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6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF6ElEQVRYhbWXW2wc1RnHf2dmdrw7djY0yLkSCk58ARc3SUuoS4KBghB5CKaiwknEpUqbPrZIrdOqD6iCKliVKE+pGoEqoVzMrYnCRUBQZJNIm0vBrSHGNilObzFSWlcEvF57Z87Xh3Nmd3ZjwC7ijP76zpzZPf//dzln5ijm2ASagM1AB9ACLAfSQAE4DwwD/cBhBaNznXcuxJ0CJwVkHjgp0PlFiZsEjsWTfpRF/vAgsm0vcu0Z5PFBM/74oLnfttc8/yhbIeSYjdy8ye+ZdIkEZCqD9P0ECSaR5LUuRLZ8YmzyCiaRvh+b/wmIneee+ZDviD04sAU59zBy6plKks+7TvciY79CDnSZebRCBHbMyXP7Y+nuQZRG2qL5kcdXW2T+391TIeLTIyHQFIe9u+f/I0XqDfQVFdi5K5tMR0VNqISAY8CG3i2wdR+IukTjLKobQFIgNQa4IK596FirUSLsv2+YrmcnAI4r2BhP4VnyTmBDIQPtzXCdwOCnCZAG0HWW1DcC8EA8EKdMLE7pL9dJRHvj5RQyE6Sn2CDQqeBQSQDwC4CTO6C2BQYdqlo96EUgtaBrrde+JY3hWlJVQQ4wqDQXGpdw7vuKjt2jADuxApTNycjFLCwbh3xQxa2bQWctsW+grefiViEWMEv4lBDki4y37CX7cRGgWcGog9le+eN3q8ilAaJ1EC2G6CsQZSFcCGEWwgUQ1iVQaxFY1M76LO9nObhpVcywGZuwDoA3bkt63QrhMogWQbTQkEd1ENXOQhYjY1CsLffDTOKZsUduKgnoiGugBWBgrc11tAz0QhPyKABdY+GD9kCnQDyefO+/bDo4itIgSoFyEBzEUaAUohSiMPe2JsMal6dbl8QCWmIBywF+EC5h78wK3uYy0AFEGdBpQxzVGGKdYvOUsOv5Ya796cuX5vkz2sXvXc/oxkZW+HXx0FJbGkQ2FWyduIUD6QWgM1ZATG683/3+RR54rJ/g5aHPJSyub2TszrUMtl7J0avr+d3CDFumCuz/encp0QpcD/M+D55461uMpLIm7FHGhD2yFR/51GsPFRYYu+kams9/gjfw90rGbA3j277D8JrV5FYtZ//iRZxxlHERoCiMuB6/PfRLHur8NUA+jsD7wOrWt25lqGkpRGmD2PsokXvtQeRx8wzcf/Y/fPtPHzBZV8tA05UcWrGYl/wazDKkcikqMXuu0rT+9R+8e/fDAGcVNHqYL5nVawemGFqVTghIWQEp20+BdiFK0YdLX8MCuKrBrH/t2CpTpj9bUwJKs+bMeDwyjM19P8BtRy+UySMfQmsjH8IaCJPWh6K9L/qVCP3PHLs9V6qf/liX2QkXpFj27g7yNXWGXKcsuV8KfQnag8g1EdGOjYDdgiWxE4qtAVsHwfQU43c9SDY/BXYn9BSMCpzKflxc/8qjJwi+cTXrN60pk0cpS2ytdu19lYBYRJyCWIQlP93fz+SZoZj8RPzhGidsF8ANTw+weGSCtqKXILcILYoWyX6MGb/S2n5bwaN+7F/ccLi0d/TEHQdTt4eA4+lpTe7sv3lHV4U9TJVttZCYMElaTMFMGe+EPrm//ZN0GAK8Gb+KkxEA2J53le56cZCf7ekrh72CPGm9RDQ8KHpl0umY3IeZFN3P9dJ17Ch55Wjgh8nFURKgYDSI5F4Ben5zmJ17jqBCl7aizXnolW0FsSWr8rpt2kNNe+x8YR+P7duNAIHoe6sPLZe8uO1X8e8V0HtHO+0rr+DCyq9yfcfNZc9DW4Sha2zkWGtWwukTr1N/fozchx/QdepVxBD9SMGeaj6vekDBHoGJvKOe6Xot5xRSHufuupPgmzeSd9NWgMu6GYfmfJERJ8XbEq8Kh2CqwOToIF/r66VLF8krR1vPn6/mmjUCiUg0AU8BGwAuBgEH2zdypG09f17ZwvYZxUM/38oTjzzLk9pnzbkRbh/KcfdfjpAtTMbTHAe2f6Gzoj0b5uZ5NszN9Ww4l4/vWEj16XgpEGDeah/yZZ2Ov+z2PxJehFE8pJZ+AAAAAElFTkSuQmCC) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur140388 2.4s linear infinite forwards;
}
