@keyframes rwdcur241845 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYha2Wb0xbVRjGf5cxCMVqHUoaSocxFMmAZBARmFoIMXF8kgVIiInGRFlmYpb90QiE2UzYnIbsA35ZtiwxzixkKboli8wokerGQJPNxILyJ02gK7KCiGG0ayFeP5R7d2/vvW1Z9ny597znnPd5znve95wjoIAoiqL0LwiCYGR7lEhXklcOeTRi4m1bEZHfc1IWf6erU3deupLcU++k+c8ZGnN2yMSeeieuaR8Oi4XKIQ+iKIpZJWUJie9PeIX8npNia1OzbOsHUU9EupLcNTnDGzvtXJjzc6S6itdMmbimfVTYbFyY89NWVkrlkIfw+O9Y6mqMFewqFZcuXmS4eg8AdbY8w6HyFrgmZ6iw2wFwFxcCcCUUocJmA+D9okJ6p2bkiWarhdWFFfnfCEeqqzg9Oma4BWkA8zdHVMYroYihQ+VYs9WiS262WnAcO4Wn3gnAp3VOnv9hWNQMRBEBCbf8/tgXuB6Y52B1FQC9UzO4iwtxGEpTY+HcKWoVbe/B91RJCbHElEvN1vMJrzc/SJoKu52+0TG5PVTvxHHiFIGuDg55vwZgoOdcinKAMifKpAToH3DHtkAQBCHQ1cFFt1smV0JJbm9tUPU1dbWlxG+t3kOF3U6F3U6Do1C2qxJDigRA7+HD9I2OMbe553rkDwNrWzt1tjz6B9zc6eoUVDkgCIIgHUCSkEBXB0BK5KsLKwkrwtrWLleFBE0SZpaUkVuWT6B/EABLXY3GaTIiI3JPvZMroUjsXGhqph9EjQAJDxPu9VA0pXENjkIGp2NniqEAiK10I87psi/IdlOGZuyyL8gvbzfywvnL7Hg2V9MfX5YLoyPaHFASm60WNkJRRIXNCMu+IMHBS7HG+cu6vgCmu9uJLN7j/oRXTv40Q6+b2G7KkMnXQ1GCg5dYD0UNBQUHL7HsC+ouSg9JBUjEEnk8VKvXEbGhEBu/ejDIgcjiPRX5xmyAle/Ogn+c/+wlGvI0/zgAllf3P3BcYDPMFyV0b6iMXaVi1tOPsR6KsnTWpXGsXGmaf1zVD8TEAk/tP85pWwEf/vOX7uoNBUgi+oocvOl6S2VXRkAJKQrx+PL4FxyamtYlhxRz4GGRjBwSnAPRCa9wYMILIMZHIRVigAOXv0n6fkzpgXmmcZ98j7+0t1zTf/3abVU7FeItCShwlIsAWVlZAAQWYnpsVu30cDjM7PTtRyegwFEu7izey29jw+yuqiP0b4C80lbVmHlvP6YnbFjsLzP5Uw+RSOoiUkrCxdnYE13cZiavtJWpG90ATN3oZsX/M3mlrYjbzAy7u/mx28TIZzl4Pq/WfQPGI+FllJ1TKe4sfgWAtdC3LPmu8mTebt2xS76rWB4P8e73nYr5H4trf/+aMBIJBQAs3fVrbEUvHlN9lVi7eyuZSxUSqjvTuE8uwedaPiK6GtGftRnsDHMmf4wOyOav3vkgaUUkTRRlCZ7w+sg2Zct94XBYrgyp3VHyjNx+ZOeABHNujSqxVoM3BT3bVnxu+SiubTlKbcvRpLZU8T+f9whTtXKIaAAAAABJRU5ErkJggg==) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur241845 1s linear infinite forwards;
}
