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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIBUlEQVRYhcWWa3BU5RnHf+/ZS/Z6SMLuht3NPWFDgkREjCmXgBewJgE71BZbcPxgL+PYgc44DtNaP3Q6ra2dtuO0WsdpP5RxpKVaESG1qIVWLlWhAiGYK7ls2CQkGzbZZC9nz+7bDyEZQqJc/ND/lz3zP+/7/P/7POd53lfszFRKPgMvKJ+Kz3p3I5BS5tPZ+yZJbSWehbtw5zbReuEfpNM+SvIfEnbbfrEzUynX8E2SxGY2Jpggg04LR27ZhJTSIVu73+VYcy2ZDEK1Jijx9cnmCwEMCiIve4R1Kx9XAC4Tmtmoo2HBgRPX9QQsVz9LKb8vpVxy5dcB/Ep/p6025V8MVaVIp8Miz/UEuD0Am9chhyIuuvvfMgLk4CNJDI0YOhqf0AR8fgmEEAmA0dFRleDAizQd205N1U4+7S5m1fLVFPtDQs3KZMZiCnYDqE5w2kFPQ+8gpDNgMIQUgAC1GDCio82k/UZTn5OT0yiP/He7VnYbsmugWK6rgRNnHgaajauLEropG4JDkMmAooAQEJ1EGAUsKX1amQ5URd0t1VwI8Zp4oPZ1RqPoNg/ixGlYu2I38Gd8nm1Wx+hI0uBFhsJT/3psAtHZCxtqXwH2KQAf8je6OHkzurNN5Lm+Zr7bv1dMTsDKyn3kL3pSCDEhVOc+Zf3yx0w5KTThhvYexIUg3FezN2dpxU4hREwATLfiF247TfsJJtOPGytUVUrqEWQEHDrQHK7JHDn9J/2ydJnril/B63lSCKED3JBgQ8DpKFm3/tnqtSvuDw+OhD74w+7nAAco5e6qZXnZXo9Diye04Mcnh8wmpe/LT333tzX33uWTwPmT5yOv7fr5pgMf9bqIRLdR4H0CiACKEEIzziMWkJJqBB81tUf7AO74+ld/v3XHI9vTehqb3bpi5X01jQ7VjprjxGQ2AaCndKSUjIXHWZjnorv1Aul0hrvuWZk9suNbP8XpaCAceYyWjlNkZbWTSvmklA/NGKgPOD1L19/zljnmrK2ve4ADh//+UlP7nicBypYtXpVKahx/5wQbt26gaHEBkZEx4keH0RQDGYPEqVkYSI/i3VgKSIqLitBJA2C2mn2Z8OXfiEOnvsICG2Khs1BasxDt3W8bpZTVDRXqxObN3ztszbIULildzEu7f/fU+HDLr68Yq7WrdpfH7ubRxm0kkgnGssaJj8e4zeklR1WnMpBOMzgQmRJMm8lLe0grOiEGqd1wd/nxU/+6VOvxk7aomI2TiMk45HvaFSHE2eo7Gn6QSmmhQm8+b/+zqb2woIw3z49RX5G95vEXf/b+8tXVakrRiZliTJqmRra31EurP8wRrYV/J8/zgbEdV10BAJpBI6j2E3IMomDErtoRhalVZ+wjrxvikYQ+mITKklcp8j8qADZVqGZFQVPdVTvCAy2Wpo7o8w0Bp2/rc8+cqd1Q8/kz+SZw9kRzbHVe3cuLVFcpJfnfEEIkDADt4WS6bSRJiWX8Q2m0/DDgslpu37J554PbH7xTUb5QZ86CJ99j2rN3T3xNw9Yt06N8VhekpLx3119eqM9euKA+EU9gMCjzBtJTOp3NXSiJFDazCaMQpKUkltJJGQXly8oxW8wAfHL0DJUrKrDYLAghWLtpzb2NVa6NwP45BoDYeCSKt2gRVod1XvFgZz+ZkXHWf2kZ9nnWJOIaH394jrjFiNvnRs1VsdhmDk48fjcbdzz+7MEnnt8PYLh68+LcrId1k53q1dXlQsxNfWdzF8XZKnfWVGG+0v/XwmgyUFTsxSLh5EctpNNp8gryuDqexW7xjRx+72BHWAvN5LixwmkB1NNvvPl0T1vvnMDDoRHyHXbKA4XzCl8Lf0Eeq1YsIaWlmBifnP2uxE/J2rqtcKUEUkrl4ulPnnHlumsuXGgrc/u9jBEmgz6z6VJ7kNpNa29IfBrFpX5a23pxqPZZvKIIquvuvJ8/HrzyDUzGvuNvG/oRE31UFrjh3GWsS9302YIYTUbGRscJlPpvSnwaty0toyc4hLdw0Sw+251TtXmJ0zhVAkllSrOT8pUisyxIpx1TTGIyTdV5qP8S+YXeWzLg87sZ7h+ew9ucNrPZas9VAHIK/LtMdWV75VgcfUAj5VQI+ceRTF2YE7E4VmvWLRlQDArI+S7ekrSuT5UgEokkKPJtM5tNkUhn15bR4qgrndFmllptVuLxJA7n/K35ecikM1PXsGsQi8a0dCo5OtMFQggdr/upl/a++MvxaGTW4rx8D8HegZsWBwhdHMad757DhwfCZ/e3RvVZo04IMXH80P7Xgp3BzNW8mqvS0X3xlgyca+liUUHeLC4+meDYG+/uAZgzaw+2j/cfP3h0dyqZmsV7Kgo4d6bzpsR7ui5iWZTLtUPtxKH/9EQ6P30ZrpmE01gw3PN+0mS/v6SyxG80TXWq3Wmjt38IYhq5rgXXFe/vG+JMd5DyZWUznJSSjw+fGn392V/UN3VEg59poCOsaVk951/t6Q1brKpjRfbCBUajyUhuXi79l8J0NXfh8eRizpo7jhPxJCeOnWUwniCwPDDDD/QN8d5f3zt64LkXGps6ouen+euetQ0Bp8fmK36kdsuGBzwFeTXZCxe47KqDge4QDpMJ1WZBEYKMlMRTOrFMBn+Zj2RCIzw0mrl8abS143Tb0eZ9b+9p6ogeuTb+TR/2395Y6ZmcTC5J6+niDMKTU1SU41BzLGmRYSQ0NHa5qz1izsoa1OKTnYqg9UBbNHb9qP9H/A+hV0WyIU0LjgAAAABJRU5ErkJggg==) 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;}
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}
div.testarea{
animation:rwdcur177321 1.6s linear infinite forwards;
}
