@keyframes rwdcur71285 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2XW6gVVRjHf+syM/u+1cNW8ZoEIvWgQZenbiASkUYmVBBZFOQhMPVBjTqBKF0U6iEMQgiilyIzMaMgSwkiuilhktZDJXXyJConz/HM3nvW+nrYOjnbc3Fvqac+GGZY3/qv/3/+831rZhQdxiu1pdI0hroxPPX7u6pTfHvoTibvqN4p1nuUADg2zV0h/5mAN4uLRXOBnPT89NUPXJGIyxLwTj4vGoWSFvHagd1oWu6LgnULHuxaxIQC9uasGBGMfI71jsfPfADA+v73Uhe8Vqxa9EhXIiYUYEQwymFEeGjo4wvDCuDZ4zsRUYhSiOqonDoQYAULWO95q1BIyQG1efYK0B5RgP6XBCwZ9gTaYYxgJOuyEvAonFK89u2OrgTY9oGD0xEP+CbceKp1t0uGPR8WHU5l214pQZRm++E30rG77lgjZ7UitpYv92ybcJ/IOHBkvhGTM1hAB/BVD8J5ywOE0PusgDZD7lm8Ws6hqRtDI9Rcc//GCQszVXh0YU583YN4RIQk9riGkJx3o9GEhtMsHvYp5vmZ98rpUsRfpRKDpYjTkWEossSRJg41DaNJAvjl9efGdEID/HxLWYKcIaxYbN5y7Y+OIG8IyoYoVNgAwgBCk3XAiMdjSKwhDjUjgSGONAd3biW2mnqkaFjNtN6+MZ1Qv95dExGBukfqjnkHBi/bNWBci2tP9OE1ONNq1cGXN13ihDb5AJ0P0dWwnbzbF02KO7l9M41Qk2hIwtEbTptKQFANCCZF9D88p30RNcrRTjZaXgHk+rbQLAQ0SxFJdEnDpRPlz/ULkIt6fNq2Y+rEk/NbA9IqTN8AfMKMHcdTEZ/OLEjf9b38MLdIXLa4XIAoReOZjcq+sDXzeJKN6zPutN+pnLx9YevqvFDlHepC31vAe1SomLL3+3SRc6/OkOVTlnFgaB71ZoA415qctqtpnVavGZUc/tkHVG3/d+hqgi0mmEITPdljKk169h2m56PDBDOa2FlxBuwW1bmteIT4sQ1I7zqiskfnHCqvINQQyrjkFwsAUD27j6CLCabksKWESbuOpjkztYmd1ciAY6upqeGUoL5yA5XcCLkwIQgasGrtuORjJdtbSw1vmSs6n6ALnqj3jxTT//V0OTAwlUN+KtuW7VOjYccjh9FfRpmqPvfiHDGVJqrqoJbdiBpoypFjso559P2l0o6diHwsAWnEL80SXUmg6lFVR7RiIJO/6oZ+QiOUSahInfv2LO/4o2RcAbl1v6EKrnUUBffJ5Ez+py9mExrBklBRTd5etqtT/gm/B1S0cgAVCjryEHjkUFkATn1TE29Aa0+IZ9PS/dDF7nm5AHGfVVGhoCJhxBuGXMgZIk7UC9x687GuyDsFiRwq4z2MiOEsEYMuYsFNx7smh85+TJS67izegjOGxOkrJu8WfHGlX/Gv2f/xf/wNFO6LhCXkJ4oAAAAASUVORK5CYII=) 13 13, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRYhe2XSYxUVRSGv3Pfq1dDT4EEZAoBJHSMEtQEYzQaN7gCXBBcoHGFA9FggoQoEldt4gCROMUBXDgE47BolA104rAiJBKjMSqiAUMAoWm6q4eqrtf3HBev+9FVdlF0deKKm7xF3XPO+7/7vzuVMM125rEF5ksxWqywtHtApltf29x0ks8/v8yIHG5c9uSagv1vABdfW2m4EBHBogCJEopf78nOCOKaAPo23WJ843CRw2Udi/edB3GIJBA/rwqahmgIMPBopxEoLqdINmD+7tMALPmsDwCrGAoc76QpiIYAkjdcoBAoc3b8knYD3Hh4OPmlijbpQeNPkAEpGBIalx5cmYoD8uf9LWmaNqffGKB9zwkkbwQ5D0G1zMQc0BjuONEcQFjbUf5wgRE7NHYUnvhbJiCKW1cQxL4q18ZXwm2/XfH/8DxnZQ0Z1YCNvaWG+0SVA6PdNxgFRQoeVxhj5J3FxoTlOUVqlr0D0NQV6ZnnrOIdFU2eD2a1N5wZqQOVnrlmgMQGsSCx4RijtG+haSmEosfXVjuHAsdWQHkYG/ZC2ZLRlwmJJeD1uWts64UjdZ1wAGNHZxstimQ8UvBk15+DgkKH4lqUoCNG2j1BRw1C5DAzNIaKd6n4Q33DlNxqRqLVlDIZuhatq+uE+OOzzMwSlhjCO/sauTZ5NFe1uGvROuLAMRY6xpzj5T++/I8TTiKPRIZEvla82YMmrdt15iuGcllGoohyFE2ZHJIBGR+I/t6O6yxOfkkjiHpxAezJlZsYcQ4vIBLUT7RTbdWdSwbFTrUlVBWwjEAlibnOYio62LXUDr11iZ9a1jCYz1IJM+BC3v1hvzy+eouZG/9GIrx/9O0pgSc6zP/VhtmVuGUSfTPBTFBzeC+0Lu9Lk549eJ993H0Xi89VaIs9eZTQDKfJi8UMMePAt2/WdWtiGUqwbNCGTs4eFzRUQNUxe3kvAKdPLKTsHXBlnhwu3825m+ZyZv/TANy6fge5WIlUCT0EKEd69tYVh+qNSFqX9zEsAUNEFMu5VByQk70tHDvdUVV80beh+SgV+PHgK/S3hgwUMhSzYUPxesHapSWfHrnZ+isRly3Lc2uPpjVzPtltvUMtyD8l9IVtMlXt1cRh6sNIJj/vHVplZ0fzXLA8Z7W1KjE2SXbDbEi08yWrrW0kXg8gbW9+fbsVNcdlclzUAm+s76mK9z/8DOAhSiBy27umfSu4KsBTa49zWbL0a44iOTZ0b6qKt320NzmSnUMzjvLuXdPVb3gfkBfXfs+QZSlaBm8d3PvFdgOYf+BVU8Y3l4xDd26DJnbPay2wjd2bGfB5+rWVfi0wEEcMjeUoxRG6eUtT4nDt13L5/IF9jFpERTPEJigBJjIj8ekAAMh3G/YQi+DNoQSMPLJ1RuLNFk+e6TP+a3a9XW//AoOrrRHm1upKAAAAAElFTkSuQmCC) 13 13, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
4%,4.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPUlEQVRYhe2XW4hVVRjHf9/al3PGM55CS1NQ00CLHuyheogesgx8MCUpkpIuQlnQ1Wgox4yii1KMWipJESRFeaHLTEVEFCGU9BBIJmbZRSPUdNSZc86cs/de6+vhzJxmH2c8c6me/GDDPvtb//3/rW+vb+19hGHG8x9foTki8pmYu+buleHq68MMZ/CKj65Wq4LFoCp07Jqp/xvAvR3XaQw4DKigDpyDb/dcOCqIIQEsbp+vVj1i9bDA8vnfkeg/1f/xt8kjhmgIsKj9To1EiDAk6vHM/F0ALJu3pzYmY6Dzr/NGBNEQwNOxqMtRwWfDgi/6LgvAwqv2V3+I4nkjK0JDgLIL8MlTxnBH+7yaOSDbd84CUUQUSf4jgI4b24htE4ZxVPBPy3ueEgRKfkLnvwMw6Z2NOvXddTpz20u1KX2waD2iecqEqbHOCiLKpIlHatfskXM0OXCuRruHtiZSAPktm7ViPcouQ8llmLFtrdJb8m4bEuiElLh/JwDijuaVooG4elS+mtgQolbT8PU3NMJgbUKCYtVg1TB963ptkhKntIzn0mJrhdBA19FxNIeRakHQSHAFHy15UILyjsmavenPQXdMAyCbXtMkdiTFhDg2dC25m3LiUbQhhSSg2+Y4ZXN0ulxKHFvB9x1h6CAyaMHDFXzCy4+iJwR30mBLAcXN0wethPDiq9Vk2Ps0HrqnUdX6z+aMJS5ung4xaEkgMTSv+Pm0ShjUgTqIXL35SF80NV1u2a/Y4wGuy8eVBm44Q9RrXkng2Q31N5EBjnqzgfICcOrRWbgugy0EJN2nt3DfQDWr1gHgpJfy6QeFp16ulrdP15dbeX8N4vqtLfr+5C3oNzlcp4/t8dBEGL/xBzm+9FKtaRIY/+b3qerUz1TNE23VM+fSvan9ln4CSVtL7SaXLWjRtmObmHJRQHh+Fr/Jx2QMYjzwQURQ8bigZf+A5qn5uReWa/jI6qqnKiapGlc2tALQvHQV4oTufuIrjxU48EfAtV+fAGDfDVnCvI9kA0zWRzIeU9sOD2oO6Y1IorWPY6IEvxThV6KaOSBNkTK2bNPi0gmKcVAzuLijTPfBHnoOFYkOFxqa969Azai8cWV9a8mkW1s1rDjCOL0ThUlMjMdbU5t1ycGCADp7pwVqoA07aaDeSK3qKbe0arbiyMaOMVEawE8ciTFUnMeOaVmt1zYyHwygFtNubtUgVjKxko0cuz9Zk8q37XsPlUtItArRPiMc9jv5jAC/b3+OrHVkEiWbOK6ZszyVf2zWQlQgwseKsOCXaLj+Db8HZO+Hq6sQ1pIPHLfNeUAB7pu9WEVB1WBFuP1gAUawew5VoPPmPkxelDE9lqZKhFRO0lyuMLanhycPfTYicxj6Z7l8+vk6gsQRWMW5Cp5VRHVU5sMBAJC3v3wFTxWcxQBrfmoflflIxf1X+qj/mp2Ns/E3yejTTbrIja8AAAAASUVORK5CYII=) 13 13, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
13%,13.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhe2XW4hVZRTHf+vbl3N0RrtpM0kUSmSiofVg9qCRkGClUAQ9KPmShPYQXQykB0sqK4kIIYJuZOpL+iCZoUWkFFIEJmSo4yVFrZzmdq77+q0eZth6zpxx5pyBnlzwsfdZ3/p////+77W/vY/QZJyo3KauCm0YOtrOSLP4+jDNFP8aTNP4it+F0gz93wQcCDoVIJa0Jl+4eOe4RIxJwO6wQxMRYlFEhBltZ2vm+7vualnEqAJ2RFNURImwxMDc/HkAOtrOXC6KoffQnJZEjCpAjCXCEgGLcn9laYDJ7acBsGpQWuvHUQXEosTGEkvKN2FHRg5IoTRjqAhs1FQ/j13AU05f5kCEbVgjIkx94EhLAtz6xKbK9SpeSs5RnjclAVjl9vN5ciOxrdUbA24k3DD3aJb78/AUTYtVonLCrKXhqPelZsUNl27WMHTQwCeMHd5LJylDlkeSEpvGDgyFnOvq1DQIiSspSTXht62M2piZwhdO3qripfie4nsp4qXkPCWfSxFH8VXwVFjtDGSYf8rTNd/tE53KE8/sI+ouEHUHhKWYuJCSpGAjWLBm5A41AM8cnq6VqkdU9QhKLq9N7Sas+AQVl2rFJYgMIZZYhl+QxkLvnISkEJAUIsJSzN2PpyQBJAFEVfh+sxnRCVlxYJZiLK6juK7lk/knx+waXN3i7zcbbASpFWwMSzemw5ww5bJDuexRKnr15K2+aDLc4nWWoGoGRzKs3wcFBNYnSHyqic/DX99Tv4g0GPVkjeYFYOdLecoVj2rgERQbP/EC6IN7FgCgOujoD8t+lsV75utggcWI4g6d733kcCbig95OXXgk5fyP/ZQHHBJrSGNhxZaybH22XQF0yPVVHxZr3Km/Ul20Z8nlpArgDB0NIoKojyHHd8u3Z4vMfvULXfzTL0x29tLeFpDzUgwWx9WhxRXHU9Z81tOQHC5vRHLw0f360FcrEfURdRBxMOTYu/x9AB7b/TYu1wHbM/Cxfb1Uuydx+uQpAF5cNJP8xATfSXA9i3Es67ddGJEcajci+XbZNnJyCzmZRp7bM3JAiukdnPv7plr7SiFVkYzg3YPH6emfRF+xjYHCBNbvujr5SJP1j5bc/+kuLQ1YCt2Ws28+mWFys9/QyXFAh4n5/dhb0gh7NXJo/DKq6ep5W3Zqz4WUvospA5fiYcVWoZIYFt77stZjRyMfSUAWszd/qYV/LcWelFJ3Qv/HK2vmw6OvoCLECMXAsPS+dU1/lIymUjuf20EwYAlKlqgYYfc9nWEmztqovk1ot5YJpHR1bRrLmk0JAND8E1tJShFJaCFI4NBacee9o34Y4NuEiWq5eOL1psmbAags+QitphAnmDjCjSOcKCSnKf3HN7ZEDmP/LBfdvxoSOzjSwV3TGMZF3oyAQZJDazFYjFiMtZT/2DAu8lbBV3b6uP+aXYtr8R9nEOihW2GTmAAAAABJRU5ErkJggg==) 13 13, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
16%,16.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRYhe2XXYhVVRTHf2vvc879lLHRadTIsiRjCutB/MAepBLzIUIsfEiCaB5My4/IPogyiHwoUxFBJ+yllML0JSsIfRCTsCmKxMhESvtATXGarvN1z9l79XCnO97bHa9zh3pyweFc9jr//f/tddY9Zx9hhPH0A6u1r2i4VIQPDm+Ukeqrw4zk4pX3tquoIqJYERbNWqv/G8CKuYvV+yLiSwBIyXv+Xc+PCuKqAJbNnaGqRUQ9qjFvH9hcIZxz+wsNQ9QFWD5/uqp1qP6BuiJbDmwD4L1DG8tiD9wx5cWGIOoChNYhgaLGsfXw7n+GBWDvl2/iAVUBbawf6wNEjtDGaOB4cs6ssjkgi2c/C4DzELv/CGDDR8cJI4cNHBq4ipwAXhVV4cSvrzcEEFQPbF0zXhNviPstazvOCMDGT46zemEbvUklr5hS+b85ub48lh//iiY2IiEiOfdc3bJUzPjOy02ayjnS6YR0NmHD8gk6uFBS6Zh0KhleDNI0fp16CfAS4E0AN2yu25jlCuxan1PF4b0jFosRj6BseqpVi8WAvp4Y9ZULEuPxGjD1xpfoGjDaD8QS4iTC2wCsganblZPLhq2EAdizKa1R2hNEntA6nnitm3Q+IZOPyeaKZLKlczZfrBCHZqgBi4khIcKZFP7MMxAEEAYQGMz0HcNWQj7uCNSrQVXx3rBoxUC9ql2+miuW2EzfgY0EEwXYSOg9+Ni/KmHCtBKmHVHGV5s3+qIp6/zRdjLNIZnrLJkxtjaktUoYlI4DO031JFLjqDarlReA1iW7yI0LyY8LyLXUBhBAD+0dJB4s6LyHkYN7UO+H+twP3v77lw514rpHb9XNR9rxkyeRbQ5INVlsKPzcsURuW7lbTQDGgojw/RuPVFSneqX6xac1AQEwgxxGYOaCoUn2/Xa3vnUsYczAUtJMobc3Iu5TElcCVlW8g89XLa5pXj2onZ8B4ZAhwIx5pfN3nZYwK7TdmZQ1+3tu0n22wJb0RQDm71tD2rdipQmreQwRHz60ZFhzqHyWyMwFEIZCmBXCrC2bAxI0p+jPjakQX7AxUejKBvsf3ESX/YqCHKNHfqhrPlyy+q8l354aq95E9IUZ7pl4uqx5d2CiHrd9XFRle9gttbRXMofaL6OKrv76dIvGQZZClKdgmyouLKoSYRCrPP5Xs1Zr65kPB1COI79M0DhM0RdmaCvkWXj90Yp8e/osACFAJmbp+ZYRb0quCDB78ll6TZa2Qh471vF797SK/LaB1tIPFSKr7Gw5P1L/uvsBuW/CCWzOkYSOflE6L92iAO/3T9IigDdEQIe5BA08Pa9WoKe6p1EQR8E6LojjT5PQJY4ucbwaXWjIHK5+Wy43N/1In/H04CmKK2/LR2M+EgAAmZn/iRhAlBhYlTo3KvNGxZd3+qg/za7Ftfgbp+eMvrlBi/8AAAAASUVORK5CYII=) 13 13, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhe2XS4xURRSGv1P39gPmgY68JQQwwYUSFSNqID4SNWomYiCEhZGVkIiJGEyMC5YkgG5YGB8hYSEhBDXoCGx0FqiIJCAxGiVREJHXIDBMd997u++rjovp6bHbGXqmJ7qikrvoqvP3/91Tp051C+Mcvednq6QxORuxbH5BxqtvHGY8wfv7FmiMwVRVR05N1v8N4KMri1RwERFidUhk8OWPnMxNCGJMAOf679bHrSE1BmsMT83tQzBIFeL4T07LEE0BThbu1BhL7FpScXh21lkAHp3XD4CrirVw/AQtQTQFKIuSGkuCZcW0n4emBeDhO/zqR4u1rdiPASCuQiSiXLy2qGYOyHen22px/xnAg52/UhYldFIS6l2GasCx8NCS1gDcxon3K7M1gyFjDWsm/ylDECeKC3GdtC42UiEP3H/f8PZ/8anRiu8SBg6r1pWb9om6DGwJZ6iHxZeUwCR8GMxVqikPsJSlvs4G+0EtK9LbYzQqG4aenVs7mxZmjXBTNF1RIQPkMGSANhVcFdqsyy0YOlKHZZ2naprDZ6ao6/sQJEQF8AsO/vUMYeBQCVzi0CEKXV7d8teomTAAryVd6mGJJMWXlDdzl/CwXMcSGEvBiRmQlFLDFiQYVBUSiALDUOpf2OBTLmUIvCxlP8PmtXNGzYSsT29VVUUwZIHtbv+YswY3Pvub184hThySxCWJDNv2/vavTJhQUiJRQkkbzVu9aIa3dcd5vEKeoJSlEmRHDDYREIkSifKi7Wz8EhnhaTQbaV0AXnlmEYGXxy/lRgUQQFdrR93kXinJau1QgCwQV4sTYJcp1iAOluZrafc1fvxmOqWBSUQVF1LDB4e+l5eXPaCIAQVBePfw0brsNL6prk47QIfXQx3cXlEBFcQaSIV97f21oMc+X6fn1k9lydyIrrYUlxjVCGwCKKopqinvHNo9ojkMNyLZ65R0hdcFKqgqiQWxhv1dVwF48uztxBUDDNdJ8fAT/BFf4vSRDQB03/sG7fk8+awl54JxLO/1bh/VHOobkexr78f3HcpelrSYr5kD4l1o4/qZKXXiK7+nWCdbMzjww1tcGHDpK2S4WnSbmo+22Hi0ZPGXd6lG7eR0Jke7e2qaaU/v1qu/eEjBxxY2ykjaG5nDyJdRXVXfc3CxmnAmk3Qe7XZhXWAcKmCwxiU7Zas2apuZNyVcfGCpZrSTjEwjb2fQ+9zbjRqVBTvQUoibVHDTCpXipnH1jxtexye6vyUns8jbGeSZycqePXXrHUt3Va9kgxVDpbhpPN7NAQD5unsnOZ1KRm8jLU/ikW2fKMCs5XvUxtUo12D7N0IL3XOsAl3V8xmFPsvABcvARUvhcox3OaF8Lcaefqklcxj7z3L5ePnzhJ4SeZY4UmwMqjIh8/EAAMhXr68kjoU0HgQIjq2ZkHmr4n+e9Qn/Nbs5bo6/Ab8Y4shYprmrAAAAAElFTkSuQmCC) 13 13, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMElEQVRYhe2XXYhVVRiGn2+tvc+c4/ydMUeHEcHCLEz0IpDENAPNTCVMRYIgb6QSi6ibijKyLqToribJq8qEKEtLA02CyqjpJpQuokBB/EltxnH+995rra+LmY6e8cx/dOUHG/Ze3/eu993vXn9bGGc8Euq0Si05FT6I2mW8+KFhxlO8Vms1BRICAFvTafq/CVgZajSt0L49mTEpEWMScH9Pg4pec/tze5XsuvzL/U0TFjGqgGWXpmvmhdQPCDhkOgHYF7UDEA/W7epvnpCIUQW4xCLOIJnlqHT92ywAe3J/l+riCtj/RIBPLC6xOGdYntaVyAHZkk4buBEBndiEGFVA65yz+MQiicWkUcWaGHi+cG5CAm7ocdGh9erowtHFybWtAvDL7PMsOdNMiH1ZrZoA3rKj6kKp7ZvOuVobDLUh4q6pv41qS5kDyw5t04g6cjQQSwMLD9+rDFqe9EaEnhG/tBzunKMFFWq8pdpbPrx4x6gDs6TwgS9f10AfXvrwkuDoxNFDJh2kURvS0EttMeWnuWdKmMfdVG3yMdNDxMyQo8nHFF1E0cd85/so+D5scGyYdWFYJwzAuq/e1xwN5GgkF6bx/doWqrSJHI1U6Qzyrhlpq6evI1cGzgDBUB0iar2lepB8duMJCr6HKEuIfR9HTtUM64RsOHhAVRyqGYGEgw9vGbNrwIgWHzlVg/cecYFIlZXz0hucMP5KgM4I0z9lKPlEN5oSbtVt3URpSs45yLKKxab7CnRfDnRd9Kxu+WJoJ1LhGkpWKS8A3/4q2MQTEg9ZZbME0MWv7B9QIyAox3dulKU796uoYmKDsWAs2CrhyNPrSyLmHZunHy0wXG47jenvR7wnBFi1CDn2c/nnWXFPuTtD31QXPvUp4TpIcIMJVYIbeFZV/ty3udRJ/cy39dl1Lcxfep580RHHHmPAAWZwgosJrFpemRyuLURy4r1NeuvGT8CDD4o6JWRw7uijABQX7SXrKbexObTT9sdiNu3eC8DePTXkqx22Soljj7XKg2uGJ4fyhUhOf7aZnnZP7yVH12VfIgek+2w/vX/1l4GLBUVsY4ngsa3ddFzK090W0d2RY/UaPyL5cMmho0Xklj2qmQfnoHd7CXPf7S/qnTMTIt/Kuz/8KJWwI5FD5c2ofFTX7VbNMnApJis/E8VWcV4w0WyeWHG33oAdQ4y8G9btVpyDxGEyR8ieK0sf+33XoIBqbBqz7aEF4z6UjCyg80nwARMcRh3V+TfK0qvnv0AAxOYxoYmWr0+Ol3/U84CQPIMxjpzNKEQps4o7FGDJbS+pEYUAwVveOX5goH6cMVaA1hdeoxAFqquU2nygJh+oL3iKUwIft741IXIY+7Fcrva9irFKbBURxYqC6KTIxyMAQM537ERMIDIDwMMn35wU+UTB14/0Sf+a3Yyb8Q/rOrHWpKXW4wAAAABJRU5ErkJggg==) 13 13, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENUlEQVRYhe2XbYhUVRjHf885986s6y5uxbqy6aoEIhkUQUYfIgKRIJQQ6VMvRORLkG+QWbaCrBjZG2QpJgXll0qQsCAC6YUgyMiKlJQ+pKa7rYu77e7Mzp177zlPH2abbcZdZ2eEPvnA5cJ5zv/8//d/nvNyhTrjjb3t6hNLnLc8331R6sVXh6mn896Ds5TAI6JgYef2+fq/Cdh7aKZ6Q4mciff2Tbdck4hpCdh3eIaacXIRZcvmfsw4UlXY8sTihkXUFHDgs0CtVdQqBJ6Na4cA2Ppcb9kF7w3rVt3RkIiaAqxVvHUYq2x4LPdvswDs2HUedYp6QV1j9VhTgLeKDcAGnrc+bC6TA9LTPQ+MQVVA66rn6QtYs9xD6FCrGFvpsojiU3CJcODojw0JCKobDp5A1YP18OTS0teuWe7Z/7m7wmaxgnrh7Y9+LbdtemCtukIzxSjgne9fqTkvFQ7sP2XVW4sNwBl49zjKuOVBqIQZXylAKhyRDcseURM3Excthdiw+tZtNQuzrHDf6Sa13qN4VBWTeoxTXFpygxiIDU8t82XMSz036+CFFkZ6W8iMtmAztxHlZpCPDPnIEMeGKIVjZ3dP6YQBePOPVtXQkmQCCALWL3FoaElCi2QFDYAMUOWAzSg+AZMGmHABaaGJfGQ4dGIPhciQKwrF2HBPR/eUTshr59pVVQnwWHU8s3B42q4BV7X4rvZuUg+JE1Dh5PDOK5wwakPUZIhNppq80YOmjPthoIdCbEhSiNLJF5xJbEgahrgwy57erupBZJKnmmyyvADMb9pFIQmJkixJesWCK3fUnkuLUZ1wc0fHGdn91yIFSkWJx3pQUl7oPD9RuF8268/d6zn+20yGo4DEhagKF+Nt0hHsqZie/nRrhTvVX6rfDNwOQFrOOERK6QQATyrCgzeeLA/y6FinDux+na9fzREUE7y68Y2lVKx2vN8QGyYlh4mNSO5r/0U/ubwEMaCqJIAYz+q20wC8N7KIMSpXwXeuSOfdPxFFLwOQnfk+aSHBqGLV4YA866Ykh8qNSB666RQjJmXUOkaDtEwOSJ9NOBvEFeBCZMjLn2WCYv5xmuc2IS0Z4jCsST5VsnppybP5+ZozKXnj+SDbV8bM6Z2js08sZba/n2MrN8tk2KuRw+SHUUVVbxzr0kGbMCiO/qopMHEWl42IzAArPj2s1dha5FMJKMfT0VwdMilDeAbF8UW2vyLfu+AcalNS/qaol1j18dG6LyVXFbCv6QI5cYyKIy/Kne6Givy83xeOCyiQyBBHHl5ZL3/N+4AcyfYTi1I0niKeLm1VgM7L7YoP8UbxFPlqxYvQwO45XYAucbNKQkRxBQu5DGaojeZLHZy599uGyOsFaZe2ggdXsKSjWbLDbZxffKZh8kaAOidphbEMMpKhb17fNZE3Cv5vpV/zr9n1uB7/AHN+z7S1BFilAAAAAElFTkSuQmCC) 13 13, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhe2XW4hVVRjHf99ae+9z5uLM8VKmow9jRJNJUvhgEiVRIJgWBUWoBUYkhoFhqGU53rqCPtlIYW9CERhGQpTRdH2IIooQ60ELmbTQSZ1mzmWvtb8ezrD1nDlzOWegJz/YsM9a679+//Xtb++1jlBnbJuzQSUOwYXsOv+a1KuvDlPP4K2dT6mmSM/29hf0fzOwpWutipR5iVFEyk52tHRPysSEDGxeuEoxigpgEvac2QeAipKQ0J3d3bCJcQ1sWvyQJoFHrYfAs+eP/QDsPPdGOkZU2B683pCJcQ1o+DcECRjPK78eTJkAOy+83AizTgNZi1qPhp7NN69J4YC8lHsegASDqa+eJ25g76e9JM3nSQIHkR/RL9jyI3CbGjIQVDesXrdIm01AqJb9Pd8IwN5jvTx7152Iv27kDAl0l7akP7fzlmICfBSwu/DYuN+Jigw8sP4WzatnwMcUcDy9/nZlOOVJW0QSxVXqJH0dAdnBAfUiuNDiIsPGmYfGLcxUvWxTl4oXQm+xzhB4S0YsLSYgjCPsUAZzIWHf0c9SzYvTN2uQb0EKrWgSkRDhowCXjSg1G1yTJW4Seo4/PGomDMDSbfO0lIkpZR2FbIkP3vyZfFRi0JT4xxfJB0V8a54kN7JkNDGUKyMorzwb8eql1ZSmWOI2Q2mKZe3Sw6NmQhbvmatWBbxgVPiq+/cJZw0YM8Vrlx6m1CT4jJKElvfev39EJoyLHMXIUcq6anijG02qe6f3QfLTDYWplsLU2oNNMfQUI4eLHLfum1k9idS4qmG1+gVgxTNHKFwDhRlQnFF7PQJo14FpFY0n1vXLTT3T1fqySFRAhcALP278K51pw5p7NfziUc4smsbgbIhbBR8Jn+xcKXfv/lA1FFQVLPQ+t7IiO9Ur1esPtpdvpOqxWsUNt6kop9cMppPkvp+nrXO2kembRdP5BDsEtqhIIohTjAAevnv8vprw6kade6ilfGfAiaKinH0kD8DUIyEugIHlcarpOvuEXsrN5s/sLgA6Tn1MdCkhzAum4DAOjt+zYlT4MOqymdOrBokznmImptAUp3BASi2ewpTKD5ENfyL0/Smgr3MZAx3Cv7MTBmeF48JH66x+tST8Eo0DIAph0eUMzO+/Q4ei+RSCTs5mt0ot7VhwqL0ZVVb112gcleE2zFYMTEwWEYdhiGtLPTpCO4EYezf8FuUKuF84UNF9IncM0Xj4GmRG6e26DyVjG1gCBGV4ELXRevKGiu4bLy4DwKrD4DgXPVkvf9zzgHBbjLVZbJglIzk6+pYrwIL+JcOrjRF1nMlsKY+vMyYq0PZTC8jYHE3hTNqCuSTmB1zQQmxznGx9tyE4TPxYLhc7fyG07WSkGcPnqCgqwaTg9RgAkL6Oo1jJkBgLhPzW9tGk4I2Kr6z0Sf81uxpX4z/3SIT9x9v0RAAAAABJRU5ErkJggg==) 13 13, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
41%,41.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhe2XXYhVVRTHf2vvs8+5587cZgonR30QrSaRSIlBg+mhUiuSCI0SerAHjSwrRDK1h3wIQ9JEwoLC6IOMyIgig8ARwkwwpDBKVOzDSjKKavyYmXvv2Xv1cPU69zbjnQ/qyQWLc85a57/+/7NYZ599hBHaiiV3qOktwakSmz/eKyPF15sZyc2PP3arqigqgkTCqjmz9X8TsHh5l5Y0gA2oEZTKw6/unDEmEcMSMH9Zp5ZVUVHUKlve6oYBzV8z7bZRi2gooOuR67WonqJ6Sup54aVuADZ/sGeACMPaKXeOSkRDAWXnKYtSVM9rW/eeDwvAxu79EEC04v+JgKLz9Lsy/epZ+PDsKjkgT8y7sXIWBPEjmufhCzi46TAl5ylaT7/62qSABkVUWf/zzlEJiOoD47Z2qMkEW/b8uuqYAHy1+TCdK6bjeuv0GoOo8uyxT6qhp5sXaZylxFnMk9krDdeJmootr05XnziynJDlLO2bOpRzLT+blOnLZbXo2vKyruU+jYLjvG9hRcPJqJZo2n6digIBbDkg3hOVFFtWohK4Pk9zb8Q3zx2tYlbOv0nj439je6ZiemNMf0yulCfxCVGIMTgiEpbxzJCdMAC592ZoiC0hsngX6FlyiCznKKcRpbyhnFpKecuZfF0HnIEwCfGCKQlxFpP4hJXhRSISIhIMMdvMhiE7IdHOG9QEQVUxAYoLvhx214CLtnib2YBYR2QSxDoW9z70r04YdRHeWUIc1ZOP9kNTxS0Na3BpKza9DJvmB73ZqBXUVdx0z64vIoN4PdlgeQF4ffx2aMqTNcf0N7kh1Sp7uipX4Vz05s+FT7vUhAF8oVw5zN1fDV617hpdumUuE8MMTL5AKbEEKzz4wyJ5ueNd9Qa8ARHh0W/vrelO/ZMq+24ZVCEARi4cZ+2uFpn5yw7N3i8wZVeRjhykvQFXViSDKFCdq7Wf3TMoeX1Q+WIOEF0gBOisLDL24ALEJWTT36kmJ5/9UE9zO3825QCYd/9H5E4HLrdCwSo5A8/vuHtIcqhdiIRZuxFnEZdgXVolByRpGk8hnVwDLts2fM5UCXa9fRd/TbacKAjfiTQkHypZ/2pJ64+rNTYpqWvj+ITlVcyE4gHts9PQvoSegpPBsBcjh8E/RjVT3XZ8neajVprjSbTYCbVKNcJQQq3lihOntB7biHwoAVVr/2m9Jq6F1LXRbA7y9ZULa/InczMrJw7KuZS2I7+PeFfQSKV2nHyD1B4gM81kUYEjLU9VMeOLh7Rs2/GhBZ8JZ/IX5mG41mg/IEfbH8DbHN7mUMkz9cybCjCxf59CjAkBrB8V+UgAem3PRrwU8LYVL+PITCteKv5HPG5U5DD8bbkcaVlFMHkCKV4ceo5uLOQjEQAg3zcvBs6TO35Lrh4T+WjBAyd9zL9ml+yS/QP/EXTWewXF2gAAAABJRU5ErkJggg==) 13 13, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
49%,49.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAES0lEQVRYhe2XXYiUVRjHf+e8H/POx46ba5hC6RplUKAXFWqRmQYSIqTRl+JlZPmFkAprmBdBX8gaXgRBRFhheKFrUhcRYkhCWUQqIoWKYOq6brszszPzvu85TxezO87s17iz0JUHzsW8z/O8/9/5c57znlFMcDy25KiECYiCBGcPLVMTrR8+9ESSFz/5rSgraAGF8OCak/K/AaxZekQ8qIgrASxgmf366UlB3BbA9hVdknCEpCNg4LfvV6DMLd2Zmy42DdEQYN+qLgmUIqkh4QgnT6wA4PSR5beSfM20jptNQTQESDtCi2vJuHDwx5VDjxXA+S8XASCiEOU0o98YIChVxNMa3lzeVRUH1NyXfkJQlek11xANAV458jypyDDVhYw7Mi44iPa4uSvbFMCIV349Y6MoL4kOUrx4/h0FsO7QKj5ffZhWt36VCoOguPbh9OqzKZ1GVFpw05Ybr/oNbalz4IvsGjHlPLbUhx3o55s5O4VBy1tyhjavfp/VdgKgsp1WdAa0X5nTvys33JhVBz7znxPCAYwJIU4gJkJMxIH27aKSrdDXw13OtHoAMeBrpu7uJwwyonxBeZXVO2mBNMz8tSRXHg3GdEIDfKqeERuXCeMcJiqwtn8/cSmHKfQS53sxuW5M3zX0zRvDHDBYXKz20QlwBq2//oKPahV01uIFhvYLhTGdUJ+wUCokHgCvcbyRa7WrGdfi9gsF8EAlBe3BX9nMCCd05UAFSzRcvNkPTbXuQnsaLxvhekU0xVGTXcvPMAixD9hQ/5JGEGPFFSBz+y6i7L84EiIyulkKkE6v0gzaWgA2GdTHzqC9ppI41C4bakQPPPuVbF6/kvRTguv145g8SiLOtD2iHu75RW61WMyfbQtHBXYBtSWysiepsWiswEcJLeFggq3NdoBcXP15KvMB+dY85d75BP7duDqDNpo5l65KsReUUjgI5++/Z0y3hiDV1qIl9F3ihEvkKspJh3LSYdtAzLaBmPzUgEJbsq741IwU3t+/0/vA4/wzq53uwjl67BV6bTc5r5+CVxxXvBYAQO3oC4k9TZh0CX2Xjp5yNSZTkpi2lrriHit4hf6qQOmhpRRzFykUL5MPu7l63+xxxWHkUax23igN3y2qY/4MsWkfm/LrArHv40Qxmf1bJL+2UwFi5q0e2jYNxWH0j5GqnR0L7hWbDbAtAXZKqh7AVejY4pTLBAd3yPDaRuJjAVRHxxOzRJIekklgMwHvH/yjLn5uzzGUWHQc4ZRL+F27JnwpGRfg3ROXsKkASVUAtm54ui4+961lKAE3jFBGCFfunqh+w/uAeu/oWWwqwAQJItfn5Y1LBGDe+kUiCkRilBHy6/ZCE6fn7RbIls3LyKG4bopcN2WKKkEpE1BsSXP57cNNicPtX8tV594fKNiYkhhiC8YBUXpS4s0UyuI3FtBvLGEQcGbv8UmJN1tcu9Mn/dfszrgz/gN7vLWYik6EYgAAAABJRU5ErkJggg==) 13 13, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhe2XXYiUVRjHf88577wz436oG6u5ibYGdWFLX/RxZUVpN6IXuRAokllBGwjuRURFSEhUF1GRkhUFiUW0FsbahQp9XIQ3RiQhlCGGoeQ67ux87My8c87TxawzzrjjOCN25QMvvJzz/s//d57znPO+r9BmDKw5pZE4SjFPemxQ2tU3hmnn4WWPnVHjarI5647r/wYw9MhZDQIQEaxTpFyZfHz42FVBXBHA7S+l1KwE4wzGG86ML8FIBQbArj/aMURLgNtG0upL4PMG64WT3y0CIPXNzQBooKAeNvzSEURLAM0LPjL4CH4/0H+hWQByX90CgFcqENcCgKgCoZEw9Oq5qjkgXcN/XUR6jQD+2NOL5gWXt/iovu9CDRB4+Py+jgCCxoaBpQU1CTCh5++jc+QCxK1PTuFith6grGBBd99VbTObDmhgClhTZPqj4ZbnRF0Gli0sqi2CmxLKU4YlQ3llJuU+W1mKRrmvlZ6Ypw6pMSWMKWGkRO+zn7QszOqIyxeUVESJAGegBJRDReJK0OMx88HOcxwf661q5q47oTmbo2zzEBaw5IjFclgpElDASkQgJf79YEvTTBiAe/rKmvRgnZBwwvHTcZIekkXwGUM0YXEpwU3WL4Epg6pC4DGmRGAKWCmS+3A9MTNNaPLEZJrFI9ubZkIemO9UVTEzsz6SuqQsmmYNuGyKF49sxxIRaBljyvy5481LMmGsE2IqWCeN5p2+aKq6UztfISFZQpMnNIVZHzYhENMKxMO9vnEQmeVqNJutXwCGnh8h4TPEo/OEpXRTWl3VU5/JAxmRVT2qUFmWcKY4Ab6fMlWIwUczem5wPwvC30hKhiDKYHAc2bVb7n3uCa1sMUUEDu/8si47jTPVlT0OkRpITGfuRRFRxHhUHOOp7uogux/6Vo/dP8JJt4Ss62Lag1eLn0mGauX64f3xWc2hdhDJwYzV1X1ZRBRVJYZHjOfriT4ANtx0EmsKkKqJ4wPbWDh9mtffOwXAphfupOgTRD7EEeC8Yd87h5qaQ/1BJOOpbpI2R1eYJUxMVc0B6e36h/65J+rELn6WEF81+PStX+kLJpkXS9MdTLU0b9bZuLVkdPlB7QlL3BBXthxeXdXs2dyv2eQEuVAYfdvLbNrLmcPsL6O6qn75jv26IFlkIKks7a5/46lEGAOBet7YGmqjtpV5M4BqvHb3uM5PeBYm4MY5nrWH1tT1b/h4EspgPAR4tm9NtP1R0opSP1sxztzQI4kUGj/D2r0v1nbBMz1aDHOUQk/BG0bfrdXDlUar7wHZ+NNqiJ9HYynUTTA2vEIBvti8SLGVJTGejszbEei+4W246Gd8fBIfnySyacphliiY5ukdnZm3K9K96x7ExdOoTVOOZXFBjo278h2bQ3s/JvL42I8IESoOjL9q807FF1f6Vf+aXY/r8R+X77FyIEihrwAAAABJRU5ErkJggg==) 13 13, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
68%,68.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJElEQVRYhe2XXYhVVRTHf2ufs8+9zozSlKb0ISiYyST0AaO9FBQ9SCpEVGhREIQUWZgkxETaRBSFBRlSWS/2EKgRohl9IEwPib1oRKD4laJlhs51Zu7cc889e68e7njyXu/MnblDPblgczh777X+//Xf+6y9jzBBWzp7WCuixAb6TrTLRP3rzUxk8oobYrWXvXfPHdL/jcDTs2IFCFxt0l23DEyKxLgIrJlZ1kgEq4KI8O3J9prxWxcWWibRlEDP9ERRIfRgge2n8wD0nbiMhIXb7r/QEonmCniTgX/2Z+5SrwD8fLyjGkQ8Iq2J0JSAVSHyhtAJz88sZ+CAdM8dGpkEJvL/DYEN/QGhhwgIR8EQEX7ZM6MlAmF9xwfXDKs4S6oBa4aMALxeCNlwbYo1tQwskIpyeF9n1jd9+u9aEkcqCeVzC5rWiRoFNl1/Tk1QxkcxYVDh/alOGZHcuupSjGEyd9YpLXuHMxVSSeHmg003RsZw801H1TiLV4tzFuMsTi3O5RANSESpiNJzMch87p1T1LNRSn5+gjtY4fRAQpxLqFDGRRUgra7bicWjKmEAPppzQENbQmwJDYdY/fcMJBpGwmoLTIL11Q15RQaRcuMxT3+ckoRpFfyvhRCmIy3BzNs7qhKyZUGfijeoBngfsupo97hVA8aU2MzbC9YjOAg87tclV2RggqBIYIsYO1gP3upBk/n5I/dhghgTxIQmbkyyPfK0RSltUcoXd3xdH0QatHqwRuMCkL9rBzYqYqMSJteYgAC6e/EuAFSrii7bv1x2de9WgNSDV8EBzsOKAw9mJHpnXdBN5gyFztME+SKGFAkdxf2PS8eirQogQTXm4E9P1ahTn6nuvmdr1qmigB95OkQElQRMyvIfXsiCfP5Gl24918XxU/OISx04n8NjUBdU4yCoDzjf92xDcPi3EMnSH5/UXQ9sQiVBxVVru0lZvqcHgJ0PPwSdtXXrj2mH6CyVOLZzGwDzH11LWs6T+gifhnhnOPPdK6OCQ20hkmXfr0ZyBSR3AfL7MnBA3OxBkpmnapwLZSGSUgZweNtGpk49T/uUfqa0XWwKPtpg/aclX/bcrd4O4dsGeGzdycznpTdz2h9Po1C5jq/ePiSNfMcCh8aHUc2u3rH+dnXt53Ed/VRyFxuw9ViTsGzdnVrv2wx8NAKZbe/tUj9lAJcfJM0P8cSLhZrx93rKBKIEUiE0MUteXjThS8GYBB557TdSO4yLSngb8+kntdNX97Zh8BhRQqnwzbv7J4rf9D4gK9eexduYRFJSPBs3V9f51XfCLFuDZ/tbR6CF6jleB93ysRCrEqdQSgzFJKRYDii7HFt6Cy2Bw/iv5fLMKiXxUPHguFQ1zaTAJ0IAQNY+B94b1BtSb/hwfXFS4K06X77TJ/1rdtWu2j+0I7Jxy3AG1AAAAABJRU5ErkJggg==) 13 13, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhe2Xf4hUVRTHP+e+92ZnZ3+0JosY6B+hFoQWBCEU1B+G/yxrWUYbkRX9UVZGUhltIibqFihosSykZIKsJS24bETSPyJESZARRYgJJRRm5ra5szP33XtPf8w47Uy7jjtL/eWFYZh733nfz/ly3jlvhBmuoS33qEy0YCZyrNp9WGYaX7vMTC4+3He7qniQAAaOPHq//m8Ah3YvUWIH4lDKEMBw18ZZQVwVwOC781UyKRgHJrB6x1FUSrqqhuEVOxqGqAtwYH+7BuMI4tAk5YHeLwG4b+cQEpdKQDRi5K69DUHUBQjGoSZFTcpDz5+6vC0A3fuHgJILhKQR/foAee/xcUpIHIf6F1bEARl+fDWiBtEMhMx/A7DuiSJpcBBZQmyrD+PydzB0fdHTEEBcu/HqHjQxYAxsWVfK9qm1RfYdEJqS6ss1ElCh+9hzlb0PbjypUujApy30nO+s2yeqHNiwy6h3BusM3sHmfpSy5QXn8HGxBt8gGl3+JR8tOqGatuBdDk2bOdju6hZmJaVn+zJqXSACojgQgiEisOkdtCmGcedqeSEGVWFk+SDjY52a5nMY24qzOTRkMRrxfnvQtWNmWicMwJNv5NQ6g00jUh+xa0PAlp0oWEPBQtFB3qfV0VHAhAyS5qB4HWrb8a6VR0ZbMRphRbGi9M/x0zohj21uU9XSeRwp720er+fa5GyuaHH/HE8qippACrz8e+ZfThivEYEYlahWvNFBU4lbdzEiHwcmIiUfTc1qHDGOGBtiejbNrb2JTPGpFZvqXABen1dk1ARGRZmY5oEXQNf0zi/jlAbM4a3nZM2meRVkQ2lfCXy49UIF4u2B67XtzeOc/2sxf0aKM5ACO39tkvU3FBTgcucY+CVb5U5tprq6dwEAAZDJ1a5SkldBRRjefqZykzuffkaTTzeQNnXS4QxRMCQqxKqICFGJm4M/tUwpDv88hjK07ayuem0RHhAVFAMqjPT9AMDKjbeiIQOcqQT/+M1ifrt4jjC6GIDbbrlA4mKaVUiAKMDR0+3TipfcneTGke2n8SGDC1lcyFbEAbGuA9L5VcHF8TbIFioCJ7+by7KM5Y+MYzR2dcUnO1AR+qTv+9pylXtf7FJcKwWfqzpwaQbBQ/sJZewOAXTft51VsVcSh6mHUVVVr3zhQfW+g7xrI3+peuIpESQBEou0fK21sfXE6xKuWN+jLmRINUtxXPhq/0BtjCYLPya91AaFLFFoxheWzqh/XHEcf7ZnEBuaKV4SbN5wc/dLVefNNw2iqhjjIA74wtKZaNcHAOTz/gHSvOBshtQ2seDubQrQsWyvii8nGwcYWw4NdM+rDdAlXa9gCzlsIUdqmylOtOAmcjibw/7c3ZA4XP1ruZwaeQufJgQf412Clt8DZiM+EwAAOXusl+ANqoI6IX/64VmJNxo8uU/M+q/ZtXVt/Q15Fc/F2tue0AAAAABJRU5ErkJggg==) 13 13, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
77%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe2Xf4hUVRTHP+feeW/e7Dizu22W4JZamWlRQpJSWygFZtD+0Q/rD4noHykiyCA2iiiEEgKLElHyjwIJNAosMwJJAxMyC/NX9kPKQvNHuLuzuzPz3rz3Tn/s7mtnmnV2R+gvD7w/7jn33O/nnnfn3DfCJG2x+VIDQkKJ2Bctk8nm15qZzOQl7FHBICNptznb9H8DWMo+dTBoPJySGvHfmvnwoiAmBNDN9+qMGX8d31MVnz9lc9MQDQFW2CPqimW09Lu5C4C90TJEBCVGVbm5bVNTEA0BRAQxIBi+YFHiBvgm6B4ZKSFxM/qNAbyUwRMHVyz3sz8RB2Sh+8kY0ObeQkOAd8s3kLaCZ1LJ6R+10QMZmZAjvSubAkjVOt6/9oyWwxg/jHnm5HQB2OTP5TH3KGksRNXzRZTDhSeS8XXXvKSpXBE3V+bgnvUN+0TVlp695ZzmPEM+bcmnLe90nlJGSp63Dp44dRcZZZk98xW1GR+3pYybi1n08FMN30tCuPrGXq2IEopSMjFdYcxgRRkoxxSDkEI5ps+vsK40O8m5w/lMy26BcrqfKNNLpaWA1z5IpqOCmzc4rRbHU3a+vW7cShiAt+b0qxcavNDgRcKbP0zlO5PiQMbSkbW0ZRxaWwxt6eoKaGwIidFUQOT4pHMlvPaA/Z9vIN1hcTMVxA6weNXycSshG68vKEBlxPH0z/kJVw24YIkXr1pOSJnQBETi8+0bu/5TCZMJDZnQkA9NrXizF02St3vtVkr2PCV7Hl/66k42WRVGn49mDdUuInWeWrF6cQGY13MTQ/ZvAtOPbwfHpdUdM4aqnPedyMqOGUMKEBpQVUIZXvvB37IJxJqrftEtM9eSXnicwdRZIikBIT++flzmvjBLGWlOBjjy2u9V1andqe6dXqoOjAhqDO4Y/4JTXrLIH51H9eUX7+bguX4qoYuqRUVAhRiSxnV09Zm64vBvI5LbT2b0wLRyIuwyvPN5pz0ATlzpk42q1zg0dQtdl3fy3pN/AUUWrHGJQkNcscQYFMPhV/vHFR+tTrLp+ac9sjG0xdASk4gDMs23tFeqkzV7lsuC9kRgf09ApiXAy/qk3KCh+HjB2p+WRK2BioYQB5jBtiTn02VLNHqolWNTDtHzyHGpl3shcah/GVWd6jhfVBNHEAeUnEI1ac4ivkObybPqgyu0NreR+HgAicX5oopWiClTdPvJ9l5dFe/euhNCyBqPvM2wcnPbpO/kCwKYQgsxMSWnQMkO8Gvnrqr4tseXQhTTImlykmHjivrNpmkAQOxAO74dopjqpeT08dXcDQqwvatLxQoSKxKkeG75MWiie07ko1Q6zs2jnBqiZIuUbB/bFzyv6lrUClTggUd3NiU+UQAAmfPnvfh2kMj6kApRV5CU0N3zcdPikwEAkDt/WonaCphwWHz9josSbzZ57Em/6L9ml+yS/QOXlotwV3rjeQAAAABJRU5ErkJggg==) 13 13, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELklEQVRYhe2XbYhUVRjHf+eeO2/LqOtqWopkiy9hkpQkGpRBFAiGvS0SFEQFRkVE+MGyDKMyqD6ZIgRBIZGYhKlFkn0ILYPA3KKCBQXRXVZ2t5nZebkv55ynD66zzji7szsrffKBC5fzPP/z/9//eb2KSYabflFEJxCVwB/Kqsni68ObTLFM6xWIwUUARLMr8r8JcNmzAtFV7eW54ZRETEhAaWa3iBrl0fm5XCmm98agZRFNBVycc0KsCrEquAQozAfAH+oAIB6p65nXmoimAkJdxniWWBvU8MLLzQogOZCp1sVXQ6+dgFCXMF5ANP2vKjmgotmFSy9KceUQXVMBi85vINQVQh0T+aZhTQTcdiHTMNcs/PqGw6teFEwKTJr13e8pgIW96zk37ygJq2vVOw803NyXqrZ9uaQgec8x7Ds2/9nRdJ+oceDwunuF1ClIBqhEmSMrtggjlpf9HKXE8Hh9qa8WFaSshIK2DGvLkaX9TcelqvCb5x4UKg5VtqjAQt6AuQMVt+FH05gZzqI9ms+Scw9XMaajKLlEgn7f0Zd09CUsA74hl7DcVbEMViyBcWzqWzCmEx7AoTcfEmYlYU4SNyfJ+u9+QualYPppJFXApIcYzPSTS/bXwSPwoOQ7ctqSHyHffvoGBkqWfBiTr1i2Zc+M6YQ6uOsxUUaQWCBwbHjj4IRdA8a1eFv2DNZaAmeIRNgZLbvKCc9Os7iZQIdXT97qQVPFvV3sJBdFFIyhHDfeKTzJFrHZInbGMF/vX1ffiWrw1JM1yiuAp9Qp8jakbEMCaSxAAfLpgTWX9YAonnn8uPrswD0iokh4HhoPD48Emkce/b4q4odlO6Tbe5a+s4MMBQGBtQiOL1ilujhZMzz7WV3jTv2Xyof7VwCumjAj7yKCxWFwiAjbN/ZUO1n70Qz5d/crtPcuJ2PawCZQePiAurzCncch7mtIDqMbkdrcdVq27rsFA4hYjAgxjp1PXADg6b3tlOts7B1qY8EDg/y4pwuAu7N78U0aX/QlMaI5xroxyUc8H3Xj3Y1nydkSA6bMkB2ukgPqfFCkPyjXgEUy6EypSvBz8UmidI6KX8Qkixyz45OPlaxfWmrtJ0oiK8QGfntpFLP4taUyP7yT+EIHJ/btUo2w45FD48OoZlav2YNEsRBHEEa15VpSWBWTbPdYef8mqcc2Ix9LQDXW7EFiAxUDofH441VXk//n/W6sivDTkJihuX31C5M+k8cV8MvzYBxY42GNx63vpGvyy7esBAStIvysR/fJ3ZPlb3ofUL+/DBgPF2tM5NO5rV0AOl/vFCUah2BVzPHPP4YWds+JAmTx9gzW+ShJgUujXJqM7aDNzebXD75tiRwmfi1XPW9V0KJBNEoUSjRKmBJ5K0BZvPUmHEk810bPjr+nRN4q+MqZPuVfs+txPf4Dqj7VNbLre9YAAAAASUVORK5CYII=) 13 13, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
80%,80.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQklEQVRYhe2XbYhUVRjHf8+5L3NnZ11X21Y3WdPelDWT0pKUcBHUD1IGGUlESlFJGJoURH5YDcGSXkXFyi/2ZkRYkdEHwwQpqCzKUCqIQiu3lWzX2cWZ+3KePozddcZdZ2eX+uQDh3vPOc///P/3f58594xQY0zbjmIg6wiHHlCpFV8Zppbka7ag8dn7SJWbdrr6vwm48nmjMaC2fHz+a8GIRAxJQOtmVxNAbCn9yMp/0SU1S95oHLaIqgJaNwYqiUBswMJPq0rj3z3Yn+MAK3ZPGJaIqgI0cbDWkAA/r039F4Av77NnOwa3tnIaugBrDZo4mMRh0mY3JQfkxp0GVDAYMsb9bwT8sSGPjQ02EZIB5j0RPGPYdtcvwxJwnuwrnmzTRIokEvHbxmMCcOKpXiZ05BBRIC4HqPDW3V1p9709S9TpcuDPkNs69lbdJ8ocaHtitnqaxdMcXpKldd3lylnLFReTOOXcqkj/CvLmnoVqul30ZIR0FvnwznlVCzNVOPPxRRqbCEtEIiGRhJScKBLJGdSEqBTp3JBPMbNeFW0J6pnsN3G1O56J8WWYX0M4XkB+L8JfIdI3g8VfvzyoEwZgzmNL1dMsvq0jo6M4+vQXBLYe3+bwbT2+rUesj2imDBwDIkKdZGg2jUhnAscL3Lp1H/xeQHpm4hVHc3BKx6BOSPva5QoWFYvFcvC53UN2DbigxQendBDEOTJJBt8GTD320HlOmNJTlloF+XA/NCnulh830BheSkPYSC4aPWCysZGLjXxIsixYvbpyERmgVZINNC8AXc0fMLbQxOjiJTSEowZVq/PufSTtCcqBXVulfcUqFUdKY45gHBBX2LflpVTExHUtuiW5nknvLGJcXwtBXIejGRpOLZAzY/arsYKoIApevr3Mncon1Tm3P4y19L/Vc65qFZuARsqhT3ekiyxsekU3NSxjRncPknQjGvUvrAKEpfv87AHJoX8jks/f366z2leiSYkMBY2Fb7/aAcD0tjWY2C8DTz51LfmxvbinWgEIm09g4hjoKwmwLk7P9EHJoXwjkkMHdhD2uCSnM8Q92ZQckGzfGHK9TWXgQDOczEcpgd/VQuyPJfGaSJxsVfJzHUiJvj+8rfKnJTdP2KROIcAL68omMsaQDy0vXNeljx5uFkCDzlwZ9kLkMPDHqKyq545/Vv2wnmxYTxDlKhINJMINBcvr0/7WSmw18sEEpDG3+UV1oix+lMWNsnzce0/Z/DPJDIrW0luwnHZj3p3aXfOh5IICPutagx8HuHGAl2S4w91bNr/ePYqqUogts2PL0h8aa+Wveh6QT3rux0083NjHV4/lZr8CrOYbBYhUsNYy68g4GMbuOVSALvM+wiQZfOsT4JPBZ4wb0Bj4rOm9aljkMPRjubwdLcbDpC0jDhhGRF6LAADZZecjmFL1A+vDthGRDxd8bqWP+K/ZxbgY/wB0TpOzdt4OLgAAAABJRU5ErkJggg==) 13 13, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur71285 6.6666666666667s linear infinite forwards;
}
