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10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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60.416666666667%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2UlEQVRYhdWXTUhUURTHfzPjkLSIEhUXUa4CTSJahK6kMBXbxGwCoQIjF0FRUIuK/CiidrUxiIiosAgiLQi0JKwclUIiw8I2DmRlZTKE6Og4/lvM3Ompb8ZxnBy6cOC++3V+77zzcR+gJyAvKJv0NCkiA2mCiAKkCyKs/Bg/0wURBpjAky6IMIAgLRCOsDIQDgAm8XCaa1whG+ADUAqOUQtwLlAGbAaygDFgAOgAx48kGP5awIi9JZQPanYxY10alch4M2jDsixg2jxLDLsI5IXIzIAQFXRQTC9u8ggyQi/FtLMLcOIiMBMicy84HiZtAasl9vNbTkICaTed8lFgu9ZHgXbTKZBZ71k2gJ+DKmRcINXRqFkctuuMzOJQHY2RTzIZTPBzxAa4SX/0zRdTboUwlgj7RJIAw5yLONZMTLPHEh8FgpBxzNyEASbwqIlBveKRntMmkCpoi6Nsvd5zQ1OULZgrp910qxMCsIbeFkJqpUsg1dNgq3yQJh1mTJUEbOfraTDdC/G0O03HEnL04+Qd+QC4yVuwaZxqaqjlKuvYwYjtwZZ9axMCsGS+AwDd5AAQtFHQwkm8ZABQzkvbgy37/PEAsFjNZDxAQ2Z8vg9840z08TX3Y/rHUnzA5kakE0TT69woOM9ngfSGezGVD1G0lCiwhcpyo6lVkTNNHhjgunKQ+miOmweqeLGUPBAT4hZIG5kQSGe5qEP49ZY7qc6EMQG2g7ST6WgtKOVjzKQ0RFFStcARf1p9wLYWujnOVnysBmYpp4MSeqLVsIcSnlJGktUwLkANSA0M6yt1yok6ZkrvA3EBMl3wPQRrRjjFY/ZRSyHAA+AT4STjZ3k3osWaLoN0lz75uGTe+Aso4x8oswXYBFIxQQWo0lFGDUSiF46UQDwDyUuLumg1AO0rCbDHVMkj/DIA3pUEcIIGjce70RSoMhUnLxIFcyBygRpgGrg991/hP25/ALGG+KO2WfpaAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur146595 2.4s linear infinite forwards;
}