@keyframes rwdcur160321 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe3WS2zUVRTH8c9Mp9MHtfZlaQohBaMoiQnBmLhRTHSMSzAG0aArt65cdGF0PytjjIkLE+PG6KoxYUWIGiEWCQpRkGKlGigtlnYYpu30Nf2Pi/8d6PQBtQHjgpOcZP537j3ne3/nvrhv9+2+/S+tLP1fpUqtaCmoFzmoJOewwy6IQO+9Aaip+srilMhOExq841EH7XTGGZMyyo4q322A5Kptnxl32rsW5LTr87b3PK9TVkp21TFrWxYlz4r0WfSxvB2ykpU41QpkJENbvT/xo5N2mNLqfQ95zi4TThuSQUbk6DoAMpKetFvKIQlPmXHeRUPm4hjLAcoBoBYN2ORXV202rMOrGu23xxZdhlyQv2NZsqDWSVfk9PnDl7416EWPqTHlmrnlAJAQl6YWdWg0YFyrv7V5Qp1ntNpntyYtBj1sdk2QTACg0bg63bbKeM11V51wBQvVAEerIBLiXZJGg0E5o37SrU2jx9XZq8NL9njQdqO63ZChCiSOlUKD1x3wiEMu6XfEWZSwkFhDumRI3IQWdAZv0abNfm9ot/tm/0UjZnyq5JiiASkFzZrUeEGkR8JeCduc84EjfkEReeRWB1gJ0Yau4B1abLbPKzrtqhpTRlkORQlNElqURYoO6/e5n+UQYQo55KtLUF2OsowIi0s8lnRW2pAxW7R7QPvNMXHhGiQ0ixRMO2bQJ77QZ9Rc6DGL6eAzaytQrURqiRLd2IYem+10wMsaNILrhg34XknORReMyYtrXQqJb0qPAoprK1CtxCIWQqCFoEbKtLRFdbbZIinhd2O+cdmwomk14hJWDq65kLTiRSt2wdoQQjlKIVBJXMuUUZHttmu2yYSSQZOYx4xY5kncwASuB5+uxFl5Ga1l8WVUkjWL8TCzeJFeMWSrTm3qQ/IpXMNI6JsPXgj/zaOkd7Xb8M4gFYhcAGiWM4Cn1SqFhKMYxqXwXQw+i3m94Ya1EYDYSm5tpRFTzotEFuTFsx4JyS9RtRCj5df6xgB6kV0CkZaTkAwAE27JHS+227wl/t3VuhwinlVRvaKyksvOuiX1qjO+ewCRt7ypBZEdekSKBpxTWWDxLoluG2NDAFlJBT34SIcPkVav1ZjvTBi3dJXfEwCSBkxZdFxZF5qkdTnu65C84rPrAVjfQbTUMlL+UqvslBqzOnS4Ie+M4ZC0sucnMXOnd+TGFCDlhIKv/GBevX4DIXkhJF+3AhvZhtVB+/0Wfs2rPufn1/OU/wc5dWqnAdFKKwAAAABJRU5ErkJggg==) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/ElEQVRYhe3XzWtcVRjH8c/cuZlOp2mapkmMJcZaidqiaaxRBEWwmFJdKIIbN+5cuJAgLrJ0IV0MCK78F9wUXIggSFUQhTalbdIXKSnSpC9p89Lmpe00mU7uuLh3kkmbxpBEV57hMC/33vP7Pr/znOec4f+2Ua2sTVlOWUZZZrWPpdctnMeP3pLyvTln3FYW6LDVkG5lR1d+PFi3OKGUHjS7YMSoHLqRRSgvSO77FwAIvKlRSpeyKUNyBmWU7VWjFhmEK+msFyCU1iylzh2nDKqV0iZllybNKi6soBOuG6DVASk5l/SjRasXhNpkNWIqua/0qAHW7kBe4Gm1tvnQPX/qcwm1ajQroyiHnMVp2GAAAm/rlbHfed+ZFGnU4CkHRIpmhFUAG5wDeeyTMy9r2Fd+MQA67bFFm2mDZgTiHFgRYK05EBgQGfA1WtCoWdYzXockH7JJXzHI9UxBiAgldXjH+2rtUjTlrGFLI49WGmStLULRa1p0+NzWJPoxF9xUSsRjwBVWwdoB3lPvMR/Y6jNpraAsct2Y2PoYkFkb6sBdzWocEuiRtn/JtZRAp4O2a3bSEcMuiKN/JMDq2z2tij4y76TyKl6zbvrLl47YLS8jv3y+pVYlHDok7QupxGq4b8KcGdMKpjAlI5K1Q2inrHoNyfM/OeETx4ygqHepG8sD5NHjeTUOS3lDSr3IhII+V/SbFjrntlu2iZdhM+rFU1qQMeZlGZ06bNHmrh9842PMJBALSbkU4LpQowMCPWhVMuSWX00r6nfVsBANSW9KRGtVKt4mgfsKIjO4ZbuCt3Vp0eWKw474NoGYrTixCPA7urxqXos5OQPO6VNMROqS94pgLTapXus75LzrkKxa4y4bcMZFlzHtoHbtXvGzT10wWOVE1YnoWYHjRvW54pQR14RV4nXYnIjdR0G8093ACK4quybthi1q7NRhry67NRg3YsBFjyt5Uruz+jGHyFHRIkC3VDKHm7El6VnUYF68nu9gEmNV4iMYVTLhmiFnnXTdaU2atOi0x4tCk/5wTLtdRpw16x6Kus0/CJBOIMJkeqKE9m5i2yTGMZFATCROzCSA80ibdt8Z56VNesJLWu3DNUMG1GPUuLhIzT9YiCrVqyAuIIXk91JVL1Z9jpIeJt8DcUIWlOX85oQ5Jbs8p6jkvDGBCYunpKAaoDJYRXi26vdqsUjvA9j5hXuKyTRlFvpxpx03kIwZJVVgoRYsAvQiv2zZfFjw4VYNXr0DRuIEzlh0drY6oH+uhKtt8dE7EAeVtbh06yxuTjMkdTN2qrRxAEthAnHUlSKVTa7Mil2oOLGBDiwPUVlRlb9qpSW9dzWb0fogWP7UtZq8+m/a3/VLZzsqh17xAAAAAElFTkSuQmCC) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTklEQVRYhe2XXWwUZRSGn53dzs5Ot1vZtgttaStCQoWChmApXEgJ1qgXaoySaOTCREOMUeON9ULDBYnJauLPhfHCv0QFCSFRExRUQLCgkJYq7bahtdK/ZWmXZbrdTrfT6ey3XuxsW2QpbUO80ZNMZvZsvnnf855zvu8M/G//dXPM9eeBZtRUmvWA6B+j9bUWLBr/JQIHmlGjE7imBEqJwuNOB5tNweHzGofeCaED4laQkXJ6g2CmqC1S+KRNQ3r6JPuuTtKkOPlwQxFf7VxFAJAJ3mD9AsyZ09uA66EKNhZ42F2mUB1Jcu6jLnrW+bm01MNztxdQXxdAOxqhnwYEDQiO3ioCQQBk1cV4hcoan4cHVhdwZ2ecC1/3M1jhZbDKy07VRc3IJD/26UwAqcWScOXwSYC0/yLGhTh7dlWjBAqof2IFfcE2Dr8XovPdOn6p8HHvUyt5P5Lkhe4EQ0ASsAC+PEOZ00GtgGIHBNLgSoOeEoS0Sf545Swx7Bq6XoEGHIAMeIcm8LRr9K4r5I5KL3WhEdquTkJ4nPCmYu7xyqwplBk6PUzP1mVIexrZsWMXu10OgrKbZ9KCLWlYYQk8SYt4Kk1RnkRZfSlTnXG0xNbcBNK2Mm7ANzqFagr02hK250mMNccYjBpYtSUsL/FSrkpUrfcjby/jVVXm5bw8qi2LMc3gp709vPF2O/u+6ef4oUHajBSRYoX8YBvtUQMBiFwpwJbSsGXVj0X485FKumuWsMEBx9Lg6tOJrFoCPjer1rt5XZJACIgkOLr3L774LUoCUO7yU7OtlLWrC6lb4mZjwuRE3KTFxslBoBEIYtngGqAASs8YLZtKeKw8HyU8jpEw0UkDacCRAe/QOP5WG99OpPBVeVn+7GoeXFnARreMYpjoSYvoD5f4DvADArByK9CIIIgJxO16UJqGaNpQxP35mRWW6kLObmOSEzpi9L15np4pwYrqQpSX1vKw301Zn07r+QHaTg3TNZFCjxlEAdVOs3SjFEAjFkEMm4Q6ajLkdCCVqihdo8QLZbwOIO2AsQnMAxfRpgSBpR7UF9dyn9uJfLCXzw/20U6ms4T9ZjkLDrnbcLZlU6GHxxkyBTHFmSkeXx6+6ejjJDriWB4n8vPV1E4Jkh908mlnnOFZ4IKZukoCJmDNvZU2zpAwBUlLoLkcmZepLrwAkybi1DAxwHy0isDyfIo/7mJfZ5xeGyhBppaGgIh91wAdMG+mADZzCzBSabQ8CQsQihPV4YDQCOEzUSKV+VibA6w62Mf+0Ai92Qjte9IG1G1Cuu27iQIZFbIErHSapNOBCCjIPpmAENASYwCIP7mSyo44rUfC/D4LLA5E7cjD9hW1/QY37ILrzQJMAYkrBlqRgtcloYxNop+NMrCtlGK/G9dn3TTZkRmzotVmRW3BtTPFfAkAiPA4p7VJ9PpSNqsKSs8wnYkp4lsC1BwJcyKaabFs5NeD55gf5nueC8A6cJEz7SPE/G78QsC5q3Tf7cd7YZTuny/TMSvqeYHD/BUQgNWrowO+cpXqgVFC3w/SWaaihvppt6OefU0X2lyT00IUMAFTlrA8LvytMX5NpRkbHOeSlUYDYvY1b3BYoAKA1VDObQ6wTg/TbvuzZ0aUmf7ObDSN07vfLSMgapawXJ+ip1dnyF6fzXfMfs4OJjcFh/mmoHGahChys2xgnJNkItVmgWelz2xA85yYF9KGEiBNCrTmK4SZ6fdsy2X7fEHj+pwfJtdYZgT3lnrwX55AJXOqGcy0nb6Y74SFKAAgLk9gkFHDtAkYZApuUbZQAtlRTfzjt7U4ePgbJNprH+Ysbj0AAAAASUVORK5CYII=) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuklEQVRYhd2XS2wbVRSGvxmPx8+xXcdtkqaJUhKFlkd5ladoERUWiPIQSIDaIoGQEEKIBUIQJDasENkgWHSBgAWPBSBUiSJACLdqmgISDRWEuBRI0qQhT5zUsR3bM+OZYTHXaSrstCVlw5WOZFue+b9z7rnnnAv/x5XfhXy+/5X+A+E2EyLxqxmg+9zPeC6W+MQe2hSHl4syi5NeTgGl/vtxSOKQqv/ceYeq7uqB8UfpCtm8m/Nw8plW+jeY7H1+hgcBFVDoqa+zOoAeOJGmS7P4uCwz33Yl+5+bZXdE5h7gNiAM+AGZnosN0AMfniSy1uRNoO21RvbelqezQ+fpsoX9bZhfgTgQxI1ETa3VREC+tcDDIZm7MgrfvdEIT8zxQEKiK+3n0OPtjAiAsACouZR/Jd0D+4ZZr9k860hwQOMY0NRqsCVrU3ixhQNC3AByrODov42AsrnMfUHYUnDI7F3LFLAuYtE0qvJnn0YZ17lzvv/CAdxkUiMW90sSTHgZHQii+mxiDRUSWYUCYAMVYYaw2p7U+jG/i6aCTFi1uUmC9Y4EDhTKEoMnfmdkyEciYLPVlqAoIwMRG7yOhD3k40+gDBSEFQWAfU6A6T10+WxesGFH0CYoQUyR8Csy4IDfhq1FMltKZFWIO0DQJg6EbAnDhorqUFkmXhAwlXpVUQGY3U2TA5eY0J5T6PsmwlvjKmpOxt+hs2GzzuYNBpuaTW4JwTovJBzAcSBRIdFqEBlXmZlRmG41iAivi0K8THdt712AHsgPoqb9jNzXySDuuQ0DEQE4Kzz5eXue3lcneeSyEtf6JVTLgYhN+M4c7e8kyAz7GO0wSAhhAzcH6opXIyB3XMH0yCCPz/zMLkMGQ0LJeShmFApfRDj+yRpmJlXkwxrqti4OPvMXhVem2OEHWZHgjhyd7yQ4dlhjaOsMnZydhCsuD0kkQIlWyF9TYmfE5paATUvMor3FZNOOAtt3z3PdehP9WJBs0UPgaBDpxkWau0xCDhCrEPg6yh8HNYaezHBl2s/RMR9zS1uRqg9SBfD2anBIo/+gxuH34/R+0EDfew30Tns5udGgYUee7TsXaP4ySjqnwCEN/Yoi8Q6TQNjBW5QopiIMPXSaZgn+6tUYXcqDFOa5AFQgMOUl+Jsf76gP77iKPKFSOawx89Zavp/0MrCtwKV75rk8YHP6QITZAxqlq4pEOyoE4yahtxP0N5ssXF+k+aM4/UAJ0Eli1GvJVQAP4MXtXD6RGw5gIZJpIEjm8yg/dOlIj81xT9Bm8qsoU7MKlbuztDRbaBU4/UEDPz0xx9Z9MY6UZArieZMUTj0AB3cyqpothMvLzADMvAd9f4yRTp3iQ1mSIYv59xKMlSTKt+dp36gTf6OR73Yu0JD3MHw8wDygC4Cap8FDCgSEI8RNIVrCPX558dkQYNYXUcaGVdJ7TnNzi4H9ehNDt+dpuEqnLeNh/Dc/Q+0GUq/G2DIAqzYAQAqH5NLR0XGTp4DbyQoCoFpSLcD53c9i2s/YUxm2NZlYL7Xw484FNlxbonV/lP6bF1n7WYy0cMYkSaVWHpyZCVM4pLBIYZJEF6LlZeI6Z4qLBdiTKsW0n1NPZ9get7D7wow9kOWGcZUxzcb6JcBwViEnomrVyoPaQ2lqyRxS2CTP6momZ4qMPalSOuFj4t4FNh/3k5nyMnVXjquPhDk2EORUzkOOFRLx/KbiKkzyrApXLbPWhEp53xpObivQaEg4m3TWqQ7GZzEGSzKLIoqVWol4YWO5C2HhbsFyCAewj4aYMyXMr6MMJnNs/HQNP+ryspZcA+DCR7JuoGdJeLlVgMrREAag9oWRG03UnOti3cFndTcjd95XcQtYtYPGxHdwT9C8sBzd/+wJq7sXuH3ewA1xFsgA08IyuMe4yApdcfU3o+6l8JeF4LwQzwio8koAF/VyKrakOg1X8+tMstaYjP4G+sxxyMqAFuUAAAAASUVORK5CYII=) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCklEQVRYhe2Wb2wTdRjHP73r2q67daWMUibBMbYhfyRzjoGE4ASmyB9DSEAXiTHEmKBEfWWJJCRqxNRolBciZCGCAmJACDAkEIiTTEYQYW7LFB1uwzK7UbpSura73q6+6B3bytgmoq/4Jk8u+d3l+X6fP/c8P7iP+7iPFCTA2p6JJW5griyw/GomDjyA538SEBUpbRlFnizwTQISMZFDO4px4cGEB+G/ZfcgBC2UXcli6bMV5IZMHEtA4oaZo68tIw8PVjwY7yVlX0TJFAtNTtqzYlR47dgWvMz7PokaWw+LN56k8uBO5gEWPBjvVUkMKQJMgLXzbbapBlxzXuVjA9g2H6J8QTNLzb1IN82c6TZxqM3OYaNK4IMygvt2o94rARZA2vE181dfZGeLg/ryl9jd6kApu4zllVomzmuhxBEhTzUQEFUk1UA7BvwJ8CcM+HyZfD5xPc2Aint4YYMJsAGu6q28/ngLa34eR93a5Xxbm0sHEBZVggV+YnkB5CW/YLNHUTNkVKuCIvWgVk2hcdN8/IACqN0bcBoT2IBiQwKHItBpfY8DGqtqGCDHgwmwA66Zf1K4ay8bCv0UBS0Eq6ZQs2U2tbW5tAMhIKJZDJArLmKd1oFp0W/kjgljc3bzhKiSbVSZrhrwyyKN/gyOnJ5I9eoKfJpAJVWAUctANjB+mo/CvXtYO72DGQAhM8Hm0TTFRSKiipIVQ7LGkdLjSBky2UYVi5jAQtJz8EY6Nb+O4VhlKed3lhDQSGVNdGQwAYJWhmwgBxg/tYP8j6pYUnaZEktv0vmdEDMSanFQV/MgZ3YV89PpvFukuunEYc1i4gAP5SS0vhAAI2C+JiHuLsYbsNKVGyDD2c2oVOKQmVBdDpfeWsThtSs4e2Qq/rZRCIBZM6PmU89Aj/ZUBg4VN+BB0VQGtGxYANNnj9E86TquaZ3k6Z97bQQ3z6V+/8N4Wx2EAdb9wKyFzbjeWMbRVgedOhF9PRPpd6bePtXcqHiIaYo79WzMusK4F89TAtBlQf5kLn9sn4nvqp0wYCq6SvY7J8i39cBXRZxtdRAg2axBzW6lXTMFLTW3o09EUDsR1p3h6dFRbO2ZhNespPn4ZFTAkhlDcVeTs7KenJMFNLkX813YTKeWQb/2DPaL/Fb0uO8kIClC0UW8WU3uigaeAfhwHheOT0YBTBO6ULbvJ3+6D/vGJzlcOYsGjUwn14Xokau4B9IMt1gUQFlVT6FVwdkwlrpP51APOIq9SPt2MTsuEln9HFtOFdCiRRnSSHVLkt9hKo5kswnpcVwAVVM4LxsJPdSJ8eCXlEk9CKueZ9upArz0NZhedz1qZUjnw5EDJnuUR9rsnHt3IQ1AdOsBih+4gauylD2nCmjtRx7WBIRJ6fZ/JSCtF2fjWJqiaailVzDPaaOo0cW59Yv5UXOuDxk9en1UywxS9/4YrgQCYIyLxP6y4QfkFy4wIU3FdKKAC/0CkFPIk6kfwTYciQAhmI73ZD6XAHlBMzOiRsJfPMpl+qZbmIGRK0NFnUowHFRfJr+rArGnLiHl+5l600yoKx2VZPr1xtNrP2JyAHHIt+XJfZAVI3ItA7GshXxHBGnTfKq+n5S8HwDXgWskfzn5n5BD/wvJYEjeDyRzHFuvgMPUizNiwgZIJOvuB3yAFwjiHvqXGwzD9YAKyD1pRACLIhLSzvWtNrDp7gIjEpDyrUxyQ+oCwtxF6nX8DQW/ElK2izScAAAAAElFTkSuQmCC) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYhe2VX2xTdRTHP729dG2B2hWYWzbtxA2GDtCFEIWIJgMVUZQIqPBgxiRqNP5BtPqAMdkD6YNExQcjT0YMMQJCZBm4yQMMyBwKQwUyYJYKG5TSrZf2ru1u7/Whv9td/heNxAdO8svvl5vz+32/53vOPQdu2S27Zf9XM0C++ahBSMrUZqE5Cx2Kg4UEkQkiEbwJ+EmZWe1+xqfstBhgZOFCTzGvLHkeH0EcBJH+O/QgUtTF/O4xLKn4gPHtft5PS5wzwFAc7Al5WdF2N1VzG3B8NBvJ4KLlu97zaTtVQzZmqTKlVjVtAhxAXt1Cyav7WLfPz+65jex/8giVq9qYV3OO+zxpKrM2FN1GBMjYDHQgY9iIAvqJMbwzaSXdgA7oBGBQpsKu87jNoD4rcSpUzFcNizm+z49m+lkJOABP25csfjDMqs21bHntGboUJ3qZgrasE9+kCHJlPy6bwYXBEcRibqJdZYRPFqOsr2MASB34hJLqKLOKNJ6zG8wYkujuGcPaSSv5EdDEyphnKwEn4AFKNnzD0gV/8EaPj56meto23M+fgAIkxJ4Sj2RmhHDUnUZu7GRa1XnmuDPMkMA7JBHqKuPTDx9lV0sNqgVYtdzXLlXAC4wFKtZu4emXO3hJMpCOlHD05zs4fLCMnlNezlZHcU7tY9zMEA+MS1IlZ3E6dDwi12d+LWd9Uz0/CWAEeMoSQMIMwGYpQlko4ANKgdI1P/BYYycLPWm8AAbomkRG1nEOX8xZyo7ySwU733uC5r2VDIjPugAygQfErpoK2PMvzMmf7MAIQN4xkdgeP8fKFexjk3idWZx2A/lS8BM+Qm/N5/sV8/ntLy8jABcgCQKqIHBBLFP+LAEMKwED868YJuIIF6OvryO8fQLdTo3BKX34bcIvXoT6+Uw6GxdxoMPP0CMnKPtsKw/t9ROKu4gD/cB5sccFkTSgEUBHsMxZIJ8rVcgUA6JiVw+WE/9uMr1pGQ2gdzTq0hc49O48YpFRuF/cT+UXm5l9xkP0pI+IuGvuUazFK8Dh0n4fQCeYJ2GSM53lVTuZ7tJwnPKgLltEqHUCEuBu6MSzejtTNtbS/voCmi3gEXJ5V0XUl9nlAydHIiMY60IVrTrKqJoIpQBN9YRaJ+QKadEhHGu2UbdxMrss4FEBnABUAjnVrmRX7u2BfPUq4rHeKX0oriHkfheJ5hrCQNQfI/bxNmpCxRx/+ym2kkuXWeVmselXxLiqAsMkADSCqIDc0MmdRVnc+0s4dNpLGGDdJqYXD+JY/ixfJ4pytSJA843mWuBXV+Bi0wFcWo5sazUHgdjyDpwP93BPcw3bdkwkzFU6Hf9YgYtJykMSctpO4tupHAP0N9uZpktoTfXsFn5mtzM7nYoYSv+WAIDU52EgLZOIjkSVs0hjk3hTMuq5kXmZTXCTgGb93a4VXSE+0u67CMed9EZHokw+g+O2FN6EAyUyWozf4V6f6/MFgBdKAEDfVEtv3Em4MgYVcaSiLO64k4R4wzpsCgYvlIAO6HEXams1LUVZ1HvPMjolk2it5neGB07BlW81+3U95mAjN5zs/S4S5QqefjfZjjs52jSbw0CSXJ8/DwwQIH0jBAopQjNCtauMyPgYjiO3o5Brs06seb/B6KEQBdowVTCydvToKHTAYDjvA2LFgSRthecf4G9XVx2mXT/lgAAAAABJRU5ErkJggg==) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur160321 1.3333333333333s linear infinite forwards;
}
