@keyframes rwdcur72722 {
0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhe2XQW/TZhjHf0mcNLGdyrWbJgqVKq1olNOQ+gEmbWOnoqmnUm0XDgg1h505IFWVdmBfIIj1wIWp62HiQE9sIO0DVCsnikQ3IpXQJnVqGttJ7MQvlwmtolnZawku/I+v/Tzvz/4/7+PH8FExtbi8LOLEK3GCZx+uCvtVKk4KknGCJ50W2tTkhwG4uLog8i8PMOs21+6uS9sgbcE5bYRu26XwwkU00rJp5AEKQqPfUci5NgNXlQaQsuDm/XmhZxy09CGFts10MsdGRc4GKYCzmRaltI2e8ikO2hS9Lay83GmQsqBRdxkNBuhhFyOtwCvYPnoiBSD1BipXNhOqrVIKA7LZA7Rkmx27/v4AAAzDxMiq9IOIbdfnh41bCZk8pwZtVNaFlU+xvfeEHbt+bKOfvv9a9MOIyq3f36zdmFsS01aZmdJ57PaAuerCf+5x4sVrd9fF2F8dNPeI6WSOordF2m+iJdtsuz7frv1xYtzPi5+LGV3Fi/KEaoF97QI7UQdPH+Xwkxy3v3sb5s3C4vKysD+bQpuaxKzbTLxwyTdsCm2b4qCNkW6RzR7QDyK2HOXYUwNUl74SF4w+SiZJtzuOE5rsp/I08xbtCYvGGZ1W2cKr7WI9rrG2spKAf52CtZWVxOzDVZF7/ie9lwc0AxclpWAXDumlfFrhAaUwwNBVFO/t0lHSSZJmklbXZ29sDzfdxx24dMIuTb9Gr6YTBePYhsmDfzYfasHF1QVxThuhIDT0jEMpbSP2fVRbxTBMvqj8cmLco+pl4TgtfMsnUVTZCy3cwKCZ8Hjq9fjt6vpwC4bp5v15cTbTolF3qVzZPHb/SUUIUL0zKybKOs8Ck+uX7v3/InwXPapeFqrXIGpF/P1cDC3M0yTdBxynhdP1UTJJZnSVG3NLUt8CqVZcvTMr/MDn6DCD6o5DBNNWWSaVHMBEWafXGcF1dZzQRFNTzKjn3x/As8AkHWYJByn2U3m0zKeMHg2kAKRq4Pqlewk3MPDCMZp5i52oc2rLHSbpiaiZ8OjmNAqqheADjGRPvR7FTJHGGR1FjzVcy+ubX38U85sPYv2YxELfNUy82m6cFPEANr+8mrAe12IBfNRrj3ZTYXmMW68AAAAASUVORK5CYII=) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOUlEQVRYhe2XP2gbVxzHP3e6f9JdJJ98llRHDk7SUlIyZ82YUDxkaAgUewi0S4ZCXWiakjGkTSEOdMjiQCnxUtwhFBOasWugW2iWJjG2bCT5bP3xSTrppHsdAgZTOW6fwFnyHd/d7/c+997397v34J1G1PGFZTFKvDpK8Kd3H4hCKj1KitEAmp7FmUR3JABFNvDqvRsiVjO8p0yz3U6w+M1lqVyaLEDshWhVUPtNJuuGbBp5AEd00MIYq19jQqSkAaQ8MLtySShmDUOvUdBqpCmxcu2OVDVIrUDB8FEHNqbtkGMHxzSwj8lkkgSwnvUw8l2mXBNPjRGVCqtrlhSA1Bbcmn+q5DM6U8kATfcxnQavKltHBwAwpZ8m4yYQgxZrrRLf/vK7VBkeGrRy7Y4Yn9xhtbrJq8rWvokW718QVhAy9/Ufe2O3r1wUJ/MTTOcm2d7MMnP/+hvnGPrw8++XxWS9RUHskqZEfqKFqVcwnQZrrRKffPHX0Lhff/xInLCLdIMM3ShPZcumSZGycozNMXtos9obOL6wLAqpNGcSXYqdNmqniRW+LrPc2A7eeIym+4hBi79Xe/u+GuDhD+fF+9MGSsKmH3n42yrVepZy3yW0XOJkmlIyxfOBSbndZGP+NcxeFWzMX1bO330g6p5Fol1C0xo4WptdvcY6LU7FEVNqQGY8Qej/2/GhY6HlYhq1JutxzEt0Qj2kR4dAq9MXGepGkQ/9kD+/+mwPfuhSXr13Q8ReiCM6KGaNlFXHCXbIZ3Sm9NN8fOHh0LjHT+bEevSCSiMicLK0wzFE1yVQkqi+xU9ffnfwFhyk2ZVLomD4WM963Jp/uu/9YSYEuLlwToRnDco9j6WZR//fhP9Fj5/MiQmzTL8KG+WNA415mKT7wHr0gkZtgJKwOWEXuX3l4tH9C24unBOVRoSheHygeoigwcm8XCuWAgjPGvQ6Ni9LOi4qTpRnOmcfHUC55zEWmoiWSTXK0moKMrtZKQApDyzNPFJE16UXuZT7Lk2Kh7bcgyR9IgqUJJplYfddyp23cCRTfYu+liHW02yKhDTASJr5eUnMLv729i4maT/k+cAcJcXoGvVq9k7/AIH0PwRYXMd8AAAAAElFTkSuQmCC) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe2XP2gbVxzHP+fTSaecdCdblnwijo2tii6BkiXQsZlaElJChmIIGAqhFA/5A23SZvESSJqh9RBSuhkCIpRSGlKyNWMhSyh4Ka7t2k6qk2Q50snnO+kkv26iIXLdPkGy5Du+u+/3vr/3/d378eANBsS5metiEP7QIOSz5++J0aw+iMRgBqzR5/jqxOsxcPLWHTFkBESUCJfmitIxRGSJth0Qq4RkWxXSWkxWRn4HNCUg3q1jmgFClF6tgdMProiGVsZhg4T5lPThBg8X5qRikIrAjS4RhippQyVluwxHNRJBUkZKzkCjVCXX0VAP6ajpGOx1WP5TlTIgFcGT2cfK9FicqSM+e4ogMOusrFelDEj/BZ6RpKCrbCtV/PUa8zd+U2R0DiQ9XJgTwxNJlp01VtarzN/4pcf58rv3RSfW4KvZX3tr81dPiPxkhoI9xfONJh9cuP2v3+j78NJcUeSTLYQokT7cIFvYAcPpbfWFD/tXu/DTOyI/mUF3U+DZVJYT1J5ZKEqOlWaMr2/PvMTrLZybuS5Gszq+OkFEiZA9VME0AxLmU1K2i5pusKcIttUqf/zuv1A1wOeL74q33o4z0s0wJBS6NYu6Y7LjjuO6OpXdLB3RId7dYKsScLd4TYF/9MDd4jXl7Pl7whqt0TUCKvE2zW4dp1GCjoe67TJ1xCdjJIm0oi9VH2lZhEKw5G+ythmnu9sCz8NGw0+laMV89jydra1xfih+1DPfdytP3rojbDtAUwIaWpl6dJXUdo3psTiekeSb937sy7v46IwwvCarZZ/6SJpUexorHCMUOo6j8/Nnn+4fwX44/eCKcKNLNEpVnsw+fuH9fk0IcGzxuLByGcz2Ue6fuvn/m/C/4OKjM6Kg76IpIX65tm9jHgTpYWR4Tapek5FuhvxkhvmrJ6RmgZSBY4vHxWrZZ20zzpBQ0N0U+cmMjJTcSWjlMtQ9lfRfKt2aBVGNgp14dQbM9lGMdgu8LeqOSdhSCUVTyoBUBPdP3VSscAybCXbccWrPrAOP3P0gPYxCoeOrKm5dJ61YsjLyBhxHJ9dSqOxmqQeBtIGB8PEX34pPLn//+i4mja1h4t2NQSQGx6BXszf4G8fDR69pEnpHAAAAAElFTkSuQmCC) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRYhe2XPWwTZxjHf3f+ytmOffZxthO+6igSIrQM3TohVQqiKkMUVFWEoVIroaJC1IWJxUunLiitBKITA8lElQFEVSokpm4dCAQhRTEpzefl4jvbOTvn5N4OSBGIpGnfk+jCf3zv/s/9nvd57n30wjuF1Oj5CyKMPxrGfGLwngjEbJgQqGHMhYMrWPaR/wfg1OXrIldcZ39vQOXiuHQZpEvQczyJ+mKVfeocpa2YbBh5AE1pExEWasJjvd2QBpAqwdCdMbEWX6EWW0Mruhhlwd2JS1JlkNoBJzqNFgMt6RIrgZaOkxOaTCg5AMu20P0l2t1RfD2Cq7ax5yJSAFIleHLuttJnJjBKPm6sQTNTpzrjSAFIN+FWUqegRbAja9SqHlcrfygycfY03Z24JHKmxvTSc6ozDt9Vft32fPXToPDiTSa++H177UrlpCj36wyU3qNmtfj07A//+I0dH1YujotDaZ919SlGWaD1tXDjCzQzdWaqNleHds7228kPRX/ZIF3PkPV7ac1q2FWFVHCUP5txKj+OvOHbXhg9f0EE4n0s+wj7ewP2ZedQE8toRZdYqY6vN3FjDezoGtbTrdeyBjh78yNhHo1gbObJdrqJO2k6Sxlay1mCjSKr7mHmF1RM4xmq8pixG9cUeKUHxm5cU04M3hOFg/M0u9fxUm1iYp2aW8fruNScRYySTyGTJum/mX3ST7O5BVMNC3vJJdfoIelBLhKlk2oQBDMEeoqp5308vP/NNvyOW3nq8nXRczyJprRZi6/gxv6i7kzRZybYSuqMf/zzjr6RB8Mi4jnMWhtk9A/Idg6Q9wu0RBeLjzx++f7r3Uuwm4bujAknOo1lWzw5d/u193dqQoBjt84I0zDRNweYPD3635vw32jkwbDQtQbRSAt1wdu1MfeS9DiOeA4r9SbGZp7+ssGVysm3NwuO3TojZq0l4mqcbFc36XqMcr/cUSwFYBomWstEm3eIO2my6TzF0lscRvrmAF2dOlFPvPzXVYVauiUFINUDk6dHlbxfINfJ01rOYleVPY/c3SQ9jFqii4RiEmx0kwoOyIaRB1h85HEo2sVq4zA+q9IAofTZlzfF58O/hbqYhLoXrLwoYBrPwoQIB/Dw/ieKqjwOBfBOfwOZDkT0O+RS5QAAAABJRU5ErkJggg==) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe2XT2gUZxjGfzM72T+zO8nsH0myRJPWgltKbSEnT4VWPSUHT5rqRVEqgYJnETQgnguC2Cr1Ykj/HDyYU1uFntpLoCqlCcW6xrAxze7MZGf2y26yO18PQqh007TfgCef4zfzvPN87/u83zsfvEZEnJ64KKPwjSjkA6P35FptLUoI9Chkq1hDD4uRBGiqxEPnbshhXbKrM0yi6XHp86NKsZQzMLg/DekAy1xkJCtUw6h7IJ1oYSQddBlQbwTKApQycOTudenFPdwel2S/T6GkMzs9qdQNShlw4vMkOpAxffT+Dp10jHzKUgmlJiCoVOn0BDQzPq6dxwAeLaiVQakEcydvawVTkBposJSsEqR9yo9rSgKUTZizcwizjdYOefa74OrlH5XacEfS7PSkzL9h8WjhOeXHNa5cnt3ifPzFYSnbITOTP2ytnb8wJkf25nl33wC1Jz5jx6/96ze6Prz0yddyJCuoa79RKOl0hnz8nlWCtM+zecHV4913++n0B3J3ySTTsLA2dxFbsqjOh/TKtym7ZtfDamvh9MRFuVZ7Dz0s8uY7a1jmInp6mWS/j97v49oOS8kqWjvE/8V4adcAE9cOSuv9NtLQGWoWyHo5whWL5opF2BjEF3v449c+Qr1CX/4BN2emNPibB27OTGkHRu9Jq7jIasxj1QhIaRu4rkC0BFWnRmpAkLVNdOOf3tUMnbqu4zqChec1CkESU8TIagnWDR9iT3FTNn4lz7ffTW2J75rKQ+duyMH9adKJFl7co9bzFBGUKZiCnJ3jyw+/6so7df+YdDyHqjAxMyPkN4exN2warQTLDxt8/9mZ7UuwHY7cvS6d+DxBpcrcydsvvd/NhACjt07ITLFAbqPEnfGz/9+E/wWn7h+TwvyT3jAk8URua8ydoDwNHc/B9QTS0NldMjl/YezVzYLRWydkVQTo9Q5DZp4MYO9NqYRSE5ApFkisF8gsOWQ9Eysd4619mVcnILdRIrm5TkxsEq6YxOIxakZdSYCSB+6Mn9XsDZvsZpbmyovTbqcjdzsoD6NGK0G8mSNsW/RK9Z9r5S5YftiARgZf7KHsmsoCIuHw+Dfy6MGfI11MIt0L/EqeUK9ECRFNwE9zH2l9+QeRBLzGX3TTSMND+8yeAAAAAElFTkSuQmCC) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe2XTWgUZxjHfzPZyXzs985kN25CyFZBLJ69Cr2okIKHeikGERuEnNRj6UnEo+ZSQaKUYm7pQdqA9VLoVehNKhXtBsmuu5v9nM3O7GTXeXsoBIJJY9+FePF/fIf/8/7e53nmmXnhk0bUtalVMYpfHcV88+sHYnIyMUqI0QBarkH8RPBxAC4v3BWB3SA27bGyIF8GaYAw4xAYQzzVZWgXZcMQkTWaOYGu9XG1PmRcaQCpDJy/vyZaKZ1WQuAf6TLMwMO1RakySGWgXhBEfZWYr1DOtnkXizATjcuEkgPYfv6EIJdHT3cJHY11UWG4bkgBSJXg2Y17ipZU2Mo2qEd8qrpPubh5eAAARzXBWNKiJzw23nj8+O2vikycA00P1xZFaMf5e71Mubi5a6Mzy1dE36jx+/wvO2uXbp8V+cIEn83mURtdrszd+8899ny4srAqhnYRf6rBMAO1XI91vUpV99l44/HnV7/t6fv8py/E9IxFLjCZDXJkq1EiTTBLNpFGgYvLF97z7Sxcm1oVk5MJ4icCYtMenuri6pv4R7qUs21CR6Me8ekJj+1X3V2nBjj96EsxfixOVLFwhiZqfUC+lsJ8GycRTGCFCbY2LLovdCoVl6XSvzA7b8FS6YJy8/QD8aptEIw1CIwhsQlotWP0BnEGnstW1mcs6WD0zfdOb/SzhJEobscjrFlorQT9niA9gJeNLnrfR2/bpI/3Wfrjmx34PVN5eeGuCDMOZk7QSum0bZXm1l9oSYWjmuDRme/29M0/vSVeDxQGHUEmdpxUIyTdDvCrCmqzzg/L1/cvwX46f39N1AuC7edPeHZjd0Pt1YQAp+4sivGT53CKCo+vzv3/JvwQzT+9JSqZGgzrlEqVfRvzIEnPgdcDhXcdj6hiMT1jcen22cP7Fpy6sygGHYHj2jiGRyBM8gW5USwFMH7yHFG/j7bxEtXqMBvLMTMbPTwAp6igayF6T5CvpbB7AjXZlQKQ6oHHV+eUdDsg7SqYb+NEmhw4cveT9B+RX1UYtA0SdhyzpMmGkQdQm3X07QhWmGCskZYGGEnX51bE9xd//ngXk3SiT/eFPkqI0TXq1eyT/gGyqEeWNpzvSAAAAABJRU5ErkJggg==) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhe2XP2wURxTGf3u3uz6v5/bsy1l3KHaQIIAbmpTUiYKQUyGK2IoUKddYkUGiSQMpMA0NErhwiouUxnYRpYhAEUipKdPQOPyxRHCUNb6cfXvr8d7c7k0KJCsWZ0zmItPwlbPzvffNe2/fm4F36BO1iSXdDz/TD3lu9oZ2T/Xlvz8BbPk4Y9bbEVCdntfRQBtVjFmeqRmHwVhAkh8hyiRsWyHt0SemZrBNiV4lIaM6hLYkLXWNBRhFYPLKPd3IecgRj52jmmgYbt6ZMUqDUQQaJ1yUclFxlmxB4eRTxj3fxJRhCpoPiXyb1IvIlTSqK2FVGpkySsGDi5esbMHFKisSe4DQcwmebhyeAICK52ELhxBF/VHET9/+YtQQDiTdvDOjVcnn+WpA8HRjj6PJ7y7rONfh1y/nd9fOXzunK8dHGT9Wwa2HXP5s4bU+en5cnqnp9ugTWpUu0TCslVPWHUnoudQfRfw29X1P3kdLX+nSSYEvFeWOx9h6FrEF+SDDwMaHfL5QfYW3u1CbWNLuKY0zZqGKMdtWSGiH7BzV/FVQRCX9Mt8okpVwz6kBPv5hVtsTPj4udtJG1C2ONF0Gn1n4ic+Q9nEbOTprGvW7RXVlyoJ//QXVlSlr7pMbmi2fqN0myiRkSg7yhcdmmKW5HWGVFbYQ5OKdV06fix0SBI2og173iRuCNE7xYsnzeoLohoh2Gz4IufrzN7vie4ayOj2vk/wIXiWhkfNovOcSOX+SLbhUPI8fP53uybtwf1EHUpI2FaLzPsW/FcVYIgMbu7VJbXF2/xTsh8kr93TjhAvNhzy4eGnP/l5FCHDm9i1N4TTFx4q718/+9yJ8E1y4v6hbhT+AiBerwb6FeRCM+0AgJUnUwceldFJw/tq5w5sFZ27f0mlToaWLnQvxlaJ8fNTElOEsKJxGqBDRWkMMtXDyHuPHDnEYFR8rhFAMZVOONF1ysoObD40EGNXA3etnrWIs8TYlg88sxBYHttz/VQCADGy6dQc/8ckH5ndb4yuZ3dpEDNovW2xdGAvoC3NfLOjlr9/iw4ThkM5afw+TvtHv0+wd/gGdjUdNc6D/ywAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2XMWwTVxjHf7bPvnPs3OViY+PaRVggIZCHDAixMYJQBoZmQY2qVGVhcBVGKrVigBFEhi4gMtAtHVAVRWXshhCVMlhhaJBpajdxYud8Zzv2+S5+3QKIpGmfJVj4j+/u/73f+75P992DTxpSC5ezYhh/cBjzw9mrQs8eHSbEcABazcHNnP44APdmbolG+BQ7qRwL969Jl0EaIDk4jq/oOF6QmpGQDYMia7SiAVqqQr8Pze5AGkAqA3NXFoVlqdSsMHY8A3qO64uPpMoglYFSPYIS26UVj7G7myISjTOaiMiEkgNY9kuMbKfREyaakqTmCLReRQpAqgTPn90I9MMG7bEU9aaCbatslctSANJNeOJsmA0MOq5P9Y81VuZvBmTiHGq6vvhIjCZO8ne5yla5zK/fvdno4lcPRM/Q+G1uem/t0u074kg+z2f5LK3GKj9Ofv2ve+z7cOH+NVEzEvzVVUHP0YnmqTkqtq1SWV5jZf6LfX1nZn4WuYljGIZLWneJdcvgVPg86pK2G0x9++A9397CwuWs0LNHcTOn2UnlcLwgjb6KHc+wvZtioCSpNxU6rqBvrb5zaoALxcciYp4kpgZIjvkE/TrjoU2M9jqJiIseHjCyWUFdf4lT3WBqqRqAt3pgaqkaeDh7QWirTRp/pvEVHTeuYFtNdjoejrpDeyxFSDHQ7N57p9fsHgMUHN9mUNpEdy1CsQ6aqdBqQ9d3SHhNeulTfLP0+x78vqm8N3NLJAfHsaIBLEul1tRY2W7TDxucOBvm8dzFfX3Txafi1QuPiGdzZjxOeqyHabqYXUE9+JrZ+R8OLsFBmruyKEr1CMt+iefPbrzz/n5NCHDu/F0xoRQoJPsUn0z+/yb8L5ouPhUbjIPpU12rHtiYh0l6Gr564bHr28TUALmJY1y6fefDzYJz5++KiGcTbzokCxr2iEA7kpcJJQcwoRRQjC6OWyHoj5DW48Qy2Q8HUEj2sdQeQu1ghDYR3S1ajZAUgFQPFJ9MBkzTJW16GO11cCqHfnIPkvQwMrsCz/MZjbiMRuX/iKQB6sHXKL6DHg4TshvSAEPpp6uT4pfvv/x4F5NeWkddfzlMiOE17NXsk/4BnbtHGlt4kMoAAAAASUVORK5CYII=) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.3125%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72722 1.0666666666667s linear infinite forwards;
}
