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2%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRoge2ZTYhkVxXH/+d+vK+qro+uZkgmYzbKJAzj+MEwzMKINLjRTRAFlSBuFIIOxBCIJiJIImYEiSGEZOnGJIQsTRAXQURGCVm0g4gISiJxMhlmumte1Xvv1v06LrqquzJdE0RapjT1g0tVPe577/zuOffUK4oGgwH+HxC3OoDDYiWybKxElo2VyLKxElk2ViLLxkpk2ViJLBsfABGeDsy93gpmcYT3j2OxCAMgoOpXXxj1R6fAADwQdFBRRsAcfrx7TICQBBFVBPz00NrkxHgwvjeqeFOZgyIMsGSU6+UjJjVPJzapASAUIRveNfzxzumdV0a3j04h/BckAlAfqT8y/NjwlZ0TO0+5NdcGAOmkcdo9Ne6OH2LBQDx4qiyK4kYJNeqNHtFeP87Ef8zr/KfEBGGF15V+ayInDwUOmyToZW20AR2SRAQmnUm7bte/AOMT8or8fmu79TdIgALtKKjPSpbfut69LhTUG9JIO5+G/bcMRBWzsl8+qZ1+LB/mSG36prBiN8UE6Eb/FYzXoHGmPlKfmaX+UAjAeGN8GhKbiHi1d6V3AWL3OAho8maclRkSl/xgtD56OqaxPZ8ZtSehY1GtVeczk307HaUAAOnl5vWN699UXl3UThsAR1HhjPIKvu03IPdXcyE0HdN73HSzEsApAw7rWZ3BwHzKdM29Iog3vfYZMR1PXLIJAGtX12An9uvVWoVW2TonvBiDABr0B4hJLKq16tnMZF/Tld7NU9wdoQjw2gOEbZOaujVuXWbBsIldl1H+PYiwRUzvgGB5LlLl1ZY2+nfEtLfvTGE+A8JJpt15FClGEQsmvoMFn5ZB3qadHsogUbfqo4lL2sTUURMFaSSYeHdhIuALD6fdz7MqO0eextQ51tmoWtWznWHni8KKvWJjwdj+0PYVNHiuMMXvE5P82Se+TKpkCAImrcnZOq/P96/2Pz3rcvO43NUmNa+7Yy4iAsmlRGinz6ZVmu1liwEC7d5rsP2b3nbvOxRpiyLBtM268qpnU3vc5OYeSNzXf6d/pwizAIGoI5pW81I6Sb8hpJUmM5mfrdLBrJMTUViXugQMwZLBgiGdHGqn6wOlMx3SSsvECoQMElkQQUkv/d6cuD+XwYCAkE6WIghEFSGiiEwMbbVBxAQMSzeuFgEqKAgvIg3WB4gqdsp++UxRF/cl42S/tALg2x5BBXjlyyhirYJ6G4wYZOgory4x8RYI/1RWDUH7zUN4sUWR3iBMS0swooxnWfDJ98QSSXntPxxlPC2i2NATfdUUpu2UO5rYpEgnaZsCKWGm1TJtAL7lYVP7fDbO7hdelDQYDGY112ny5oeJSx5IyxQgwBXucrlWnk9t+ofMZDUT3zlqj34kozzlW/4rg7cGL+5FtKC8DnxelPTpedNS/rKq1AtBhovtcftRYvoHMSHIcJKJn8zK7AgANL0Gdat+vne1d7+0sgTNupYAVKPKtm0/XPbLGHvxwXwnB4BfDy4PfoaI2Wpc5GP8JW/8KUhcgQegbxL0IhbNmR4jSwDwts89kGMreTf55UxcSnmx6TSfB/DVulfDJvaJ7k73MWlkPeucYv6C5Ml2hp3vmdT8ZLQxQpM3x0MadnUZsLm9G4xNXelfdS91L+y138NAAcWw+BMIr0Pic023+fhsAVkwpJdHqn4Fm9jHu9vdR1Wt6vn7v/ebnQAKFFKfvlb1K4OITe30q9LJawDU8K7hOfQQ1TX1YD7M3z1UEQJ0pY1P/IV4R/yoa7lOfi3/LQXicX/8yabdPCyi+G5nu/MEReIbH65o4d8KAYAEbMtugnEpqZK/IAAhDwJAlGMJpIcoMY8BYjsKJoZsZIQAml5zcpJMTnSvdV+iSAtLdLHIjNnmPKznqf+U+SZxk1jU+17gVgvM+Dfi+AD8QvwfYyWybKxElo2VyLKxElk2ViLLxkpk2ViJLBv/AthtoydlacKRAAAAAElFTkSuQmCC) 25 25, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
34%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqklEQVRoge2YPWsUQRiAn5nd28vt3SW5uxg/kKQySLAQsTdaWFpaaSEWVv4UC7HyL1gJdoII4kdrESEIioQYIkTvst7e7e3szlhkE71cTPwIOOo8MLAL8/E+8747CyNarRb/AvJPB3BQOBHbcCK24URsw4nYhhOxDSdiG07ENpyIbTgR23AitrG/iAb6QFI8q6IlkFbTcdIDiCKBrJyFpEBWtJ3r7oO/a+ApkANViJvxkaSZnGaS86RMBu+DO8IIPTg+uEqLBX/Rv17tVt8Vo4Yn7/kZoniRoMZUIIzYGVYQt+KZbD67zTqPw5XwvhFG94/1b1ChxwbPSp3SYr1dXxGRgAAoMZICMXSvZUD7OmzPti/Q5BwVzlJmHpimBMRARIc+ATVC6kDOKhukKHrbQZtin9ssUUMXmQyZ4CQ5DPXzCWkSIpkmRtMmoU5ClSY1NrMP6wxYJOY5HV40lhtPpJLR9jy7ZcR4RtLgFEe5TIkZcmCAZkCvCNAnJGQc+ESHCpoxUiAYKgFBhiEhL0QyUgQZHuF2Hw8ok6Hw6dGlSY2UkM3i6jIAPEIqTDHBAilzGD5qTz+VajglYuSmMQP6EM1GU2pGXeQIV+nwqLxUvlcelGU0EV1ijluUeM0S11pvWktqUiXa01IY8e1MOvgcfC03A6quAiPMdgRGGIQRyFw2Nw5tHOMEd1GcCl4FN8M4fNitd3U2l11hkvN84oF8K+813jbWqIymYFRkixzogm5p30gjvdhLkYAgiKaiM9LI5dpabZXy7sN/CgMk0D/cn1a+mhn/MP4SjwwFeT0PhBZatmXGGJvfxy58X2SvRU3xfNCH91ZpCkDs1XGU0VNrP35hkR/mNzbmP/oh/iU4EdtwIrbhRGzDidiGE7ENJ2IbTsQ2nIhtOBHb+AJQKOlBeTmiMgAAAABJRU5ErkJggg==) 25 25, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
60%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpElEQVRoge2Yz2scZRyHn3femensjy7bnSZqLLRSiUVqEREPkmMpIiIKouBJEA/9CzxI0eLBk0jp1YMgWCToQSGoFKmIxT9AQVBCkNrWNm8IYWZ2fr3v62EnySZdk4gBx3ae5cvOMMP7fZ/3/czusiIMQ+4GnP96AvtFI1I3GpG60YjUjUakbjQidaMRqRuNSN1oROrGPSZiq6oxu4tkEB2Kpo1nfCxgAEOApYfZp1msL5Shi6WNGZ2XQdnNOlmPdPch/l7EAhmoY+pEdjSbjw/GT2DBeGagjqoL6oj6LjuYzVLug0gJST85oR5S36tj6qJ1bRcLcSc+FR2P5tWsepyUHVMxWaRaefWYepZpvmSZudzLAww4mbPixd67tHGi+6K3TWBAs75TW8veOeaW0kABpm0YTg/PEeDIWJ4XuYjQII00rHCGKT5TJ9UzO0Vc3PF3UHWjelC9yoALrHBY5hLd10uUXMEFNCUOZ3A4TML5VtS6Kqy4ZZzNrAkjylbUWhSFAAeMZ0i6yaxAbG6ELNte6XWHveEcLc6hWUWzgMShAOBJmchT2tfQ47pclq/3b/e/GjXYg4i6X71Mh4/JGT0XsrrmYnBZw3KNkt8oMQieouAIlhRZNbCAIHdS57LpmAQJRPQIOI3ekgIfgYPLTTRX8XCQPAwcwdJnOD5TwCdlyNnwRvjR9h2ZGC0/96+j+ZYDgFvdJasJ5rgM8RniI8lps4YPSBw0ZqMAI40LJFgSBAZNjqlemhIw+ECLNSQ5CT4ZPgUOZqyvC/gYMha8zFucFK/J0TKgA+2vTq2+RI+3KHkUDXhcIeZHLAEtThJwGocvvD+894UVy27ppoCp4mP8of+7MxytlWkZiqCYMcIEow5Q+EWvkMUMD3CWkueJ+YaMn3Ap6TBHztNIwGeRNd4bXBt8KMpRVHeP1jrVw5geSqfjQfwakjfQfB4uhW9SgHpEPUefS9zgxXApvMyBsQgw4Xh9kcaPLZBWY01xiVVeCX8JF5CgjqsPcHmBlItBFHzSUZ2bG9GdgGy325OvCECCm7pxe7X9QxAH86VT9v3SXxRWZEaaGZ3rnwe3Bp8KKezGKo3XpDHHywE8CIbBUirT0kmcP1tJ61fd1n0Mnc5K553u7e7XfuZHO0nATjuyHcvmgzxpgv+G8S/WdUk7dr4H3D03E9ve95NJHzn/sM899qPxf0AjUjcakbrRiNSNRqRuNCJ1oxGpG41I3WhE6sZdI/IXyylqa7+N6V0AAAAASUVORK5CYII=) 25 25, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
66%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRoge2YPWsUQRiAn9ndm9vb2+TOxI8QolaGNGor2NoKqa218ycIFhb+BgtLOwsLf4VosFEMRNBGNIScudvs7M5+jMVtPi7RBEzAIc4Dw8Ds8r7v887MFitmZ2c5C3j/uoDTwonYhhOxDSdiG07ENpyIbTgR23AituFEbMOJ2MZ/LmKacdqcIO6fRWpgG8gB3YwCjDDkcT6vIx2R/l3S35JBERVhNpXNU49zUcJujmFT0x/woyiaXNFAAlWvCgbXB3fUdfVQXVJXda23WqYVDhYGD/SifqHn9G1l1PsoifJ8KvfroDaVrLxKVl7Vqrw6qD1f+/VucgO6q4NKVkElK1HJ8TtFpwiDJOhsLmxey2/mz4uLxRPVUdNSyc/ZdDY1vDFcVjfUIzWjitao9cXf8Es8wJ8sW0z816ohPZdeVIvqPhe4S5dbu92pSEnIKAnxifCBjCEtEnI022STkUkZ8AmfGh8o8eixhGGvcwaIiWjhkRAzQ58CgBLBkBiPgD4SEEDKChu8bq+2n8WD+BtiL11wIDkyl5naUmv4vEVR02YJwQwhET4R26yToYnpEzPdCGoKNGK3/x6gRS4y0zE1JQglPNMxmv3H2QBDPOYaiQQYsUEX6HIe2ZyQnO9o1kh5w08+SC0nm3ZoR5pdIR/PZsow6o/mi16xSMQSGUH3R/eVMMJLriT3iLncWe08DdNw3QhT7u8QhtrP/L3LK6AOa4wwEyLCiGDUGy2U18rHbPKu97X3spCFTC+ly0R4jFgJB+HHaCtaF4kYHynJodt9WOQgNeNLVzUBRNPJAgibjsmjQxxLDrSbuXUgr2jWjvm+Bkc/bgL8rtCdy3ZSCRhL7J938h5f3cTrZwInYhtOxDaciG04EdtwIrbhRGzDidiGE7ENJ2IbTsQ2fgGHBQLYNCiPWwAAAABJRU5ErkJggg==) 25 25, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
82%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFK0lEQVRoge2ZS6hkRxnHf1/VOX1OV5/bz/FmTDQTJxvdDEFduAiDBsnalashO1EJgs8wIElAUAnBoAshRFAQHEFXEYMEkiDjA90MrkaRoCgySWZud99+1nlVlYu+fefO4yrIRduk/3AoDuec+r5fff960C2DwYC3g9T/OoGT0hZk07QF2TRtQTZNW5BN0xZk07QF2TRtQTZNW5BN0zsExB00DXcaAA9UgCOlBMIJZhKAGoKElOogFuDiI7H/hbQx5u6dOsh7+e7k1ORruck/1lw0XxXEDc8OH7MP2Oetsn80M/P3E6tpDcMHhg/bs/bHtmH3zMz8Kaigxrvjb9gdez728e91rksEkDs/vzMND0EFhvcPP7HoL17G8UVd6helkhIH8Sz+JR5Dytdd00UnUpUAruUiIp6mIMom2WUcSC2+UTReFCcXp6emLw3vHT6KcNfqqKOdUUOZlf3RfaNvEvEjMzYPAXtBwtR2bbvcKdtpntaMuIbhof3+/mkcUALFbVfNrdYLrGx5+3sF4GB/d/8sGecZs1fFVd/2bL/oFFkg7CmvrqfT9DwJPx3eN3yqNnVGfSuIDAaDVRCBaX/6wapVPUPFx1vzFnERE1RgmS3nVataooBAdlARcLxCye9QvIFnemRYlOTyem+v91vxAgF85Bnvjj9KzP2HYxpQCBnCGTQfJuIRLBBTE5hSU8aL2LTmrTZAlVQsWgto8Fo6Sb/UmrT+sM5dDn7XUsN7hheJ+UoyT7pxFSNBqKMam9klmitEXKPmz3jewPEPIhpkfIoJj2bTDAlCkJslqON6GSRcLu4pcjwkN5LUKfdIM282wkGp1t/Md+bQ5mcs+AEeD/SJeJCI91NzmpJzJjdtXWkQKBslRVrsiZNnu6Puc6pSdbQewTRPB3qhu8kyIahAUAGvPWg8mimKPRRvIbyJZ4rmHDWZOEGC4LRDwmoWCkLezFMidknIcVBkRYMKfOkPLeeVRztNVEXUru6iuRfPVSIiIoZE7BEwxHhZCrrWiBdiG6OdPrU0y/cFFSKgPrRW0KExOj36npmbx5rj5mr21JD3cxZmMccACoVgsECbGstrOK7g+SuKmorp4XwIvNmZdH6tnDq01qw9+4jXfm0tRYMMRwPNgyjOkfAw8wPbBpYEPEvIFlmW7CegV30X7YJ5Nr/UGXc+HS2jOfqmtcBBlVXtaXv6XWPNheaoie3ZctlfPplMkp8AS+UVtmcvRPPoW/W762/3r/a/IKWs9pv1krhu1cG1vg8H6fsj9+tWQ2gERh8YPcMNnqDNk80bzRe8eFRQDduxn0wn6bOtYUvZnsU27aXOuPNZXejDebm2FmiIF/G067qP7w/2AS6Il7/0rvWeU7mqEQhRUHZgz9RZDVN+IVYguaWX4yWrGOhjHi8EZryE4cs4emZkrqNW4HERP18m5eO2b88uzfJSd9i9BQJu3xAFVKWKpEpenfVmZ6q0+pDy6odxGU9RqNF7Rk/Q5KvkvNB9q/sdhbrr5vQfSUO6TP+Wm/xddPicTex1MzNXEAKKHWvs58u0/Hl31P3M7RB3gqxhSlXELn6lMEVDarma2GRIIKQ2fT2ZJC9n4+z7qlbliZ7UBKQSUpv+Khknl83M/EacTAhQ7BTvLZMy7w67F3Wh53eLK8f+reBXViLg16sRcNPbJ1WJf6fVQgSgxIk/Lu7x7lYgXu48DPy3AI7EEy8Ax0LAO+YY/3+kLcimaQuyadqCbJq2IJumLcimaQuyadqCbJreNiD/BAexQdePkvvIAAAAAElFTkSuQmCC) 25 25, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 25 25, auto;}
}
div.testarea{
animation:rwdcur29248 1.6666666666667s linear infinite forwards;
}
