@keyframes rwdcur60930 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 3 16, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVRYhe1WvWrCUBT+bmnfoRSkXcRJqLYFi0v6AgVpMuhUnDo0Q8XFPkC7SCzE2TFSDBX6AroIiliFTqWLRQo+RU+HkHjzY5pEaSn4QUjuzck53/3OOfcG2GCDDf4jSBkSKUP69aD8/U/QV4lEaETKkKbCiGqokAhtJUJbQQ1JGVJVbqKs5jHYOcb++Zf1ToRGfZUiEdkOaiiV3tFS4pDkJlpKHA+lJ/SQBACU1XwgH7xaOgoMCKGASQIAPp5DfWYFrwoJVIWEi0wo9FUy5bYuszb8gps1U0OFpsKIRGgkQqPwSwGQkRku8QlypL2GiieJqpBAu6tbKeMRikCrSDQb2+f6qr+SU2FEfPAekmh3dSsVNgJBejyWMoJeqXsY1I252RjI4hU5QVyaWx0FZhYeD1sXsNKJy4CH1GCsVXS322OjiSw35luyLd/iBvdL/YauAanBmNRgDDDUiKWMNjxV71y2h2dAThB9/UUqQpOIc25+kbbtCfPrlx/9RCYAGLn3Gs/GxuoBYLeett571cdKBJwkYqnF86RjKDLp2O3NYi1339ZDwEnCqYofdBTYSgS86iAskbUowMOLlN9JuXYCQRHpNIyKjLxQpYckDrpH1jjw/0AYmGlwSu+1Fa8N3DG9wf/CNyJ30ybzOjKMAAAAAElFTkSuQmCC) 3 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVRYhe2WsWrbUBSGvxuadygF026eDHWa0JQs6gsUQuUhnkqmDvFQ4cV9gHYxdkGZPaoUixryAtFisHFdBzqFLA6mkHco9HQQkmVZcXRlLQX9YKx7dXXu5/+co2soVKhQIQ1JZyJ5x9zR2Xy8u490JmLiiHQm0qUlJs5WUKkBlHWgXv75wXh3n6Z9wu3F8lETR0a2ZAJ5lHahiSM164Z+B24vdnj65i9DrwJA0z5JHSO4dqkr0HAgUM26AeCL9V3rORNH2kaZtlFeg9HSyJbA7vAzsmVjLZg4Mjem0qUlXVoyN6Zi4oiJI9oOABw2FO/4jcTS3qWVCNE2ygw8lyGVtXtaAP1TkcVsdW5kb3ZybkwluvmQCgPPDVMRAgQ9/lCvl6r+pu/tJ4zP/bnFDI74xbFh3ptbl7oKCi+qsAuUdaCi30mq9ZTqn66327feV44i42hLDhof+cDne2Pqd0FPqVpPKfDdKFX9Nnxlf1pb+/w1HBvmxniZijAAic/dvd1beSfcnf18ME5mAPBznzRezPxfD/D4fC+8n1QfWwHEIUrV5fXVpe/I1eXq+qBYm951PgBxiLgrm+RSV1sBJNWBLkguDkSVBLXppMwdIK0yn4ZZdNhYujKkwjPvRThO/X9AR0Ea4tYnvYpzU+SYLvR/6R+5n82gavfF7wAAAABJRU5ErkJggg==) 3 16, auto;}
80%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4UlEQVRYhe2Wz0oCURTGvxv1DhFIbcSVkFZguJleIJBmFroKVy2aReLGHqA2MgbT2uVIOCT0AroRFDGFVtHGkMCn6LQYZrzzx2lmFCKYH4jeO2fu/eY758wViImJiQkIKSPiv/+EgUokQiNSRjQTxtRAjURoawnaChpIyojqcgtVtYjhzjH2z7+tayI0GqgUSch20ECp8oG2koQkt9BWknioPKOPNACgqhYDrcG7paPEgBAOmCIA4PMl1G3W5nUhhbqQcokJxUAl027rY9aG3+ZmzTRQo5kwJhEaidAo/KMAyMkMl/gCOdLeQM1TRF1IodPTrZTxhBLQLhPNJ/a5gerv5EwYE795H2l0erqVCpuAID2eyBibXql7GD4ac/MJkMcbCoK4Mrc6SswsPB5bF7DKiSuAR2oy1i672+2p2UKeG/Mt2ZFvcYP7leuGrgGpyZjUZAww3EhkjDY8Ve9csYdnQEEQfdeLVISmEOfc4iJreycsrl9/XSeyAMDIvdd4PjGeHgB2H7PWda/6WEuAU0Qis/w97RqOTLv2eLNYq733zQhwinC64oeOEltLgFcdhBWyEQd4vET5nZQbFxCUSKdhVHLy0pU+0jjoHVnjwP8HwmCmwWm916t4Y3DHdMz/4gdxQMx43Ft3hgAAAABJRU5ErkJggg==) 3 16, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 3 16, auto;}
96%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4UlEQVRYhe2Wz0oCURTGvxv1DhFIbcSVkFZguJleIJBmFroKVy2aReLGHqA2MgbT2uVIOCT0AroRFDGFVtHGkMCn6LQYZrzzx2lmFCKYH4jeO2fu/eY758wViImJiQkIKSPiv/+EgUokQiNSRjQTxtRAjURoawnaChpIyojqcgtVtYjhzjH2z7+tayI0GqgUSch20ECp8oG2koQkt9BWknioPKOPNACgqhYDrcG7paPEgBAOmCIA4PMl1G3W5nUhhbqQcokJxUAl027rY9aG3+ZmzTRQo5kwJhEaidAo/KMAyMkMl/gCOdLeQM1TRF1IodPTrZTxhBLQLhPNJ/a5gerv5EwYE795H2l0erqVCpuAID2eyBibXql7GD4ac/MJkMcbCoK4Mrc6SswsPB5bF7DKiSuAR2oy1i672+2p2UKeG/Mt2ZFvcYP7leuGrgGpyZjUZAww3EhkjDY8Ve9csYdnQEEQfdeLVISmEOfc4iJreycsrl9/XSeyAMDIvdd4PjGeHgB2H7PWda/6WEuAU0Qis/w97RqOTLv2eLNYq733zQhwinC64oeOEltLgFcdhBWyEQd4vET5nZQbFxCUSKdhVHLy0pU+0jjoHVnjwP8HwmCmwWm916t4Y3DHdMz/4gdxQMx43Ft3hgAAAABJRU5ErkJggg==) 3 16, auto;}
}
div.testarea{
animation:rwdcur60930 3.75s linear infinite forwards;
}
