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2.3333333333333%,2.5666666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
2.6666666666667%,2.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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3.6666666666667%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2VbUidZRjHf/f9PM95db4ej1quzVMstmlFODAqImEOMnHVRiMmvRCtIKoPg6I3goyKymiEq0HSiDUoHFHNDwexF2SYuUiXsVU8JmnqdNN1fDkvnufqg3LgkO7N46f2//h/uK/f/7qei/uGK7qi/7vUSgt4QjmSqM+FoAs1o5BX3egDDk7jMHrWQPJvxbm9GaeldEmWudIA985FmGqN8avhZ/ROH/On/CT7J1GPFcGROZibR7peWvb8iicAyMEyA8tt0Jnlo7lnKu2jVVhAImJBdHRJls5AAPXgQJL8uIfcsWleK/empyvSuHzLYzIRAP8d/TysGrCyd/PCL3OwMFkFIHtyMX2SCczSqvlgp1R9/IjcfbBNgBTpnvs3CiB6V0j0+vxlE6xoCduausUTUxA9TPUzd8Fi108X50jeiQHCT6wl9lYOPKdx3j+b2QBv/9wmvpJ+JsYtdpQ3peDr68Oyrn8/PucobokRCydwfostW+eydqDp+/1S513DVDLAjvLdKfhn7Y1S1WDSEazl8ZNxCk9qxK0gkMElfL61U2qDpfSWDLD9qroU/PCZcfENRinwnubrY48CqFPfjqIDGuVd8XWzoCP11fJK50/SF/4ibeF6I1/Jp38PS2/Xm2n+opbyUrroCWR3bRH0LH+229xQsx3btgH4JnZI+qYi3Bw+x41Vz8J/Lze1hHdpClY3ypqjW+STN+4TQGzbFoC+L3+U7zq6pWdfx3m7PJ8umMzc1Cxuz19kbzvOyOthbNsmFAqpl491S5QeYpHfeW/buxdV65JV7nGJt+AWMSr70zrvrN0kzTVPykM7P7zszi+ooZtccnyzJaWBqjSIy66Uoj0b5MDe6szAjboyMWuuTSvWWmGJVBjyTshK892Vh2Tt1q3ia6nMWOdK77pGxO0C04981Etp0MPVKsFmU2gZdmDx35ple8Wx4ui8p5j/4bqUv+IAqqFMVELgtMDQDN7xKHk6ztCZeApyW74pw7FiRtwbiJ7tyBgcQOPyoZKAaSB+Ie6z0uAt12vZ6E+yr2Qk43AArU03Yjg4YRtVmEVieDIFKS805fOI4sU8k7o/khmHA5hOth/mF14rJzyYguQEfTJjJEhoWNeXWBU4gInLgEBumqkqAhKZTKLj0D4yu2pwAK3OTYNOe61ETkygCi1mst0UB7NgtS4bQOkHykS8PnDmUbEoOqqQhEYMQQb/wT2SIEeEsbEIrMYOgIOam04ZjkfAk4RZDS6LeL7DRCSZaW5K/wL4noSE9RkvjQAAAABJRU5ErkJggg==) 13 18, auto;}
4%,4.2333333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
4.3333333333333%,4.5666666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
4.6666666666667%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhe2Vf0zUZRzHX99fd3BwINxxHChOpLE2I7NfM8RZutpsbY6bNmyrFjUtV6uVjmqr9cNmZWs1ZRnT1YZmuVZYhGtmhQguLDF+LKMGCnTQPALiKu7X99MfwOVtIMUdf+V7e/55b8/n9X6ez+f5fuGyLuv/LiXeAp51uliS4OuTOqOSRmDXbuT8L9DdA2tXw6tVGN+2MDbSNyVLjzfAfaWC2wULs4K43L+xY+uD/G6ZD++8BjcWEjm+lHDr9/FiLim5s8QpNVVJcuyQIUDMUkvLRFtyncxpAkAeL9omt12dKQOnLDEB9OEfRDtyeNoAaiLoJSWHaOzJJLt3J+4bgjA+WwqA8lMf6pn2affGHWBr1cOien5GeWsp1UP3T8J58yVNACLbdmIuyIoXM7X2Pl0ntRWNUr+3YvLKAXjgik3SdFiX555PFqO6SgzpnrYFs34F25s/FldeiNGxX7kj/xWYOPktaytltLWPphNJdJwPotbuIdTeNVvM1Krs+EAaWk7LwcG2mJN/VLtF1rz3mTxm7xZA6t63SGrJtWI581XihvDFfd/JTSNWzhWabHQUwcTJq9s6JKMnC5Uwb4zmAyi3lwXBYiCDQ9PW+08BPn9hs0TsBraQyd0p10fhnw41i/iTCecEOXrXuqgPKP4vvyG0xhN/gFX7HpFR+4+Ee/1cucqD1+sF4BN/gwRCATJb+7m1dMfF8EkpU3hR/ashzLjnITk7YIOcAbaXF+Pz+XA6nUrd8dMSaU5nwblelm9eORV8Rs14A/caLWKzpjGc5mR9+Vm6urpwOp3Ko/sb5GRKC+2OOpaX3zwr+Iyb3HqxZEVWQrpC2/DLeL1ecnNzlWNvF8mJmnJGwot4/WjprOGXVMkKi+QZRVKhBWKeWuaHu6V80yLpbJwX489aWsZ8Scu2xxSTLk0O7NEkPz0vxnev3yLak0+J9VRdYuAAusMttsx0yVk8/hfr7LFIf4dVPBu0GMgT2oi49NWS7liRODigWPIXi21kGNs8P66MCNcUqwz7VGoOBmCit4XaBjEkh4VqMUfCZVE/IQFS3S6x8CdacoAUi0mKVehoNaOQJcsM8Xbq6EE3F0LdCYUDqDpBVCPEhe4Qf4WJge96VxcjRaNgWWRO4ACKw50qAIMD/qgH4NloSP+QlYKCEPsr/2nHnARQFMHX/0fUK7pKEQC7Q6WpPjJncJj4EhrWyMWetLWPD3myxeSZZ8e9uQqgZBfYxW4zgSBmSFAAmz4eSDFUspwmYdGo/yIMc3ATui0jGdX0EwmAaAqGCqpVQ0tNwhwL4xsKY4bNRHOj+hulrpWCQCSscAAAAABJRU5ErkJggg==) 13 18, auto;}
5%,5.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2We0xbVRzHv+ee25YLhUKB8hB0a5kMIws+ljkzH0swanymIUQ0aDIj02A2X5nTZUbD4pZIDNncjGwx07i5uYHBmUU3sjC3ZfERHfJKgFaJ293M2HgI2BZ6v/5B6WiyYqDlPz7J+eebnPP9fn/33NwLLLDAAjHyxjaFtfskncsUZrs0mkvLqax0U7rXU20do/LBaao5JYy2X4k1QGayBVkOoOJ5ga+OjyP7UiPMfWcglhaB6Rqk7y9QilhtZoT337yItXUp3HXIRAARS3G/TFm1NeoE4haiOu093lt4I4+ctUQEUL9tpzzP+XsEAFBW9Tk85gDcfx7CYyv9ACBCC+LsGWD7R1H3xhzg7d0V9C/2oK+mFK/4V0yZY/MOSQBQ9tdB0RLnJ0D9W8e5vOsFvJkj0VW1Omz+es4mOvMt+KLFDMsdxWDlc1HPUOdqvqW9mXlJfviCClYVvBM2f/TxOg6eGsLvJzT0jQ7D1PoDUFk+V5vrU9/dxOYfO7lv6PzUZQMAfNmwlnfuOcb6JA8B8NxVlY7iTJpqD8bvEm7c+RPvGghCL7bgGVseEGq+t7OdBT4nrONjqBp1AYAosU+Ahgqjvz/qebMKcKxmA4VVwgSJZxNdYfOmgR7isgp/6hBaXnoyrAMQlzsuIritOvYAFbvKeSWtB/YLQRSteAK6rgMAjoy2ksF/YO8axKpH3p9uPoW4jjY7zE9toHNdNT89XEAA1HWdAPD1N21sbNR56pOWiLswG/73LXg14QB3O8fQH7iENWW98Hq9yM3NFVX1J9iV14YkMQy3+0Vgji1n3PSAXM9/xSguZg3Ac6EBXq8XTqdTNOy5h12flYHJhdh89KE5m89IdrqVDyvr+L0MRox36fatXLspiyc7U+Y89uko1hs02gvUiMOazpm5pCQIXXbgwaAEQg2113ayt9eE/bkf4r5bhsN6TGhZybS5JIvungyxt8/EHUfNzL81MtTHsoPZCbdTy18el+ZTiES7jVr6COxWA8tKAYdL4pdmFT8f9gGhhlvUFnYbv8KPAA4aG8N6XALY7FbKZD9SUyYAKaCmJqK7ZSRs4shMIK5kIEVZhN6J03E1BwDYHApt9smfB1exiBjv6jUJzFwsaUszxXXs01HEhBGu5GkjEGr4dI2k/oeAPVvF0MB4WI83InWyPQavXtOW3CYIKZGQYUbbd2PzZg6EvgXU5HSNPb8Rhj8IR8YYKt+d1OYrgLDlqYRJAOJaSUUxkGw2cFMhkZhO+EYUnDxgAPMwCRXmyA8iRRAWlTBJQvcIaH8LBAwVQCDe3gCA/wDhSoFqTRyqtAAAAABJRU5ErkJggg==) 13 18, auto;}
5.3333333333333%,5.5666666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
5.6666666666667%,5.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
6%,6.2333333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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7%,7.2333333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
7.3333333333333%,7.5666666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
7.6666666666667%,7.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
8%,8.2333333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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8.6666666666667%,8.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
9%,9.2333333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
9.3333333333333%,9.5666666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
9.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
10%,10.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
10.333333333333%,10.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
10.666666666667%,10.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
11%,11.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
11.333333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
11.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
12%,12.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
12.333333333333%,12.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
12.666666666667%,12.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
13%,13.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
13.333333333333%,13.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
13.666666666667%,13.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
14%,14.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
14.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
14.666666666667%,14.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
15%,15.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
15.333333333333%,15.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
15.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
16%,16.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
16.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
16.666666666667%,16.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
17%,17.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
17.333333333333%,17.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
17.666666666667%,17.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
18%,18.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
18.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
18.666666666667%,18.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
19%,19.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
19.333333333333%,19.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
19.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
20%,20.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
20.333333333333%,20.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
20.666666666667%,20.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
21%,21.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
21.333333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
21.666666666667%,21.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
22%,22.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
22.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
22.666666666667%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2VbUyVZRiAr/d5Pzh8g4cQjhG6ChHbXGbp6EOJDGZNKqoxW5nNMdacbNIPaoXR5oJyK6ct1scwYyS1dKAt21KoaW26nDaL+SNC08OHWQfkEBxe3rsf4NHTOC49h39c2/Pnft/nue77fp7nfWGGGWaIEKumXPSTu0VtfF4M+4jo26pFy8oSd4xbtmuvSz+d0sSbEm6+FmkCa56cJYe8Cfgzsxh97xXG67+AuRmo5oM8cMJCxoZJJ4XdTnvErnDIS6sN2VyRKLPvzRYgZHgsjzQY74TtgIpCAtrWNptbzAC1d54n/7GckIcjyQYuxx0FzTX4JL1N3s7eInurky9Xfhmxbr1N5piZ09eBor3vSuOmn7BdHh6vG4DJc+VeuVAAnIIljJlm2PkRJfBLfYvUdfexaekwL59eF5R31FuyIs/CGO5AW7kEl5EUdo0bPpmNzaclaaEPJ+DiqbsXBdfakdsgPfNq6Z3t0DJ4O/7UDGL2H2Wk7+yUrhvqQMMPJ2RFLKQfWxQi33xsq/jTU5iflMnHO/tQTy/HrF2Pbulh17ruBD598YDkGr10j2Zz/3pXUL6nsUeWmcMMZ5o813IcQBss24JT/T5ihz2D15dA265iGYtPxDVkUFB2RX7q817RnRH6R5OpbSkNxgHNbmpluKc78gTcrdvkrF8jZ8Bm2YMP4fV6Aej46m85l2WwQOtk7dLKq+WX0aaIBQm/OVfxbMIGOXPTBf40NV6rq8Lr9eLxeLRzuw7LrPELxFw8yIK1z0wlj5yauDek3fRLXkW1AOL1egVgx4ZvpXbfEXn1UMd/Pz7Ro7JYl7tSs6VCbRRAurq6BGD7R8XSVJUv7ZUfRCwP27LSxbo8ki+cu6CoabGD76Y1vCUjlo8828vR8p3XXOP/UVYixuqHQyq52WPJZ1W6yHdmSPywMSQlqesko/iJqLVdoQxsl4lRVgogalWR/DMew74fBW35GExWWDhnsXwjHzJ3yEPvgT3BeKRoVKwXLA0sABP19fdY588w4rsUlIy361JYLpzxpvG7vz9qcgCF4zAxNMzf/kDpKkQ+0KrL8ZPgTtSiLp+grESoeEEAUY8WhOxt1rxYuS/HkFV3qGm7aoYa8uMYE/9rZ387TFao5udKb38Pl5SD7+KVWxBtlGsQlO+v0OCaUlFJSTipafgujk6bHEA5IwEsv3F1TJzmL1HuFLT0NLSiQpiuLx2guRbfI7oeg8TFEIgXbJcF9ijKEZyUdJTtwM+ncH7thGnohDEmAcZFg4EhnIFxrNgEnNQ47IRYMHQ0vx89Np5AtM2T/Au5lpE42W/rZAAAAABJRU5ErkJggg==) 13 18, auto;}
23%,23.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
23.333333333333%,23.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
23.666666666667%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzUlEQVRYhe2WbUxVBRjHf+flHi7n8iaUYAlMqEQFWlmWOMrNlMmo7pqQsaitl7UYOleN9aFQqTaT2lxuTZvOlqvWKCdurdGb9KEVgY6ZCVryIgwRRly4vNx7OZynD8IdNHDpvfdT/rfz5f/h+f2f5znP2YGbuqn/u5RQC+Q+YUp3awx+fyKT+fthsBOr/xL6Xeuxv6/GNXwGc2qYvoA9L0sNNcDTtX7uvm+ADc+1c+vvFUjz+2gZ9yBZDyNJmXglAT8JoWKuKSl5xyF7hjR5qFQVYM6jb/5QDFeGRDQBIGXPLJUdx015uU6bE8Co7BN9UXZkA1SlueU38wV5pSBrBhwMpmZXiJKSH7kAL578UdZXH5en3NVz4GtKnFcn8FqPGOUtCwbQQ4E373tdtJFfOLu2nbKqwzB9VTv33iG2u5OewFYGBlqZ6mpasMYNBzhSe0q6VpnYUxZlOTlB+O51FTL6xdf0AInGtwz96WLqlrUL1rmhMzzwc4ts8P9BUdPtFM+C72x4Q0ZX5pA8JnxeaeFKtGGVG33FYwvWuu4JNFadlji6iIspIcrtDMKbTlyQi8pBam2dmrZOAKXxgEfM1UeYHP8yPAGO/rBZhs9EkRLtI2EWvO+z09Ltc9IfpfLV4eeDPqCMnzp2zQv4zyu47dm90nllkJiODtLvfZLx8XEABuo6pCU+mVjrGNsLambDZ6TM411fgPTMYvH97eFst5+8D4rweDyYpqlc+OQj6R3tJjvhO7JKd8wHD11t+japTCkR49VLAkhvb68A7HmzXirrGmR306///viET4/EG1KvFcsWI1MA8Xq9ArDt4DL5+O2t8pO7IHLw1RsVyUyPFrehzoFEl34qG2sq5dF3U8MC19WkXJHAJOJthekdbnlLk7R8YeDcJEfL7aC/PbFQDl0e4mRvHFZDd9APLUFSrqjxK8VhJgsgDxSqsn9Ck/fEMafDc/pL0mKUy/2u9LCOXdOjl+0SDWzdwLXEItrhI3mRyq5sC6Y7zFvnkq4eD03SyQn/X0E/LNJTC0VN3ST64iyJzVws8RnGnA73TWny4OOKJMVFR+SFU21DJUodwupvAzSG2wMw3eEhryZTHrB8MDgyEfTDKR3FxmmqTADei5eDkDWFyJVvFHpbheZ6iQgcAPXOIknIzpv9G4VreYwsWaFIWi6Ru/MZvqraoBuzPRk7P8qEZTDhU1mafdWLVADFWL5JzARwxtsYjGF7RrCtAJbtQwJDGIwTEyucb4zMGnRVAVUDAxtFUVBcJqpfxcCJ5bRxTAqGww9Y4WYD8A8X4KOZpg5s7wAAAABJRU5ErkJggg==) 13 18, auto;}
24%,24.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
24.333333333333%,24.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
24.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
25%,25.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
25.333333333333%,25.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
25.666666666667%,25.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
26%,26.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
26.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
26.666666666667%,26.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
27%,27.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhe2Vb0iVZxjGr+d5n/f8c5meo8c8dnSmjZjkQgZrDJmUK5XcmMj+fIhgzbGcKIRf7MtkESVNJsVaG1EfhuC2YhbSJHYWDArWQFyGgeFxmyy3WU7NPJ0/73vtQ3r0rBzbzns+rQveLzcv9++67ue5eYBHeqT/u0SyDbQ95cRsBK6fgdjILUTuuoFQP6iug7YPIGK3kW7+hOnw2ENZKlkD1ARU51MI9U7AHNbhuBZDdPBNGJEoZHQ/EF2HO+pFAGPJolb2kPV2MW01JVT33iGAhE+pEUpnBVNGXzTR9XI6vY2bqB3YmmBAuBoo0w6l1sC+be3srlzNrh2uRXDcmO4M0KkxdQbe+LCHz9UH+MyTnyTA1Vzj/SNY1U7NdXRFA0ltwdljbVQ5Dnzrm0fHsx3xfq/VFfNMoR/GL3PQLkiYd/fBCL9k7RYc/foGp/1hpIWz0FG6Jg7/rKGHueG3cH7rRoR0H+yXPQjNbFmxj/wv8CPf/cjqsjHkecdQvwy+86uDPDls4NqUA7M1XwIXJmDyMkxnk3UGrnQN0LM2gKsRoDKzNg4/N3CVbkxDd8TQ2Pc7AIjo4W+g216ADB23xkBrdwNHpqfhMW2oW7NtCR7poXdqFkpmoC+wK14HIGZGD8IwnMkbqNj7Hkdn7yFHu4Mq/04Eg0EAwInISXKiDFIMo3N723L4osRDav9O7rSPWVD+BYsutRAAg8EgAWDo+7Mc/LyfF69/+tf9t06vrHdwQ87zdLiPJ8APNPfy3XNDPHRpIHXwvZsVbzbY2FriS4CXn6rjmcPVPLG7Imn4imfj2vwEdxmjeLVAoOJ0LP5vblkbV1XN4Y+iKUzu7v7bHv/MgfLQ7i9KSCK626mK85mbrSfU8zNrqezHaFvdb9nYpSYJSECWFgAAtf0tFD2DoCcPE5NRYCFh09OSzSUXsf3xACIzVfF60nos20fldVNtWEdZWkBVV0mcP5KQcL1X8FS1Ru7RLb9wMmrOIxYLA/MRkDHQnwHUNAMLCfU8H3810xC4KSA+WpqIZXJmZlBkpxMAtZLChIRabQ3l+63UWl5P3arZ1xbSnh+/hEvv+ZZNRG8ncet06uAAJIR8YKhio5+mNxPi9m9AVj1g9diXG9D4QG9yaBwcH4f44QZkUy2QwgkIl7+YhiSgJAzdgKFHIMQiT0A4HWC2G2bflfsFi6UMufBYmYCpsAwOAARDIYjJKau5cf0JleqOduExZcgAAAAASUVORK5CYII=) 13 18, auto;}
27.333333333333%,27.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
27.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
28.333333333333%,28.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
28.666666666667%,28.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
29%,29.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
29.333333333333%,29.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
29.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
30%,30.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2Vf2iUdRzHX9/nee653XY3vXNs6+bE/aBt5GIpYYXWYlYLzEQOrTkyChVKFKLWhoRFPywrWmWTEsKkYKEzZGHUNM5UNkzUmk6SdbLGrpaTMdut3e3u+fSH7trBtnC7/ZVveP55w/fzen/f3y/fB27qpv7vUtMdoL25QlTubOStH7CHhLLuxejRKG6VS7najmWdZq+2ifbo2XFZ2nQD2F1ApgP19CJGWtby462n+Mlsw6NKGBYHXXo3lkx7n5NKSsvnS3p9pdj2rRMg4avUNkmVvl1mNAEgr6x0S/G988Te+kxCgDrjnLyuy4QBpn0EAHt9O4l0mXxW2Ev47ga4drcUwO/qBB3snHDttAM8vrtBWsJ/4R5uZPGn4VE4+oc+ATii1WPXUmcmQMuOOlmvdXL7iyM8f+H+OHxr9S1iz3Vi+rfgtpdSLOsmnGFMFf7ua+ck8kAa4YEYLywpjMPrl9fIQN9uHEc7uHrVpCetl+ah1RPOmVIDn3x5UR68S0Pr8LCq/F/4xqYdEv5jGdV5Ea68dxJ5+yG0tBSK1ZrkBThZe0IySi7yS3A+D6+dFYd/vadDSucJlnOIgl0hABX1vAQRi7+tvuQEeP+7GrFUCrpN8D2RGod/c7BfvGgEw4o6/8q4D6jLv53n89iz0w+weluD+K9cRnN18mjJIwSDQQCaD4ckbIsRsft5Y0nNWPio1DjejWmVWSP35W+Wwv3XHplgMCgA7V+1SfDAGTl25OPRh+eG9Z8NNC5PEa9ZzJy+bDp9DQQCAbxerzqw4Xtp7jLZByyt2AhT3OWki7Ys0CUUUfSHymjqOUUgECA/P18tbaoS37FuisIuKncdmjJ8UjmznbK5TJPYNj2h3sriDyRrq0/SO2qmXHuCHFk5YhQWJgwzz9aKo6JIKvJsCf56x0dSZbwj1a4vkgMHcLiyRM8vEOOe2wQQW9ceMQ89J8aCxFDnN+iyMD1FFjnuTB4cUGmpHhnOcWM5LVi2EL0gF+PwBYb3fwvXz9b/mCGneywiI1DbZsX9pARwetwSdjmJpiuUbpA628ug/3gckpLpkoxIiPmmxvE/o0mFA6BlugVPmgCiSnMT6k15aoXoeXPF5nYmtfYEvhUdBiwApL0bRv/nrz4p6lIfRraHkf7BuJ/0AOOZ6o48UQdbUXYb4dafZwweD6A7Zo31RM5cIhYeYigDeHkNzFD9AMqYmyNKN1FjNmnZNCwzghRlI3PcaIPDWI1HYQaaMDTdnmDENIUYMUQX1K+9qN4BDMskkmzydf0DKCV4bbs7dz4AAAAASUVORK5CYII=) 13 18, auto;}
30.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
30.666666666667%,30.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
31%,31.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
31.333333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
31.666666666667%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2VXWwUZRSGn5md2Z+2tFvWXYso2kJSqyCojRWiYgoGSTES/KsJ6oXGYIwmRiJR0SiVRE28IBqDxUQJJdJEStTUmEJqNAgR8A+1EZC2FAELW9n+7Xbb3Xm9aFm7Somyu1fyJnMxZ745zzvfOecbuKAL+r/LyDRByZyrNRAtJR7uQfOaofsnnM71GCMxChK7ueHiHiIjDnu7khmzzqqlv1q6fL5LoYV+FV37sMziarnnfy/7thMyPTM1yVOkaQFLOYGPSTe/6dLdx2xdcqMlIO1y5VVpasCXUwMAWrwqoCVfWpq3zk43MGuzApOm5NbA+rKQdpQX6ulnZ58Bp4wZwYfksi/LnYHat1o19/5NemXhU2nw4NyAAFnV7XJNeWxCA1Ym8P0ta2R6vmVb6SFW17wDY1O1bGOxThXFSKx7jb5kDNQ3YY7zNrB14w86VGDhOAleqFmZgr9eeY3at8Pvc9qYbH3IQEcfMlwT5jHPB/524z5VlrRRc9DDPTfNTsHX7t6kQMUKZngsdq1MkDetEKP8CYzQ4vPBnF17Vm7TN3uaNdT0R1rNOxuPaO0Xq7Tm0YbxcVlTH5Hpr85ODzyzo1q+vVdg+brwLpsMY19+fMvnGhk2GcJHXf3yVBwwEsfePecE/OsSBBe8p+NdUboPt1Ax607C4TAA4Y8PqrOggnh5M3XzXxoPPyPjLLH/pkXTF6jo+jrd+uoCAQqHwwLoaN2g/Z9uUeeB+r/Pf/bUVmKpIViovKrPBCgSiQjgk5e3a9UbzXqucWdG8HP2wMxZ+fqoZ5guYkS/vp1IJILf7zeW1l+p0/YGao4luOW+Jshgiyd8ceYDhvoPmkw+6eW7jsHUWm9Vk0pnHyX/0kb2vbgrIzgArqI75PZVpm3jdU+auuuIrXtPu9LiW4J5CoVWyFP2fPZqbgaWyO2rlum+SoAKpnu0qMFUrew0yAcltjouslUbsrLacAZFy+UiDkkHy70fV+FJSsr6aW91Rp8DVastDb5v4R8aZmf4r3g2ZJIsIJksRvSTGDSxY3YavFa2vEHRacSzDh81gAmuKM5ACw5uervDKciDv1hSn0N/GwwcVdbhABY4qRvFf0xB8ma49dXjI3j98PPW3MDHDPxTLk+5zIFefmuPEO8YyhkczvwL5B4fUzJ+gOgpCzPsw1vmg1wds4BBwQqlymCfxGQYY/gETjKBnT+Ixz9Cgj5ih3tH12dZYyUwAQcMBwwT3CF83l58AT+21UM0CjF6s80G4E8VRZgrJtKyEQAAAABJRU5ErkJggg==) 13 18, auto;}
32%,32.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
32.333333333333%,32.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
32.666666666667%,32.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
33%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
33.333333333333%,33.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
33.666666666667%,33.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
34%,34.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
34.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
34.666666666667%,34.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
35%,35.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe2Wa2yTVRzGn/Oevn17YaXb0rUOKpctuuHAhRFLkw2XgBoEZ/AagkCyBYclIYEokcjiTPSDEDHiRM0cXmCJEUTDJXMTIspiMi5a0USyuSZIWLpshllHb/Tt4wegWXVNhLaf5EnOlydv/r/n/3/POTnAbd3W/10i2wKGJXWUF0ZhCJZDj1yBmpwJr+zAEL/Fb9wEgxiGwTKGsVB4UpbMNoBcWd+a3PkUdAahXw1CjscQicYRTHbhTvEsYiyGNPyKcHz8lWxZmUTrO02Uzz1JQ7STANLWHNlNi3AzX/BUiA2+WbR2bKB8rTEtQIFooll68hugZUkND22xcUtj0Q1wKphXvci58nT+AjzTeoANC09wVc3raXDZ/TIBsFJ20aVszxggq1Nw7MQ2/kErTkoNbYs2p+pVrKnmgLsa5p5+8IdpcGMNzuuPTMoy3Cr8vY/8vDilEAVmDW33uFLwz1Y1MOw+hWafF3AUodR/P6Ynl+N8hjrKrcB3fDrIikcvwVH+C56YAF93/AhPXW7AyKhEbFozEmcu4HfxNs5ifcZaNx3Av/ML2j1+XE4UYbl9WQp+9Os+mkKDiFPFC+9fAgAR3fc5ZsCHGuzOTYCVezcxHC+GSf0TKxzeFLwzdpR3cARGiwu7utamfACiP/4YjumZ77v/HGD+w60Mho0IR7/C6umNCAQCAIBPwj0sHqxEqGQUbzz09ET4DYlJvJtTfcmLrJr6Dcu/30MAHBoaIgCcGTjMvp79/Hig/Z/nP3fyLVW42D2Ps01tBMBAIEAAOPxSF7duP82WjrP5gy/2qPyrXbKzeWoa/N4Pn+cH+9eyvaUuf3D51kZW3G3h7vWGNEjplFdZu24bS3e15AZuFB6qsiytmPixm0p9Lc2FtjS/duYCVhZs5VxDb846FxqqKcQIUKIhOhyAXPo4dHMhxIxC8M0dwPUd7FumcMU8iYO9drx7ciTlZy0NVTQJJ1XNQc1VRjnfQ/R+l9ahw6lxY4NC7pU5/+cKkIQQAsmYDkFeuxlqFwHXO1SrvRy77wEc+skEsVpP+TmThjk04S4CoMkxO73Dps3EOT+V3uP52+0aqqihauIrBgAgPQuIg0eI0HD+4AAUCuu/QznLyEgE8uc+wOYEcj32tACKDYrJNNFjbHgQQgeSXx6AqFsI5HECwmh8kJolAj0SAq0KzC4VUV1BxDIOJKLXPhIKkuf6gTxMwiBIXI2ZYXOqMNkVSLuK2JUEpFBAKEgikb/5A/gbHRuPCmZSPDgAAAAASUVORK5CYII=) 13 18, auto;}
35.333333333333%,35.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
35.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
36%,36.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
36.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
36.666666666667%,36.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
37%,37.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
37.333333333333%,37.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
37.666666666667%,37.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
38%,38.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
38.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
38.666666666667%,38.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
39%,39.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
39.333333333333%,39.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
39.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
40%,40.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
40.333333333333%,40.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
40.666666666667%,40.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
41%,41.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2Wf0xVZRjHv+97zr0XuPeOi6mAcimvM5C4rOEsUyNlLdNSklo/SLcmNW1tiK3SFc4fa6Oaixys2cgcri3WcBXUEKut4WImzR9bNQgNpKV0h5eTF0y455xvf4C3TuO21T33r/xu55/n3ft+vs/zPu95X+CGbuj/LpHoAsrYSXJjNaSmw/+DhHt4FHONOahXPoWBq9jCtegXvRjUQ9OyZKIGZGgEXOAHP2/CYNls9OWMYdAVRhc7cMioxWIuQ4lYlSjmH8WsRwqZ+lkd5csVBGD5zqk6Tzj6GTcBGwyIoZbvUPzJHhQ4h6G+v9sy+CsG8IVxJO5kOwxg85qVeHS1C0Wpx6Fv2A1M9pYAgL1mFWaITDsw0+u5tzr4evlR7i1643rZAQDK/m0EwF2u/ex3MO4WqInAm49VU0trx7niOdhX8hIwlXXZazlsXxSEs/JhHG/pBCLjcdf4z1tw7NBpzkIF/COVFnhNaRXnzhqD98hHmCgvQY/nAjJFtr0GmpvOMmvFGSwv6MMDa4Mx+Nb2Fmbr+ZBRBy7XtUGORpCODARQYJ+B7rfrKFeeR2AiE66cJ2PwU61f0+0PIwonGraEAEBEH6uBZozgAxywx8DGjioq4ZsxIa/Bk7cmBr8cPkzvuInIbwLVnU/H4gDEpaFv0WQ0Jm6g9J4XGQ4bGA98jw05FdA0DQAwcPFjat23oz+/E/XLnvkr/LrENLF/Z+BNVz2NoSu4EEnHXRU7oWkafD6f6O15h+bPGk4s6MJ9wVemgyeubQdd3OF7nl+l9hEAI5EIAaBtcysPvHqS9QdPW86/rfrwopO1XzpYMi+XAKhpGgEgWPsEtzcv53tH700e3J3tZu5SyfIaaYFsumkXcxvf5YyG7fbA3W4/lbyA9Te6Kkhx5630LnRZ4mXeUvaqV/i4+1n7Mvc4fXTeEiAK5xEARVMlHb+0Ue1qtEAavnHwqZ2pXOzNt7XskhMSzsg1AAJi/RII/2wYrhHoS/88UuteULnoDhO/O6LojvTE4rbIo2TQ45tJJW8+5YpCyh0PWTJUHwwyfaGDRevU5DScLz2DaT7f5OLF863wH/dR2Xo/1ZmepHW7aipeRMXUdXnqPDBVXqV+E82BEbDnEjg8GovbbkAHwL+9F8T6JTRDo5A/nYHZcTZpcAAQzowsmsKEHg5ZBpS7bwNTJWRKCvTW7qSZEO4MP3VhQjpTYLgFOHU7GEKHmaZABP2QgSwYe5qTYkIVcMAhgWiKBEiYEJDgJEs3wb4hmFfjP6kS1R+aeo+WET88pwAAAABJRU5ErkJggg==) 13 18, auto;}
41.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe2UX0yVdRjHP7/3fQ8HONKBw1FCED2IIosYubK2IGNtNtQCnYnlnAMuQi4oW92YzliaLTBiFcYc68IYdeHCAFOZbpolrHkh1VxOajKQCojDOco/z/s+XUQnzwYXdQ53fC+/vz2/z/d53uf3woIWtKAwZftDRKuqFOOjBrHlFYjLkSRrtDS5pp+WIf2qvKKXyON6psxVb4QbQF36EsbvINv3YHm9jMXZme6+SY3vGF5rlEKVR6n+Erlm0ez14QYAJK08BZ9nF/6BIcxjTSGHd4yfcIgTZabOytIiEED1NQ2wYqyOzKRviTlcHXLYoTr5gLo5iyMRgJeztlKUtYpkZy8Tbx6EvyerAA7xCQ9oiZHAzK6So19LTVm71GdVCxBcNv1onQBSEr9DAkbfnEsY1g6cvLhX+san8Uavorrg1eB9m1ucctF3mPFhPw/Wt/D0SBrNZntkd+DCiR8kTi8mUy8Pgb/z6OuiBwKk9pyCvA34sj24NPec9/yvAC3N18RVcJX1a/vZuGFtEF51oV0S7ClYw4u4/nEnavAW3PWRwfLIBeg6ckhkfT8r9STssTuD8CunusW91EdsrJO2vb8DqMCOrWjKoEOdj0yAyvZ3JTCVzj2ZIC65MAjv8zeJ894UPp/O7s6yoA+osa5Ozk1fDj9AbtFrMuofQFYOsHvZNoaHhwHo6W+Vqa4cejMuU7uu5H74P1KzeP8tQKvRILbhCW6Mp5C/6w28Xi9ut1v9/OtxiR/1cmnFdzyXu282ePjKK4+TD+37pM35hQDi9/sF4Kuyk3K8rltqGr8Pef8RVa3YpLDBkBedT4XA8w+8IBWtT0j92U3zB3esMeThKk2yK7UQSPGyUnGdOCOu996OEPyhbCEnO/Sy9HSxJy2S1OeNEL8yaptMGr/IxsQtEetcaRmrxYq2gaag50e0/XuQTA96x3kCn5+FmcXa1GgT6ViM63QOnwXOBP3wAyxJFWuJE6JsqGfzUM/koRKjMR8pDkK2t+mybrNGU4XF9UYzYnAAXRlRb+GIRY93QKIbNT2NuaUiCInxJIjJJH+OwJX9kYUDYF+8XLSM1QKIsSE/5NtqtQfEnpUs9uTYedt2LRAbhRVtAyBw7huY6VB7/6AoXWfKdDA1OB70Iy1DNAVWaHOqdKfIyChyewhu3Jw3OICmmRbaROB+T+TTZlTvANpvg6gnH4P5+tkASl/qEXQDM27mKQJoCj3GjnLYkUQ3VoYHOVIP8zAJA8sCO//CASzBvDsJpoVKsFC3bs/bCP4CN4t9rMH8e2QAAAAASUVORK5CYII=) 13 18, auto;}
41.666666666667%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe2Wf2iUdRzHX9/n191ut9t2u7G19ks3zNq6RbqNRiFsJmozrTRFWrMEIRgh9kNz9ccsMRghOWhCUUlRfxRLSlgNDLJpTGKBmVEttqzGqtulnrv9uLvn0x/Xjh1sge7ur3zD88/7eZ736/39PF++PHBDN/R/l1psgL4nIvY3+zCq2ogNfYDe34U3NslTkUtUidBrxoiZOt2h2LwsbbEF3MNPo1/+HtvpAwPsVXsIFtZwxPCy16HwicGrk08sFvOfkszDBVKydaO4GpoFSLrOGA+K6E9KWhsAYh7MFM/RQvE2P5JUYKdpSptDW7DAoj8BwDNlJTzruZtocILgiXchvrcUwEmzAHdk4XcXXeC+to+keGM3+V0ZhPeHZuFY654XAPH42KI/lJ4Cbw7slaoNnzK+aZLdPx5PwB0nHZLlmUS/v4uxSIQdfLlghn698K/f/06Ut5zyyB3salqbgB/1PyynKkbItS0u0QpuH8vGfuCXmT875su5rgkce2NQxpsGqPCPsn51QwK++7N+cXlLyBvJ4efOPgidx/77PDn2wphrLvDF4RdErY1yq7OQW5ybE/DBnrNSXBbF8OQx9PJFABX78DEMy8uwhFJTYPPxDpkK5GNPXaHUsz4BPxV+WzR7hMvTLrZ/vD/hA2r6dCfnwsOLL1DasE+0KybGsnF2VK4mEAgA0DvaI95zSxlcPsSLNXVz4bNS83jXVuCE1Sz6RIw/rubT1NpBIBDA5/Opr35/XcqjYfrc3/J4ddLKU6eapgJ5z2qUI0WPCiCjo6MC0LerW97qPC0HDvTPnnqpV77okteaJQedpgASCAQE4K72Fmn8ZJU817s1fXCtLUPMV5yirXEnQVYu3yQZbT9J/rb21MDV0npRdz6QFKayc0Urd4t+yEry201TLlo7ZU3xvSlceZFfKFspWnVjPLSyQfQV6ySjojQJYrY4ZFtZjhzSa1M6dkVhtWBYqKxcqKxDldwOYxewe16K3wcyzhjiXKEI3WMSPRtO+KmQ9m8NNJcXbSoMwd+S4JrfI9GbFdMXSDk8zs5eIhT5BRCtbnvyeIv84iq9SfTa3DTu9sxioeC2uX8xcX/DPtFrt4jm9qUPDmjKFvTwRJKp6ltEIjEk9Bf21QCk44RLFJAIRKNzPZGBd1Djv4LTQq+shzROQOH0iiYWStfBsCAnB5WdS2wmgm6ZiOZA8pZgf/5a/PkUywCwiWLYGhKdgWAQe3IC0S1irkw0byaEgqnmJvQPB5J4L9EOLvIAAAAASUVORK5CYII=) 13 18, auto;}
42%,42.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
42.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
42.666666666667%,42.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
43%,43.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
43.333333333333%,43.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
43.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
44%,44.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
44.333333333333%,44.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
44.666666666667%,44.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
45%,45.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
45.333333333333%,45.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
45.666666666667%,45.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
46%,46.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
46.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
46.666666666667%,46.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
47%,47.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
47.333333333333%,47.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
47.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
48%,48.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
48.333333333333%,48.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
48.666666666667%,48.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
49%,49.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2Ve0yVZRzHv+/zPuc9F84ZNy21Uw4h0gCb0JqZTGpNcGROV6PZ5tIu66IZxenipItbadiaWv6hZa2a1iZrkZBdxGQhCNmgTmEhSLdNUUgO53Dg3Pj2h3DiNQ4rzjn/8dnef77v3ufz+z3Pb88LTDHFFFGi7vuQhutzmDgtneut6/iAuJMO5V4GZQcPyFeZpk5nUrLKSN+LqCu4bRWCxYXwVH6MvZltqEpwAtKM8+Ic2nEaV/FKJPcnR62ZCNoeW0vZ3EFZ9hQB6J4+eZLr5d1x3AFAce9+F/bXl8OWNgvqwRrdSwkzhhCMgWYC1jyRzUcabVxQnjra+Si8XynmJrEu4g5EzTbHF6xaVsMtizbo5LL8eQJgk+EgaeiKWICMRr71eCld2jF8VZyLNwveAAAFAPLLS9i44j7MPPwt6p3foyXkjLjGpAs48c5xhi7YEKCCgpU5YXn5xhWstdbD9OnbcC3OQ3VnE57uL4m4zqSGsG6PkwMFnZhf1KqTOz6o5axfM2C1EZ4tr2DYZkUuspCnZk1GMz7ffb6dlWeO0dtTrTvzH+s+Y1nzYe69fevYnIsSl/BxcU9sZuCuI/uodffDr/lgmXYHMNJ5W88BmpxDCPaZ8dCR58I5AKXBVceGCdb8z0ewYe5mdvcG0J/ejdX2Qni9XgBAe3cVLSdTUHvFaexYumysfBRlnOz/FVCauIo+10X0dPlwy8JtcLvdsFgsSrVzD/1/eXA0O4AHs54ZTx49a+olHy66kR7506Wrta+PAHCodBc/2dzAjypaL798Ykd+heTaJgPn3Zyok8/ZtZ0r3y+i4+sl8ZOLzAya0o3M3qjqJLsTK3jT6h1MfWlnbOSZYjpTLXbdYoqjjPKFF6kVLdbly5fOZqNxP581PRq7ztMMSUwRSTSnpBMAxWubqJ4NUP1jUCd58jcDS6qMXDD/Xz+cqBBQBmAgIfzDULJyoJitoPECQlebgZGpTsjVePEc0NUSQssPveE8JswVMzhbm0OrLYOaPYNq/kJdh6L6SxqvnUmzXcZl4ARgxoAm4HF3QLj9CH1zAhjpUPScIUwB+AxJGPwzGM5jWgAtCQiJS/fRkOv3sETd+TLR7gSO1gBtp+IiBwA5aNUgfCFdqFw3j6FDtVCbWxDaXxk3OQCIYQAmo2FsRv5yCjh7HqHWn6EU3grE67IBoFwzI5cc80fo1bzwWuQ/PRsllLwbwLfeA+IxA5cHVr8JZi8hOAwYJaRFg9LZEWtvmL8BmpeQJxUgmR0AAAAASUVORK5CYII=) 13 18, auto;}
49.333333333333%,49.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
49.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2UXWwUVRiGnzM7s7+UbbtLF4tFgaZpA5pVrEVMhabRBKoUGokgECiYGGqsoOmFBiMmosSi9SdiDKAXDal6IUWo2GKM3BgIibUSYywSU5BS211Zu/SH7c583tAta9oL2N27vsncfJPzPc/5zpmB6UxnOinGaBDRltWLvnq/GHdXSMCTJ8V2Tbpsa2XAtkVecNqkzG2TqdbrqQqoviNgDiOF27GGI4RcTmKXztM4eoSIslhhKWqtaoJ8Nfn6VAUAmbPtIYZGqohevox56uOkl9f0Z/CIG2V+kA7W1BKOhhwp3l0truo9AiSeL4xKabJPfQRpybOLS2Tlp4vEaHKOgxNi9xiz5JDxSOYEntpyQo5uPS7vl6xOgtuqmgSQddllEtefn1IgpXPZe2qnXBqO4XdW8npFTaKftyVfrLbXGB74hwWdLZSGf+WwaU7Kuu2v4Fxzl1xRUUrFTWXF/Qn4m0sekD3x88z1nqXbvp0rf5wm96oCs2vSPtrtwL873CUXKjqZU9ZD5coJeH3z95JjCzIj5OG3jw6ihntgbJBCZk7Z65YFTre8If3LFIu9ARY6NiTgZ47+IP7SHNxuL3/v7AVQ8c9r0NBpUz3pEag7/qXEB+KMyXUKslYk4O3RQ5LlDDE4MMbmk+8k6oD69+JJOmIXUxcIBl+Uq9E+ZKGHzQWlhEIhADr+apX55+bSEehmX/mDN8PHoyap3ZpAq/6oBIwRun/3UF7ZQCQSwe/3q/Y/D8hsK8I3s8LsCL4yGTz1+LZlyYcOhxzzbhRAotGoAHy9da+caDojBxvP/v/nk74ExBB9vy7rC7xJ8PJXX5IlrctlU3tV5uB68UzR6t2i1bmSILUFNZL75LeSu/7tNMEDi4T8e5Ob5c4XR8Av+qqZSfU6j11G9edkjW9p+nau+YqE2RMS2tpdonY0i16xLglifGLIfavyZaNTT+vYdUaGwbCDpqOeeBkWLEfL8xF/bxPcuNW2YzbJfRx++WmQztF4op6O2JRm343dhS07G9w+lBXDbFyTgLjm3SlxYoyEwdw1klY4AA7XXaL5igQQPfhY0ni1p/eJo6REHHf4Mnbb9bjdjmXYAYj/3AE3dqhteFeUUlwPm9AfTtTTLiBKgWUlFdXSWpFrYSTcC/3dGYMDaJpYaLH4zTWRHz9D9V5AG+pDFT0MmfrZAMo2Y56gdEy3AUob18LmcqHcHsTpw8orRNreggxMQkcsMJiAA1gW5tAQxE2UPQc10JOxEfwH8YWDG6cmRTcAAAAASUVORK5CYII=) 13 18, auto;}
50%,50.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
50.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
50.666666666667%,50.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
51%,51.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
51.333333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
51.666666666667%,51.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
52%,52.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
52.333333333333%,52.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
52.666666666667%,52.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
53%,53.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
53.333333333333%,53.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhe2UbUyVZRjHf+d+zgOHt3M8HA8vQuhMHI1mQrGMUMv1wSWYL1MymzZlbc2GtVkbS221aWuzwl7mFtbMplCmpY0RkeAWvchsTsGxJUOZ6ahAXhI4HM7zXH0AjpzG2VKe843/dn+57t3373+93DdMa1rTmqIWa0vlXf2YVOh18qLaKdV6hzypF4lHj5M5M5FDW5UMfKJJuPP2qRo4l93Lla73sN+8ySZ5iRjxkICbDMmk33eZFM8Qtc22sOfD7/x/iV6xC/7oIau6j+Zzn4dsprsVaU7hbIdYwQpvIvracYnasVU8a4sFCK5UPVHy71VhW6CsoDd94GTVzldxp0H38S9gtLI2gCwWEGu3BDO5Diz9TI4WlssPpfnjWQOwzPuCAFKgHpUkhzNsBabUl/KmfeI3DHq683mrcHHwvtjdm8Vx2eD5r/J4gCXs0VfTMnh1UtZdv4JL+2ulteU+kmL+ZsmGB4Pw+v3zZL0nmSHdQNdiuG78ToCwBbi7GWh6/yf58/FM5iY6QuB7X2sQ89o81vV1MLDrHRqiqzEx0QzdOgO1B8ukMyuNhEsuclclBeHdlT+KMT/AcK+bA9tGB7Gx7yQpzMUZH/6+OzKwrOpDSeg2UDNvkbfBE4R/d3JI+jQDl+ZlxcHKYBywbRp5mF+626ZuoMp1VmzioE3vpDD3frq6ugBoODIsqbc6OZ19ndJnF06Ej8s2SezOVLU9Xio8x2TzliMCSHt7uwB83VwjdRfqpPznoyFP0FJtfCJa9qzXpWT+UyHwxrd3yG9l9XJie03k4FrxcsnMS5ML5VoI/KFTh2XRx2Xy+qclkYNH/VUj9kCDuFfkhkAOx52WbTN2y7rnPrIGXqQVykp7Uchl+iOLxN7ypWiVe0PidW/oUpztljdnlVmX+Vr1jKxWT8srtpcFEK/uFYc3RbScBSGQvNw4WZOjZOCEZmnZlQIUilbVxkIthzgjCu0fH8b5izD2fFTpRjmv7uFX12zi1hjBuCUGAExM/LYB4m0xOJWHAV/vbXhJseB0ok7t48aZK5bCAZTJaAW+D9TjNpO4GLideVRSuqimVtTyPPyzCi2Hjxkwg9/ht+Y3QUi6PUUcvYOo/kECBVsiAh8z4Mf8T/AxVSCJppf0QDL+q20RgwOoEQbxK9/EmJwxG8mwzSHVlkGGPR0i9dkA9gA+MKHIvhK7GYsab4hAwNaDy0xktm7SMXJDiMQMiAYjmo9hs59hemFCQ5QILhXPDDPZam5Q/wLZVoPU86EqGgAAAABJRU5ErkJggg==) 13 18, auto;}
53.666666666667%,53.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
54%,54.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
54.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
54.666666666667%,54.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
55%,55.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
55.333333333333%,55.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
55.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
56%,56.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
56.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD20lEQVRYhe2UbUyVZRjHf8/znOdwXjlHOAiEaX1oyKIk3ExCh2NhWauWi5m1say56UatzVVzrtz0iynZZmhLUjPnjBdXCU2MWaNVpmaODIOlAcarHeUIcg6ct6sveOJsYMY55xu/7fly7bnu3/++7ue5YYYZZoiRQtsTstW4S1apL8ifmshnepMs1PJljjFTMoqSZMWXmtxdrkrCApgqN4v9gQVyT/pC2WOulTJljTRq52SzYbtk2FLEkqWLo0BPXABA1IpXRW+qEkfOAgGingyTU7Ke1RIaAEBsFetFO/6BJJetigqw3Fgi84qNUwYwxMO+qTaVm4HPqbs4Ss+n1QDKrWCBYIjhswbAP2mvGqu86qkmSdm5BddAJj0bDkTk8+4tEIA16mvMCrqm7I9pAhW/VUq/tDJwJZfKJ89H5Nav3hdfi5e6LTtIDczCFDTHP0Dr4UMy/Hs+IW5SWPpwRP767hw53lhHtyWHrbZmSjyL0UJTa6Z1BD/vOSPXlyaRt+xslHxHxWnJt9xHdraDkXc/Zr4xj3W8Q66SN+Va/3sC3zWXy1XdRzEqprSXIvK+Mwdlt0dhTksmx974CECp7t0uDtVLi3IuPgGKGw5JcrAdX7IX09znIvLO/hoJXhnBfF1YPS4fb1H2hitvewfc8REcSGkQX1c/v4R6eeyhFbjdbgAGO+rFesHONw4rm57/9zgmoExSi6DdifzRp11i+isLv01l24YK3G43LpdLqenaJ31hOJU8wtrs1ZPJY+ftLwxyuM0k77l2CiBut1sATta8Jd9ubJS6jSdu3XrT4raJtZIHJdfWytxsoX5bGI/Hg9PpVPL2Vkq69TLZWYPsWvbJf64zrQDK2sdFtViwtLUxfOJi5N395lrptF/j/KIh6hvejEkOQBkvynJTUdQY1UfuF73ra9GlPape3aHLyiXzZb35lZjGPhEVQAtaKUoqAJDUpHRRAmHCnusElGwY3+GSl40y0CeMLrrEh759kXqsKOWsEz9+jBjpZYDvzT8y5NQY7euNSLQL1aKXlmMODjJ4KRg3OYCqY8GEFS8+ug1dWP16lFyXdpFrNwg4nHGXA6iCioLGfg5iV+x0hLojEq10qcjRoyhHjhE6/Ufc5TB+FQshAE4GmiOSVNNsGTnVReDXKkLtHQmRAxjCjKGhRxUL9cXSH+ghcHWIUb8nYXIA1csNAngn1uSHwE8k4yQtlIzLOBvi9MtNhvIMKyUNG0ZMAHjx0a8OEjZ48ckY3rCfy0l/4/F2QiK+gTHVz0B4CAchTGioqNjDFvx+IxpBgno/d40m4Ym3eZx/AGs1nNLg/gy3AAAAAElFTkSuQmCC) 13 18, auto;}
56.666666666667%,56.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
57%,57.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
57.333333333333%,57.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
57.666666666667%,57.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
58%,58.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
58.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
58.666666666667%,58.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
59%,59.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
59.333333333333%,59.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
59.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2VX0yVZRzHP8/zvu85h8PhDDyQEjYFkj/jnDkcRc6wrQtqjpIuaGxd2JZbWi5q1iYXaWE6q7XlVhc5a2VdMDK3GDPLNreWpaUbBdmR5WmgsFqHCEHgHM77/roAzjoFKnC4yu/23vyePb/P8/u+v9/zwC3d0v9darEJVmetFWWP80xsPb/LMH4yaFbr2aO+4hAnGPclGA0I9qXYrCy92ANcTmyiz/ciL5l/8pE/TFzbdPMXUWeczbKBwJgPK8NcLOa6EldZt2jPLrEKzwqQ8m03aiVnmVfm2rxoBwAVDwcpe/A3lGVjeJ5LWbwsV3FfTQfmOqrZd4eUf54lRY2hmcpnJD1mizxmbFg6Bz5+pE1a2p+i4a1KIq1dMN3Ybl+zADgIShlz7p975Sa099sPZeTu5ZwinzcPv5KEr6x+XoavTBDKcvgjNkyprOAL+fHl2XIseAzPHDouthXC5TO5qyE/mevptnvlTL+HH97toPraTo71rSIbL257x6ysBc3HTwfCcvHh27EMxUN5WUn4a89+LYHz73DKOE2i28Ngbh071UXc9tx/et49cLKzRc5WOOgr8RT46ZOfSb+MYAxNcmF/BECFox3sZiPNRs2c+eblQN3W98U3OoisdFNfmZuEHwnHBftT8jOW8/jB1mQcUCWJ3XNOAMzDgX2rXpDBXw06x/p5orKYgYEBAI6cG5WK/l4ieg27Dmz8J3xGapbY/LTt0So552uR4Lp2ASQajQrA8cjPcvS7T+Tt85f+Pf83rRuOYXaTIWOJGK6wi9bePUQiEQoKCtSXHfvFPOrCfyGPhi1rIQ0P23+UFwxJadiU4PfulMrLqz6QbcfapO7wpgVXfkO5ijslM1AonkadAnnDvUVeLd8rFUUt6YE36vvkAbUuJZl2fyOm3iouozQlHrw/V7aHiqXdbEpf5fW6RqookRXaL4DkmEHJ1fXiMVtTIN7NSsp+MSV4MCuttusxHQcgQyxyLD+mEcMla5hINMJ0Y1muPLH7PDgjiu6mkWQ8LQfAAcMwyRQvPseFxmFAXk9CbjOeFMd6D91zJz2Vk2mFA1Crq6VW3yOAhFRRir2r9Q5ZpobFyB1fsm7XJgr0VO4umbrDAQKuEjFUgGxR2NGMZDztB8jGg8uxUoIF3hKxlM0QJ4jgXzI4gNaOQqe+CNI/1oOy3DhqmCyzDJbqsmH6NbTEoFZXI4ZCZXiIZXuYiE/QG48SJ46hQtjSJSyBEyaA17FwKz+O5WHIF8POFJRlUIhJ9FoMERiaTDd6Sn8DdAN4i9kSt3wAAAAASUVORK5CYII=) 13 18, auto;}
60%,60.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
60.333333333333%,60.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
60.666666666667%,60.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
61%,61.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
61.333333333333%,61.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2WbWxTVRzGn3vOvbfYtWVdWTdYFSzr3NiSyZTMICMqDoKED92CqBCDBkUNidEFJQRlQmJ8JX4YLzOiWEMIZpnKYGbOOI0GNz84ArqpjOuIKZsv69jGZvfS+/ilNGuygoz2257kfPnn5vye57nn3FxgRjOa0Q1qs1jH03obT+tt3CQqWK1WcZHNypvnSpbdIdl5SvLf85IpM+B2FfBB+wZWiPvZJBs4og5xmXo751rSubJUMBKS/KNDS50BANS27aL9vkpucT1HAHGrslyyckUKG7hiQg0P0+J/jL6csjgDWRkadzwlEhoQyaAfPzEH+c+shVpRhnPBbwFAiS7MpgW5vmRQEiiwfC8/rdrErwNFV1IDAPbbDhIAC7R59HpS1MDuU4fYXW3H2dwncM+jPwHR1DdVv8K9njoc1d7Hem6EQ+oJ91CnC+86sp+9vy6Dc1YfCp9eGoOfbCjgw84ymJ0DmN+VB4NdyHAk3mdaBs4eOM6uhXdiYY8Gn/+2GDzw/FdU/9qFRRfq0XqsBvX6KPQJgYu9iYu+7lfwWeMOBl0lyDd0+PyZMXjf50fZm0WM9WWgdWsNAChvje3DrdKH0iVJuoUP1AbYHKjiyZZzcQfuh/owOxs/4btv/Bg3j2qqWUz/u4GGrI9o6xfo1i5hzb0+GIYBADgTGKM7fAEtHguefKEEiDYyScoUs+tTW5OF791SzVdXHyMAGoZBAKjr+I4NP3/DfS1fXDXl1SSv9UDx3U7aIiM4cymIN1tqYRgGvF6v8uUHWzn/eyvM1stYt8UP3GjKqST2vEbn+tX8+LAel3zV60e45MNDfPzwtmknv6b0E43UOEHrzu1xkIPul/m2fTdfvKsmOfCVooQPiRVxm9lmZ1PduJlaTW3cvLlO47Mb0rh9qT95ydfK5XxErOFLSiUBsEj10KGnU2bkxEGchdksLrYw+IuW1NrVIV5GGuw4r/SjVBRiyByB1VQwGAoC0YMld+7hYM9FdDuAnPwDsXlSDIQwCCFMSEVBWkRFOt3o4O8xiJpbRPaHoNS+gwHVklQ4AIgJEcZQZBTN4+3IhgdNbItBHNJJEQoB4yYmUgAHAOSr2SyUCyb/xQAAioSXHtVFl5aVuquG6KdYmPFf5HJtMd2wozxSgr7xP4FUJJ9sICJHJ8/YPN4ON+ZBFToWK3lAChtQ8vQ5FKYKAQkZsQBQkKk4kC5ckJT4mz0YUMJoj/wGpKAJlYoJU0QAEzBlGFrEin8wjGGOIo2zIASQaVqTzY3pPyk9kpfT9bwgAAAAAElFTkSuQmCC) 13 18, auto;}
61.666666666667%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2WW0xcVRSGv7NnznCZYQpMQe5QUoxtKpFQpGJpq30RC8SSGFpNNWlItNG0JeKDVlpjYvtSE1tjYrReGgOUEC8lMbHSCg/iZQwKFZNa26loRW2AQh2YYZg5ywdg6BiwAoc3/mS/rGSv71/rrL3PhmUta1mL1GZLnrToz0ubflheUFXSpzdKhZ4vLrsumTnIa+8puTRqkbn2WxdrwJ0ay4tGB6GhP9gv5bjERQJxZPmTueEbJjHFR8cZbbGY/5Toz7wl+o5DUnrnLgEiVlqGkqJibc4OmGYiqvU3sW2vE1dhdYSB1BhdikvUnAaUGfRmt5P1H2whoSCdwa5mAG1qcUcwG0esKZjZdXJzvTRWlcvZlpLpqgHYk/SkALJR5UiyM3rODixqOo66GyQUgmF3Fkf2lYbzxT5xUKK7PRz6zsEmCthlr6V3eGxW1oJPwY8nj4mvtxQt5iqF+0rC8Pc/Xy213bfj+1snpmeYi6FfCBpz51nQx3Efb5G/civITIymcOcMvPFAu6QOrGZrVDujjfV8EtWDgYElEDLPwKdnnpOxnCLyr67gtoeSw/DBzia57Agy/nsCzU+9DaCdHjlLLpk4Ux3mGLj/6ClxjobwxnlZudMVhv902icjAQvp9iS21TaF44BWPPE0X10ZXLyBb1YcF80ndHv/pPy+dQwMDADQ3zAuNu/PnEtOZvfeu26GT0ubJTY/vXHKIS2uOql/vEEA8Xg8AvDRD19LW0+nvPple8QRnI9u6ezBR6Mkf63BQMsqTnRfxOPxkJubq33xYZ3EfKtzbSyPsmO7/1euecuyqVrSizKltccSUfn6I62y4ZU3peadmgVXfkvZWq+JtTMoCWXbIiDn7C/LwfjHZM/Dr5sDr7CskUrr2ohk+qp7xHqiVywHmiLi77bpUl2eIC+llZlX+SNqg+xQxfKsNnmXJ+lxEu1MEUtWQQQkr8guFVVK3JOPC9ParsBAoXFBjVBgycAeGiUq4Cf06/cwNViqcq9c8a6ha6iAu+2hcNwkA2AgjGt+7JoVp0phxD88A99aI0Q5UYdb6e/oMhU+ZUCh0PgseJmVhpPzwf4wxGbPEHXBjbr3AQLb00yHAygDASZ/Vx8b58OQDKtVHBNelG+M4P6NSwIHUAH8/PtG3qKyJdFIIiVoIzB0acngAMqPD78K3ByTDqOPbC2RTC2JLGs8LNVlA1iDBPAbXiqt64g17KjpYgWuayPEG7FotlH6AhPCUsyAWBQTliB+w8sNrmMw83jQJIRT2UgMpZjNDesfatOLJnieLeEAAAAASUVORK5CYII=) 13 18, auto;}
62%,62.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
62.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
62.666666666667%,62.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
63%,63.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
63.333333333333%,63.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
63.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
64%,64.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
64.333333333333%,64.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
64.666666666667%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2WfUxVdRjHP+fl3nsu3gsXeRGTpdMRuF7QaZJFA3XZytnUspZttrm5lqNm/WHR26w2V5OytZCVq2mtIdkLLqIZo7TAgb1hhOnmMl5ExIveEC54zrnn6R+8cTcw417/47Odf56dcz7f5/n9zm8HJplkkji511cob7sflXXqQhGtSupcpbJAy5Zsd4p4igKi7U8RtSRLxnteizdA54YtWw9212IaKhm2m8/NQ7yqrCMTPy0XTjBc56CGNZyu8MvxusZD1E1l4tpWJynX5QsQc2X5DdFWB8adQMJC+J4uE23b15JctD4mwHJ3rriXescNoCbCvmBfGrMWlpHlHKP/0IcAysiFbTv4flUSoRmbupV7pXzxU/LQjvmXuwZg7szFAki1/oTM8Y4/AT0eednvtdIkcLZ+BVWbd8BI11O2fyV9TUdpOLuCVEvHsH3AUGIDtNV/JPwxnQFCFGxeEpXfWT5Xeo9X0qXP4BXfL9wWSkKLjL/SE9oDP+3cL205Bp6VRylY+6+8cnuzLPHnMCfXz2DV68xz5/ASD3Ozkj0Rzdjs+r5EahsOy7nhT2PWvPPMHnlh5xH5uPKx0XUpUYvlRi0jMXtg6Vs1Miu5CVtMMowHYKTzH3o+kUvWIN5+4ZFN70brgPKOc/CKZ8BVL0HN1BdlqLOdb3q7uWd+McFgEIDOC19K3jk/jeEbeP7ZgtHyyyhj1KJc1VGcd1+6pHZOQQ2kUfFcGcFgkPT0dOX99mrpCbv4WU1mY27hWPL4ualal2XHDXkz/UEBJBgMCsAX9c/Id6UVcqB0b8xe+L9cMbFWeJd4Mr7Flyv0vuYQCoUIBALKvCffk2kFGtNndLK7eOt/vmdCAZT7N4rqTiLp/DEuHqiL3rvPWyJ9fi+tizIor9kSlxyA9eTLcmN2zBjV/NvFtbtdXNUSU192yiVrVuXJ495FcY19NCqAbhsUeWYCyDRPuiiWhXMphLVKgZEOUze45eIZoWH2SSqGjkTr8aKUcKuYRHCj0c0gjd4e/vYYDIe6oxJtV6u43liNbXdgnzQTJgdQ3Xgx8BDGoksPkWTaMXJXtYj092EZaQmXA6gqOio6H9CCXzE4FemPSrS714q0foZyuJJIS3PC5TByFDvYANRbf0YlmUaa9P/YjNX2G5GuE9dEDqCbDKHjiine4bpeeqzTmAMWw+c7rpkcQA0Txoz9WZBGq4NkMkiLKGS6UyFBn9xYKGu4Raai4B6ZQhiboOpg6mGGJMKw43Dao9Ad/guuwSRUU4UgDv3YmFioQJKj4DOTSLX86KpDYHgg0d4o/wAgApnfKPqL6QAAAABJRU5ErkJggg==) 13 18, auto;}
65%,65.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
65.333333333333%,65.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
65.666666666667%,65.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
66%,66.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
66.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
66.666666666667%,66.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
67%,67.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
67.333333333333%,67.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
67.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
68%,68.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
68.333333333333%,68.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhe2WX2iTVxjGn/OdfE3aNG2Skja2DXQ2ipZZ3aoJg3YTKw5By2y1oqhlk7mZ/UNhY9KWWZiwrXOwrbqBFNmfFmqliOKCTO0GZbTryjo36EVnHI5mHR3atTP/mnzPLqyZ2dILTXI1HzgX33Px/p5z3vccPuCBHuj/LpFqAZduPWflBJzW67ilhVFm0tC5W+LrMeLAl8TvmsA0sxGYnk3KkqkGWCN3HK7V3sVkAJgMzCGKm4iEI/COadjnEiiIEWMhFX/dirSlylpIrDce40a5n2/pQgSQsC5slXSYBTMFj4d46IWnudPYyQZ5JCHAXqeg2yYzG6CqtZp5Z/fS+lrjHXA82K8vqRzetXAAJVX46V1v8+ifUTRfHsWNd04B84PtkRcIAD/5NfT/vPABpHQLWr66SOO0ROyiREvH4/F6y5ft4fJxB37L7kepdQh7VgOb+2JJWbr7hY92fkzLNTv0JgPsHc44vO7UU/w2YMKK5zywwIa6VcPYVKkBfcnr3FcLrraf5UTFdvxYUgr71n/gPc9eYp0vAjl1E23hEvij3+HDQYHnexaudc8BTo6+x0HzChgno9i0wRyHD52/xF8MM1DniIlXuwFAeEOfw+MGjjemKcD+HZ/RFoggbFaxdostDu/tCnNqURj2rBw0tXrjPgBRfy4C2RZLPcDhRxsoJwMYDMzgmW2l8Pl8AIAznwZYVXAdfwSL0XT0ybvhdySSePem17cXsn9bPtud3xAA/X4/AeDcD+PsHfqCJ3rG/33/0yfFU8MltQ521BoIgD6fjwBw2tvM4eZDHGntzhxcrV1JOfsG87saE+D7Vp5kU1cva04czBx8t3yfOcvKqTue+Ly+6cplS/WLfKX4g/TA3QWC5bkyodgn4nuuUdYyL9uS4FdWl/HQOhMHdurStnOxygpORQX0kUXwhfxokPWwxHKhF0U4xnZgfoIVzxOUW5ww941i6qORuJ+yHraCRSZBm15lub6ELulmLwYSdqgvLKLy8jpKHkl/zyssoD1PodUALjYUc7V0J0AeU11cr25mTpkjMwNXYQGXWm7/PCw22BMgB3GAXlxhtzKQsWnXKQLImv/whSaB+d5WSjerYrUoRBk2anlxP91SjOK/dcv1xQwxiCE5gipkDg4ASp5QYBCGuz1eDfsBEcN57QweETVAph4bAGKDLYtB6DGjRaAEFaiGJVBCxI2gDmFEb6cUAte0K0AGTkJHQWRzDqqaD8XogCrNiIYDEFJgmkHMaUCSLqVNfwP7Vo8T0aW+IAAAAABJRU5ErkJggg==) 13 18, auto;}
68.666666666667%,68.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
69%,69.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
69.333333333333%,69.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
69.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
70%,70.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
70.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
70.666666666667%,70.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
71%,71.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
71.333333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
71.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
72%,72.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
72.333333333333%,72.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
72.666666666667%,72.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
73%,73.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
73.333333333333%,73.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
73.666666666667%,73.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
74%,74.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
74.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
74.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
75%,75.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
75.333333333333%,75.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
75.666666666667%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADr0lEQVRYhe2WX2ibVRjGn3O+70vM12RNk6XtYm2LdQObadqqGW7Vjc0611GHIGxOSkGYoMwho3rRzX+gF4YpGyqzOBEpqwVnZTed6Ca6iro5a3UX3VqtrMzQf27Wpm3SJOfxwjQu0FzUJHd94Ny8cN7f877nPYcDLGtZy8pS75bpbLRKTgc0nl0j2WIKPuzUWeqxUy8ronGHl9YDW5g3A2stDzLguosvekzusAr+7Nf4a53Oapuk22mlvraEll8eyJ8BAHxID/NOfRc3uXcSQNoy6+w0jgTyagAAWGsG2aAP0m+vTzNws9tKWenMaEDPBb04uA5hRx/CL5/D0Ng3ACAWjPniCUwaEUQz7JXZwj9+ZCM7YsXwTI1gaOyTFLyxeD0B4AmXQmHBTRn3Z9WB4Ik+/jAwi9KRGXzbvjUF32B+xhn1NpoLDHw9qeCYnsN4NqDFdLH/Iw52XublkxcXzhsA4Du+nf7qw9xmO8Njt9jJ+zU+5rVmnAHt/8C/bz/MAbET4Qon1m8uA5KVf/faOY46zmN+7m988eOzcGjVuDQ1jtNzwEREvbJYriXPwHNn2qgsTSgqjKHp7oIU/PO+bsYjOqo0N77sOAYA4vj1fjxZBrgsmTFLMrB3YwfdNokReQ3b690p+PudUf5li6LAEcHBx9tTcQDCcyGB3vFMd2AJBt5Y4yEjEqFxC3a13INQKAQA6Oq6xpqKS7h6vhZ1z2+4Eb4gsUhsaSo8uppd65wMNrxHABweHiYAdH51lZ/2DfDQm4Npg5hTGQ2VtL7lY9szdQTAUChEAHjpbCtPHT3Anhda8wev17vpaAnQuLIlDd7ie4c7Gnu4/4MT+YNv0+fpl20sXFmRBtl/u5OnfSv4VGBvbuB7TMGn7TItWblWS5/czRp5MC1u2VfFktdvZet9pTmrXBoUmEgIbDZ0AKBLA6PaGKyiBP3qVSA5wdbVq6geLcGf95biUO9oKp6tRLMpOEuJ6RgxpQnEJfAHXRiNTKQgNXIf45qBYX83Zi/8njM4kHwHnEJhlU7US4UypdLgAT3IleIIitSmnMMBQFoA2CjwYYSYJHAyyhSk3HIbvaoYLpFAb6Ip53AAQLMpuMeu3fiLAQBUGmC56WWVUZu/q4bkf2BeqbRgoyE5LxSuJICh2E9APipPSgJAOh7siSloSsBQIXj1FUAeOyB2mzKVXEtyEhCYjEvMqASuSyKqBH6L/zcbuZQMJySi/DdvDAIJiFRHTKGjlDq8eTsA4B/Bd5BZnh21fAAAAABJRU5ErkJggg==) 13 18, auto;}
76%,76.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
76.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
76.666666666667%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoklEQVRYhe2Wb2xTVRjGn3POvWu7lq4D55Ba+TOcm5mgDrOhwygzIIkQN2LMhDCDA2VEjSYY/gZmJEZQA7IRko5MQMICExgwZ0OQfZgmhCwu+4CJYyVAnCTDhNSt/9b28cNKsys2Edp+25PcL29y39/zvO89NweY0IQmlKJe0eax2PQIl5ZbuXCextVVkvTr7GrX+Eyx4tRpGrMdDiZ7X6VqoEa9sePL2D5cGxzB1T/vIKQFEQ6H0dkRw9o1Ag+Zib4BhcBwuCFVVjJxn7WJ61QNg9oIARgez3FFl0sknUDaTMysXs+DVjd3qs0GA+9UC5bNUZk1ULqtlvYzpzn53U/ughPGbl7Refl8Bg20fbSSXSfLufmLUgPco84SADtbFXdtlEkNiFTgW7/rotVHFF5RWN74YqJfZdEqlvfbcdHigXO+F6veBpauiKbEuke9Px7g9UMtvPV9myH5suNbOLXpW/5husE9tu1sb9FJf/IVaA8CH2jdzRvRNzE6ReC51xxAPPmFNcfY4zuCHp8DztBjWCkW41yjwA+eB6Ek0de9zfzZfY1XTw0Zkl+60MHW909x/6El4+s82ZzF6HDyCcj7ge+uOUKL/zb+UjpmV+UB8eR9R0McyrUjN0ugvrYzUQcgquvCULZo0p7/28COqmdpveXHTb8Dy1Y/Cq/XCwD47bCftim9uH19EhZ/9fp4+F2J/6jdn9ZvfJgXW3P4y+wOAuDg4CAB4OxP/TxxqZtt7v5/n//0Sa6tp6vyCTbuNBMAvV4vAWBP5xZePryJPU3bMgfXn6+k+vsOc442G+DuuS2sbTjBBQfcmYPvVZ8ye3oRtb37DZDPPrRx68sV/GZampKXlQgWOJWh2a+imS/JOcy15BrqMytmcNOGSew+p6Uv+dPFoNMpOMs2tuPlqoR1mMsN4lUDRNbVUz/vYd66t9I79pJCMD9fMM+usyDbxDI1nd1oMEBMOfmU731AxUjady5jBCAEonIUlAKAQgW2A/GzO193cZHfBXP7GUSFlqinTU8+DhYWjF0eZtnNhoQf4wX2YRe75ecZ+9o1KYCs+M3Q6wsC8YRlqogLo6WYASfssRWJerolrVn39i2wmhhgCD1qCHZkDg4A0m6SMEvz+BoHRkKIighOx3qxQDwFZOpnA0AsKs1iIGiCbzQMGZDQAxbIUBChYSci8eBCAH2x34EMTEKjICymUegyB1KZoWuTEQn2Q6oIApRATBtzkCH9Axr7nn2yhVEDAAAAAElFTkSuQmCC) 13 18, auto;}
77%,77.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
77.333333333333%,77.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
77.666666666667%,77.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
78%,78.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
78.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
78.666666666667%,78.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
79%,79.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
79.333333333333%,79.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
79.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
80%,80.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
80.333333333333%,80.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
80.666666666667%,80.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
81%,81.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
81.333333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
81.666666666667%,81.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
82%,82.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
82.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADr0lEQVRYhe2VfWhbZRTGn/vejyR3ydKu01btqP2wVNc6XWXrJqWZinaIs9aBMFCEilUc2yoL6mhEqqBsgq06pRVEAutEJ2PMDjvauWFtt9HSyrTObtV9SElm1qVNln6Y5PEP19irzXBN8l8fuP88L/f8zjnv4bzAgha0oATVLO/lcrWE+fZMbths5ZrnBB90Svw8rLC2VeHiXJlyehrj/S8STeApVKMsXAl38DC8LcXwtC2CBQp8lwQuDgFLbiMWpQUSxVxX3Gh7if3KWdYo2wnA8LX4FVZsVlLXAQDSvsBuVGfXI8uWi1a5zXBoVoDoZBIo11Nx7Tba3uxhhsM1U/mMuKpG4vodIm4HElb7x06629bzmYa1BvgW5XUCYMMJlV9QjZuAkgi87oPveXRUQ+FPj8L9oQMAJADYUO5iTc+zOHNLJ4a7ejHcH4kbY94JdBz/lDcrf0AKEyVlT8Tgj7teZG+fFc3mz7BibB26vxnE6pfH48aZ1xCe6mvmSMSBgeJ1Bnin8ysuvXUEtNnwUbAB5qgVy+4G8krl+WDm1q6+/Wzf9yu/Dl003PmhHzv45faTdLY8NNvn2go7H9gSfwhv6Are29hBaOcwMa2hSs8GrlXees7HyWgvRNiPXc93xHwAUvexMeJY/Jj/+wpeqy/itPcyvFcLULUpG6FQCABw4IKXWejFmePL8GTjw7PhM5Lm8G4sgfI6O0eujEH4PHinzIFAIABd16XmzlMMXr0E35FivLJp+VzwxKXs6OJ9LzjoDioEQL/fTwB462Adu4/Wc+DQzn8vnyTCq3ZSdZ2gfcUaA7w+731WPu1mxdvfpg6eIwppsuZTvn+rccPttrNxVS0bM5qSA7cVCmZn6oZgNZKT25Q3WKpVGvycxyro6jGx+lVz8irXc1ValwjmW24iANaKd+mT/6RXnjBA1KbzNG09wIx770pq20UUQFQloloIRVIJdMmC0wwgM2IBrk21lr6S8HkQOd2Py/2DMT8pSisSzMnTWJBuZYF2O++Ryw0V7hWHudR0BxVrdkoGTlgAqBMazl4JYlqMYyDyHTCz24WPQQjYp1SEg7/H/GRKSVd0hCN/76MLk6MxSJ3cxF84hC4cwTCS3PbZCZgnrZgQUwazULqTPZGDGJRPoj2yJ2VwABCIAqrJNNvjEH/GKDz4LfIDVkuPAKlaNgCklflZBP95EkIeHQyZY0QZGoqkUuznJ0AKOvGfx8i8eByKZQoUUcjQoCo6zkvDyebG9Bei5Y93/LHXNQAAAABJRU5ErkJggg==) 13 18, auto;}
82.666666666667%,82.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
83%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
83.333333333333%,83.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
83.666666666667%,83.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
84%,84.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
84.333333333333%,84.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
84.666666666667%,84.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
85%,85.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
85.333333333333%,85.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
85.666666666667%,85.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
86%,86.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
86.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
86.666666666667%,86.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
87%,87.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
87.333333333333%,87.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
87.666666666667%,87.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
88%,88.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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88.666666666667%,88.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
89%,89.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
89.333333333333%,89.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
89.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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90.333333333333%,90.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
90.666666666667%,90.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYhe2VXWxTZRjH/+c97zmn61qOdEwG67J15WvKXLYSokbEC3QjYHCEQDSakGjQhAmb2QJRZgzeoRcM3QWYED8CfpsQBqLyEXBYNzWDgA4nJW5Ow8aKxc7SzbZ/L9iaHUOJrO3d/sm5+b85z+95nvO8zwGmNKUppan31WdZrhXRO9NkSZ2Duc8IOpoU+mKShfslVY9O1TGdqd4X6SawGvNRE/Phs6HnUbAnH/nHcuGARHRQ4O8eQBTGgPxIuphbihuda3lRvspGWUsAlufukOS0Opm9DgBQWsMfYb37R3icJTik1lsOdQko0QxQbqWF1fV0LvSzIK95vPJx0fa0wjteFCk7kLa++LyJmw8t5wPb77fAX5ZrCIBzOzQuopYyAZkOfEvDaf5ySkdteBla3qwGAAUA6pY0c73fwHfFp9HdfhW/d8VTxph0Ah98u5cl9ivQFaKqvDYJX/VSM9vedsBlOw/flUoEjvihvPBXyjiTGsLj53ZztPch9Gg1FvixrU2E+1eMCie2D78HRyIHxj1Ark+dDObmeu37H3jmk0tsG4xYvvnh853sbDzJlXuWTfTpXWrS3JR6CG+rA0fXHKE0/kR8VMfKO+3AWOX7TwwxatcQiv2Gtg1Hkz4AJXDyGq7tSqSM+b8TWL1tAYMDlzBwwQHfE25EIje22wH/AF2en9H3sY5Hdj45ET4u5Sbe7clsMHnvxllsKdtAAAyHwwSA3e+c4772bnbu7f/v/c+cZHE7Fz33OCuHJQEwFAoRABoONvPDb7ax48yOLMKn76Dm6aBZeJ8Fvqu0kU/VvMulK05kDz5PuGkaXqq2zRZIRavJnasWsyVvXWbgYp6Ns9x2S7Am5TG+IteyRn/Q4hc//ChL/QaLttoyV7nmcVJzCXpdOQTA10U9/1FbeV19wwLRynppFB9g3l2VGW27BARiGpAQAuVKEXIUiTBnwJVYB4xdH1OvYiR6GfGrXQj2diX9jEgs0Okq1TnH7eAc3cUlaoWlwi/FFnqNuTSkOysDJzTE4BI6LvYPY9Qewdfxs8BYhUPiUwpMgzEygpFYf9LPaAIzpB0ifmMh9oWiSUiLuok9COI4AvgJfVmBA4CcKR24LkYsZpkymwfjp9CpdmNf/KuswQFAIAFohjHRYzf/wGUEcTZ+AdXKYiBbywaAUlVRQHDsn0QgEohBRnSMF61Dh0+Zj7d4GMjGDFjTAWyzAeYEkRCEDh126URAGcw0N6l/AdMgfMCi652TAAAAAElFTkSuQmCC) 13 18, auto;}
91%,91.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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91.666666666667%,91.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
92%,92.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
92.333333333333%,92.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
92.666666666667%,92.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
93%,93.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
93.333333333333%,93.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
93.666666666667%,93.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
94%,94.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
94.333333333333%,94.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
94.666666666667%,94.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
95%,95.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
95.333333333333%,95.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
95.666666666667%,95.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
96%,96.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
96.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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97%,97.233333333333% {cursor:url(data:image/png;base64,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) 13 18, auto;}
97.333333333333%,97.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2WbWiVZRzGf8/L2c7Z9OTecupcNm3qRFeKblhMkrQ0wkZuoplN1EqyBEGFCCIJJDHGFOlLvjE0NNlE19YbBWKlaciKaaN25tg0BvN9bDsvz3P1QT15qiPpOfvmBc+X637u/+/6/+/nhgce6IEeKEFt+9SjM5csla8y9NlxW6XzLKVl+mUNnyRr+xkZ+4IyXtyrePvtRAM0VudwurGX/PwgJaUOYx4VoWAvbW1XuNHVitl4GLe9K1HMXaWnvAv1WmGllr0yTEDMYxbMkFXbHHcCZhICGMcHDuFvL6evfikrFg+PWfSMGoUx8ZEkYO6iMe/u15TZG1Tja77d+W3Jn58ts3Dm4E3g4/3PaL63jhuVT7K2vxjAAKhalS6AzIxrmEPT4u5PKMCH7/0q99RmFjvltL+xIAr/IOUL5fmy6JJFaRkYRcVxaxj3C9/RekTTwi5XDId5k16K1pr01nZN3hsknNOEb+4xzrY6tPw+kmBn132z/qWDLTv1+Yk27e7vjDnzH+s3asbuI1o7ul6Ajv3m1Ud7LaU9PjV538Ca/d9oXPcIrj4hlvtGw63Od3Wd1JBACQ8PDVLTWQ5glE0Y4OA+wbXrcevdU4CmRQ1KzRAh28vLqeOi8PruDnHdYiCnjYaFFVEfME5+5dLX/kfiAbbuGakLvp+JtA2htGw2gUAAgKM3muXznMf+Pp3py9bfCb8t4z+8e1PK6k16/vWJqt5aLECBQEAAtXWdOlDXrQM7Tv3z/idPBUVLZJ/r0/T1lQJ08eJFAaxoaNK2n7Zo14lNgwd/1arWqLQZsksWxnS+q2qj3inZqTervk0YHvdsCqwSVRjrySKPDZHS6LtLNk9WcUYHhZk5lFe23bXG/9Jjs9JVWJYW00luvleTrTk6ajkxvt3SK9/a9zV+0dNJG7tJMIzX67JgjQmgdXtMKVX0WOd4wbHgVoezfKtlrlxK6MJlWg98F/UTDhDpc8nODgEuy7fAyQaTcDjMn6GuKORrj5Qa8pJxuh3nUE3S4ACmE3Hp7TEZGICOX2yu9dhcPu9GIfPtdTrs1OLKoTvcnFQ4AHkTbI2dYgrQ1OdSYs52WJZHIzwjNNIsHLyrljvBVF6ReedvFADT5toaPtZSRiaDBwdMycBxY81nV6J+x0O6H65cBpI99jsDOC5IMfX15Sfg8zhk5plUvH3TG6wAtisDxzXIHQ+GIUxDpHoMiLhk5kboDUHRzBTO/hASgzAJO6Kbzbmuicd0cYBQyOTqJeFi439I+PzJxv6tvwBDY56vVLsQ/gAAAABJRU5ErkJggg==) 13 18, auto;}
97.666666666667%,97.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
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}
div.testarea{
animation:rwdcur71169 10s linear infinite forwards;
}
