@keyframes rwdcur43353 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe3WTWxUVRQH8N88HvOGaal1OlAcm3ZAVEQMiAgNakw0UeMHia5ETdTERBPXxrWJW+NC48LExBgTV8aNCxM/wkIBUfxCkUiQQihFaKFMS+mbju+5mDdkqEWKxl3/yc3Lu+eec/73f8897+VcAVJRF/pwJ0qJ+OlAtCYzD+EdfII6TuTEJy8XM7gSAsgjwTEMpFTbbN3YghpG5xv7SglAA41UfOiIVcGfqlIx4imMo5LFbfwfBKazkQyzvqQYLjLkrHXJNJPZmm50Zesui/BKsufEk6koj6O/un3wJrcFBf2m9QZnzZQGDH2dxWyN/04gFQVIcuLW1Pi74srPwr5DXtRjyqTFJv3YtU18ekA0pLn7Uiqq5cTJvyKQigqZPUA5e+9CMuLW56+3PVyiYchyy9XkPBt86s+HnnPg27bYgWbRXhJz1kAqKraRW6F5rqtRrYv7lkoeX+Xa8EYHFcyI1CUGwwMWbauJ822h/jH5nAqkohbzlr0bxYxAT4PHXzBWPOikmrItvteQV7FI6M7gW989eQ9faV7H8VQ0jVrbEV5WgRapPDqz5KtwEypF0arQmH47dDir7Jg1PlN0Tq+txcU2PoM1KGXP5ZmK81Ogbb6gKWGAlajUxf2pZSITir7Rp0vBsB897Q+9GvIawvKoeGVZNK5ZM1MIUtF0Tjw+HwWSbPdBxjzIyGzOi9bRj1TOsG7vKfjcEmfUpbqNKRsMYgPbsD7z789idKaieSvQmY1K9r4vEf+W6ChHfr6waMZGYwblTVjuuIrDSs4EM6YqiXhTIKritGbL3p/lu6hDXkQgazJ52T1uM9VP6chPuafRKw0DdSdtMqHkjB6r7dXhpB6/KPoCaYDNmq15V/YszKX4hYlMntYVqmfMpzIyo/tUbxizJZxWdtoak5b6TdURPSZd5axuh9yBNAsRBdkmtmsW8kX55lKg3VjPktfQuVO84ai+/Cnr7LHJ9YadFzkvNSG1xJhhvVY43hYi1yJTRbltc3MrMAtJRuBoc/cbt+/3WGG3kiMW269stV/VcN45IyoGHJBXawuRaggbmh+p1rn/7QvZrsDsrpUgGRFvSE1s6FH2usWuk9Olw17XCL0/OWpP4X4rTLsxnNF7wXnCoPN+CK5ybkckOobRnPjSBHJiqag+S6rSXv2PJO5TMK1qxG4/1fkw6ZXfc6+9r73JjreM3Fcw8/JWuzacc3/QoScI5fzu6qTTruLdxvfjxFxS52ZPtN0EY+LiB647NOOxztMOT71qX0LubQ68ofkL1vKRE/uYzeP6XpqSPHzG2iR0bfFLO8Y/cmTZXPJfEqlIKgq38uDNpI+65ZcqT7hEIc3yLexsdsCnXjFw8K5mJT4w7+Sz0IW1/9Y5w9oszgIWsIAFLGBO/AXVj1O86bfcyAAAAABJRU5ErkJggg==) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhe3WTWtcVRwG8N+diXMnaQgxJDGGNmmnFUuUMY1WK7XFN0JduVBB2m5cFMGvIEi/gLjUhStBV4rgFxADQhcKpQEjLQqpJU2b0kibNrmTmTku7p1kJm3eTJZ54Czuefk/z//t3BPZJoK4F2O4ECRjkbgUJDOReAI/4DJmm45UI8nSevbatknejYN4ByORuERkmc4CVYygiD/wt3RuQ47cNsgL6MYJjBONEIGCYhfJOJ7KSAczoZtiywKknvXiVQwQ1iy39+MTHEdntrcN9d0SIDOaQ1NOozXDUbyRkbehslsClnAHCzXJ3dalSOpogAFpqtqwEEmquyWgmgmYzoufb+Q/RdAUgbFs8spG1b8tAUFcRD8KNcm+lCisGZpF3EYliDe1v+mGzEg39uPthA9XyZpRR11iaRY90m4ZCeIdt2FBms/X8UGH+ODq0orHK4jFAxjCMWnR9u5UQE7q3oEgeSmdWtuCjRrINUS9Jo3CIIobpWIrAqoo4Wag41HSqOm7Ze5sJmIBHUHc8TghWxHQg9EguZDTnms9skpa8aLmogyS29L0FZu4HhGxVQHHavSnxvNWQx00+v8Jf0qcWBE2b19d2rb9TSJkorYmIIgbAqrLejpWSXMtR2sOuedNsUseOmXBScu6jli9BZtS18q5botkoRpF+a5kMDig3Y2WHURuOeuKl0XqepXFluwzLzGXK7h57knxl5hZj2ejCAzgo3Q8fXrO6dyyo6hphH3RKxJ5/+h0R+x3w6bsF1QteaFtxnBZeoc8bLLbcjVvdEn0oFSX9NQknXc947JTSm5YljPkN1ytTpvMdbtaOeRQ8UdvqcpZkpfoc10YrEmul8WNP2Ldmp9Tfj32i9oWMPpQ8fgtJ9vvGY6mxC6ZrVzzfS0yd63b1Hdli59VTd/+y2LvtInOb/XWf/FcPq/Tr7oqP7vz7/seTGSeL0aSDXxegzn6v1F68JOPw1feXTzvyP1Bz34ue2xkRSqIi0G8/z1KHP6iz/D9i8YffO1cKBme/3SbL69mnOkjlJUnpRdLYbMDGQo4P+TwpLRaz/xfAV3Sd95OMJLZ2cMe9rCHPTwW/wG/m/Qi3DCk7AAAAABJRU5ErkJggg==) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur43353 2.6666666666667s linear infinite forwards;
}
