLQfTdorWPlZLSjRVkzshR6/sABynNzOAQBDItMPE/N7yRWLJWefW30x28OzQ8s52ullsx848jC4Y6QXV8VUC/RliqSlteIjcdRFZkP5zNc8dV2SQ0rniMvvae++PzbrMvnaROEf5e45JGTREUz9dzw3O1PvTH1OGCcDwCAfujowrvVZG5UqeqbZ5457seycPpUFmo11rf6mR9e4OmDI3RoBttEEYlPylumr5mRFvfh5+OFW18ZnHtuJefwX7blq0SxfbMs37Kuxfvdxs5g92PvnhD7VCe9gsT7hsa15Ro1IC8K2pxTHh5ZG3hk/5GFJ4HkuWyfz8VEBBo2ehy902VtSy/iukZR9Jbtkinny6kFOBETxcOLpjkOfLYXk08BOp1ykxXa7s/lXPIvNduEKD1UJV4AAAAASUVORK5CYII=) 16 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur87221 4.3333333333333s linear infinite forwards;
}
