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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABABAMAAABYR2ztAAAAJ1BMVEX/////ykDwoDc0K30yHGslEVinYHWGOWM8DSxdEUI+MthXTeX////4PFH4AAAAAXRSTlMAQObYZgAAAAlwSFlzAAAPYQAAD2EBqD+naQAAAfZJREFUSIm1lb1qwlAUx32ALIGiu06u1m5dJIZScFS6uBSKpdBFaLWDe681kxQ04AOI5gHEZLhQxa88VP/n5sOUtt6bQg8auTm/5HwfMxkF0Xwh/M+A5h+Ws7nrJREt+YAMgN4jC8E1lJ1t2xOuBgg9px8Yofsk475tj3qqwN4hdzRgB2/bj/SjbjcFwMV100sA0L9YaQAY2I0ARE7aaQFydDe29k4cJmP9OFEKgI/PBmGFALTstdtptR65GuDvZzCCAgUYFK377nOj0QwLLgWIcPxAv25EUq8al/7xFacBYQTi+B/l2u7dKFevJyujbFzUzaYiELX9yijli8PCeak4zBfKJrw8tq0ECKB1vVrRc+3sXSXX1s+qZtNPBWgrE6FdtXU927rV9dyTiVBjJxUAbQ2XkKYbSjRSHWQ6OYoygCJdwa393HWXImnrei0ZgxwQRtB6c5c2wRL1p3MqAEbQ/Vv0KnWcxcU5HSAgAqhrrR+UKgD0IfALIQGwhBbQjzoPIAbedx8lAC0xd8HCBcIGlCx1QMwdEjxlsQlBJCbnNKDh5Uuq0pTFJtgbCg/xuApAs0f6mbONAQvTSP8QkQ+nAbRJ0GZYI1tmiS8XEz0PYpUCFGaw0alcAuCZcLHEeZAAtMaigsdA4r4USDSoaN0vJzXgf+UTdP8QkpORGOEAAAAASUVORK5CYII=) 0 0, auto;}
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div.testarea{
animation:rwdcur247384 2.6666666666667s linear infinite forwards;
}