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0%,1.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe2XzWtcVRjGf+fOzHUSAk1iZiaZgh+4CrSp9CPYVIqZujEb7YdFwabaxi7cRboJUjJZSJAs8jcookhVEANFTCIE20ioRdNCG5raWPLVNDNpwnQycz/OcTFnynS805mkYFz0gcu9c8593+c57/ucOVzR29ur2EIYW0n+VMD/QoDfa7Cvr09UEuwzo61AP9DjWvMTlcQUm37TFciT35m5EgP69e8NY1MCCsmjTRGeRMSGBRSTAzyJiM1U4BHyPApFbCSZpwnL4bkXducfR53sXMz/zPZRILaZXBsW4Frzh/LPPjM6UjBe0c4pRtkW+Mxoq8+MjhSSVYJ8TDlPPFZA0VbbaIlj01PjZY1ZUoCX272gVOnDNBIJMXX94mNFeHqgBPmoVxvyAjzmRpVSscZIiOvXxl5r3nGw32dGeyoS8JC8MQyWBULgrNyMEQhAIJAjdhyUZYHrkklMxZTfjzIMlFLIbBZlWSjLQroukXCDce3PXw7u2NX+ry3qKSCEPLfv+ZfN3y///GpjfS0Iwc4Xd1+ygBVhOC5Qp5RhoozJW5fbWl7ae8lCyBUhpA+oU9JvAuNXx9qEUtxNJJ1D7Ud/CwnOUeQlTwEL1uKNbt+2wbf3tpvfD33dGmqKUINsG7eXdwJJQAL1r/uf/ZxkkqhyzWEncVLPGUD9/kDDVZJJlhcW5QfvnLlyXNqDg+7qjXgRVykT+gfd1eluN3X+i47Dfy3fnqHLTQNUAyYQBKpPyPWwSqc5IdfDei6o56tPu2kSt/+W3x3vnOl2U+cH3dVprwWX8oADpI/IzPBFYYbm3zp6Zl9OrF8TmIC5R9m1ZLPsUXatHqsBLMDfquy1lfc65SuIbw8oaxhI67wVCVjT1TEOKOsb4Ac9bgFhTUYVypCOQxXK0KsP6ncyLcp+Q8dkNPl9nfcReLYgHo/bQIpcT5eBJX0P3hL+C8CIvgr/B0aAET0fLIpLAimdt6IKEI/H1/W9Sq84DMgHCGfxy6+oq9vG9kCgRgWDNF0YqklbFolEUj449aEkZ1KpBVj5XF4oexboYEtfmVnhG/ixs+vOPdtFhULI2lpkQwNLWVv+dPqj2Vnh+4xc2a1y5BUJKBCRAtY6ZGZoVRi9Hx97/4+luQUpq6u5N7cge97tmrwvjN4OmRki1+tUOfKKBWjkPbF01k2NNSt74M3DJycWEyvOkWOnJpqVM3DWTf1KruxJ/X5ZCM9PM1H6aI/H4wFy282MBRpaxkXgk/3K/nTUXp4kV3ZPsz1E0eHlLeA/xJZ/mDwV8A/XoLtWPaIwkwAAAABJRU5ErkJggg==) 16 16, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADL0lEQVRYhe2X32sUVxTHPzOzHce0pFHIrk6DldKXQiSgoA+CmPFJ+xeoLCRU/B9SlExAmof8AyK+St6FIhYSiyiiD4IYUMGH2uxulzAx6bLJzs7uzumDM3Eymd2d3SjxoQcuzNx7z/l+7rm/ZpTp6WlhD03dS/H/Ab4IgExS5czMjJLGWdPNk8AsMNXySs/S+MQXfd8ZCMX//uu5BcwG7z1bXwBRcfNwjt1A9AwQFwfYDUQ/GdgmHloUopdgiYuwmx05ejx8XGzWi1Zm33eLgNVPrJ4BWl7pXPis6eZCpD7Vzolb1ynQdPOkppsLUbE0Fvp0WxMdAWJbrdcUW2/fPOm6MNsCJK32JBNpf5nmcsO8efW4I0TiGmgjvpg0DSFAQtuiiFiHcsO8Wnp49qfRM7Oabk6lAkgQp1kvbpsCEdkSdzfeWeG7iOD7/rbnXG5YXXrx4Mzo2PiOLdoOYOrI0ePbIIKttsPcjXeW8fX3iW1rzmtLRCiVys3RsfGHwBTwtCtAyys903QzDmFd+/XqVh/btrVB/fCCNJsMIGrF++ecbdutsP3Gb7eIiyddWG3PgThEILof0IOSHZGWzsoKI9LSgaxt28OAB3g3dLPWTbwjQBwiJ74OHAp8dABTWrqsrmJ+ADgYuHlAMyf+o9Gxca+TeFeAEELg50D8IGCEAHm/lpXNTfJ+LQtkIwBusVHOA2UF3E7x0x7FetDXeKl8dW9EWoMAJ6RREdflhDSG1lAfABQUrXJMGuf5mKlPAqCGZQBR6/PzHDjwLT9mMoNiGPxw//dBGg0c570/MDGpRvunCZzGPKAJuA7q7Y1Ll6vOegUxDPyhIcQwcNbW/cbE5KaDepsPo24Gfp8EwAWqQPWUeHfKqDdXL16urBaKvlSrOMtF/9/8RLWMevOUeHfCvnRJf2qAYH9XgPdA5bR48wVFm/vj0mTBWS76f+Z/KSwr2txp8eaj/aLnwq4AAohaNPgF372bgbnrF68sKTB3wXfvxsRraeIqqf4NlY/fGrZt7wO+AYaAgUivTWAdqNq2Xd+q7XBbQh/fhEHwcKQrkRKOvN7BfYely8BntD3/NfsPZSCozNWxyQMAAAAASUVORK5CYII=) 16 16, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB80lEQVRYhe2XwUsjMRTGvxqJC3su40aoPSxIYaDQg7AslG38q+ZUeupf1dlFWEQPwoLgFjzoglFB8CRoaed5mSyZmHRm0l0U9MFAZjIv34/kffOYxnA4JLxgrL2k+DvAqwBYdz0cjUaNKsmMi10AYwDJYqaOquTYRR+8A1r8z/mxBDDO72tHEIApLj5FWAWiNoAtDgCrQITsQEFchwlRZzFnEZZFq93Tw3T+eCnXN7ZSADJkrdoAi5na02PGxcR4Xsk5dpQeAeNil3ExMcWqhM4pq4mlAJbV6m6xPJselBamF8BV7a4g8jfTKGpievpzKYSzBjziqesYNIBjLiUiuRk1cXqy/60T98eMi6QSgEMc88fLwhEQ0V/xh/sLqe+JCFmWFcZR1Fw7+fW9H3cHzyzqA0ha7V4BIrfas3i4v5AfPm475+5uf0siglLX87g72AeQADgsBVjM1BHjwoaQttUYFxO9C6Y98zmyxV0Ny1uE+ctJq91L1dWN77WlRVgmDpR8iMydCABI4+4Ay8RLATQEgD3ffJZlvjxvjhkh3XDCuCDGBQEFG1J+1fpiBjWjs+kBoqgJIpJEZFd7rbVC2nHyeedLqq5uCp63rPb/ALQ7djpfU6WusypW+6cAJkQn7v9YRTwYwIRYRRwAGu//hm8e4Ak5nEYXwH7MqQAAAABJRU5ErkJggg==) 16 16, auto;}
}
div.testarea{
animation:rwdcur58379 2.5s linear infinite forwards;
}
