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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/UlEQVRYhcWW32scVRTHv3dmdvZmprMb1ySb6kYXHdKwoIIrBG3FLfggtKk/6AqSgvrgoyC++rCL/4C++ZAHEZJCjCJBA/XFRCtCwCCJJRgMlgqxadpNupvszG7unXt8yGbbJmZ325jkwGWYuXfO+dzvOXfOAE2MiF5otuZAjYiEEOLUkQTPZrMaEZFS6mgg0um0QUSUz+dJKSV83z90CJOICMCRQdQBjgriHoC7IQ6rJnYBHDbEfwLgsNLhuu6eADgkJRoC4KCV2KlALpejveygIOoAuVyOlFJieHj4AoCUaZopACkAfZzzpOM4Hclkkh8IwHbwkZGRCwDclZWVUSllUSm1vXsKgqDo+/7nALT7CcBaAKgSkRwdHX3bsix55twrX1xaLfMfCrcxuVaEKBURikTxYc8jSNkWno1wCRgvMcZ+aQXAaDSZSqVARHJ8fHyQc46BgYGRd+YXjV//XETglRHq7AQAiFIR3xbaMFf24KmYcTLq/Oj7/um2traf963A9PT0y5lMZs7zSlc//XvFGJr7vT5JQkB3nC3Y7m48zsMAgHMdMZxqtyqMhWwA6oEVyGQyqr+//6eNjY3PJlbXjaHfZu+ZJxWAhADTdcRCBlRtO9/cLIDrGhdCDIVCofcaQTQsmKmpKZlOpyuWZZ39/uba7pcNE4FXhh6JwtLuuBKKsOD50DTtDdd1ja2D9AAAADAzM6MYY5HJa9cQeOX6UHITABCU1tFrW2AaQxAQfBGgCsLsehmMsfbFxUWTMbZnnFaPjCZXV+/cSQlx4wa8P+YRe+ppdJsmKoGCRwqylob1IABjDJFIxGzouFnkdDqtERGMWAwAEJSKqP6zBKpUET35IqK6DgGC2CGzo+sgIpRKJaNRnFZSoBHR7ed7eiCuX4cqe9BCJhgP47ht1x3cfdUAPOPYUEqVmsVpJQWqUql8d+bhh0AqqD8MH38UOmPQGUNZBLucnbDaUCgULqHJMWwKkM1mlW3b77/aFa0MvvY6oGuAriEUj4NpDExjuBVIaIT6eLOrA885XMbj8Y+i0ahsBNEUYGxsTAHYnJy8/NbHTz4mT2RO71qjM4ar1SqqIJyPdyDTHpEXL375LoDNYrEos9lsQxVaMcNxnNjExMR5IiG+WrlFHyz8RYNXFujs7DwNXlmgT64t0eW1Ikmq+rWm9YTjODFs9ZP9xgcAcABd4XDYXV5eHtvZDaWUxaWlpa+x1aJd27a7E4kEx312xz0tn89rACwAXZzzJIBe0zT7tv8LTNPsA9ALIAmgq7a24aceaN6MdppWc8pt2+blctnknGuVSgXYKrTN2vAANCy+/ZoGwEwkEryzs/MYgGMALNd1Tfxfkh+W/QtSNWWVbkj5rwAAAABJRU5ErkJggg==) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhcWW32tcRRTHPzN39+7d3d7dJs0mfQi6NdvaBsWHbSlq0Q36IFhS0K5UW1D/AP8CHxJ86ZPos30QoSnEIFqwWH1pqyKUtoJt8AdIxR/Bssum7ob9lTs7x4dNt01NdlNiki8MF+bOnPO558yZc6GHROSpXms2VCISBEFwaEuc5/N5LSJird0aiGw2GxIRmZycFGttUK/XNx3CFREBtgyiA7BVEMsA7oXYrDPxH4DNhlgRgM1KRyaTWRWATYpEVwA2OhL3R2BiYkJW00ZBdAAmJibEWhucPn36BDDquu4oMArs9Twv7fv+QDqd9jYE4I7zqampE0CmUChMG2PK1to7Xy+tVqtcr9c/BPSDOFBrAGiKiJmenn49FouZF8df+Oj8fNX7snibS4UittkgnEgy1pfk8EA/Y31xA6FnlVLfrRtgdHTUnZ2drZ49e/Y4wJEjR6be+OnX0NWbN9sLWhblRVCOA0AsuZ13d+/i6aRvms3mWDQa/XbdEbh8+fLzuVzueq1W+e39PwqhU9dvLFvQWlggnEoBkOrfwf7ENsYH+jm0PdZQKhwHbDcHXfOVy+XswYMHvy4Wiye/KC2EPrhyFVp2+TAGrAVr2eVFsAo+K83zfaXhBUFwqpePri8vXrxostlsIxaLHf60UMIuLtKqVWnVqlizCICKRQFwEkn6IuHO3t+aTbTWL2UymVC7kFZWrxQAaBEJHv/qgg5KpeWb3TAEhkh6F8/t6EPptjmxQlgpTo48jNbaB2qskorQGgAAtJmfB2MIikVatSoqHEaFwww+k+PJhA+AMRajIBBBA0opEomEW6lUaqsZ7gmQzWa1iKAjHvW//kRpBycWx/F9RvYfwA851MS270roPH3HQUSoVCoh2qleMQI9L41r165pEfnnsd0ZlHY68yP7D+Aohaf0ikae8ONYayu9/Kzl1rKNRuPzV4YGOhPRfftwVDvfxSDoGLrX2B7Po1QqnWc9ZQiQz+dtPB5/6+VUsvHa+Dg4moGhnSitOodOy90REjg2OMCBZNQMDQ29nUwmTTeIngAzMzMWWLxw4ZtX3xl5yDyaGyOq7hZPyNE0uVtmR4cGyG1PmDNnPn4TWCyXyyafz3eNwloU8n2//9y5c0dFguDS7bK89/ucHJ/9RQ7/8KMcu/GznPm7IFcqC2KkWV9qWo/4vt9Pu5+s1z8AHjAYiUQyt27dmrm/GxpjynNzc5/QbtGZeDy+c3h42OMBu+Oqmpyc1EAMGPQ8Lw3scV13753/Atd19wJ7gDQwuLS2Z5mv5Sa8V3rJqBePx71qtep6nqcbjQa0D9ri0qgBXQ/feqUBd3h42EulUtuAbUAsk8m4/F8h3yz9C+EzSmQfo/MlAAAAAElFTkSuQmCC) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217464 0.8s linear infinite forwards;
}
