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3%,3.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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6%,6.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbElEQVRoge2X/U9TVxjHn3N7uS1tAYuF3kIDRRhFBvhShi8DZYMpA+IyE5Ys2S/GIL5kI46ZjB/MQohZjCHOGFxwGrc5g6LJXIINM8aJA4ZIF0VE5U2Kl77QCqNCacvtOfsH1lJsKS7p59d7znm+n5x7n3MuQJgwYcKsJGilA3jjsxM54tRknudlc1uPfWC4420cFcJMfrOvSZkRHWsrj8ocfQYEV3zVmrze21g6lMH84UBTwlaekMPry0w7XgwIscfNswaHqc/b+DdK4OB5ZT6i4WjuTsu2Jx1EZHiIxl72MXvbfwPsbc4bI1DdrChEQOoz37fkPv4Dix78jqYmutiaObvT7WveGyFQ26oodLvgREb+ZE7fLczcv47shr/ivwGPs9dkMjl8zV1xgdob8cUIyMmMfFv63zrM9FxH9hf3Vp+hKcFNo8k4vtj8FW2jX+vkpZQATqvXzSTpW3m66wqatT6WnyEe9JPFYhnwZ40V2QGtVkuXnjDsAEzOqzJd8fd+Bar7KuX4Zyj+GgWo2Wgx+hUeYAUEtidvFxXUD5TTtOd8QrpA2nmFUHcvIueCNeE2IqRxwsg9WMp6IRVIV2rl+aeflwhjUJMiRSzuanHA3YvYzVvZXsDkOMdxvUtdM2TfwNpVG5LKGqdK5RpXY2wCQ3Vfc0L7z/O8e3LVKIWoKoPB+3XBFyHZgRRJVk7Rt9YSNktwPFoeCd1XXXD3lwU8b4qapBCpNnCvFx4gBAKbtmvU6z4271qzja+PjBJCZwuGzksLMDMe4aQF5BBn4toCWX9ZBYr3aaM3lj4pXpXgqhNKJDDSOwsdzS54OSLhmQi0VyKR6AKtsay3UU3uFCuO5SsJ0O75WTvMz87BKxsFEjl1SK1W64aHh31eE/xhWQXkrJMzdGo+dTkiL89NR48LpQIsixNXJ8re0vX09NiDUSPoAhUVm0U159RJh1tUorpdJkeS89EYd0PxORLwYxER4j2x4pTrPT09XLDqBbWNFuzUspv3jxRHrUZV5j76wzir1VFXB/hwi0o0bRXKn7eobO3t7c5g1gyaQF5etsrBjO1+76CrIS5JZAQQ3J7oTT4mXWsyNuy0+LxRBkJQXiGNRiPt7x8p5UZfnZo28bRQjJMiIvEnaUVDzWROrApGDW8ELJCWlsZwHFfudrsbhWIGhBIARDlBKGSYWRvT1NcWaw5GUG8EfA6YzeYSQsgPMSoPnbebB/U6Chx2Hl70LtQNtiW2/XlTH5Ru442ABGQyWQkAaaJiZsRbKgi88xHA3AyGyUdRRzq+U90cnOgPWrfxxmsLKBSKQgKkQaS0yTeWEWpDCcCMDeFXnORQ9/fpusEJ/aJ/U8HgtQSUSuVWQFAnVFrStOWYzi5GMGVknM4pQZX+lEY3MKq3BTuoN5YswLJsLhKgGqHCnLexDDPZRQjbxqV27CSVvec0Ov2gftla5n+xJIHExMQcjD0HhKy5ZEMpFmUXUdg8FDXJezxVQ5e0Or2+nV+uoN7w+yBjWTaTELwnLsu2P6MASzMLKX7icYxZwEDl2crpgK7EgeDXOSCXy9MA8G55lnVfVhGWvl1I8RMD8kEC9N6VDA/gxyuUmpqqcrvnihVaS03aJhKdsYVyGx7G9QEitRe+sN4KRUhfCHw91Gq1YrdnviBOy53KeJfI0jdTzuHu+PsIQ+2PX07eDlVIX/jcAamKZ+LXmBoUa0hsUjblfNrO3qEjoP6nI8auUAVcDK8CFS1AsQuWCwQgdnUisj/rULR53HDy8lFjdygDLoZXAaUjJYsS8ZxYBlODHQlHPJj0X603DoYynD/4bKPVzcmFxqeSrnlTJN16NrQHVJgwYcL8P/gXUHQqNMtpXzQAAAAASUVORK5CYII=) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaklEQVRoge2X+09TZxjHn/e0nJYzKDp6L5ZGubjaVUsBQRGcghLmTLbpluiiMfEydYQwZxYzTUbMsvGDM2ZbzK7Gy2bCdEYHeGNK0QATKOBoqZRLBSylXHQMSi+n590/sJZqS2FJPz+/7/N8vjnPec97ACJEiBBhLkFzLeAL7V4tW6sFECjGVn220VLnax0RTqlAeaM0ISkhzrYhOburFTHMm0d+T1D5WssOp1ggvH1UuoL2urcXHhzZbe/lAAMuRff0sNHX+nk1QtvLJWmYwcV5u+zvPG5nqEED2W+4qtC26LpGfe2ZN09g19eyTOz1Hl69zV7U08RQnXVotO+mYl8UEevwt29eBHj/O1kWBnw48y17UXcTwzXUonHDFXkxySLaHppa5neAA2clOQTyHkvbNJrb1chwO+6gZ60V4rIoAtWbzCbbTPvnNEDJRdlags0cW14wucqgA25rNZowVYlOACaqLf2W/kBqzFmADy9L8hFmTqjWOZcadEDqq5DDVCW64PXCbzbbk+5A64Q9gFKpJDcce1qIMHyjeo0Qd9YBW1+JneYa8TWGoX+02YZ8Hpn/RVgD5CnzYjRH+wpJDpx5JZeiOu9NES2VjLu7Jv4+wujU0NCQ/nlrhi2ARqORqg/2F0bHwemUDAFpuvc36Cs9dPedOBMC4rjlsaXxReqGJUBKompp5s5/CmOl9Mnk9AVgrJsE/XU3010T3c8w+NDAgO+7zkzMegCNRiPN2GHdLNHg8kWpImi/PQUtlRNgvsuaIAhUYrVaa4KpP6sBNu3VUsrCznyK7/xcmLgALH89gaaqKTDepNxsFtqTmrr0htVqDarHrN5GF60cEZOx3oNsNnfSMTEO40Pj0PEHBsbL7JfL5dU6nY4OtgcrFKK+eH035Rp+KK3iCJw82k2+5HHR8UMd1Acyfuq15ubmp6HoEfIR2ro1iyvYaBNyeLS9bPOgA/BQ/4FPBR+LCpxVHA53Z3yU4lZDQ5M9VP1COkLaNVqx/F3DFmHK2HmX3cUGDAAIgMPj0H2Nku2NX6Zfamh4GDJ5gBD+D6hUKuE02beloNhzSrIk2giYXTfQJi2XrSbHy9L93yiDISRPQK1WU2azucje7/jGPU2zo2NBzebiHUlrei5P9E5LQ9HDF0EHyMvLY/f09GwCwN+m5pAQGw8AhAOiSC7lGOWe1tcKZrwSB0PQI7Rw4cIiD+2+mLLWwVMXYEjNRjD2hICxLt6RBxXSC4Zmw2AoRH0R1CkkFArzGfB+tThnOkaVjyFpJcCgCcMzC+9Q2zlptcE8u/IAQQQQi8W5BAHl0oxR+bJ1DJGUicDSzqJdT8l9HZfkNwzm9uA+sQHyQgFkMlkWAP5EkmFTLVvLsJMyEGPRRztoD9rTc3V5ZXt7/WSoRX3x3AEkEkkaEEyJNH04V5nHkEsyCLq3hTfqcdH79T/Jq43GevdsiPriuV5ikUikJFhQsmT9yHspWQylWEG4ux8IurCXOXT+o5FbsyXpj4CPUT6fn4RYeEvSevu21GyGUiwnnI/uC5sRQPFcyQMEGEChUMhJLmtDcv5IaXI2jklUE07jXXEtptHhs6XDtbPs6JcZR0ipVIpdtCN38frHp+Wv4pcXqQiH4Y6omsHo5OUya304JP3hN4BWq6WcnsmchNyunxPVmC9NIRytN0TXiCh84spxW3O4JP3h9xSKFrtJeVrf9wI55ouTick/rwgrAOHT17+YH/IAfgJsrQBC7Bk5gxBawBOhZ42/8s9hl/fM7R9G2sIpOBM+A0jdiWpggZWKI+z15xNKMQPGu+cGesMpFwh+34GSC4rc6an4+ke/xLB1Op0zXFIRIkSI8P/hX96bIAKpFSqBAAAAAElFTkSuQmCC) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaElEQVRoge2YbUxTZxTHz70tl1IK8uYVtFDWtaxWrcwqFukoWwDRMWdgEF8S57IxshGji+HD3AwhyzKdU+cHkrkFsy1DF1m2ZWEMGTLkbQKiRR1tRaFWsLQlgyqWcnvvc/d9sZXCbeFDf5+f55z/P+e55zzPBQgRIkSIEF4ouQj4kQZJuq81vGCJ8QeNRiNIXR8rWpeB/cgncHn23lhXR53T/LS1eJC1PROFQpH42DWZLckx3RDGOLOjk6a0DktCp7f1S8qARCJJpeiZV2Tb7tSlrKVSV8pn8e4fRFWTLTNedS4ZA2KxWMawnu3K1y01q3VsglSNT18+R56jGGywvn6Q8raPH0yR3khOTlayrKdI+artsFLHxsg34a6WWvInlma+++OU7Y6vvYtuQCKRpCOg31YUTOxP34aJFFrc1XWB/A3nsTX11Q79s/YvqgG5XJ7hYagD8pcnizZsDxcqs3F3T72oCXB0uq7Sdm0uMRbNgEwmywZAHyVrnmSrt0cL1uiQu7+RaAMeOllbZuudaxwsgBq9IpPJcnEcTiRtpJQZReGEKpdH32h29yKEKr/cZen2J1ZQB5lOp+PzeLwCAParlAy+LLM4PkyVG0nfap29w2Ko8nSpud3fmEEzoFKphGNjY6+xwH4rzRKSmW8k8tLz4pGx64mVodn3TxQbW+YTNyhzIDMzk7RaraUMQ9fJsiJjsorFuDovCQzdj10eN6/iWNFA83xjB9yA+iV1ou2JsYhip2sl2lliS/EqeDEvEUx9Uwi5w8p+/XiqaSHxA9qFNCUaQWbJP/mU211DuWk8SSKGtZvjYFg/AVNWT3nT546mwUHvU3YuBNSAKtdORi1nyhiPcDgq3imLI8PBbDCD1RhxsPPrmYaBgYGpheYI6BGKjKXshrbIbcDyWilXxLTtgZEe6Z36sPHTyaa+vr5xLnJwPgcKC9XCF/Y5SJHAY6/eYXVBFeBvCtanpGwyXnA5ibOtX4hbb/xtsHCVj9MKqLOUKepDhlJSZrvwwBKTAFWAQzWg8DV2u+1e8t6bv2gucikegMMKKJ5TpWVV3N8py6E+A5bn8swS501/xlWSW93U6S2jbq7y/B9OKrB57WZS/c5IQaz80XE+MYvzBR4Rj8/kKLY6fmdGCZKLHN5YcBdSq9XR8pJbhVGJrjMJqwCsQwAupwdwvictaln0JwM1yXaAYS60PpWFGuCv22PKD4uaPSteDWDoAjC042DqYmClRPSeSCBv6btyJWDHB2CBBvafiingCehvUtYh/t1egFstGNy+hFMYxi+Plqxp7LnSY+dKqDfmbWDfqeX5COizz6e7os16FkxdOBpqEz4iCCiTSqWNPT09Li6FemNeBvYcX5HDsuzJNI2TNOsRPtiO00OXY0f5fFQhlUqb+/v7aa6FesPvNrr7WJKWHwbVaRqb1jyACEMnTg3/tdyIGPaw3W6f15V4IfjVRkurVmlYBjsq19i2jOgRYejA3eb2FZ3AYgcWQzyAH0do5xFxBo1Q5fqXxrPNeiQwdeKu+x0rGgBhZ8bHrX49A7lkTgYKDyVtYIH+QJVnL7DcRgJTFzZ9ry3hewyg1mp9eD3QIn3xTAN5B1emIwxVqPPtO8YMSDjcj00NtcafxFjs53GbdTAYIn3h04CuXJKKZmZ2b9wzUfrQhITD17F/TZfIoyyDmu0O291gifSF149YWaIkIlhWmrXL8a7tHhLdv4lNjLSmVAiIyAaHw7EkxAP4qIA2NwLFJT8447SHw4QFWUY7UssJHq43Dhk5eYhwhVcDEXETWrdzWTcCD2m7Rr4VLYx0X715NaD3Gs45cF6SXnJx6fyCDxEiRIilx3+XwSl1+fmBmAAAAABJRU5ErkJggg==) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHE0lEQVRoge2Ye0xb1x3Hv/f62r4Y24DtYB62CcYxxuUR4jwIZZCmZFUamrFuyRY2RpQ1rFu6ZWlezVoVpesjk1YlTcXSNOsmjbWZYKxqaJiisaCmEAirx6txMHOA8jABjAl+v+/+YJ2qFRLCs5P4/Hl17jmf3/2d89PvHmCFFVZYYTkhlltgJkrPqyWxUZRtwo2YsyWG/pnGsZZSajbodDrqiedD6zmC4C5Rcl8Fm02Jt5Xy2Vd/5zBON/4rlQG5XJ6v3mZbGyEjDic/bBP63CGeREZ6LMPy7T4W+/qbj5t8//sOtRyi0xEbG/tcTLp1kyjBWSh/CGioAASrgG0/ojx8gVt4Mu+zL8kDX5EA4uPjX1HoHFvUW53ZAjHQVAXcrAeO1wAAp4EWUq6Z9sqyByCVSs8rdK7c9J02DUECLe8Dt64BP3sPoDgRJpIIbzqxzlw30/vLdYhJrVbLDgaD7yVlebduKrIrXTag9TLQ9TGw9wwQrQyzccLo+p9rRg7da6Ilz0BeXh7lcDh4BoOhSpPL5OSWenhDBqDz78DtFmDPKSAhnQzwRWj+sdxSfL/5yKWQ/hyVSsVxOByKtra2y6ps/9YdRz28fzUDrbWAqRnYfpCAOguIiGZarvwidc9s5lyyDGi1Wj5FUdrW1lvlKXmc9d8+6ceNvwDdjUB/J5BbQmLdDkAUz2q7UfnQ/uiwkA1AaKn87olSqRQmJSUVCiSs9tR8knn1RiSTu5dkFOlgKC6YjMdJ5sWrbObCGOvmC39TFZRd0vGW2/m/xGniRDExMU/HJrNuZn0HzCk9mPWFYGLWgCFZYGRpJHP0AzZzYSSs94wx7tlTnyiFDzL/olahw9XSaEtvoJQSWn+StCmYvP0Z4A/HgIFOwNIHUDyg6BUammxi1OuOqAaDN4+kDUw8yBqL1kqUno/lhUWyvutxDpdZ+giFroBA+T4/7g4DzvGpMXvPArqCCAcT5LUwDFlyUD00+KDrLGov9EJdVDmLcu/jiz10eTEBm4WB9T+KRb+isK6ACvDCeWaPl3rk2eTRnrmssWhbqKwsjxr1Bfslia41TMivSstnAAKQpQAbnwQyHmMjclWYx2vFI4dSx6ftNGfDggVw6HUZ/dhTMvqjqjHfrspd5G+eqQ3qdiaOT47wB8TyCS3NZ2I1OSBWZwIJ6QQipWEYNUZ93fAWt6O9fTKwrAEceFujFmgcj3LFtqL8p+lvEv3OPkVm9N2KIx3+3GLunaBb4AmFOP5AgEkIFwY43HDAcltUMmoU6d9+uds6n7XnHcAPXs6IkySOZYvko+/SAvdmgiDVvEi/XCAifesL+b2ndw96YtbIDN4JjpGO8tBOa3i9fUT4jmtS2Hz6+7fmtO8XLIC8kgQ6afN4miRxrMbnAnwugBvu51K0W8PlO1bb78huydMkw1UnDb4nstIsL+0zXkrdlNhkt4s7zxZ/OjxfeWCeVehETVRquMTd5LJ5+DfrAesQQAuArG8BYUKAIDh1ff9QHbSKDV1VuxenLZhzBp7/SLqaw2b+6ve7xF3XGPL9V4H+DmB8EDA2ABsKAa+TFccTuVnnCry1Cyn9RebUjR6rjZcRXvICQ9iijY1BqvqXU8/DRQCHB5ScAZqrgWFT0OKwCPSHKmX0Qkp/kQcO4PAVaTSbDJzghFnSTS1+fmXZ1HOhFIjVAAd+DzReBIwNLNONi1HnaK6v9vTuQc9Ci3/OA52B45VKIUG7nuJJxg4OfBpUXPo1MGoCopVAjBr4xhHgylvAkIHVFbCseoOMJCvNXeZ5lcn7Mev/gdLzOp7Tbs+Wxo/98M7toKKpChjvA2RaQJEBbCkBqsqAoW5WhyQ8oYzDw9Werh7bIroDmOUW0pXqKIc5oF6VfPs1qzmo7awDuhsAeRqQkgfkFAHVLwHGRvITmTj5AE3TdT09iy8PzC4DpHiCLVTtaSu3jQXXdjcBLdVAwlpAtRFQPwx88Bor0H2dacnIyCix2+39JtOXL6AWi9kEENpQ2nnReZfYONAJXP0tkKgDNF8DpCqg/hzt+ExPXM/M1O4C4DKZTHPua+bCfQM4ViOpcNvcGy39AerD16e+esoWQCAGWt4VmAfb2Q1abeL39Hp9CMvwD3vPKnT8w7gX/V5niWtyUllxeEo+NR8gCMBYF9nV38ptGBkZ2b9UstMxYwaO/Dkun2TZNhCEQ/nHo4AmB0jbBrgmgd7GiOtDHbxrIyPmE0spOx3TVyEGABPgUWxfzj8vAym5QOYOYMIMmD4WXBps59WYzcsvD8yQgZ+eVXGcEX4bxbfQazYDHC7p6m2LtHitwTcmeiM6hof7Z7yrXGpmPAPP1cTt9LnxKId/50nrQMxppy10retP8W16vX5Jq8z9uOchLj6lVUz0TFikG6Lod/YbFrUlWGGFFVb4/+TfmkWh7rm3XQYAAAAASUVORK5CYII=) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHT0lEQVRoge2Ye1BTVx7Hv7n35iaEGCkkEF4BAwoECSjCdBHMQFXsUh/bsaxWV7fdnXXUsXZ91E47nSx1d8e2Y7vuursz7uzYx8pugbGPacVHV1FR0YLWqIHIU4QQIAkYIDck97F/ZOjsWPAFRDvD589zz/n9vt/5nfs7Zw4wxRRTTPE4ET1uAWOx5Z+JSls77QlXShR/3XLFOta8J86AXq8Pn/cb2+zgp8ilsWndz7u6I8rENM4aDV1fjjb/iTIQExPz8oxcV3pEsmdTWgHL93fztDKW8PZ3xT/rkRDVf/lpk/fuNdTjEDoaarV6X7R+IFsz1/V0XDpQ9SHAccCKXSTPsoOz2qw9VaOteyIMKJXKT6LT3bmpRa54lQaoPgRc/grYeBAQOJlJLKZd5cXgR1v72AwYDAbK5/NJTSbTp7EZnpzsVUMhUjlQXQp8Vwms3gOERsn6SYnE/EZaR+lYcR6LgcTERJphmKi6urpPUnKp7IKNoIcZ4EIZcPUosOw1QJtJ8ooIUU3V9p5f3SsWESjRI+h0OrlUKp1bW1v76cyfCLlFO3l6wOlFTbmAy18DOS8CaQuBsGjh0ol3dGvKdfeOF9AKxMXFhTAMU9De3m5MzuP1K40kbplYXD0m4Pp/geQFQM4LQHg8abKc1G0WK4cGUTL63h8hYAYiIyOVDMOsdTgdG5INXPLqPwDmMxxMx4HrJwHVDBKFmwTE6IiW/s7wD6AUNZSvMf+gbd5NQAwolUo1x3FbGd6xKvUZLn71H4FvPwfMVUDDWQAQYfkOCgnzBCvjCikjIHy1t9DkfpDYk36Q6eZHagY7iL1eujtnxjw26mev+3v8zfNA00UAoLHufRJznhW7SFJ+kqW9G7fF220PGp+cNOUAdhxRae90ig6xpD1r5tN8+NLfCjjyZ8BSDbRe9s8pflsEfSHFBsmDWlkS67bN6O14mByTZmBXmVbBc6Ld06Psi2QhrMLwCxLlJQJa6oDOG/45y14DMgoJKGMJj8/FLXo1qa/xYfNMWht9p7jFJQtxStUJoOavovHZHhZWi4CuBv/3RRsJpBgIRCZRfF+zvPDwe2Etj5Jn0ipgPGWgbDeoVpWW0fA8MyteD/S0ATGpwMxsIG0hjZT5FHqbnlprrYu8WLbH4nqUPBNm4I1KjTpjuUp6qdzpNp4yUCX5p9nMFXG93DAGFOFDSVK5oJqzBERMKhCfQSAhk8KgXf7WkEt++t1V9W2PmndCupDxjHqlVOpbKkCgRCTLdl3T7PUMS8wHNtSx249FyGhOvEo6jc2TBvc/LwvxKCg6CN5B2cfeYdG/d6bbj44n97gr8NZx1WKS9q2QKpy/pIOYNBFECZLp3jBJ8LAkc6Oi8f38Lka3YOY1ZwfdLAsZCvXcCb7h9dB14KkjOzN6vxhv/nEZeKV0hp4OZgqmhfZtt7cDw0OALISlSZqZLZUxmqHGiIa0xfEdBzbUscuzdY6Sl24eTs6OrOZBVv0u31ozXvHAOLbQemOWOmLu7cWhsbaPWmr91wGvB5ApgAXrgOAQEQQu+Oity3G71DaluaTkNDsRgu/mkSpgWB8nTczr0YdG93zRaQHqzwBn/wVYGwCIAKcVSMkDmAEhPlg5OO3tlxoPT7Du73mkcyDn5w6tQj1Yae8UobEGqDroH1fPAkI1QNErwIVywGqB1+0Mce8q0yomUvT/89AVePNYRDxBUZ97BofCG6p5ovJP/vFoHZCQBSzbBlR9BLR9J+53O8Pqo3W+be+t7Hzgu83D8lD/wM7jsVEUy/2DEPfm1p/2KQ7/3j+uzQS02UDeGuDofuD2dcom4SNq6Ahua/0pW/tkCB/hga/Tr5+IChX5hreIg5xzG86w34uflQMk5QLphcB/3gQ66sk2uSSswisjPmg+1Tnmg9RE8UAGNu3XyX0DA89NU3YXt17h1JX7/ePJeYDO4DdRYQQaL5ANKpVqn+BDxW3LbftkCh/hvgaWbEmkvRw5O0Jl3W5r5rRnSwF3HzC7AEgtAKJTgMO7geZLpEmj0ezmef6bW7du9QdCPHA/A0YQaJcrouea9jk6eb3pG6DDBMx+BtAvBhThwJfvAi3fErVJSbM2i0Qis9lsHgyQdgD36UIvhEOkf3mgYtDO5VnOCaLzpUBqPpC+BJAEAycPiL1tl8lzGRkZa91u902LxcIESvgI9zwHEtZH/t3dJ2R3NXDE6YNA2iIgc7m/ddUckvV3XqNPZmVlFWm12ramph++WwaCMdvojoqYF8mgga2u3jvZH7/q3zZzioA7PYD5mKK9wyQ+73A41gD3fvaYbEb9B4xGEG6xVy6WuvVXjgD6QiBzKdDVCLSem36puz6o1uGwbQ602NEY1YAzNJES+rkWgrIT+oWAXEl4my7S6Guj/uZoCb5qs1k/DLDOMRlzC23/LOo5sEK+LLS72HZTXeEZYL9uOqE2XThh6gmkwPtxz6vEr/elxdicdmdU1DTZgQ03A3IwTTHFFFP8uPgfmK7Bn6rw5QwAAAAASUVORK5CYII=) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHaklEQVRoge2Ye1BU1x3Hv/exT5ZdWZd1QaTL8hJYBHkHMWAi4yMMiqI2trVNmzSxEzPjEDpqTDY445R2htHW2oeZJmNbM1Ei4CutUYIEBYqsj4K8XRHXZVney8Iu7N29/WOTqaMIIiz4B58/zz33/L7fe37n/M65wDzzzDPPXELMtYCnQO47F6wwNpBmjpgv/uvO24andXzhDGTtC4zxWjzk77mQyFJGda8e7Fz0Oc0nyvcnG86P1/+FMhCWuChPmTii9vId2hSZTjJdbU5aHkCO9T9UrrPxyKtH1reNPf4OORdCH4OMjY2lpVLpSYHEukMeMLQpJBkoPeakKz4HuELKKZKPLDVa2pjxXqZnW+2jhIeHcz08PKT19fXHAxOQHJdtFfmEAt/+HaguBLbnA3DyTQI+QRZuhXMutT5BUlISPzY2Vk2SZFVIEuF49wTYD74Gm/ozsDwPsK/lgD1wjXQc0YkuzLXWJ1CpVOKgoKAMiqK0IS+BzSkm2F+fB/vyDrA0D2x0BtiPysD+uYOsWrsrWjbRWLOeQooghcxqtW40GU27g5Md4VkfADYLi6qTQOVJYLEaSH8L8AmmGpqvLM3xlI6ZJxpvVg0sjZUpbDY2V9/evSl0pUO5JQ/o1QM1p4GaIoAggfW7CATEkLpBk7xAIh2tP5z35M7zKLO2jSqXK/xJO1mgb+tOCU5mFD88yELfAGjPALVnAYDEjkPA8nW0iWC9/kmx1MFd4Ya+ycal3C1cowGpH/UOpBzEqb6e3rigRLvsR/nA3RqX+BvfLdGtB0hEruZauNyFWoKi9ry31ND1LOO7dQbSf7xM2NV5P2TUxl4cHhwR+S9jhFl7gf9+Ddz6F1B32dUvI4eLuEyK8f4B30SMclb+KtSke9YYblsD6TnLhCERnSmWyyPnGKODjkhzkmt2AlWngfrLQOO3rn6vvMlB2MsEfEP5MHdQrw1dMLVPJY7bDISEjS6Q+DC50Wvs3O52IHkrcOU40HgFaK129XlpG4WINB7CUngwNAuzbl9UtRXmlU+pYLntKHH0zWYDRzDap1DRzIptQMUJoLXq/+LDUkkExtOIWSdCb4d414BR3FCYV26Zahy3LWJNWSr98A63ZZHKrHSyjmDZEkCnBWT+AN+Tg7CVfKzd6YnhAfIvYPiXNKuabj9PnBlbxPtLl4Rb+vm2w9mtOk1ZKp23qpzRlKXSQ136VxarOw6SFBPDFbDkwybA0sdBRBofVrPoK4eD/Swnwvjl88adEQMHrso+4gkdb4Bl20AwPfq6Jb8dtQnrj72tZTRnfYSjLJ0t9hnKonkj6z0WjHEpDhc2i2cLM8Y98r6684/TiT3tFPrwks97FMf+C4G4P5Dm2VQEiSAP6agfX0gRMe8IW/NXG6zhq4LvDBh5zULJsHRkUNTBjHE4BEWceD/C9Lvpxp+Wgf0XFdkU154tlPQlNV0F7FZA4u2gScoewhUO+Q/f926JfFX54NjbWiYjJ6L749TWwtAE/0qWJQo1KcbC6YoHppFCe8/4JNOetp94SvvfufQJUHcJ8PYHCBrYkAt4LCDAQvhvfa0qV2aQNuXllY97IZkuzzUDb/wpUsWXmFMWLOrVVBcBLZVAxy3ApAPE3gBjBwKWAzYLlB7eQ7KPf9o6I197PKZcBzJ/niySSEzhXoruo40VQPtNoLXS9UwVD6higRXbgOrTgKndTo9ZObJf/sNfMdPCv2eqlZgMy7wTJJSNFLffdhWlm9/9KwhdAYSlAfGZQOnfAEML6TTdJ5zRqXSBod3bDHTMtHYAU0yhPeflATyR45veBzZRSyVLlB93tYelAupXgag1wFd/ANpv0TYCgiEwvDS2L+zGucM1w+4QD0xhBvad8/NlCefR4cF+UVuNkyz9xNUeuRqITAeC4oEv9gHGu5wBua+0jXQ4Xg8SrdIVflro1sv4M+1Ce4p8pQTX+SFL9mxvqmDkJb9xtUetAaLWAovDgeKDQFsVbfBTKaohZHa33zS6J2ceY9IZyC0JFY0y5o2ewu7MxgqHvCTf1R6TAUSvA7x8gdN5wN3/ULqFC6WnLFbb73uae4zuFv49ExrYognnGltIdWCiaXdHvUP1zacAWCBug8sATwicyQfu1VINcrm8gCCIEkPH5NfAmWTCbdTaKRCrEhsPdd93qGtKgMFOIHEzkLDZdQG/cAi4V0vdUiqVewUCwZcGw+yKByaZgajs1s/6DYhrqABargHxG4G4jYClD6g4Tjnbb7A1anXEWxwOR6fVakdmS/SjPNVATpHPu/Yxi7pL56CrvgDiN7i+fpcOqC3ij+jrUBkbG7nN6XSatVqtW44Jz8K4BracAkkSrJPm2RR3ylziEzYDD+qAplJxR1cTWevnJ3v9+vXrDDC3/yzHNaDoDKKtIkcLwXWQCZsAuZJgmq+xdLfOs6jfIKgfGOjSDAwMzLbWcXlqHcg565vB2tlUkbRru+mu7PJQH1M80ifRF+ffq51NgZMxYSHbURDlazUbzH4RPPGhrXoj5jhd5plnnnlePP4HosPPCOmBuG8AAAAASUVORK5CYII=) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI0ElEQVRoge2Za3QU5RnH//POzO5kb9nsLZtkycWExCSwxIQCjdAkyKUoRWtZUGi1VcEqeOHiEaueLVoRsClaPTkngj1SpSpQU24qUECUm4REQFiyuRGSTTbJbnY3m2Sz9+mHPfZDTSCEbtLTk9/H98wzz///zvPOPM8uMMYYY4wRLQw7DeRG11AjIWSoGI+lcOhRkX6fLS82IUCcLeK2EC1wbVlkcgwW8z9jwPCCViVNIguC/u5lci3lEisCeqlCec7jFO0Kh3nThnkN1QPF0SMtdCBKlmiT/SG8cmpX529A+SfIlP4MbbrySo+dMJI4b4GvX7iHzpjovHb8Wvg/Y5nREPw90wzTuBhpXTIfDn9yerczVZMWkuvvAsblqky2Joq0NwQluhxXjjqF+okm93jNQPe44SGJFg+VTkoUSmqnBwM9F6o/c+TEZwTk854BUvTKNkcrxVytDsk+frEznxGSICcOJOxahB/sPjBKBp74S2Jh5zXrfHuL4/D5z/2cJi0kWPAchdvy4+xdFuDaBb9k7xv2zMIHAJ4POGxXY44sLy8YsFpGvIR+Vapd2FjdX/TVDufKcABI0VO4dx2gy4zzdlwNM41VPlLxWq8irQBIzGJ6lTr1eT/vr3l3TlVwVA0YjSAmKn51a03onqNbncUUAbIKCe57QQjd7THhtjovYz4V4Co2BDihGNCOp8LTl4g9Pm9w1Yt6W+dg9426AcNOEK6xQGfqv7LG1d6/8OhWdyJAkHUnDYORRcJ4Eax1XtJw1kMqNoAJh4CkbILF6xl0tdD3mspsTde7f1QNlJ8rYOrq3cVXbN8t63cHFh7dyhMAyClisOhVGvEpsbCYe1FzshcVfwD4MEHqHTQeK2PReVW+rMUsb9q1yzHg4Y26gbc+yxC0OFpXfnPA8bNep7/42/2R9ZwiGg9ukEA5zoemi92oO+PDvs00CEUhaQKDB1+LAR8UlbFsuHb7SlP7jfJExYDxGBgX6StvrnLk9bn8ed+Lzy0hWLJRgDitG03nAdNXYRx+hwZNaChTaMxcJkWcVnKWJtTXL0ytOzGUXFF5jdobsjSg/JbcEn+esx2gBcCEmQyWbuIh1/pQX8nj4mHgSBkLlhFCrhFBP1cOfYnaLo0T71mTV/fxUHNFpZWo3NvVU/RwbDZAJulyfDKKAha/QkOqCqOhksJ3/yQ4sZ0FywjAxQiRmBGLB9brIJZRH1aU9rxcf9YRGmquaDZzZGOVsILnfQuEYkDAATUnKJz/gqCqIiKeoQVgKQnWHUqFTMPvP/Vp14vvPXvp4s0kueUz8LBxklym6Au7+uKYD35X+e+2t8hYRGq/6TRmz6hVsMLQ9B4HhbozFCp3EzAMDZowYCgOy99PgEiOsy01th06p9p0s/lvqYQMq6ZxnKo7I3NOS7VC5yN3PapKtbqTTE/+Xk1vX3kuMH2F3IF+iUcc60liBdAlZgvQ6yCQKBj0dbJYWqqFNoNrJhR9VOh0vrVu+beBm9VwSyX0RFmyPHmK1UzokIaTCBH0MXZQdLWtTv2Gz99/Yssii3fVTh3HUNJC3aTG1xgBpjECEcwnaYhEsYiRyryKBPF5pTBYsij5jHc4Gob9BEpP6TiBynu4q9WX4moPMtb6IDSpfhGh+fQYpTPT70yr+9EvGOuWRRbvVANntTdqzFJNrzbgZWW6bKFYHMdBqoxx1FSicE3hmZ7h6hiWAeOlHIHH7nmzv889uc3sU7y3AnC1A+ZTgC4nBFbI66Tqriw+oOwqnilt3PjLFm/evFTLwZdUH2XO6vV4PXQjG+PPvHxIOKvha3TUVllvunSGbcBoLGLcsC7mJPb7Opt82X9dDYAHnK1Aez1AWECXDcRIQzoi7NG1WpLOifOzbZ+uPR20Wq3hI9v6zqbn6eq6LbLX+5qD7k/+dNE9XPHAMM7A0pcmZmbMrint7gjMf3NxRDwAUASYcj8waS6QVQgE/UAoABAi3Ltusu/nwMADya1yU19ig2EalznX/Jy3NzB/96sAw0bWKQL8eDGgnwNkTgP6XMDfXwU6mwC/V5i3/rh2eRS0A7hJAzkr6lf3dTP3n9gBOFsiu0wIMOMhQD8bGD8VcNuBT14CqvYCezYDLOdOBgIJK7ZlJY6qgecPJCzxOHFP/RmP4srxyC4TApQ8BkwoAdLuiBzknS8Dl48BoSAg0wCXvxScBy/UqtLNgw4lt8KQvsRrdiVNCXj7Z7g7HYUnPwIcrQChgZnLgKw7AV1OZO0frwPmk5GYvHkAJxEc1eUqDsg9oneeuRsDjoRRN/DIpqzEoK9Lz4gcv/38z0BHQ0T83KeA9MlAYiZgbwH2bQJqT0diZjxEhWNk7O7b85O3Oppjv9z4+MDzbNQNGAwgUl1nskTTXf7hWqD1SkT83c8CafmANh3oaAIOlAL130Riih+RtcWqg7s5bvwWq+RC82A/h4yIgfRH1bexAt++PZt5WOsiNT/vKdafmh9i1Klh0moGDr4DNFRGri95VH0iTkv2TWQ6/rh+/YWoCr+hgbX71VqKZ94+t9fJOdt4EvQCs56UuMZN5KFI8kvaasLkYBlgrQUYIVD8cFyZJp0c/9vzHTs/HQnl1zOwvLyACTpsOW5f24TOxqDEcgmYtVxuScsDoxoXFFhMAebYNsB2jUJaAY/UXM0TSVn0pW1PW4c0Bv43GfA1+u7jVUFxYl8JRTGK6v1A8a9VNSl6tjdOS7wWc6/iSDlgb2b8E2cJPcpExWzFuPj9oyEeGOQJGHaChDxsa9AfxvzV6ur4dCas0AVELSZH6lcfAI5W1pX309jmMM8vTgjEN+5Y951/pIV/z4DNXC4MFBtv65bECyaLZbQ/Nj4kbL5s09efpdBloZsmFKsPhUGWnf7I1mAy2YY8v0aDQZu5p99Pz6cIrxcpvfe67F2TvX0Ck8cZkFO8qtzVEdz7xdvt9pEUOhjX7UafeitDxXNEJdU6Fd12jrgdcdVq4ghvWWMZ1vQ0KhiNRaP6J8gYY4zxf86/APLQdJDUfYJeAAAAAElFTkSuQmCC) 23 23, auto;}
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69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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77%,77.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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97%,97.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur35765 1.6666666666667s linear infinite forwards;
}
