@keyframes rwdcur72641 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6%,6.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyklEQVRYhe2XW2xURRjHfzNzztl2u6UXLNubVAIFacAiAWMUJdzUaKKJiRoTsdLoiz4YTIiCxgceJBpfJYYoihgQgkBBCMjFoCAoIpdWkEsCbRZobUu7bWl3z54z4wMtdtnSC1Re9HuaM2fO/P7z/2a+yYH/eoiexnz5sdFIpFCs9t8U/X00nCF7Gj1wjaTC+tTMd1aYOyqgBy6FQkuJQLLA+dK8bK/+V4UkWT3fWm6MUEihUFj4RlFKIeNMAZkEmeKXUGzEsKbH6v1ghEIIgcKiXhxlkfc2400BGk2nSKDRRIQxwLAJSZmkIvC5MdrhCT2VGfpeamUdVfZpGomRS5AnE+VM1KO4IK8wwx952yLkjR1aWwSEzRQzBqkEa4s3ctBbz2nvO5pFgvXOCTpEnNE6m4XBQ2ZB8Mfb2iMpAlYnKoSSFhdkEyeIcPejhdwzrhhhDGcTVdR4G6kXXUgkGdpBSklF6GezIOPwLQmx+ur0NGy2DxM3ivK0IJOmT6a0eA1/+a9Ru/8KedohSidR6eEhkcZGCsWrmUeNLyVfRMsHnZqbDqxI22wcKYkbxf0v+hSV5nDyQAXP7tlDTryEVXIz29U+fKGYZL2EEAJfSoS2sANxLCfGJ5ceGlBISgp6ogcujY2ybZqPxXh+926yY6M5nltFw/RvmT6rFGF8Trlr+COxNgmu7DiLSneaJWVb+k1NvwpfSfveSCUQRrEwNJXs5izW5VbSNmU/l5sy0Hmz2XcxnTlFYap/qsXHAqN4IDyPgONi23Fsx8UJxBF+nCW/VabwbuoAgFQC3yhKTA5ZTSO4XNRI+JlNFNwVpXBkB0G3k5iEz6IuBx4uZeLUQgCONO3g95ZtSXBBjGXTlqe40a+AlVfnCYnFKB1CGEFDUTPBst0U5bczcXwjOc4PtGWFSC/LIzw5kz1zwzS8V07JhAJ8LTnUsOs63PFcusJR3n9qWZKIPk9B77CFoF51sdeJoAuiXDnZxsz7PNJyJNMWhzhfvZZWdx6OHEuXHyJhHOrLCsGMJmfp8etwz++go6Ut1eWBBKy4+ohoEF38qpo5sjMdgeRc7CBZj5eSndPCrFkXKcjfSqv8ioTaQZo8zAjrNLl2LeV2+Drc1W3Eu9pxMgJJ8w/oAMAMbzQz3Xx+cZqoo4XImVYym+NEQh4Bx2PshGaM1DQ0JmiVddg6nzlLZyfBazrOYlmK9PT0oTkAMNPN7x4sqVkXxmiL7Ru/xpOaAJLszATF+Z2E86KMFO19wn3fJeHHaOtsHroDxUaIyqxqI7RFMC2GVIJL59sZZwwOEqE8srJjuL5gzOtvpcKNB1KiPc2KY6uSjuKgHABYGZ0sgmkxjBOjdpdBSs2pD6sAcAAVdMl47t1keNu1lStzbZ0bItuGVgduDNNd4YJ2HMdxaW9q7X4haH/wo1S4cRHKwhceG+q29ln0hnyfLy7daYTlYgfilDwWwg4FiWyp6ROuhINvPDZE+obDIPdAkuJe5bV+b1vSOf8n590r9/uHwxBTAPDByadF7/La14ZTwsEYPSD8lgQAfcKrr57B+Bqg35ynzHUrAgDemPuOifx5AWESCBKAjxISCawfxMpvWwDAC2WV1y6WRBxhPMDlm3Ob7thf1f8xLPE3S8RTyRDjRucAAAAASUVORK5CYII=) 2 2, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,10.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9klEQVRYhe2XXWxURRTHfzNz793dtkBbWgvRaiVAAAOioA98qWGFEA1gDCBEEHnxhYQXjYao4RXCAyRIIoEHjCAlhPAhUcQ0hShIAYHIR/lQILRUgW7b3e327r17Z3wou7aF0haQFz1PcyeZ8zvnf86ZzIX/uonsYrVcbiQ2SiiWBZ+L+x16lCb/WbTDJTbrrVXmS3uNeawBZOFKKJRwEEKwKbTObLY3/quBdJJ6vbXKZOFKKCwdxsLCKImjHeZ67zzy0siOHx3hNZzoBBdKsCO80+zM2/VIFbkro02hdSab+eHwYeJukpnWLISxkVJijMK+s34zNe2hFbnLwWZ7o8lmHn43TE31URquNWDrCG84s3NwbdSdvpHMSE154EDuefDr8FcmK7s/x+dczVnqLzUgpEIIxSw1LweXUqKR2DhEk+Nz/oz4I1cqYYZ0G6C812YWLoxNOJLPmJfHcrK4nKGTh2BMwO6gkr16Rw5umfbp+bnfaZOw601HeDaYrnv3VQBgR3inydbcWhBQOHwAy1ZXEXclSycUcrbqIrawMVIyz1qElJIRXiFlaU3K0pwvijP+5ouiJzWsbqXp0HDKVsQutVAQ1gCs+SlOSzCMFdMsLlRdZpe3FUuFmOR9gBEBtcUJYpE4+4d9ZzwriTg/RPRZAYA94e9NtuGCha2UjSxl+dq9NLcqbsTDxNJFlIwr5MOBt4kdus18PwpAQ7nG2G14VpJ0KInnJHi1dhyDE4N7r0BWhWy3K+lwszbG4MIMEdsQ4JKM+RQ/LTmwOKBx6RmKV5Zy/dc/Ebc0hF0mlY/BcxKodIaitoF4lg9+HxQA2JdXbbLd7i6IUzaqhG++3Uo8aXH6WojB65+ktmItsiQJER9bwuLop9RfvYrvJHilbCTRy5MpaiumesQRjj37Gx/vW5nj3lcBoNOoKaG4dS5Gul81JRVtLHk/hhctQOc105yReKK9zJW/rEBLzeLRnzH9QpT+Xj6nio9zYMCPmKau/nuwGakpIjtqeVtKkUgWTtzA0Cn1DBjdCAmbaW4hYzN5VAQhBmmL/tqiyAsz//pE+nv5HCk9yL6yLSTdZkL5eZ3896gAkJtzIQTK2MQuNhN6rg0RMjh+gop0EcLxyA8ETShapWb+Cx9RkirlWv7vVJXsojbZiFIQiUT6pgDA660vCSEEgZSEtz2B0BbDTx5FS4mjPUozFoP8EE/hUC5sXpv8HgWpEAAXC85Qm2zE0y6e9mlONfZdAYBASixtYUJppJQ0XUkgJBgRcFi7jDVh/IxFZOoc0kELdWGfg6X7qaaGjPZBKnQmYMOpHzo1fq8UAIi2PC9MKE3guKj9BlTAM7uPoLTG1i75GYvU1LdIBy2kgzj19hUq1R7qZB1KWEgN2+tO3DV1vQ4AIHBcAjsNjguOR+pWC8YYpM5wcsb0HNzVcUbWT+KLhnUsii8mMBkqr9fcc+T7FED0xgSB45K2E7Qd+gud38awrd/C7IWd4OcTt9G0X9sav1s49OIi6mp7Rm03ntNKOpRoB5LAyzThBylcHc81nCVDBIHP9rpj92X0SQGAmefmiq7wbOa1yUYy2scWIbTO9AiHPkxBR+sK93SS861N6MBDKwG6+5p3tQd+Sn0SXWqu1l7AN21oXJSQSAxCGCqvH++134d6VC4Z9bYBSPsJND7GuGy7fOSx/VX9b4/E/gaevFI1U1xaSQAAAABJRU5ErkJggg==) 2 2, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
11%,11.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/ElEQVRYhe2XWWxVRRzGfzNzltte2kuhBcoi1oIkKBAMQiBAZAmiJqTGAIlRjJioL2j0xSWNDyQicUl8QBQjCRBQioQgRMNmS0SQJSAgsrVCWS0gbW/vfrbxod7S2haoVF70/zTnnJzzffP7fzOTA//1EtnBh3KBlpgooXjV/0Dc7KXuLHlj0CwuMVlqlOtl5kJ9Vw1kxZWQKGEhhGC5vUivND/6V420Qb3UKNdZcSUURmBjoNDKwApM5jgvdXtrZOuL1uL7OdpGXCjBhtAKvTF3VbcSaTej5fYinZ35ntBBmtIJZhkzUdpCSonSNqY2kVIyI1l2x0Tk32+0xj5l7gyKBxezydvCt+72NuJK2+zM3aZ/yN1xR0Q6nMHq0BKdxe7OVhzff4xL1ZeR0kAJk7lq7l+hlc1mRLOxMfGxXSbSjgDQ0nOlLXJyejBy7GgGv72P0klD8LVLhV/B+mA9UkokFqZuXsKH8w/pI5FfukSkU8cbQit0FnXwNPS8v4Cq+IvErtgMPDef05W/YQoDKU2eM+chhEAIk3zPJBcHcOiTtBB65E2pGJ09aB24wJQ0VDdiDMuQB9Q6q5BT8xkiZlNTWcOXzmpCMsQb7jOEfQcATyq0AM1RDXRqpMMWAJQl54ls4OyVNlIaTDMqCPVKUTAogRtOcSY4Re09Pbl3cimTveHk+B6/iyj7BtRRed9ptg89Ql1+A1rApci2DlvTqYHWFJRQWNKk/mQjRmGS8MAo/R9oxPVPE0/DJ7s9JhhjQMJaaw/fNFSypX4nsZxGdg3dR8rMUBzrx+qR5e1M3NTAjGSZyKa9x+owQgsmX9+GNSBG/oirFI4/z8VYHkFeMedLwlQ/2Iulo0roN6w/Qisq6w6QJEp9qB4AN2Lx3hOvtDHRaQZuOJQtaVciTf3xepjkI0I+iQl5WBN3UZoo5Z26g6Su+AxJwma3H/64YqbsPoThCAqTvXGkS61zhnSjc/sEACYnp4vsUita0weJZHzVXi71HYpX0ED0kb1U913G5YE/4jz0B/Z4yBtr0nuUokRrZtZMw/Ytqoq2UO9cxQ7ntvn+LQkALetcCIGpbRpPN1JiOewyHKTpcX3YKYJqjXetAUcNwggX8vziKzxe8xiRTAEHCvawyvgMFTUJ5bY1cEsCAA8nxgkhBEiDwrV9UYHJuCVrcAFbC0SPFMl+l4gW1RIT1cxZeJbpZ6YQyRRQVfQdH+e+i6fAkwHRZE3XCTRbNTACA9dOIaWk6WwcR2tsJChNumcDMrB4bcEIejWFKEoVUdOjmi9Cn+JrAVoQuB6f/3y4zX5wWwQARkdHCddOkbbisDVJoDzK398EgAm4OS5vzZ1Kxo+Sn85Ha81Paj+eCJCA0Jp15y6224xunwCQtuJkzCSOFcO3bJquuQAILVg88VkyfpSMH+OMdYL6SIoj9jGklgRo1p0/3+FO2OXTa+vQCp0x4zhWktyZ/QmHI5zcuLlFPC1PUn09ggwESE1CXODrCxc61ekSAYCseMaO07TjIGnieH5Ti/jxxjhPNc3hyVgZ28PfMzP++k0nedsZyNas4y+IjB1vFiSO4zW0Efe1RgkbgEcT02/5vS4bADoU/zWaIAgCtBB8FVmK0qPErY5i+AcZyNab01/WtSdP4Oo0QvgE1KGEQCqoqO28591mAGD+8FkawHMSeGQIqGNtTc1d+6v6v7ql/gTHLhPr0/ONygAAAABJRU5ErkJggg==) 2 2, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2XXWwUVRTHf/feubPbdmkLNBRhkSChih9gEIhBxeAHwRCIMQGixgQMCdEX0GggxPBi1ER5gJhUkZAgwUgBUVAiWEIUELFFxPDRlA8JX8W2tEu7nd2d2Z25PsCWri20hcqLnqc7M5n7+5//OXNmBv7rIbKL5XKukWiUkCz0V4mb3dSXIa8vrsIlmnJroVml3zJ3VEAWroRCCY0QgjWhJeZzvexfFZJjdbm10GThSiiswMZCYZSFHVjM9hb3eWlkx4OO8CpqcuBCSbaEV5pv8j/uU0c6ZbQmtMRkM98fPkJrymGm9RTK2EgpUcZGGwspJVMT827bEfnPEx1tnzJnGncNH8q2zG62p39CmzAhY6OUwiLMnvyNZm/BpttypMsM1offM1nb07MKOF51hIsnL6JFCCU0s/QMLFR7uYTQaKMZ3zat1450cgBor7kyNnl5EcZMHEf/03sY+UQZvkmzKf0tX/nbc+BKKA4X7jJHivb2ypEbKt4SXmmyNQ9eClNcVsKO2XOxUykGLHqbYLfDWHMPRSZC1IriKB9Ha6xAkQo7JLXDpLrnu3XEutGFjg0X6BCxk814dj52JkxZQwtTgxcQRpA0LrYnKcHCcwWnittI2UlcK8nOUauNqx1mHl90QyE3VbgjvOaaCyGcV6D03sHErM08++bL/DGsisOffMr5ustE1y1j0r4oZcFgTqsG6qIuro7jagfPTuGGHFw/zqsHV3TiddkDuS6EUEJiS5tYTYxx704hY6Wo3vYll4rOYBI2VQPXsXbyVhK2y0h/EL80/s73sZ9z4CnaKB8/v1N/3FTA1MQ8cXVESyLrwfIEathgdk39gfgwh1hJlPoDUfLrnqa5MUq9DgAYPiyKDBSV9Qfb4V7mCi2lmg+mv5Yj4oY9cF2hREqJxMaEMvz2SAPvr/iCZuWTtErI/3E+kZZGHijJZ0gqH1fB104rrdZQHh1USIo4XuYKrqolFgu62L+bmJyYLSQ22mhKNvRDIllZXkFTsj8lRx+n37gBFOaN4MOmxwgHsHNIggstaVpTklJ9He7ZAY53hlBBQc7+3ToAtD/nQggsQlw5cZnCc3cTCUZQFLJZnymjwHE4FI2w7FI1Uhaw4KHaHPjRpjYsbZGXd7p3DgBMcJ4TV6deiNKKYqwgRMX2d1B+AWsORYm0JqgcE+HFS9W4gc3rD57uBPeNT9r4tKYTvXcAQEq7fcgIJYifaWPgXy0MPOvRcF8pC+p/xWjN0tHVuH4sF44BIQnSGT47cDjnUeyRAwBjW54UqbBDyk5gKmMEMs1Hf04BYN/DDjKiWDp6P64fIymO41kBRxtb8Y2PCq42/uaTFzrNgR47AJCyE7g6iavjGFtQXxCjZk4xW+ONLC7cfR1uX4Mrg0DhS8PmE+e6HHq9fnvtHLXaeFYCN5SkaMoI+ukijlV+h2Ma2+HHLsfJiACFwMew+VTnzLPR4xJkIwv3bIdBGxJMXF7IhPNj2uHHm9rwhUEI1S38lgTMqFkoPNvBC9rwhQdABjcHrozAmO7hcAslAFg7/g3jmmROzY81OxjfJ1ASgWHjya5r3icCAJY+M9+cra0lbVwyqg4EKEsggYpT53u87219VM6/f7oB8Lw4GTwCfZkNNafu2F/V/9En8TfJ6zcFq9cJfgAAAABJRU5ErkJggg==) 2 2, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
17%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4ElEQVRYhe2XXWwUVRiGn3NmZmd3Z0trC6UFoVDABPGf8NcIRqKESAJiUBKMmmDw1jvlznhhiImJGiMEDTEk8lcaRCJqDZIGlaiYKBVaaGnaCBWEAN22u+zszDnHi7qly7ZLi+iNvlcnu5nzvN/7fXNmBv7rErnFW7XSSA2WELzcqUSxi26n5ODiL7hUsLnGNlunOOZfNZCDW0JgaYEQgm3TXLN98j9rJC/qzTW2ycEtKbADjS3AaIuI0TxzPjvq1hjx2qBxYV4f8bq8P7ZOcUwO/uM1WOLoQbiwLKzQIKXkyd/TI244FFwAG8ZIwQ/bprkmV/lRovSmMqz07EG4FRgcM7BedjHfyEhVF0tDcoOGxv7oU2uprqnhQCrkYH+QB7cCQ1NF3BypiBdUfCOkWAsKDLzQHYhc7GbfDh5YWEfNjBloCfv9kH2+xgoMlhRIQErJ0bKE+dnzbmlYCwwAeT2PRWLcN3c+nzRPZ8bDi1HCsCdUNIQaKSUyAAcDruR4+ducGPfOmAyMGM2+qqjJRa3XrqNs1l2sWvUhmcwfbHqljrZDh3GEQBrJ86490JZQYGtNJhElE4+wqKNbwPUZGK4VwyYA5A2cYzlcbWvHc6qIRieycVMT25sCZi5dihaandksu/wgD+5HHb65Z7pJua8WbU3R+/rL8ddTSK17jgmzZ7N2zUF6M11k+jpJXDJUd5awYe8Czn13BDsAIQSP104kiDrMb1lNiR/j5OSzHKtrZv2en0afwNAULCmIWJIrracocc5THXuIWGI6YRRiKZcfpl7BX76Y6nlzAWg8e4nT7XdS4se4MC7JsbpmfNuw5dm5BWkUNbDsYlrkpj2x62OEMXy0awNBrIfK8jsYN34BNa2TqW6ehdc6jQsX74VJL1I9cwVV4TiMMXSV78O3Db6r6HGr2LR+RZ4Ju5iBnMPctFtCcKWlhf7Ig2hZRiRawcT9CpG8hO0qhDQgFZd7S3FdOFLazbmpHr6r8C3F1eTVYfcvqiWX0yJ3q03YuQMJHHh/AmGmhsrmKvqmVBAGE9H95YRpD5XyyPoOV7TH6XnHuDzJwbcUWalJhddwo97YDMAA3BIDDylHGXra2yjrcohfkKTLbIJSD208VDaBDmII32Np/D1e+mw1cxu7yUpNS0c/yXSSayo1dgPzelJCCIFUksqdu7FDTf3n7URSGhWXpEsd/HgEKVyMjjJlzW4yUgMQGENLRz+h0YRoev103t43nYFBp0pia43vuUgp6evoxKqdg/QkqlSg0g5BCLWrt+C7iu+fqOSIbKClowRlDCDRYcgHDb8UfxiNpPuTSeF7Lpl4BPNtI8qxeCM4DjYo1yKMWdSufndw4LJSc/JMH6HRSEBgqD90ruAcGHUCwOAJl01EUF6EZPISWoB2BXMWvVkAVxgkEo2h/uvfhj30xvzy2Th/lvHjDtl4hPjC5Xiux8mTn5K1wwK4hUAZw97DZ0fkjCkBgBzcT7j0th4i40A2EuILRdbWnGjvRwmNMBahUTQcLox9qEY9AzmtbGoRfsLFt9R1uKXIRjQnzvQPVC4ERpibwm/JAFAItzW/tqUwKACUETQcGr7nN+qWP0A2Pv2Y6eo6RWAZtANYYNkCKaH+q5tX/rcNAKx/5G4D4IsAZRmIwO4vzvxrX1X/67boT0goQ1UOp2P1AAAAAElFTkSuQmCC) 2 2, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhe2XW2wVRRjHf7Ozu+fWWrGVFkptEVpLAygIFVFjvbSJl3gjSHghEY2JMWDUFwwmSIi+CIk+oMFEiBCwaargBSwBExAiKqYgN0upocApDXDa09tpz2Vnx4fSwvG0pYXKi35Ps5vd+f2//3zz7Sz810P0DYzVUzWGi5AC9cZxMdRLoxnGlZGLJQWmofCtLdG+dXfpmypASAGGwjAMMBVCCPzrp2jfF0X/qpAkq31rS3QfHFOgpQITpNa4tqb7xYZRXxoz+aoXLiyD/MMtlBY5TL7VoTFisF/5uVg9WTumoOO5U6MmJGWizM+L9OqcZhZN60K5gvaoID1NY7magy1eFjSW0+I7gpYmkfIbd8T4542KnlYWTevit5CH1w68zIMbZpC3opDvjlnMzozyftqPSCHBcPDvydf+nwpuqEZSMtBBoWMIivc8RMjbzPxEOQeP19Lc3MCht8Jk+xUTT1bQ4a3HNXRv0RoO2tJEZp8bsSMpDgB8dCBAyNuMEC5er03p9BmUplVwqXsMpoTEjl9RX3UlwYUUpB/K1xl/5I3IkRQBYoIWy+Z3CiF6m9JmuQ3Ttpn7dDGFt3QS6bGYO/F5XMclXtWGU9WFkAIhBIbh4pouWbVFevzP04clZEAHoK8vOLi2RgiXl/I+Js0fZ+PeqbQGL1GWkc2jk8twXYhviZD4shPXdPHEAthRL1bMS+HOR3TJt08OKWTINUurKdCZiUJ2l+xhkq2obX2YN9cWkeaLELVPkuZpIivQQlOggn1nfgHTQUtNdnkRdjyAFfNhx314YgFUTPL74g0pvEEdALAx2JS7jwLTYeOR+1l/birhoI/QBR9WrBhHBfBZinkZ+9l4Zw4zx88EIFRzmvD2s0lwopJZn7yS4sY1q1adFXrDST9v+29nYfszlGQVs2ZJGE8gQkHJORbM3Etmwyx0vUJ0T0Eom5VP7KKx8TyenjRy7yuFqMSJe8jtcQHY/s6n/VxzUPJVsaXNiwgohBScaK0j3DSHWE8Ap/YFxLYP8XiaUP4QwujBNaOs2jQFLRyWP7WuH65iknC4I2XuIZcAQN6hxYmMHLSlqczaCga89/UFfJ35lGXncVqNIR66Bzs4Bxm6GyNcjNE5ER2ZgJVd3A9345KeiEPA4x2ZAACZ3oZhGJc/Ui71bX8xKZDBEdOk1Xa4aCmizi0YnbkYHRNwI+NYuWRzErzrWB0dbREiPWr4AnRQaB0UOph3/jLcoWrsVlzTYd6uarxakBCakOkSNl2i2oLobaxYvioFrhSohEt3RzSJMawa6H3SAQPsuB8pJGc6G/EqiSME3ULQbSlsLVjzwaspcK00BuC4isOfbUkq/BH17pzaQm1HfdhRL+X6Acalj+XUgqXkxiRZSlC54vUkeMexOrQCIUEozdnqmhTe8B0A+uBm3I+t/VxqbwfAMV0q3106IFwKjVYMCB+xAwDFNWXaivmwEgEq/PcSCNh8c/zPQTPXyiVYvXNQzogcAPrbqx0PsLujPmmfX1nz3syV0kPCYZjb8Oo4+uwPwo6nk4gZg8B1b+aaa8KvSwAwIDxytA51udMPVnADxXWf6R5ftlDXNZ5BJwxwLUAipARDEqzaMex5b+hQWbL4MQ2QiIFWErBpqPz+pv1V/R+jEn8D3ytKpHYvTjkAAAAASUVORK5CYII=) 2 2, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwUlEQVRYhe2XS2xUVRyHv3PuY2aYPgZpS1uFxmDQEBSiVAgRSS0UCQgsQLELMERcuDGRhyzco9HowkCkASIJj1JJIyAGsIAUUw0mhZS2FEqE1gptoXSm7bQzd+69x0Xp0NIXA5WN/lf3/X3/3zk59174r5fo25BfFiiki9AkzkcnxUg3jWXJ+1u9cKSDvn2hMnYsUE9UoA8uNInQFEIIPLsWKWNP/r8qMiBqfftC1QcXmsTVbdAlmnJxTYH1dtmYD43sv9MfzvmWAXBNSLyl+Srlh7FNZFBHnl2LVF/n3oogkY5O9GWTUZqDlBJdxuJCoUWnHjsR+eCB/rG/k7eUnKxJ2EcaiR1rRGl2HK40m9QzeSqlPO+xEhmyA+/efNUHWhXL5XztBer/voaUYBgCfWUmQpOkh12mh+rIljZtSuNgYWvCiQx5g1myQPV26bBWzKMnFiP2wXpaNn9KxY0/8Gs2Xy+/RWFeBNeF1rDO+CQbj4CfLntZNrP7oUWGvdBbmq+k7I260J3P1EAOF5fncTsWpqBoNRtWVXO22qBw/wtE301jYsxhTfACm/O62PFbCp+b82ice3RUkUFzIH7iHlwZAsPQqW+/QabfINunsXZOK3a3yVflS+iwIkQP3KSptJltWTO4dsdg/ewOJnU6PH9ijZp25P0R58iwAt0rfhbKEEgp2eMpQ0qYfOg0U9Js6k7M4uTON7i86UMC+zcyP+dlhKMROtBMZZ3snSs9mRhRD6ZlMnvfBjVr96YhRYYV6J+C0CTS1Ki7e40GPYPz24oo/uwbDOVDGj3cPeXnNXsOr2bOYMFMi2C34K+zlZiWiSfqw4lKiEhmbf9kkMSIAt0FZaJ3iYa9SeUooZi5+zhBaxwTMgIUPJNG1oxaxHOXcP0VFK38kQnJLlv2PEunUjSXVcbhtmUyMeSwZOvGARL6SAJ9ilLef0/U3q1naZfJeFfi9YbwrjjKra4gX6yNkp7q8n2Fj/q2EFOTQ3QFcuNwJyppbw8nNgQA3a+fFkgHZcC+9HMg4erhA0yyIzSnHWPOU9lsfS9CeqpL8e8a3/3qYogePDKCMfGlONy1NHrCFn6POeD5oycAKKP3bSmEAF1wNXid9kAdyt9CmiZ5OqC4fAuOVtsk+xUR06Y1+WOcqBGHd1VXoesGPp8vsQQAwrlnhBACKR1KMspxdZfjxVUoo4fU1CgAN5pNAh5Bks8ZEu44Csdy6O6IJC4AIKWDq4NpedCE5HpnA8qspqMpjZraLNra/CSbJrVq8z24Focrx0WisJXDxaKdAxanhNbutMrFalxEx4yYFLjTyE7J4JVfynCnNNEqbvNty+p+cEmwuhrHUQhNIByXxkOlg3gPnQCAGTExIya65cW0vNwJdjAl9wqLl10g5AYGwDtrqlCOQhNqWHjCAjfnHha65cWIejgXbmKcnUSNZzIAmtIegIPQBI5iWDgkOAQALx5ep0zLg9cycaIGKioHdN5VewnXVkipiDliRDgkmADApeW7xUhw5SiEBkqNDn8kAWBIeLimCtcFoRS48GfJ6HB4hCHoqze3rFNXGhpQMQmuAWgITQepcf3gocf/IHmYmr7uLQUQiwqUIwGTq8UlT+yv6v8ak/oHrZw/mKiAoEIAAAAASUVORK5CYII=) 2 2, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8klEQVRYhe2Xa2wUVRTHf/fOY7t9QguUUCyRqI1AEAiiicFEgcpLDAFFSA0JfkU0UZFHSESNmoBCDGBQEyVBo/gIlQLl4QuwMRZBoJQiBAquIIV26b5nZmeuH5ZWl11KecgX/X+6M8mc33/OOffMHfivS3Qs5JLlysgRoOtYLz0runroZkp2rgwJug6GxL9ytfK/u1bdCgN6x0JoGhgSKSUix2C0OoD3zjBVUhKlatZxJgv1r2QlLah/5Wrlz/GYUb6MiZUBlBJcCPooKLTJ0T2Epm66ET3tyqcz2F7LxMoAhw/ms+7QYn7X+tBbi1BZ9BaTK08zd+dtatXY0zfNREagD87mqaKeFq989jJ//HSGRDSMnDKBfGIsuf85+veOM792BYHcAUTHPXbDRvTLb+z5sRTXk5zUypg1poIf6us5vWkLQVNwpKSI8r4xehEhIF1yv69WSEnswUev20jWB/PXf6g800BKyeOOov5wI7GWBpa+vhWAF/e9T8TsgSdTTYt0UYZB9N4J12xEZrvZARfCIyfHpHJQH2rfPkbP4iSrlpUR+uob3C+3pMGFJinYv10VHai9pu2b1UDsiSohhIfQJLvdE4wc8xrH8o4ydHsVW6vreKhiMF7Sxt6wkeSGTQhNIoRASg9P1+i1b7vqV9c9I1dMWeHGT5SmJXmm7AVG3dNK3eZxLJi3GKWV4OmlNPpdXp2znm+PHwHTREqFMXsqPkthJjwMy8O0BUbEoXHalCtyuqzZI5/PV3OnLqfmuzJEfAV39y7l6RlJXKOUoNEPPRRi77lW1qzYwe5TzaArlCYpHTepE25GbXwhCzdksXfRnAxe1hJ0KGGfAaDhwgg0w+Bo61lkohkjfpLeVhCjIMxFZTF0UT+mf3wHI/oNAOBC7RaCm2vS4IQTjFy4JqMsV+3aUesfUEbJZBoKBzOz3WZQr1Lmjt+PoxXh5I3mjbaf2d/nIFF/GFu3UZrCriqnufkMvohL2cD7IJwgedGmLD8OwOZlCzu5GXPgcrX1nU3cKESIJELTaGw7T5t+klZfmKYnP2KdbKfcHk6eU4gZk2B5uPUtDFM6rXcWd8LdkEUwFsyIr3UFr1FCjR9Yw7FdTZwpreRwns6QhEdgznBU0ddUD2lnDw3EnTgJzcLxuXi5IHNBFugkxe2dcC9so6wgPYoLOLF319JuZwBAaeLSXEidF3672EbB0EKOxY/imQ6h3D8hJkkSJyHz8Wm5GPLhNHikpQFd0/H7/WmxuzTw95fvEMX7hEJXbOijMb3F43z/54k0TUWX4PgsYnYqvY7rkK8mZ8Bd20VIRSwYSmN0uQvSrSqQAtMGTQhOhVtJYIMET3dImnESMkxf9VQGXLkuUoOk5/HrtvfSGr/bBtqGThKmDWbCY4dSSA9m3lWdaiKZxDUcKuz5afDQudSbK5lqtcC+LzJ2Xbd6oENmwsNMuOi2xFRwvj2a6gspGNb6ZgZcOS6aIVCey+n6TDh0Yw5croptW5URcdCjNuOLc8kr8FNdeyQrXBgaynUJ7M0Ov+YMAGiX4L6Qxc5AKG2fd9b80pu7V4HDtTThJTVOmyL+OV6zNZwwNJSnrgq/LgNAVni05RCumxr1oouaX67rPkqNnbdANTU1o+IOWB64IIQGShL4ZUO3497QoXLQ9DkKwAlbKMsFG47XfXrL/qr+103RX4Zhj+5SnRJ5AAAAAElFTkSuQmCC) 2 2, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE30lEQVRYhe2XbWwURRjHfzP7clcOqLwUCmJLpFgxgSBRjAYtJQQFI1FQSVBCqBINGA0xGALxixKNRjThQyPGRkksFoUGFAigYEElSAxBbGlBLFTFgNK7a++lt7u3M36Aqz36AofIF32SSXY32fn9n//zzM4s/NdDZC7kgrc0lkRIA//9F0RfL13LkJ1XF+FYEnNppbaWrdPXVUAGLqSBsA2EEASWV2lr5fp/VUiW1ebSSp2BC8NAWSaYJoahUaaNu+rxa14a2fWmK5ymQ1lwQwqCa2p1v3e29OpIpRY6M65UQLeMAsurdCbzYP0BUol2zKmz0baBlBJtG2jTQkpJcvEMkQH3BlgidJ+uyUsfdLV93gPlFN84gnTdZ3hfb8+C64BBfs1Xuqz6oU74EqFFZnR1JScB3msLRcb26lbNPZMmMmZ0MaQV6S+2oL6sRQcMhDSwpKCsfB8px6Bq/7acMu9VANBZc20b5A3IY/KkCfiz67i3dAza8/E/34jasYlQf82Rg0Xs2T6O5lQhg3cf1oP3H81p1fSqMrimVmdqPj+kuGXIDaw4uwjLcilveZG9x09gBSyEZWDPfRIhBARNkBK7w6XYjLBw6vTLutGjA0BWw1m2xU/hCNoTeJ7Nt8VvU/LwLqbdWoL2fJzNH+NuremEFxlhpo54ApRk5/p5V+cAQHDdTp1puAVGgnHDC1jWtBARSDMoz2VeqJRZZxSVzhy+OX4anWdRNCDOo09tpLAozL6aKTT/+hx20sWLOhxaW9GN16sDnS5cbDhp2TS1hgnEQohYkFjCoslrRfyeYMOmV2irq2LyqEJmzq1m+E2tbF5T2gn34w4qnuKOispu/dGngOTiGUJIA6TkI9UfLQRv3L2OgdECrHND+CHczs3fhwn9LPBiz7KrvpqxE+M0HRrFj00zOHtkbyfcjzoMt9p48JnXs0SYfQm4aANSSrAlQhscOx9mpDuaUCKP/D0aeWYK7UOLMLww7eMb0ChW1U9k9b7bKX/kFKo9hYqmUHGHiI50n/5y/OT8+wS2RJsW1cECEJKKWUsJ7RdMPlnCH6cLifwZpiMQ4fi2SZRteIzmDyegzELM9mGoaAq/zUElXDqiCUL9AlnzX94BQJsWwriwT2jb4kRrlOLIIIamBtIh0sSjIQxfUuw4qLUw0pvG/WUNf8M7XGJtjRjSIC8vLzcHABKz7xRCCGRAUjNgGMo2Kf1gDkHfwhc+ji9JdARJvbqbuoOreXPly1nwePQYykvjux7JaHvuAgBkQKIMk0DSQUrJqVgMqQ3SgIvGdYN0JD20AkOpLLjWPtKAtK84cuC9rKWY0/4+dMdhbSdTWB0OMwf6jCoYyPjyc+R7NkE0zz/dnG17pAGd9hGmgZ/WtDR+2o13RT2QiQzcTrjYls/5c1EUCs9I89Kilh7h0pZopWhp3NRjsjmfcMa+u0tbCQc75TKrpB+h/BBbaxt6zVxrn1P1m3vl5OQAQAYeSDjs/a4dFU91a7hM5srvGw5X4QDAXSurtR9zIHHhC6fiKVTiwlLTvg9SglI91vzSyNkBgAw8HXXxYy4qkSbR1kA6DVJo8H1+aeq55pfGVZ9ypy9aoZsaT6NTHjgKfBDCAC357cQnVzzvPzpm33Z/hQbw4g7a8cGFk0drrttf1f9xTeIvKpx8cX4z9HgAAAAASUVORK5CYII=) 2 2, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48%,48.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvUlEQVRYhe2XXWxURRiGn5k552y37RZSlUUMFqUBf0iBUkrUVjBaNVFARDCYGIiJEqPohYnGmGhiYrwxxgttUkJJMOBfQCAoaUAiRmnUGguUSqlFoEChpaV/2+6e3XNmvCjbdN22UKjc6Hs152+e9/vmmy9z4L8ukRzIOz8wWBIhFP7hV8VoH42n5ODoEhxbYhWVG/ueCnNdDSThQiiErRBCECipNPaiTf+qkZRUW0XlJgkXUqEtC4SFsg1aOsSrVo770sihF0PhdPyaAldSkLHka5P5xI5xzUhaRIGSSpOMPKOjmlisByt/CcZSSCkxtsJIGykl/Z8/fM0ZSZvAXrTJWIGByJ8pzuCHAzU0nzmPdhwCMxYPZsMEFUIrPCz6NpZetZFhP8x+fLPR2kFKyYq5CWpq62lqbgHLQloSq+AphFYYW6F9Cyww0qavfP6YjcjhbibhwhZkZGVQXFxA9MltlM6+De1pvMNb8Y9uQ0iFsAVG2gipCK2rNRNeOzSmGhnRcWjZNiMdSclDMSbnbSF0S5Q37rII/97N0k+fZl/NnyAsjFCoOc8ihEA6Ei0tAgkXJxGj5ZN7L5uREV8Ir95u5q56h7yyejACHcskMyuKi6aEaax4S7K8dx3f1TShpYO0JPaC1YNw23Nx3Dh23OWPz5aMyBnxwVojDFpyoW4qjd+UUxL0KJw9kakPvshOGlhGASVlXcTOvcKqBxQ/1p6CwEBGwvllg3DHixNIuPh9Lr/teS6NN2wNDMqTnKz6mNN/BVHS5mBdD7Mq+5lsQuzmCNa8DHR4Ax+uP8G+A5LC/CkAtB+rorPx2xQ40RhFpeVp9TG6AcfjeGMWxlZsbsxBI9me+yWBrgxixsctsjlft5BmbM4GFS9vOcuGX3xmTr8ZLSWtJ/YOwnVvnPCN3Ty27P0UE9ZI7AphBEDOWmWS1S6k4pzbSmdWJyJhs6A/TF6hovC4TyiqcbREalizqwVwqLxvArQPwB3fpbO1M40zegaAnor7RXKr7XdzaF/4Ejge23dbNHbdRNO8bGqmexya1MvpHJ8LIY+LmdAbMNjt4UG4o+N40T6ysgMp84+YgaEy0iZvqsvMpSuR4Vbc78voaJ2IiMwhKs7SNc0BIN4dJSummRDP4OcbZqTA2yJHcCyLYDA4dgPdH80Xt9dON7nT2ujY9Ta5LaW8Fw7xbssePKnpzVYEJykQkOj1OBpKh+P7GGFI9PekzH3ZJUgqXHCS4/tn8VP1YpQUnGjrBUAD8YCgL1uRyFWck3enw40PEhKepvrg+pSteMUGkJopkRdwEjH21hukr3mzoAwjNAnhEQ0qIqfzU+CtPZciNwqAhjNbx9gHhqhCGNF2MR/Hi2HF4jiJOO2tXWh8QJNZc2saXBgflEAIn4bmdDiM0glH0h3PV5lkh3tkQRbBUBY7N9YPCzdCgfE5NkzkYzKw1ojB5lG9ZsdAh4tH0ZE4XiQ+bMGhBMY3o8JhLDVwSXWblook3ERdTMRNK7iByC8PhyvchsmumFQKXLvY2uNCXx3GByEZdc3/qas+Sj26/HVz7MgpvH4PS2sUoIRCIGk489UVz3tNh8qC4jVGexI34qK0jwMcbvriuv1V/a9x0d86LVBPelD5XAAAAABJRU5ErkJggg==) 2 2, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhe2XXWwUVRiGn3POzGx3hxaEltISoPwEkJ8QCCIa0BDRNGBKAUFiokYSjYYLvSEhoCT+BBPjjTEhIHqh1UQQob1oNEAMSggJPwYoWExBbG2Jlv7YLdvu7syc48Wya9dtC4XKjb5Xs7Mz87zfe8737Q781yXSB5XyfaORSKGoDl4Vg900nJLpgzRcI6m0dpoKe7e5pwbScCkUWiiEEKwOfWIq7E//VSNZUVdaO00aLoUi0BYSC60MQjvUJNcP+9LIvh/6wls4mQWXSlCRd8BURqqHNZGcita4e4zWFlIoWkMniMVvMMV6ksCoVCpCgO8gsKjueeKuE5H/PJGGB0KwYt0yxk8cxxWvlgavlkAIhLGRUhIYxarIUbMq8sNdJdJvBavcKiOxkFIy96kk507Vc6WhBS0USMlk8TTS2IBMmUEijE1N7IEhJ9LvDWvKtxu/vJHo2CgjxjnMuDiT6KE2gngpJ49dQRgbJWwmWxsycHFz/2gpqemad9tGci4UJmQAlKdwuyP0unECO2Ba21SWvPYgHdfzKbIncPzIZaSwQUqmWs9l4GiLUCiB7cT54trDtzSSdUEaDrB67gcETeOQRTGuVe/m9KxTlP04lse2V3Ctx+GXqM2S4lJOfHcZiQNSUmY/n4FbdoI8J4ljJ/jwp4oBjfRrwIiEAKjMrzVSKPywx/FLLxIt6GZD5WLc5BzqOhyu6hDt+S7POC5njzXiYyGMYn7x4xm44yQJhRLIIME7pzfmGMnpgqwvhUq1X6/LxNbJaDQTZicwrT8ze1Qcl4AgZFM9dyT+rsXMWVAKwPm2b6nrrM2CS+JsX7gzp2OyDBiREOnqAQ5Ey4UQCjG+natFjUTiYWZOepNJYy5QGPuGZWO6KV04mmVLu5hS8D1dm09SsreeshklaC0588fhDNzxkySLu9iy8t0sE9ZgCQBQ2kbdVzvoHtnJCzWbaDqXYHpJByEnYPyCz6lcW83xlhDtbRF6fImvLfTbVUwwAn/bygxcBglinZ05j7+lgZr6Z5Fasm7PK3RuXU/Z+g7i844y3SyhZHkxZfdFEUVt/H5D0tkRIdoVoidukexVFNjFGXigY3i9MdzC0bdvIL0pN+56i443HgWjkFg0NXSydIWLdd4ir9ChKN9DFCRww9105yfojYVoXbstC37hxiUsSxEOh7MYg27CtPZs2iwwCi0lp/YWo7XF0YuHEWGD8QSF2mKUtiiwDYWj4/3Cg8DDCxLEev4cmoH0pswMmbw4Ukqar3aj3ADhC0YIQSSwcY3izKL3cuHGBynQvuGjsx9nteKgBvp2xMH2+SKUF8d24jQc0igVsPdYFXhgGUHECA4v2pENj6YqVya10vubD+bMgVt3QR+lJ5wjfRxHE73elXqItvjskddz4cZDKEVgfPY3Heh3Gg48IvuM5b5JvHx/rbGVh2P5TCuP4LgujTUX+4UrYafgzf3Dh5wAgG0lcWyPkO3RciSa1ed/r/nNyoPB4YMmMJi2PlRlpOcNAPdRxiIQA8feV0NOALg5XpNZ8LpYPQQGJLcNhztMAOCl5VvMb5d+RRgPG43EoIREItjX/PWd/yEZitbM2pj6+fYSKBNgofny8r579lb1v4ZFfwGx3kq9pko0mQAAAABJRU5ErkJggg==) 2 2, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,75.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEy0lEQVRYhe2XWWxUVRjHf+ecu0wX9lqWRAO4RAibiYBBFo1tjbLJg7hijAsEExWVSCDEGB8gIT6QSDAYiEExIlYQNzYTISpKA1SlNEIDKaIUSmCY6Uw7986cc3woUxjbUloqL/q93HPvzfl+//P/vnMX+K+HyA6WvC2tK0EpwRsva3GlSd0ZMjvIwl0JK1Y7duUa115XAVm4UgJPCYQQrFrn27Xr/10hOVavWO3YLFwpQcQxOA5Iq/A8w6Ozw24vjbz85HL4gQpy4EIoNpdH7Oeb87vVkVYrWrXOt9mV790bIRFPMXOGgyssUkqUtbhu87hsWuM1O9Iqwdr1rs2uPBJ5kn0Vu6mrO0Gea5g+LQ/XtSglULb5KCXcU5bospA2J36wIWKztqfTD3O4uoK6v2oQQuFIwexZTgtcSonUzeW66754p4XIti5m4a6wFETyGDNqHDdW9mXwzZPIGMumLRnKt5ocuFKC/Xt628rv+nSqR9pVvLk8YrM1187j9Op9G9++shLZkKLHvPF8WFWLN2UujUWDGc4Reh7dzAujj+N7msD4pDOKCSWnOnTEae/G5Q2nlEvsfA2mZwTt+6wduIBjs0oR1uIHMWrcaZjhi6jgGMuPltHHy5DOKLbtuNU2BC6zZ1S3K+SKCrd/cdEFY0nqOfQtHsbiAw4/PjifQTW/8fxLSxiauonD805RPnkhxwdNZEjdPtY0zSFlFY2BSzL0aAh84oFm6TP7W/Ha7IEcF0xzt3uepL7+KL/e+wjSGKa/8yI9zuxG9h5I/KdnKVgWo1cY40T/sby/JWDH19EceEMKFq2+s1V/XFFA2bRGke32QmcDsRDG5zVxy8n95A201A8r5sCQ0WzrN5jTQ8eRjPZCOy62YBjKGr7fdaYFHg0z6Fh/Fi6fmiOi3R645MLFrWZgQIFhQfUylu44yvZ+RZx9bgKFk0q58EM+6UCgiwQyDV8W74I0vBqMaYHHA01TNNo6f0cCJj/QKKQB17EUFW5ESnj3samcHDmCcyPvwEkn6DE5ICgRGBf8kxbHN6hCS2qA2wJPhIZYsol8vyAnf4cOQDNcKYERAkdC9HwNjcXDsH4+cc8QzY+QCSE/YeiRTGOLBU9F786Bn61KIB2HvLy8zjkAMLY0KYQQKCPoX/gJrtLs7dmElD7nvSJ0KOjnBxRHUng3GOacn0gs0DnwUGvCtCYab+y8AACpJUpZAuMDDvFztVA4iIz18HWa/vl1OL0zzK6cwoVAc+EyuNYWhcSYDDvf+yVnK161gNElMREYn5T2wN2JFYLX6k4C4DkpnEyUmZ+WtMAb05r6qjih1kjV3PiV5X927jnwz0hpj0C7JDMeKetB7R58FcU1TZRumncJbgynq+KktcUVCqMF+8v/aPOh1+m319ZvbreJ0CGR8nDV/VhVwM+1X2EJW+D1hxrQWuNKyGjLwTZW3iUHALLwROjxWfEo5o5eTPWUt1rgZ6sSZKzFQXYI75KAJx6qEonQoyE0aKFASLRwWuDaWhwhMKJjOHShBABvrh1nE4HNqfnZQ0m00AgjscJycGPtVeXu8qfU/NfL7O8njpBKWwJrMRKEI0FC5ccnrjrvNX1Uznh6hAVIhhlCbQkd2PfRkev2V/V/dEv8DbV0Ulb50XxjAAAAAElFTkSuQmCC) 2 2, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,80.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRYhe2XW2wUVRzGf+fMzO7SG0sDxZZATREUyk0u5RJLqjbEaNTaEDSaeCH4ghgjTz6Y+KKJRp5MJDaGRIKFgkjQQLRBiTFCgoE2WFraSgCBUmArlF62MztzzvFh2crSdmkRedHv6WQmc37f+f7/M2cG/usSqcGcTdLYEqQlaHhLiUwP3U3J1CAFtyUs22yb8hrH3FMDKbi0BI4lEEJQsSVsHt/67xpJi3rZZtuk4NISWLZG2uAYCxnS7FuTGHVpxGYzaNysFyM+l3ajvMYxKXjsVyhaqQfhUljYlkFKye6q+MgT3gS+VcMZGXKhYkvYpFYeOxzB7XGZ+Yw9CHcsg3SS422r0o2MtOpMaUhu0c2xP/fo80wtLKb924BT+/00uGMZ1v2UZV7/OWvIim+FZCrBEAM/vuKLVOzHTC1lC1ZQUjwdpaFlb0DrHp00YgmEBCklGw7nmJcOTLqjZh1iAEirec64cSyeV0Z1Vj4LppcTKMPxnYqm3TqZhATpGCZEE2wom8DG5fljMjBiNNV7IiYVdal+kSnRmZzetQnpulyas4LG9oNYjsCRkoUv2yhtE7IEwjIEXhjfDfFp+XkBf/fAcKUYNgEgreHCjkPntd/RoQg6EqHot194oV+x8IHH8LXm6PYEx+sSafDAc1j1xWJTtKM7Y2lGNLC7Ki5SDXcyvBVbSuau2YiKZBNkZTFgHEoPf8+bZ/J5eFoFvoaGbT5NX/cSeA7xgTBnxu/nSnceVUuPUeksG5uBtBQsgR2SXLzaynUrSpAbxc3Ow5cWUuezfP8bzD+4i5KihQC01cdoPvIQpy8VUHp/B72N6xnQmkdqlgxJI6OBbaviItXtbTlfgjBUrH6VM24xl3KmcyVagMUH1J6axvHORRx5fy/nazqZXvggE6aWY4xh1viTuMoQ9yQTu++j6qOn00zYmQwAg1vNuXFOXLjaQqtbyEDuZK7mvUZOQSXdR7OIDBgck+yxA+8doSv3MhWb9tF1sZ64J1GeQ9e1nrGVAODzlXGR2mpnJ9UiJLy7dj4dzjz+lHNx7F6iT7lQqnAn+vRlKzxHEYpH8f0aemPtKM9BJ0IM9Ptkh8eNzQAk4fLGIWU7ho7udgaYhDFhem2fcbM8IrMCrBKBU6hgkmLpd20cju/DK/wYnQjR1xKjp8ejfyAYu4FPlvQLIQRhKekoqMO2NTuqG5FKknA0dkGAU6SIFAeEpxhmbFyJ2x9gjCFwA/paYugAlG+I93hpc9+2B1IKS4mwNb4XRkpJV+8ZkBJlBO4hjTNbYXzDlKWVyZo3vk1pIkTfoRhGGSSSQCdo+Kwh82E0kj6cf134N14yTaYepSy2V3+DtjSupbHzAiaXVA42nE6E6G2+gg6SFCM05+pODHkTjjoBAN8N4XsOiUQIX4W4fD2WjFlqcv0nh8CNEkgJRsPZYeCQ4SwYSevqZxjPcwgSIcqyniCanc3W5m/oCawhcGEZjDL8sbN5RM6YEgBIwX0vTH3PD7gudCcClCfRCehr6UQHIKVG+YbzX7VnXOQdfX6vrl1q+jx1EzyU3GonYhgFxtIIJTm3u+2284+6CW/WcPD+pi7UjS+v0cLhDhMAePadSnPibCuebzDaASyEJUFKLuwaHfwfGQBYtHa2Aej3fAIlgDCn6pru2V/V/7or+gtTalH8+JcTggAAAABJRU5ErkJggg==) 2 2, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhe2WW2wUVRiAv3Pm1u3SWq4lYGlsCkEsaIkUqlgNEkQSCRFUQsBEfdGEhERIJBr1QR/1wZAQCUFCpFyqIRpQICGmCcgDagtCK7ZUeo3Qbbe12+3uzuzM8aGZpdtub4jGRP+nk7n83/9/5/yTgf96CH+x4COpdAlCE9TtcMVYL93LkP7Ch+sSSvfqqmyfof7RAny41ASGJhBCUH7AUisP/b2FpKku3asrHy41gaZ7SB0MpSFMj3Mv2vd8a9ISlu0zlA8PX4L8Ci8Fl0JD1xRSSk5tGJhwIeITlTKodogR7424UH7AUn7n4YtZxPviFK3XU3BDU0hjcP3FmtELGQoeHkMLGZFg5SFD+dofy9rKhUvVtP3egmF6LNxgpuCGppCaAAmHK9ILGa3rTNczdvD04Szlay91XqC2/hLNHY0YUqJrgode0lJwKSWmBGEo9i+LiqGgjMqH3dMzFTB0z3P0AMuWlCEiBczMd6ltOk/dcRfNlJRs1lNwqQler81R/ZEglbWZ1WdkjXZj3Yks5at+2NtCQd4Cqk6cY6rmMKXAoqbhOzRDoEvJkpd1hBBYUpIUAjdh4cRNDjzRNq4BOfwBP4YeOMsw6OhppD8ZIOwaxNpiPHXffJYWryLpeVw+YnPtqIPQvRTcTRhs+Xah2vRViRoNPqYBgI1n7lgoiW6jcOaD7Pn8PLlGhHlmL7NVB8HebtqWPElNy3ksHZQQFK2ejW2b2LaOGzfpU4VcdQ4R6slheAGjGkizoAl0U9IRvk5vViGh+HRa4nkkjSCG67L84g/sbCymeM5SAH49G6LhdDdu3CQeC9DEfrrDQdY+WjPiYI77Qdlana38017St4XCGYt4sypGQEUoSvzE5tAvTHNeQ7lF4OQwAJxe/SENzc3YMYu561/hzM0PKJrdysKb2wE4+dbJFDfjFKRruDNqUhO0huvp8VbRJQJ0uc/T/v39LLY6yM3uIiCTaJrLmsr3WafDkWfeJZi3EoC52U309EQzpR87DlcMCH/UGmdWIiQc3NyOShaS31tAT/5UrnU9Qn37Chq7FtEUnsc3kemc7J1CaK5Bd8cFVhRewLtVTSzqELQCafnHN8CdORdCoBmKjt4Ggv0b0ct0zEiScIvAS+RiRwJIM0iuFaPvvU04CZPwrSvotBP6+TeUGyMQyJ6cAYD9y6LCn/OWWcfQdI+9bxxFxQTCVKgZHhHdo18ZxOLTUnA3YaDyd/Oj+IyB+W/jOoqBvsTkCwCwpEToHsmEhZSSUOQmbkxDmAIRFNiGS1xTBD4uT8E926SvtXPQohAkPZeaT6snNwVDY3vNDOXETZIJg8Xus8zKncM7e3aSuKHh3hYU73qcWNJKwSN1t1GuQGgKPEHzscsjeBM6A374cNs2cVyTW3+EBpMEPB7YVUHUFignHS6lh/JkRvikDQBsOztf2QmDpG1Snr2WvGCQg3VfE7UFbsKA5JS0zpULLcevjMqZlAEAH+4kLE73nSMeJwX3bJOB652pzj1XjAmHuzAAsL5yuYom3BHw/mudKCVADu55a1XduPknbQAgEzx6tRMXD+kJ8KD1y/oJNXfXf7nP7V6trjZfx3EAzwIkQtNAStqrJgb/SwUAlL66SAH0JxyUqwMmN46Nvef/x78u/gQZIDtSWIpN2wAAAABJRU5ErkJggg==) 2 2, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
89%,89.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3klEQVRYhe2XW2xURRjHfzNzzu6WXiCAtE2DgARBabgEMKYBjAbBqCFREkWMSkGRAInyIvqiiYQIxoTgQwkgVo0oqAFDAC2giZgIImi5tBTKLbRQCmxbdtnunnN2zvhQtnTbQmlFXvRLTjLnNr///L9vZjLwXw+RasiPZhukj1AK/UapuNVPdzLkjVYLHKmxSoqNvWa2uasCUnChFEIZhBAE18819ufF/6qQNKutkmKTggsl8S0fLIkyGj+gcJ9bn/a9yDet4kyd6FHaZNubtnD2n0mDKyHI3DLf9NnxlhH5xrSFp8S0f9ZtAd7rn4nUyP3JQwj9VosuO44SAqN8hJIUXXkVKWHQpCimTojU1VZIjwUAabY//+g0BuUXkNxagbe9Amkp9pXciwgYzOKNZP+ywGT/utDAHUoBgPdKqUjZvsFUUjRmPEMHDQZfIHfWk9XvKBPmXqbBLQcpwJL03rvA5BxY1KNi7SAAaM25UT4ZGQEeGjWGT582jMvP42LBm/xVO4Pk5kqwJBKNsSU5oWFk52pyBvrdEnBT20Kb5xgpJUZpZvmjuL9PAf0vriK7OZfSyBB+PrEPYdsIBf2Kn8FeNo9ze0I8VnaJw94KVFxzoWhVl2mxbvYiBTe2xPYV1Y01eDoMveA1N8D8xhzWFI3kzwaHa7NfIHIhyIxPGtjjrSCQUEgHhpW9Y2zHonL60psKuaXC0I9zW114KTaSB3KHET65mCFWHn2P5WHtKmRh+bOc71PI2Jk/URVcji998qY8jHIEtmMRcG2Cjo12JAfmLOnA67QG2rsglEQGLI6Hz3LMqeNA4jQNI+qJj86jJqeQ+8LVrPp6ImPzRwBwuWw/jT8cTIOTgPElKzoU6i0FNE9dJ4SSIAVfZlViBEwatYmj1y6xNVLOTuUBMDRbsD/L5YnV77Nky7cMzx+ML6F+195WeNINkHu1mac+eC9NxE1r4IZEgZTy+j4hORY+S2M4yBXXInZPAwWNp8gJRiAaoq9lEZSSeSuXkYnkw5cXt8L1VZfGWKxj913xmyevE0iNsQVfDTgBUjD7yQ2EnJFED0XpHfyDK1GH/ZcaOHI5SnU4zoWmBDWxOHbu6Fa4H3WJR+JkBgNp/XftAGDslv1BCIGxBdWNNeTqQsqrHqe+1zROx84wMXkBR2ualE2GZ3Fo5bY0+LWTR7GkRUZGRvccAIhNWCeEEEip2ZRbhW8ZHnlxCtpVACSFxgtEiJIgoh0Of7y7A1y7Gu14NIcj3XcAQEof3xKEEjZSSs5E6+gX+p3+8YOEMgcQd3pjZICm1QfRCZEGN0mNlJD0fcq/WJs2FW/LAYCro9eKUMImkFDsMudRWjKrdBwacIVGK4fm1RUt8CYHP+oSuT5yY7U4Vbvjuw7rwG07ABBIKGxHYXsBbB3gSlMUIQzSchHLm2/AIy7R0xUYV6MsgUlqzm3rCIcuVsLOYviud00gYWE7iqlZA8nMDLG1si4dfqoC7XlgS4ynqd3eObzbDgCouEG5YDuS3ZG6tHnuR12unanE95JIBboLOHSjBlJROX2paLu8tq92414fuW+6hPdIANApPFZ9BK1bVllxi5y3jx4fQKa8vchUna3FeAJcQIMQCoSkdts3t93vPzoBPThnpgHwHDAe4MLJ7zfetVPV/3FH4m9P5Wr0XvYcEgAAAABJRU5ErkJggg==) 2 2, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94%,94.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE9UlEQVRYhe2Wa2wUVRiGn3POnJntbqkC2goixCZoRDER0URDFJWARLxEQRSJIBrjXWOi0V8mYqImGv2hRE0qQjCiUTBeYqJYuYgaAlgtlKYtXlrlYqE7bXd2d2Z25vgDtun2RitoTPT9NZfMed7zft83M/BflygeyPteMGiJkIropYfFUA+dSMmeo6NwtMR6coXRT71u/lEDRbhQCmErhBA4y2uMfn7V32qkJGrryRWmCBdKEdsWWBZKGWJtE9x/8wkvjex90htO/bYSuBKCRM06k1z54QlNpN+OnOU1prjzxI5vyGe7sGZfh3EUUkqMrTBaI6UkO3/2cSci+17oHfvCOVcwafw4Cp9/RLjh0xK4cRTJTzea5GebjyuRAXeQeHmNKca+QIds29VA877fkZZEaIVasPBI00qJlBIciRQ2XZdP71nvAmF6jH1vxKBJDXjDfvU9o4TAOIolSUHOD2HUi/xWdz1bWvYitELaNtaCW8CRGEujhEYXBJWPVpPYWT4gbCAjgzpL1KwzxZovkjFnjT6Z3d7jnMVpbGmaSW1LE0JrpCWxbrsdZRQXf3Aah1+upKsqh/1CIw2LpoljpTGogeTKD02x5kutmEIQ0MjjVOvRXKzPYOLvXazw5lHb0gK2TULYTFj5NFZOEa/8gWzKRXshdiZP/T3XiqKJvgb6NWFR2TtuEMWGW6UdpCW5adwq6sL9bAvbyJ+e5IHm1bR+uZaZZ05EB5psRQMdVfUlcJ31uWT528av3DcgxxrMANDT7UIqpLZpTHfQlO8kXciDEcyfVI7jGT551iMsm8rVj2xix6GDqK8jyjpzTJgyA8fz0e0aKz2WSPsQ9GEMZSA7f7YodvuaRDlGCJ6b/AW/dcP7bgsbq23s6DGC8qsInQtZ/+aN/Prxg5w9fhyRVhzYXovdbpF+60pUwSZ57laufej5krEdMoGjMfSMmggVDR0dOIfHYAUJavOVzPamUx2C4xzAskKklHz8yjRgKvOv+ZFDNVdj50bhjqljwuQNpPeXvjaGTAAgO/cyURy1t8eeClLyzKzVnOmfT3JrBd/qvTS4Wfb/kaC7/SRyhyvIu0ly3UnSa27Fzo2i49RvSZ73GZl0hlTKKVn/2AkAxtJHvpJCYBxNU9qlyh1Dwcvj2hkO2h1EeUkUJdFKkwo1y+a04XxyEV7qV8rP2UjGbUBiUVZWNrIEALwZFwkhBNKRrK2qJLYtZt65mESkCVSIqz1cu4sDZElHPkvv+ob2xlEABKlmMm4DcVjAFEKynV0jTwBAOpLYsnA8HyklP2e6UaEmFhF5GdCpcmhp89y9e4hcH1XRRucpm/Htr9BRhFRQKMTUbXpteC+igXTKdztNcbbnOhHjT66g9aYNVHljSYUp1i/xiFyfsNMncg3uwZ8Q5FDJEOKY1vq1/XjDKkFRRbidCbC9gPZDnSAMee2XwONMQKZ+MpUtr2IfWDwofMQG9s26VNiZAJ3x2dyaJZUNmVQzg00LrBJ4d3p3r9oODocRlgBgyhsfGTsb4Hg+UZcPmTwFNyDqDI/s/GjDSSWJ45i2Xe8OyRhRAgANd18n+sG7/B64iSKEpTDGHBMOI5iC3uoH9wK89B7i2CCFwQxR8776y/90s+5+wjQ2/oLJheDHiEghhAIjadv9zrDXPa6fyinzlhmAMONDEEMAzduHD/9f/wr9CciBR98tkaHfAAAAAElFTkSuQmCC) 2 2, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96%,96.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE70lEQVRYhe2XW2wUVRzGf+ecmdlttrQEAm0FSrHILUFECqaIBSPBEAk+YMAQtIHggzFEScQYE4zxBl4SgzEYJDygYoQYIiSKCIoExBvXCC2ChEsptIVtu213dy47c3xYdu3aFkpFX/R7msycc37f+c5//pOB/7pE5kLOfltjSoRU+J8/La436VZKZq+uwTEkxoK12ly0Tv+rBjJwoRTCVAghCFVv0OYTG/9RIzlRGwvW6gxcSEVgGSANlKEJlIX77vyc8Q8LnTW3TYs+HVvOJHPROp2Bc/5ngtFVWbiSAqkMTB1i+juze1zwZo10GRyq3qAzOw+fOYCdbMOYPBdtKgwMhn0zllFHy4n272B/c0F2fl/TkH+90Tn2BXPuZ/iQElK/bMc79AXSMCitLcUTmrqlJ+i3eq/u98Y+3Zed92jAW18tMrFvOqeZWnEX5WXDwQ+QP31NNHyc+tKrNA9wQUhQBoVrftAF7x3sU7Ea3d3MnLk2FXn5BlMm3cmc7w2OzM1jn1iHNCRifwhjxqNIE7QyKXDC2CEfIQQke2+gx9jCK7ZqKSXaUiwsDhg1uD8NK/YQDcW5Mnco39acQhgmwlQMrFzMyNXlFEZDxB5vorbyMspNcmnZ1BseS7cJAGTgWpmYVsDpKy2UOREAvC/PMa1AEpoxksPHmhmzcjARO0RdZSv1lZexbBvpOdzxyk5tJh1qXp/bo5HrOgy/9FU2hccGxBlbUoSz9ACNeTHO9G/AHZdPas9yIk3F1A7dzaV79xIoSfH4mSjHwUw6WI5LyHbw2x0OfrikC69LEXaXglAKaVr81hBlSCLCmFgR5a3FeLXDiDSW0DyqhjPPvcrE0hIArhzZScvhHTlwEjYVj6ztUqjXNZB4cZYQSoGQfNySj1aC6Oa7GdJeSGXTCErrh4HQ5M06QlE/l4vjN3Lb7B2MLishUJLG47uy8FSrS1EkxkPVq3JM9FgDWQmJlBKs9MeqtjHKfX5A2LcYU3aCHye1Ey87SmX+CJqCBB2BiztxO0MrfM7uqILWNNzvcGhpbOma8o34iWerBJZEK5NPkoNBSPbsGMOgsfWUJgYyz3mTipP7qbhQx4PKpUrlUWkWMsUYgNlalIUHcZdkLE4kP3RzBiD9nguV/khpy+R0UwtWYjiH7XIWf3eM+mMrGXQyijrWwqCmFsq8drZ+9EAOvCNxnLZoK/Hm3CbRKwPxJycLIQQyJNnsFRGYBu+vuT07O5KyGBKNM6ghhjrfzmtb5nWB+66P73okYm05a9+4BjJOLUmAQdi2kWHJ2Vg7z8SXMG2Chyr0aO8wKTIly64ux2t28BN/wnXgIw1IpQKOHvog51XsVQIAseoJImzbWLbNrvMalfJ5a/229EMX8gyP+e4Lafi1nbd1pHeuUQBcrPusSx/odQIAlm1jOg6m7WE6PlevtAKghWBaaFUOvD15Ap3yUZZABz4XznaFww06YXca/fIubSVtTNth1rh8IoURtm+pyYUnTqB9D5REBz4Xz3cPh5tMAEDZSZTrYroOu/e1ZZuMn3AIki4ddg3aTyFN8FPXh0MfEgC456lNunOH61ztOkifuaDn2Dur10XYWd3B48lf8VPpLttbeHpsHzVz4fP6ZM05tO2BE0AAAgWB5GLdll6v+7f+gMZNX6IBvA4H7frgwO+nPv3X/qr+1y3RH6Wxa2ojzdljAAAAAElFTkSuQmCC) 2 2, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur72641 6.6666666666667s linear infinite forwards;
}
