@keyframes rwdcur47810 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe2WT0syXRyGrxliSKcyyaRWBdF/ob5ALpQW0UJsmduQSArX7lr6BWoVRZt2tahwEZkUVOAiooTcFZGBFVlMItp43s1b5Ps8muMjPPDSBbM558x93+ec35wz8MNfRvqDd0U9tGoN8F/zmvXkOprXRC0B6orRAALAYrGUNLpcrq/9hlao2gAlwqqqlnRmMhkjnoYDlMyos7OT3t7ekgGKojA8PFxTgO+q9pflDAaDdHV1YbVaicfjdHd3c319ja7r5HI51tbWqtGtGgEIn8/3sQUfgcTi4qLwer3C7/d/7ROA8Hg8hmuhLKFQSLjdbjEyMvJVUPj9ftHf3/+L+W+eilSsgXA4LM7OzlAUhbGxsU9zgKurK5LJZEVxr9f7Ob4cDeU6VlZWxNHREYVCAUmSUFWV1dVVkUqlkGWZRCIBwPj4OJlMhng8jsPhQJIkGhoayOVybG1t4XK5iEajgjJ18dvGvb09sb29jaZppNNpcrkcdrsdu91ONpslmUySz+dRVRWbzUY2m0XTNJqbm7HZbBSLRe7u7ri8vGRoaAiv10sgEKg+AEAkEhEbGxvous7r6yujo6N0dHTQ1NTE6ekpy8vLDAwM4PP5sFgsmEwmdF1HVVUODw8pFAq8vb3x8PBALBYr61N2CyYmJqSlpSWxs7ODLMuYTCYCgcBHaBEKhUgkEuTzeRYWFj4NwuGw0DQNVVVxOp3Mz89X/CQrFuHc3Jw0NTWF2WzGarV+NAuAdDrN7e0t9/f3Je+kUilubm5wOBzfmkOFFfhgZmZG2tzcFO/v7/Dv7AFeXl5obGzEZrOVjO/p6UFRFILBYFWHkaETa319XVxcXHB+fk5fXx+Pj484nU7MZjPFYpG2tjY8Ho8hzW9X4CstLS08Pz/T3t5OPp/HYrFwcnKCoii0trbidruNyAE1nNm7u7vi+PgYWZbRNI2npyd0XWd6eprJyUnDejVdGrFYTESjUQqFAtlslsHBQWZnZ+t2AVXFwcGBCIVCIhKJ1PUXzRD7+/t/z/yHH/43/AOS7zdk1LQclQAAAABJRU5ErkJggg==) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRYhe2WvUsrQRTFf7sJuLKCRVbMIlYqIiSVCAEjuDYmIopFYkBLwcZSEESEVDaiIJhSsRDEQtDKDwj4B1gIKSIY0yhEbRRdTPzIvELMM74kZqNWzwPLLDN37jkzO2fuwi8qh/jQVgTpGwR8KZ/8DaQfxy3tiFUB5YgoN6ZiAZYIvlPAt5FWIuBHyK0IKIm6ujp8Ph/j4+Pw6oSy3VCOgH9WPzw8nHtvaWkhEAjgcDiorq5+P8eyIz4TkfcEg0Gh67rQdT2PbHZ2VoyNjX2ML4pPd2BlZUUYhoHP53vfLWmahq7rdHV15QnNZDKcnZ2VvbKSApaWlsTe3h7xeJyHh4c8okgkwsXFBZubm3lzbDYb9fX1NDU15cUX47AVG9jY2BDRaJRYLEYikaC1tZWhoSHcbjdHR0cAmKaZiw+FQgwODqKqKldXVwA8PT1xd3f3FhIuxGMv1HlwcCB2d3e5vr4mnU7jcrlQFIVkMsn9/T0Abrcb0zRpa2sDQJZlTk9PeX5+RpZlmpubub29RdM0vF4vkUik4EKL2mVtbU1sb2+TSqXIZDJ0dnai6zrJZJKTkxMODw9RVZWpqSkURcFms3Fzc8Pj4yOJRAJVVZFlGafTydzcXEmuopifnxe9vb3C6/WKmZmZ9+VXGIYhDMMQ4XA4r7+vr08AoqenR6yvr39qw5KHcHJyUhodHcXlcr15PJdQkiTOz885Pj7OdQFUVVXx1o6MjHyl3P/F1taWWF5e/ucuoIDXFxYWxOLiYtkXkCWFq6ur4vLykmw2y/T0NAAdHR309/dTU1NDY2MjwWDQUs6CLigGp9NJLBbj5eWFiYkJ0uk02WyWeDyO3W6noaHBSjrAYjHy+/2S3++ntrYWTdNwOBwoikIqlcLj8RAKhSx/84oOyc7OjohGo8DrZdPd3U0gEKgoV0XleGBgQGpvb8c0TTweT8XkX8b+/v6P/aj84hf/D/4A9NgQslJ2sTgAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACn0lEQVRYhe2Wv0tqYRjHP8duVkoQeByCUyAYwpGGlhKJzhDYYE0JhRAVUjQ0tri3RVt/QeJQWEs0NZ2W/gFpKbChKe2HnIOVUe9d7pXrTb2+Kly4ty+c5XnP9wcvz/vwwP8OpQ2u6ISWo0PmLaOV1I3MpfU6HUBaVzaAzNU3pS3TAxXzcDgsQetMgIr5wsICHx8fGIbRNKfdABWhZDJJLpfj6ekJy7Ka0e/IaxG/fmtrayKRSIjf6/F4XESj0U/1dkPUExTLy8s166Ojo0LTtKZDfGs1WSAQIBgMUi6Xubq6qtSHh4d5f39vWqdhD0Sj0bpnhUIBp9OJrutVdVVV8Xq97QfY3t4Wd3d3VbWRkRE2NzeZmZkhm83icrnQdZ319XUGBweJxWJomkZ/f3+Fs7Gx0TBAzWGxv78vTk9Puby85PHxkdvb20qAoaEhHA4HNzc3XF9fAxAKhfB6vdi2zfPzM7Ztk8/nUVWVQCDA3Nwcq6urNb3qTqt0Oi1M0+T+/p5CoUAkEqGrq4t8Pk8ul6O7u5uDg4MqjmEYmKZJKBSir68Pj8fD7OwsKysrdX0ajsujoyNxcnJCsVjE7/ezs7Oj8KOjp6amOD8//8RJJBIUi0V6e3sJBoMkk8mGHg2bcH5+Xpmensbj8eByuarO3G53TY7f70cIwcTExB/NoYlnuLS0pKTTaVEqlX6WFECoqlrrd8Xn8wmfz8fi4mI7y05tnJ2diePjY7G3tyfGxsY+DZutrS3pqSc1iMrlMhcXF7y8vDA5OYmu67y9vWFZFg8PDwwMDMj6yy8kmUxGmKYJwOvrK6VSCafTiW3bHB4eSutJ74SxWEwZHx8HoKenB7fbjWEYLZm3hVQqJeLxuNjd3e3YgiqNv2r+hS/8M/gOMTcEZ2Y6ARQAAAAASUVORK5CYII=) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur47810 2.6666666666667s linear infinite forwards;
}
