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16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
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46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 11 21, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 11 21, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
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93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHD0lEQVRYha2XeWwVxx3HPzN7Pb/n6/m2MQ4QixIwlsVhGwqElqQNamVUVaRp0hCFNmkVREVakeOPRv0jCUkLiZQ0f6QCKqQmSlQkJOqmtBWIigQIl0NiXAQGWnP5tt+z37Hv7c70D+MEjJ8xir/SSrszv+MzOzM7v4UMOgu1XfDhIHQNgR6EgWuw5YtMDlOlIyCvwEtJ0HrMpUB3wrbJxorPLc2Oz5/emPhmzdJJA1yGd/ybEo6FcME9CzUTxUguq5HJby3alVhY7SYW3qvdh5ZdzWQrb364AA+UwS98YBjwxnGwwS6ADRMBBD5uVf5gb7eO9NmkXUQgWHFHgONgFsKbKZADQDZgZXDKgqbjYGcKOlg3s0aYzi8xJLKkEpEbzghrjt4UQKMF1d3bt39e4Kna2IXzmF98jn38GKJv4BYnByoCMBtoHRswUjMNOxjcoft7bFlahSwsPaz6up7NCHDk/hfrZCxdlXNi6/Lup3/+fsXjj6+zbRutNZ7rEh8YwO/4H+JMG8ahjwn8ax/m1esEYdZ4AHmtV4nPSb8rLKfGKJ0mdXzop87fDp7NCKCyrL876+vX9vxzsCnV8F3vHssyAYQQWIEAVnk5lJdDQyP+E08w/Ol+9MljCFGYz8Znxg0aPNu9M1E344Aaiixw9h3KmBxAHHrklYG5b/wsP5Ab4tSr72FXhMmbWUZwWjHB4jDB/Bxsx8EwDFRsgMSepxEiSGrVq8fC5ZUNEwWfjEzD8zfGewZ2+em01H3DJNp7iR++cANPIIIW1vQw2bNKKAt2kWUlMOIR/JaD/V83OYC5dPdLfz6cUlHPMV/xJTW26RPMjTHcGURnmYRD3YSzTmMPxbFVCmwQvk+y+a+BqQCQAEv3/nZv58yLvz5a5lLUeJjyuR0Ei5LMaGxB3Hsau6wHMzeOtH3wFcoySURyhqcMAKC6tHxN3aoVdMWSqBQE5p1i0weHef/aEnZfXknnoBoxNCTxnhx6hsrOTSnArGkVgb1/acZXiqzyKG/94xynrjk89tgjNK5ajaj8Hkpr3C6HC63zYVifmVIARyQoLSqiONdiIJZm14Er1NxXw+bNz3O+5RLl1fPRShP5byluwkIm0t+YUgCz78yhJx+qpbIwhGNls3zBapr3NTOvch6LGmpxUn0YQDKRBYA2ZMYD5m705adYR1tVYedVSPqEckJsfnIdq1f8gLoFc5leHcbdvw8BaFdjxtOdMu3/cdT36JLnKvz8wAZlGcvQetCIp980exMH60+/MXkA0Rf7wBJiydVPZzeVNHVXLJnRRv0DD5OV7ZA+/i46eQ0hBLZMMS23Y8vM5p1JgBP3P/sdNy+wJx1wggLQgB+ym7QULwO/uROAGNvQseZH6wvW9O9QQXukAgAQX5mZl6OYMnFO9saXp83cnyTzwtti18NcvDIXrQXKkAhfI9CeczW6uPGT1z+b1BsYVcX0luZ0tOQpI5bAiLtLkpVF6zFu4syWpLLCs01hdan8EIFoFFVicl/4JG1tixBKAxplGaaXF1gL3B2A+Ydz3XBuO4D7+4Z8jFtqFrz8EMJT+PkhjKEkXl5Q2dHEZ+fPLlqghIFQ/pe2yjbqJkoOYyqisRKen3N7o0BbBtqQKMvA6om2/mdn7eKhoeyO20yVqv5aADLutghfjdunpQRDog1ZpQJmtfBVpfDUrYtK3LbE7g7AiMT2mQOx9vH6hFJ4OVmo7ABCa+xrw2uFUmhAjCwDtDlh+DsDiLcuJq1I5ITdG8EYTiKUQvgKc2AYqzcCUoDS0YUPftQuPNWq5ciItRAYbhoNs4+seGHCknxCAL3hHlS2UycccK73HiDljwT3XMg2MWJJ/JxAVbq88N/5xRElFCkQCDRaipQZdV9TAXPjsbpf3bkqHpX74NJ1yYbZFQCqIHuRdsw5CNC2cVRoPTJqJBgC6abQpoEXDi2buaKlWnh+O2g0oCzDRoqAjHuv+3nOe5MCSH3/28+I3PCfdDK5P1GbU6nys7ZwYx7lkFs1uiW1vNF2Y8tpQ+LnBX9sDKV2CBippHxNqjC4ya3MbfFDdlsmABMg/egPN+lkfDFCPux3nJc6nZ4jqqd/okJ21UgGQNOhLAMAZZoY2hv5d7ohZVv1Vk/8KUxR7DvmJm0ZAZnWCM//yOxPbJ4QAM+biZd+1O9oRyfjUFDcaiy2B7UpqwBEysfLCeWPbistJHIg0Yan2ymiaeSU0lWLV+wJiLcvvXi0/rltAr1Sm/KccP3WhpNbx9/LowAqGUP1XEdHeiG34FoqPrzKiWXZqpeNSLlSpP0P03k5q7+aOJE0L/cvUUEnbvVEXtCOlWf1D+0Xb1+KAjQe+10vsDtT0tsAdGwoqn0f8kuQweygLVTKeK21G3h+1NDd2ogZTdQDtowlt44mA16eTKJM+j8/A/3HLt4pbwAAAABJRU5ErkJggg==) 11 21, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 11 21, auto;}
}
div.testarea{
animation:rwdcur103844 1s linear infinite forwards;
}
