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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhe1WX0xbVRz+zu3tpVwLBQZlIYIsLjgQcNNk0wcNMfHBODOdS3iALJmLxiUm+mDig5rUBx/24AOJZBqd0exlPpghKmKWbIwIm00nBQt0WifrH/oPtvW29972ttzjQ8/FWgorZs6Xfskv5577O3++851zfucH/M8grOSYAYDO7J6BByBSBgBW9u9ugLtTA541sgCAw+EApTRJCLEBUADktjvjA23tDQMvvvSCLew/xGmKVWlqdS0m5S/Pnj3jRQllCZu8jlIadjgcMIhsl4TZbBaPHOl/c2fTjveP9bTy3Z2decfNKKRZT86V0EZfGxl/z+fzLZRS4B+SMyUS5ZIwC4Ll+MvHh93umaOAzn3r9uOhVef6Aasy6XwyFD/c2dnVIUnSs7FYLGj03XSPDBIAxGKCReAOHHji8NgPY4O5bI6LRsO4cj2JiCiDb06Bb0xiTpJxKpTBtQVP98HnD31SXS1a7khgGyQEe1PzMVmWeVlRoMgqVm/LmApzoDVV+C3N4Z2pFcSlDIiJxzcj5/r27Xv08bIIlElC3K35+h5rr4IoUKhpFaqaxoW5OKQ1Hh+ev4W4pEHNZKCqCkwmToxEQvuNucu6blucCa6755G6gVov/8FTZiStLQiiCZGUCdfjKs5M3oKc0dBsySGUVpBOq5CSMu6rttQwAnrZ930zErquczFiQU89j3qxGnUNNnRZRVz5fBHUZMJnb/Uil1IRiQQwuxDDtXmKadLK/3nDX54CxtU0wEhUg91pSUpopj1P+qnpchut00HrKb74bglDI/Nob7Hh1cFd2Gk3wyrW4sEdYaTsfG7G1Rgy+pc8A8WTEkLeIIS8QgjpJ4Q8V+DSgwH/7a888kgiw+kQ13BuMoJ3P3ZBSqnwLsXh9CZAG6oAmw7oFKdvtASvznomNiXAgtDbhUGJUjoEYJLZT0Vd0tOLK19Pqc8o7j8UvH5yBqsJFQCQza7hx8kASI0KyucQzO7C1WTH0HIosGwQ2BCACCEnADhLCKMwSyO//0ZY1byL857h8/efsNd3nCTmaAuQJ0ApMHbRB//vTUhGbRi+aP3o+/HRUU3TpHV1kQ/FtZTSKCFkAMA0U6aPUnq6RHhOYWNM58yCYH+4u3f/3t69/WYOB2fm3Losp9C1p5Pr7Wpbds0tnbp0aWJckhJ+tggYCugANLa3TrY6DsCFEioIzFdMQM9q2or7F9dEMOD3NTQ0fqppmRwh0H9d8AqXf3ZK8XhsOZvN3gSgFQ/KMxUME1jZCGCQFgCAnfm3Al8whlEab84GFCYk66thdRH53OBpVleQVyWFf/FMbwayhc9QRmDfGrM07mLGtBUB4O9Uzdj3e56uVVBBBRVU8J/jL36S5+3w7D3eAAAAAElFTkSuQmCC) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur119111 0.4s linear infinite forwards;
}
