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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVklEQVRogdWaz2tdRRTHP+8ipYtS3LgpScUiRlQEUyloQt/TldSdG0GyaixW/wERQXDlogulUru1bTYNhVqSLCwi1jzdxOBC8qOlBaW1NIRq9CHWVnJczJlk7rx7X+6bmZvWgcN9b+bOd77fmXPnzpy5DSKTQAY8DxwE9gNPAnuAh4EdwF1gDbgJLAPzwLfADw1Yj20/OAkMC5wUWBWQAFvV+sPbTbwlMBtIusxmBVp1E98rMFVE4BbIKZC3QEZABkAWtWxR/49o+Sm9v0TIlMDeOsiPCXTcxu6BnAFpgmQgeDYDclmvflmm9c4ojieiIzCWingmcMLvqXWQqQJiVe0VkDmQYyDTilcwGid0gggmv0PgvAt6BWRZf/8Osi9QwJxiXARZ099Liu+JOC9mJuubfCZwwQU7C7IL5AhIW3sxhPx7To8fV5w2yLjiTxaL6G8kfLc5BtKIcBnXrjtu+HJBeUPb892pH/JjdZH/3MG93uO+EhFbP9hipsqN2eZsQvJNkI5D6Kst7m90u1NHtppixZnnr6hPpiAPyDdej35Uoc4uuh7sqV7kW24DiyCHE5F/G+RfB/seyLMV6o1jZifPlVplAjaWB3aWaCcScNkjca1ivbbHR222iPyw2zszmPk5dKp07ZPuHpTpinUPKY9put7Y+QWgmFWhCOb1DshQAvJPg9wuEPB+HxiWx0Qe46RLPhNnSdxM5DaAXCggfwezuOsXq5nHWRX7chM4YAtuUbwwC7HXQf4pELAYiJeBrOSxDoBRcdCOxpek2yK9S/EiZiEQbx3Dz0mjYATstznfB4L76QPguZKySxG4Hj/DW+BHOywjCVznEZBfC1xHMG/iGOzRPN48mBHYYyX9EtE7Nn3sAnrpaiS2x28A4CFM9AAwPvYz8GpEIy/0KPspAncGeCyftRuMgI1n7SnNiEl/9yi7GIH7OPBEPmsnGBe6a3OWgGsRjQD8VZJ/G5iIwL2K4eekOwAIrNgHI+QF49vXBQ/vbyDvJMAezOOugBmBm1bSoxE9ZFPH+38DOAx8lgDb43cDjIBlm/NMgkZcAQvAa8AXCXChi98yGAHzNufFBI38oddLwEvAXAJMmzx+hnfqtdCHmK1oDEaRla2FkBpXoymtmSe/sRrNNMR9zo7Lm3rdVz6S25qG9Hokn30uF5oXb0c2jYm8pdiRxVjlHZmKqG1PHGqV98QqoOXcJEuYqMD9FDDOZpjesVahABVRW1woxPqKC6mAXGRuknSRuX4tKDKnImqLjfZDPig26oioLTodSL56dFoFZOIdbkyqT44Tdz7g2yGQ70h8PqAiCk9obKxyjfjg1xA1ndA4IkrPyKqGB7eyHmdknwb1fImQwlPKCeJOKScoPaV8IwlxT0TPc+LTIEcxoY9BkAU2I3GDmn9U79v2c2JPSEv+jyf1BUIeiG8lGgmE2K9VRtn8WmUAE7fZiYke/InZw9qvVdrc769VHpT0Hyl7HoBHE0B7AAAAAElFTkSuQmCC) 23 23, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRogdWaP2gdRxDGf+8MJoUxCdhNkF24SYpUsnERKdYrXBiTJi6DIBARkkq4sjp3rtIkJMZVCtkCY4ExQTLIbaSkshIIRP+IO2MsCSdKVCSRE30pdlZvb3X3/tzd08kLg/Ru72a/b3dudmfmGpRsggQ4B1wAzgJvA28CrwNHgR1gC3gGrACLwHfA4wbslh2/cBMMCm4JNgUqIJv2/OBBA28K5guCzpN5QbPfwE8LZrIAPAdNgj4FDYEGQEvWt2S/h6x/0u7PITIjON0P8KOC7XCwl6A7oBFQAiKSh6BV+xv3JfbcHdMTkdgWjFYFPBHcjGdqFzSTAayIzJq+jNW4aQ6iMPijggeh0jXQiv3/O+hMSfBvgbZM37Lpj0g8kPNkPYNPBN+Gyu6BjoE+AS2ALlW0ApdM35jpn84m0dtKxGbzOahREeBO0rDxYnPqBfxoXeA7kOj8Ysu5yj1vc68G8CGJyJy21cnFKvDza2aTdYD3cox9L/ZMO/DNcMmWQB/XTGAM550iU2rmEdg7Hni/vFAzgYUIj8l8FvhBf8NL3O65RXWusqhcNhyz7Nux0wdAuVOhhNvewW0ydYL34nFMpQncCsEnCo7EI4cAdJaMpAlsym9ugvO+4znZB7PDIAloPU3iPDgWF/xqPKJ4iDRu0q+2i8MXtGFwBM76Kz+UHORLYAOYoz9kInwOt+AnvyxDJZd5I73E2gDNgcYrMqPhtP5FT2DdXxwoOcBcRCCUyQoInErrXPcE/vEXfyE7gupWxtsQ2AFdLaH7Ia0w1eQvTyA10GrJWYrNKJRN0HsF9a5m6AP3Eu9gbRl4Qrn2Y5u+E8DXBfX+isMXtL8BKn0H6GBGXu4W1J33DlTmhbxM4mw+j8C/oIkCerO8UIJL9wHwTi9r2qZ9BFwDXuT0HwEmgIs96o3wrYAjsOivvNujwnbtC+AD4Oec/jdwG18vLcK3tw/0/Sx018wmy5zud6kj7yyEDug0OgH6LYPAf6DrXTw/kn6udRo1EvvigbJJqyy5iNssYxJ/gN7PeaZjPGAEUhHZLC7z1q+I7L7NfEhiDXQyuq/riMxIHGhMfN1mPiQxG93TdUxsBJqhsmVcVqBfBDCzCdMmu6AbQf8Y+84/Urs6gmrIC53EZbr9LG+DrlhfT3khI5DKzE1zcJm5GwZeoEcUzMwZidpyo1cM/DcUzI0GJF7d7LQRSBQVN6bNJseotj5wGfQ9FdcHjERmhcbnKrcon/zqW4UmIJFbI4t9dlFpUyP7qtDM5xDJrFJOUa5KOUVulfLDSoBHJNrWiW+DPsMFHadonXmW7Pew9d+mhjpxRKSpV7FSn0HkUHwr0aiAiP9aZZjW1yoDwHHgNVz24E/gKa2vVRao+2uVw9L+B9CsMD20IEqQAAAAAElFTkSuQmCC) 23 23, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPklEQVRogdWaT2xURRzHP/sOqEkRD3oxBRNiAjHGQ6scpHQ3Hgjh5AUPpImJlUCMF2/Gm148kHjQEOLJAL3QEAlpOUCMgC0kGgkX6B8iJ4yhqcHGHgRq+vMwv+nOm523+/bNLFsn+eXtzrz3ne/3zcxvZn7zakQmgQx4ExgFhoHdwMvAC8AW4AmwAvwBLAA3gZ+AX2uwHlt/5SQwJHBSYFlAKtiyPj/0tIk3BGYqki6yGYFGr4nvEJgKEXgAcgrkKMhekEGQOS2b0/97tfyU3l8gZEpgRy/IjwmsupWtgZwBqYNkIHh2EWRRr35Zps+dURxPxKrAWCrimcAJ/02tg0wFiFWxacULtMYJdRCVyW8ROO+C3gVZ0N9/geyMJL8LZEXx5hXfE3FejCfrmnwmcMEFOwsyAHIEZBbkQKIWOKB444o/GRbRXUv43eY4SC0R4U5W0/r87tQN+bF+ke8govPAFuMqN7zN2T6Qd0V43WlVOrlYcfz8Xe2T/SBvbYCWgT3VjnzDbbI5kA/6LGAc4528rtQoErCxPLB+ebbPAmY9PmozIfJD9oY1zOy5QjpXWdUOKo9pWmbs/AJQzKpQBDO9g5lk+knemuUxkRdw0iWfibMkrm8C0iGr5wUsi53cBPbYggeEF2bd2OcY95taQAaylBexB4yKUdsal4jfIr0IvAdcA16KxHLTOoafk0bACBi2OTcSVLRNr6PAVeCtBJg2efyGwQjYbXNuJ6hkq/P7NeB74N0EuNDCz/AWWLL9ajBBX/2RlolHHoJ8lAB7ex53yQp4bDPvEN5BdWM/BwQIyJ+RuBdpblPV/rECchUtRlZ0u0CAgIxF4C4G8MCMgSe2U80D94hLz7Up2x+B+xuGn5MeASQfAxOBN2XtViR2aAxkmIgZAK9EvCGbPnEBvfRqJLbH73cwAhZszuuRFQAsA98WlA0AH0dge/wWwAi4aXPejgB30xfArYKyegSux8/wlsRrIWuHQB4HxsFcRbyitRDSw9XohYCARxWdRT2Ps7EazTTEfc62y4d63VmuVdumz4CHXt4zwPtdYOzS65F89rlcaF68Hdk0JvKWYkf2VaAVpks+W3pHpiJ6tif2Z9F7JZ8rvSdWAQ23knlMVCCFgKMg/zrYayBvlHhunJb1T3FUQkX0LC50xSPyZYlnuooLqYBcZG6SdJG5fSCrDpkfOtxfKTKnInoWG/3Owb3fgXyl2KgjomfR6fs0B+Y75cmXj06rgEy8w41J7ZPjxJ0PfErTq3yNcZXXSXw+oCKCJzQ2VrlC9eDXL4pxmR6d0HgtETwjKzsZhWy/ijhO2zOybyq9+QIhwVPKCeJOKScoPKU8nIS4J6LtOfFpkGMgI5id0x2aq8/tmn9M73vq58SekIb8H0/qA0I2xbcStQRC7NcqIzS/VhkEngeexUQP/sbsYe3XKrP0+2uVzZL+A86UjRpxArk4AAAAAElFTkSuQmCC) 23 23, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRogdWaz2tdRRTHP+8ixUUVN91IUqGIShEXqRRsQvMWLkL+BIkbQ7C7Llwo/gkW6UJKV13UZtMsWiQptK7ERBfWKAgmMcSFUEJDFINBk7byvi7mTHrv5N73484kLw4c8jJz75nv986ZH+ecaRBZBBnwJnAeOAO8BrwIvAAcAx4DW8A6sAIsAl8D3zegFdt/7SIYElwVbApUQzbt/aHDBt4UzNcEXSXzguZBAz8pmC0D8BB0HfQ+aBg0AFqytiX7f9jar9vzFURmBScPAvyEYDvf2RPQDdAoKAMRyB3QL/Y3bMvsvRumJyCxLZhIBTwTXAm/VAs0WwKsjsyZvpLRuGILRG3wxwS380pXQSv2+0/QqUjwr4K2TN+y6Q9I3JZbyXoGnwm+yCu7CToOmgItgMYSjcCY6Zs0/TPlJHobidBsLoEaiQB3kob1F5pTL+An+gW+A4nOE1tuqdxbbW72AXyeRGBO2+q0xCq3zq+aTfYDvJfj7JvYs+3AN/NDtgR6r88EJnGrU2BKzSoCe8cDvy4v9JnAQoDHZL4M/JB/4Alu99wi3VJZV8YNxxz7duziAVDuVCjhtndwm0w/wXvxOKaLBK7mwWfKHYlHjwDoMhktEtiU39wEZ33DQ8oPZinkEuhExPsZaKNI4iw4Fuf9aNwjvYv0NnAfuAhsRuhp4fDlygg4Amd8zbcRHZSVy8AtnL/5KIG+AJ/DLfjRD8twInMZA/1QHG79nkDvSFHnoiew4SsHEnTyCWg7AC/QgwS6B4s6NzyBR77yZ8o9qG7lBM5PCMELtBYJ/g5P3VSTHYBnyDkMp62ibvkIF0spKzsRegFeBl4pVj0LbhI/9jXLwK8RnYy3aYslsIbDlyu7QLo5MEGlbyuBrh3QHMhwETMAXor4Qu8CjYq274DJCN2+BPgegCOw4mter6n4FPBWRds6MFVTb1gCfCvgCCz6mnM1FX8APFdSvwN8DPxUU29YAnx7+0D0WWitxOZboE8T2L2XqrMQijyNTlVM2rsJwUOb06iR2OcPdBu0+qoE/CpxJ8+8dPQHjEDBI5vD7aidPLI3QH8H4Lt5r1vp2iMzEj37xNcC8P+CPkxoNl37xEagmQezjIsKtOvgt4DAdELwWP/B+ac6KmEkuo4LXQwU308MHnqMCxmBQmRuhurI3Dc5xeugocTga0XmjETH2Og50K6175A+AFY7Npoj0TY67Ze0Fujy4YDvPjptBDIFyY0Zs8lJ0B9W92UCwOM4c0yaHzASpRkaH6v8B3Q6EvyBZWhyJCpzZHOJTKZNjuyzWl++gkhplnKauCzlNJVZyneSAA9ItM0Tfw66gAt9DOICBMJtRINWf8GeO/Q8cUCkqf9jpr6EyJG4K1HlxvZCxN9WGeHpbZUB4Hlc6GMX+Avnw/rbKgv0+7bKUSn/AYEruXUpZTZcAAAAAElFTkSuQmCC) 23 23, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD80lEQVRogdWaTWgVVxTHf28oIijiuiQuhGJBF5KISBLMoyvJslBoJatGiatuXbnrritpxZULNVgSBCmJpaW7Jhb8SF1oYyLtoqJiiB/B1PpF8+/inpvM3My8j3mTTN6Fw7z5eOf+/3PuPfeec6ZCi00QAQeAw0A38DHwIbAT2AK8AxaBx8AsMA38CtyqwHKr/edugi7BWcGCQDlkwf7ftdHAq4LJnKCzZFJQXW/guwTjaQCegM6DhkG9oA7QjN2bsfNeu3/ens8gMi7YtR7gBwVL8c7egy6C+kERiECugubsGN6L7H8XTU9AYkkwWBTwSHAmfFPLoPEUYHlkwvSlWOOMOYjc4LcIrsSV3gfN2u8XoN0tgt8DWjR990x/QOKKnCdrGnwk+CGubBS0HXQcNAU6UpAFjpi+IdM/lk6iOUuEw+YbUKUgwPWkYv2Fw6kZ8INlga9Dov7ElnOVK95mtATwcRLBcFpSPRermJ+/b2OyDPBetrNmYo/XAl+Nm2wG9GXJBIZw3ikYStUsAivbA++Xp0omMBXgMZlMA9/lH3iPWz0XKc5V5pUBwzHBmhU7uQGU2xVKuOUd3CJTJngvHsdIksDZOPhIsS1x/yYAnSb9SQIL8oub4KC/8YT0jdlmkAg0nyRxEByLw94aP1NmiFS7LePwxVofOALd/spvG4koRwvwdQN8gIthAbhbQCcDwDBwCFgC/sYFwteASy3qDvA53IJ5P646WhijJ0G3SA1QVuQfXJDzE+iTHH10JvXNewJv/cU/SI+gsmQv6BzoQQ3QoSyDvs8B/iqrYarJa08g0cFcA8q+AP1ib7RR4AK9A53OaeG5FH1rLDAD+rGGkq9Bd0D/NQlcoFegUznB17NAzTnQYyYPfHBT8hyXkcgLvt4cuO0v9sYeHgZNgt60AFy4+fFpAeAB9SV1T4Nzo7PAfoB9wDbgO+AjGmuvgBcmT3Gv5THwJ3Ad+L1BPY20fcnTWXAEpoHPAXqAz0iC/zcG8JkBfAT8BdwAbhYIsF7rSZ5OA6BgLwTOp38FOlSQ6YuQrL0QavPdaGQp7sveLsfsuDvbkhva9tjxePLy5URqXkFENoHLvLVNRGYk2jcmNgLV2EO6h8sKlElgiDWrr1SrjqB2zgsZgURmbow2y8wZifbNjcZItG922ghECoobYzYmhyi2PjAAukbB9QEjkVqh8bnKRVpPfq1bhSZGIrNGNlGQBWrUyL7N9eYziKRWKUdorUo5QmaV8mghwAMSNevEF0AncEFHJy5BINxC1GnXT9hzG14nDohU1Y6V+hQim+JbiUoBRPzXKn2sfq3SAewAtgJvgJfAQ1a/Vpmi7K9VNkv7HzfjDLhL+wG6AAAAAElFTkSuQmCC) 23 23, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAET0lEQVRogdWaz2tcVRTHPzOL0IVIN27CtIII9dfGVLowsZmFSOnOhRvJRmNR8A8QF4pbUbrR0l0hbTYNhVqSLEqhiyYKUoMLcTIWLShtaYhi7IDUVvJ1ce9N7rt5b+bNu/cl9cJhZu59c873e8/9ec5rEFkETeAl4ChwGHgGGAX2AyPAA2ADuAN0gRXgGvBdAzZj7VcugjHBacG6QBVk3f5/bLeBtwVLFUEXyZKgXTfwg4L5PAB3QTOgd0HjoBaoY9s69ve4bZ+xzxcQmRccrAP8lKDnG3sIOgeaBDVBBLII+sl+hm1N+79zVk9AoieYSgW8KTgV9tQmaB70Oeg66LUckGVlwerL8cYpu0BUBj8iuOgrvQHq2u9/gq7Y799WBH8ItGF1rFr9AYmLMivZ0OCbgku+svOgx0AnQMugY6AvPY98UJHEMatv2uqfyycxnCfCYfMZqJFj/FXP/b9FDCNfGtZeOJyGAT9VBryTW96zZ+olMXhiyyyVW6vN+QHgAV31jPRAryQkEQynngYtsfLW+Rt2TA4y9GnQU1cTEcDaDyb2fD/wbR9IB/R2CSNjZNfyfzEbVgoC05jVKRhK7SICW8cDNzGXSxq6GRjpJiKwHOCxspQHfsw98BCze25glrgyhhZ39pJOJiBw3OJYYMeOnT0AypwKJcz2DmaTKWvooxwCv4OeT0DC4ZjN6j/tg2/KOxJPVjDSAt3PIXEpAQEnk1nd63Kbm+CIa7hL/sGsjORMNv0DeiMRgSZoLav/CBgWR503LlP9itTJqRsBPqyoLyybGHxemQBD4LCr+SbCwLWC+heBjyP0+iXAZ3ALvnduGY90cy9nGAl0G/REgmE0kdW7AsYDo47Sr5E9dLOgfhQ4GakbduBrgSGw39VcBhYjDPzQp+3lCL1gcAVz4HEwBLYuDM8BT0cYudKn7e8IvWBwPZut2geGwANXswr8EmFkBvijoC2WwM8YfF65D4BgzU2MVoKJ9j7muhlO5BSn1ANZnWtgPHDHUXoyspfAXJ3eAm4H9fcS6A7w3QJDoOtqXkhgBOAr4HWym1svgd4AXxcMgRVXE7tS+OU65uDuNri/EugM8Bncqc5C/WQO9EmkjqKzEEpwGt0NmcyC3zqNNm2I+4Lzyzv286lCR+5uOWQ/T2SrL2RC8wpuZAt2KSx7I6tLSt/ILInKd+K6pPSd2BJoew9pFRMV2EsC02yH6T1p5xKwJIaOC9UpQ8WFLIFMZG6OwZG5uqRSZM6SGCo2Whf4SrFRj0Sp6PQugi8fnbYEmgqSG3N2TE6znR9IAfg46GsS5wcsidwMjQufbDBc8CtPasvQeCQKc2QLiTzQJ0f2RaWeLyCSm6WcJS5LOUthlvLNJMADEn3zxGdB72FCHwdAP9q2jv09YdvPsgd54oBIW//HTH0OkUfiXYlGAiLubZUJtt9WaWHiNvsw0YN7mDuse1tlmb1+W+VRKf8BLkIeyYRFW6EAAAAASUVORK5CYII=) 23 23, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur37582 2.4s linear infinite forwards;
}
