@keyframes rwdcur255715 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 10 25, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqUlEQVRYhb2UeWwUZRjGn9nd2fvobsvS3d6l3R7QLWCDWAggIBaIXKJEgwErSsAYAWMgwSsE5TCIiHgQjuABYoCCUg4RBKmgAUppC5SybSm9ttu9r9mdmd3P/0CMbbe08vw5877P8/vmne8FYpRsxrf6WGsHVOoxKxa+Pa8wcHvLcFK5p7Rp4pKvJg+kv6C3As3dfdukoqBcmJiPEblM+t4JZ8ofGQBVsitRQ7vlDkEigpQabqcC8FnE6XM2j43FXPpsmbxfAOREqZUMLqrzeW240dwBa2cnTtYwuHNoeUUsAHolMfYLAAAs8umvXqhz83uOXsKGAzX4A9POvnfItiwWgNIJssWCWWWxlPYs9eSN82//sJV8/fH2PQBACCHXmjzXDAuPJ3bXM3rZkRJCmoih9Nceb0+vXwAAwl6bWhlhEB+1mwDgVnug3pyuNrfvLun45Ihlc+KCY/dAxq46P/Z0jf3U+Q8yjgOpYMJ8MLZj9iDzyzuWEkJIveXadQC4bHFfIT3KTwh7g4R5wvTmLYoFoLHulrh87QqwEKkBwBXgnD13dAJ0An783XqgN++YRsDyPKpqLoNnHXEAYPOEbT02RAFAiIYOW+OAAAxJTwut3vsl5rwyVwAAYS4S6qne6eIA6MDx4nBv3jGNwFZ3dsz6RVeQrYnIAUAoVnVfTAikIjUabYHG9Qfr18fi36OSZ2+asnHJSHJh5yoSPrmMtJ94y0MIiXT3+7mcLeSFDRdi2hNADCNotVPWqy0MwkIrGvx2yMCqvTy6vVovba2euW9l8aexAvQ+AqkiOKwgD+NmPgVBHI1rh09bhtNUdtri34xTzHHTxg9NeDLbqMxSSEXKb87c2X30/ek/xRoekzTZ4468Pq+QnNu9gJDGNYQtKyG5T7+5aKD8hd2+KfleqQndvFggrZ5gNiUhQSaAIhyEvcsFg+PYjHDqM5nN+WuPRuv2R/sDQP3XQ93jr63QNOzapJJFYMpMhFrCIztJDbmYglYhA+NnoKCCkMWlYJd1/LvlezauHRiAyTv0Oc0fXRmb5Ep2hcTgRVKY0gdhcLwS5gwNEnUqIMKho7UNdocfo/LTkJ0MfFjma32nfWkKyuf2GeD+CKZ+p067ufpmnsZu0KfkYHSRGXIBB55nwfMc/P4Q/P4wPCEOg1UKFBflwDhuJEDJELhxSS3zVL9Yeavl874C3LsFWY3rLkoCbfpAfDJ0SiWCXi8ey0tD8YhctFpdoMUUCoYbgKx4oNUNyMOAAoAlCE8kDhncdVP87B0mR9mi+ocC4CNRgUhIQSkVw+32gAtRmDhqCPRaCWioQClpIEkJhPyAzQnW5QbxuFHX5ASFCAwpqXB2xvcp/AEAgdZ0OU/VnstFImjvdCF1sBztrV24fasZbV1+mNLiMI014ka9FZa7Hjh8HEaliEEIhQyDCpVOMUu2z+5r/n0At7boZ3j/nK+SSkD4EFhOgMraNnj9Idi9DDpdftBcCF2uILwMB6ePRZMCyEzS4VBFLQ62Zp3pczr+sYqdtOlwVYcfzT5Aq9VikE6LQIgDy0cgEEThDzBw+RjQtBASuQzxSUa4VUOws+IuKqqb4BBmnHoYgPuruHwey+flWtptDVmUtBC8IQ0ttmaopFpk56RAJuTgU7KobepCl4+F090Eu6MaOqEDCiHglRf80j8AAG7VmJ0GZ906e0cd/mKsiPAMbK0+nDsvBU+iyE2nIVOKIJEIEWRCUNMsEugIKhQL1zAn36h9GIAHVjHbdrWCKVzerPJUzVKJGChVakR5DuFwEGIJkJ+jg0xEIeBmwDjckAjFqNKvfK759JYvHia8W4mm7jZmjii+ZM6gSZYexKAGMQ6iydRiHZlUKCZFqSBJ2UOviqdsyx/Q4H9LOOmzYeqcSft1ekNngoYmKca4iCrziePUqJXP/6/Bj1J/AwrDknV1fRuAAAAAAElFTkSuQmCC) 10 25, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaUlEQVRYhdWUa1CUVRjH//vuu8u7V3aXXVhguYqC4i3kNmJlyAyKeMlwHJmaxsxxpnGmi5mWZdo0OlpOmdWoSDZ9oHQ0FZPyQmqEmKKgXES57wLLsiwLe7+fvmQjwtAuUDP9Pr7vc57/75wz5wH+L8RkvbTny9fmkYdHFpG9u3ccnKy+bL+qFh6clqT99Hh2WiyenReLrNnq9D7+C+7qqoqKiQrQ/hQJ7Y35HB6Dfp8MLm4IHO0WxDmvr525ufpkbjKTLxHQUpvLa9Xo7V0NGlN9zWfZtRMVGwZ78dHoZ9IUZMv6dFL+9SpStnMuqSp5nYzFqes9p4RrzgknTYKfUrgrMyWMrMuPIekZs6o6u36zj2nwF28W170xaRJ7tu4g5MoxAgDf/H77ACE+fxxIv8llWPZxVf5oPalABGhzN9wDfQCApnarBmD5tS5ExJGVbs88V3SxoyiQvOHkHBN3tdYRQgwEAIrL24v82v5j6E1O/YhN+S1g1Cl/+GQv5seHAACWpUWPeqRjIRdx5eMWYJRSyeq1ueA79b74jZfiFSJKGahAa6+tbdwCxGaSSRkJHLR4cMm8yJxH32+3Dt1pUJvqO/U2tdvjc0bJ+THL08OXh0m4oU/22PBVzfpApf9manre6V0FK8jhl/OtZVf/qCq+Zjg8Vn32+xXZDWpzw6P7v9VsvDXucMXSfcuLdy4hmmtfEFK7k9Sd3d7u79rC/dWFhBBSelN7brT/fl2Bvm+AulhxF1ERUrhDWejskQ76K1CyObXkbnt57fOZ4av8XTMCycJ3Xzn80QpCyGVCyBly5uiWC+Nu9gT/PIjS3suL6jpSrO/R4u6JEqCuAkLdjWwsKgr4FQQswCSv3jO1Y/f5lDguYkKF4LktsKj7EEwZ6fXkw2bFykMzJiow6iwVpG7c9CxVdqBHo6GmJkZDyGPBaTViShgPEjEfYVIxPGYjfIRCqWPlvjPffb51cgSWnqTi7m97kBPdlxCuioPRBni8LvAYNlShIiTHKsDl0uDCix6NBjwuF7lzlfi2Gh0bagpm4cKLlnELsJadYKbUb2mWOjtVScmJeGp6LJRSHgAfPG4n7C43RAyFYD6FiAg5VEIu5OlJAEXBUl6O7T8aeg+Rt6a7Sgv9fiHAY89Q4FSnSMydKjtPjGAeA4/Dgb5+K9bkZUIpCkJLmw7hM8IgSA0DWDygUQOE0oDWAq2VhzhfizInqHxvGbBxXAIWTmQtR0BDLhVAP2CG12VHcrwClMeDzm4zeAIu+Dw2YLYDHWoYmgwQNDmg6x5Ei3oQcrkMdruiNZDwYQI4v9YmyprjCA+yME43gdnmwMCQC2cv30O3bgheABnTZYhXBKGpw4iuASckPAoZMUIoZAKIRHJ0N6pujl8AQI1RWGvmDGTOiJQilPHC4wbut+lhsTtBKBaaNRQoFx82pxc0y4feIQ8cbC4adBacvqHBw8pNVyck4BHH/6rXVmVWOGgULH4aYgEbxtY2yGVsgLhB0V64KA4cXA6CgsUQikPxU1sbLl2pRD8zqxbQBpo/XMDOJFTQTh8crH4cL/sFLGLDgIFgyrSZiIpVwUQI6lv7UH+/BR6PFV42AynbAREhaBGkngLuBSwwYhCFJGb9LBuqXMwES6CIDMGQwQidzgSnx4foaAkSYoNBES+GBq2wWhyI4jjRiAUX71y/mhtwOkYZxYYHlUu0CW+vA9igXRaAsEG8bLAIDT7Nhtfqgklvh7nXALfRijvCVz8Yb/iY0HnHVDGz51dNU4DESEDCJSCpiQxZOJMmcyJAwuOTGujs/amTHjxCJOOdAn7sgrNieUS3TBmpZeKe+x5p21b+68H/FX8C2+rQ64sWxWwAAAAASUVORK5CYII=) 10 25, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 10 25, auto;}
}
div.testarea{
animation:rwdcur255715 0.83333333333333s linear infinite forwards;
}
