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1.6666666666667%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2VP2hTURSHv3tf8gya1La0VRFbFdpFEcTNQUQUxa4KKqhBRHRVBMHB2cUpiIO6aAtFrSCWoq2gWBwclKKgrSIokYZWmjS5r3nN+3McFLe0SdNM5hvfu/D73j3nvAMNGjSoMw/7TsjrF1el3PtIPcMzE8dEx0q8HJsoe0bVK/zrbFJyvmFjrsiGnqGyOVY9wmdz58SXAqJ8tm56suhHrriA+X5GVNRFWwGbWx8tecMrKmDenhWiHlguLe0PKirvsprw/u5L0rWrkyAI2HvzogIwT5MiThGi8yR6HlfcW1ULFHr7BTvHsy+TmOkZAJw7JyUsOihrgfjOxWteswAlBwnmKf7Mk/zQp5zrxyV0DERc4keHq56qqgTyPXdFslkGZ9+R/NavzPlDEpocaJ/E6ZFljbSu5rAnLlIw+OZvlpMH15C4PKJuHe6Q59eOlP3jlaPiG/ixPiVOIctQ8SMX5v50ePzeGwVw+0CnrGpdi9LVD1XFAm7JYIdF8pHw37NUd4dEWmwObgmw2wyD78eqFqiobp+bU5IP04zyCc9zsGM+OjbOqe1NhO0RgtUO0qToujFVnyacDn9h46HWJdCZAvsT43S02GRLAeLCtv7MsnfKkgIDiSvihwuM6kn2TTWzxmrDCYU5Lex4la55mS0p4AUunqXplia0DpgOh+lNFxTpWqMrFEAHzARzYPnsyQ/UbX03aNDg/+U3LF7aYjC+iJAAAAAASUVORK5CYII=) 8 23, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
3.3333333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
4.1666666666667%,4.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
5%,5.7333333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
5.8333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
6.6666666666667%,7.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACF0lEQVRYhe2VTWgTQRiGn5lN12CbtChGBWsPoiCCVDypIFIElV48FP9ADSKCQRDxJAXxYA96qYiIojc9+EcLhR60RYSqJxHBi1rwIJamkSbtZpNNstn9PBVPMdnYnNznOjO873zvN/NBSEhIi7n04oQMTw1KrfVIK8Wvp4+JoytMv/lac49qlXgqm5RM1WaT53Bj/XhNHd0K8WsL58SnSMTw/ireEgO37TMiukhUw5PVo3UrvKwGnttnpY0qhipzq+tZQ/E21QOPB3dLz46deJ7HvqN3FcBrOyk5cZmjSCpW/+ZLBH4F+bF+YY3Jyw/T2HYGgM+Fk5LxC4gqk+oYC3Sp4BGYFUQ5OPMzJK98VDOF44JvAzYDAcUhYATW/S1Cd5yRd1mSQ9+VbR2UeaXIUaU3NtFUnIEq4GpByFNdsJcsIdj0xibU1XsJefRqoOaPV4uGe+DH0DoplPOMjzqcf7CoADri7xXA8MONUl3RiVZGUP3GDZT8CiY+VvHPkTs3E2LETbYe8CiZNlMjbwMbaCi3L5e7xFrpM/kNXOViroqiO+HUhThZIsx5BSxRHO6ZDdwHDVUgU/IxY6Cia9Eqzf5DkOg2yeU8FhX0bUs3PVPqGnh6JCZV5TP5SdO3Z5b2hEGhKCw6wvZdP/95mNU14OLhaoPNGwRtajKWT//p/LJN0foRtGl+OR60G+y9aLVsfIeEhPy//AaQs8f0nZV/aQAAAABJRU5ErkJggg==) 8 23, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEklEQVRYhe2UPWhTURiGn3Nvels00Sg2KoIFwS7+LDoVkSqKSnEr+EOrVYpQEHHSoWgXEdxL6RBQUChKURSC0nYoKIIOUuigIi6iJqS0JvenSXNz7ufoFJNbeyfzrOd85/14v/c70KRJk4jpmzwvt14PS63zWJTiF3NnxTMqfJz9XPOOikp8YGlY3Cr4eo7n2zM1dYwoxK8UrssyBbRZ+qs4RODAVfeyFIKAShDjSTJd9/01deCuOygxqmjlNSQOqwzho7Eu6dh7AK013UfGFMC4OyBLUqLKMhOJZw07G7oB52uPsMXi1fQXim4egEmvX3KBh69WGI2/CDXW8A60VdBKU3Z+MHhpXs1452QxcNGUGYm/jGyrALA/dIqdPSgP0rsE4L17UjLOKXnoHK/50dQjVAh9BDEdqrYLQBWbKi79iWnVN56Se1O9oRtpeATfpraJV3HI3C8xdLOoALribxXAtfROkdaNGMoMq994A2VdwTIC7OKfktujKVmJWbSf0JQtl7mnb0I30FBoPk0kxbYCZt6Br3xakm24Bhy6sIHFIEZWe9iiuNORDR3ChhzIOwFWCpSxFaM1x75jsC5lsfBL4wrc2JNbdfrrFj4eSUj7DmF23uDo6YCWTSbfPYW52aJ3f/6f166uA75ofGWyu1MwLIOf+YAzPc6a7Xv9EcQMFooa1psc7raj/WiaNGnyX/IboJ7SzDjl+j0AAAAASUVORK5CYII=) 8 23, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2VPWgTYRjHf+8lvQpNrFRoq4idrIPg4qYgIoJCwUlBhWoQqVio4OKgtDhkEgehpTgoOghi1QaEotVSKkoHBxehWERRsTam0qSXO+4ul/ceR6eYXGwm81vfj///fT7eB5o0adJgTj0ekquvb0il9XgjxU9kL0vJaGFx7nPFPapR4qnVu2KXY7j6HVNbblbUaYiBgcKoFEIIpJXM5oG/asTWW/ysPSweIRp40jFU9YHrauCcfV4CFB4hj9qHa4puXSkYv79Xunv2oLXm+IFxBXDJTsmqBFi0kEneq/neyF3wqdgnq5jMT38kb+cASDv9shw6uMonk3ga6VGRDbiU8EXjuUtcS71XY85JWQltSnhMJJ5FjmikGvhq9YqFMDP5nStnFtUd+4isiY+Fx2hyuq50GlE2u4HgSZF42QbAx8LH5nrypdp3q1MuvjhW8cerRM0pWPjWLQWnyOyUy8iFNQUwmJhXAEdvbxda24mp6E1VswHbK+GZIZ7150j/WKf4cRPjsMYzbd5OvolsoKa8LXzYJF+skFcz4AQBgbkB24CdpzeSD+MsaQdLFM97liPXQU0R+JELKZlgqi4sI8u2Q2B2muTzGldgYle27i+96sGHD5LS1iXMzhn0Hgwpt8XIOgo6TNK7c/88S6pGwNcaI4ixdYcQGga/ciHpvuK6DbGqBjQGP1c0mhiD+62Gje8mTZr8v/wGmbXcNBZHpWkAAAAASUVORK5CYII=) 8 23, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEUlEQVRYhe2Vz0sUYRjHP/OjcSt311JWg3BPeikiqEsdJKywEDp56AfGEhFE127bnyHRoUsQglQGglSuh8Lw1CFIqAg6SOKi4o/dGXecmfd9unXbdmdzT83nOPMy38/7PO87DyQkJLSZmxMvpTi9IPXe2+0Mv/6hLEFg8n3pfd01RrvCC5Ob4m5G1AYUsyPH6uaY7Qi/V9qWXROUY/01HMDa7/A7n13xA1AaXt062rDC+ypwt+xKGIAfwovL2aba29IZOP/8mpzJn0MpxeMLjwyAgrsuYZBidwNeD6ab/m7sWzBafSAOffx4t8yauw3AuPdVPB2yZx9kZrAz1qZiCwRYKFGs1Fb4UpgxbngL4mofn0O8ycQLjy0wWLkoW1Jjc3qRn4U544o7Jds6IEJRSudbamesayihRVVC3GgDgAoBLhGl9Fkj96QoY3OTdf949Wi6An3Lp6Xq+dRmP7Fzf8kAWOwcNwD6nz6UbEcGy4hfhKYFAl+jHY1dUX+e5SbGxLGPoEaGcJ0ePk6/jS3QlHLXt37RlSzM+4QhpJxuMLNkbl/F1t14Ko0hGVbzw+05hHrNAMem1+iibO7BpZM4uV7UlgfSQfnEeMszpaFAeqpHdGRizm+xOpzHOnwc8UJkJ+LXqeI/D7OGAio0sEIbGUhhmg56LaQ6+mzfpmhDAZMDqHWNhUVlqNS28Z2QkPD/8hv0W87SQTd9iQAAAABJRU5ErkJggg==) 8 23, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2VPWhTURiGn3NvuK32x1poahXsoi5SFycdRDrYQhAcHFRQQinBDg6i2KGTLuJkB5EOHUSlotUKhQpWh4CiW0EHrRQcBGmaYGPuT5Im997PoSguMffWZLvPeH543/Oe75wPIiIimsy5kacyceON1JqPNVP8zFhGKkWNL8vpmmtUs8QvJ9dFbJcVw2Nhpq+mjt4M8VTqpxQtQVzFo9n4Pw/ZcAMj47aUHXArcO9Zd92EtUaKj07a4uqwoRQzT7oCXe+WivDow9tyuH8Az/O4e3xIASTv21LKC0UPnk93BK6t0AYS1gcx6GHlZZqsXQTg/AtHnDWfDVcxf6s9VGGHvoIKLZRE43upwFJyVJ1974jt+9g+zF8JJw4hn+EBMy2d9LE+t8jX5CU1/MkWlRPcPLw6FTz2vwmVgFTBEh3bLQBgemB7m+Lx1JScnlys+ePVInAN7Po2K5ZTobTwgMLYdQXwbmAz8r3j07LDb0HXwocQ2ECl7OMbiphp/hmL37wjRjmGt2cIu2zw9uNcaAOBLHctT4lvtsLrJapVRauxE6rb6By8QOyHj7PqoUxh9Vp/6AgCJeBnHTDa6FU6Gc2AIwmM9jjeWh4sIXPx4JZ7St2NHY+vivTsRkt/xh8cRm/rReVcjFg32ROH/ruZ1U3Aqwp6VSH796FpBn42j5U42bAuWteARgwvZ6GzHfNY44QjIiIifvMLaxHP6y4iUTYAAAAASUVORK5CYII=) 8 23, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFklEQVRYhe2VPWhTURiGn3Nvcv1p2pSKUZcGBF0KXbo5iBRBoWsRKypBRHCxTi7uHdRRxUE6CaL9VSziz1BQzNBBQaRVqYMohtS2yb3nJmlu7v0cCuISc29NJvOM53yH9z3v+fmgTZs2LebGqUm5f/WV1JuPtVJ86mROrKrB0sf5ujWqVeIfMmsS1zXelX1OzO2rq9MSA9kLBYkXAnZ4Qt/Mrr9qmM0Wf3JOi1EB5cPAVE/DDTbVwPh5LaYHqgKDE8lQ6W7pEh66dE8G0ml83+f2lSMKYCyjxSkLUoLhmc7QRxvZwNC4I1YBPi8/I7+iARg944p2A2RDMfo4EeleRTZQdcEvCd+LZd4/zKiREVeKOiCowNjTaOIQ8RUcvGVLVwHW3k7zZTKjjp/WolaFRA0mXoSP/U+MKMVS8XAcQasaALYGrTfF96fuSGb4ed0frx6hj2Dvta/irLuUF+coPrqoAN7Mbkbe23tXUsltmGb0EEIbqOoKQckiFti/x1L9N8WqxuhwjhHXFtnX05ENhLLcfX1Jgm82fHqJV/LYXrPANujaeZZYMcAs+CSVsPAjHTmCUAkEq3nwLPYkFTnHAOMoVncK310HT1jO9W35S2+4sPPyAxG1G2NxniAxiLnRgfrpYtV6yC/0/3MvaZiAX/EwDQ9JHMAIDAInj5MdaloTa2jA8MG3VzBrYM8ebln7btOmzf/LL9zS1pXIfwG0AAAAAElFTkSuQmCC) 8 23, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFElEQVRYhe2VTWsTURSGn/lgEtAx1ZZoQVtEzEYQpQtBpEpRFOpOFyqooYjQXyDiH3Ar+LVw4cKNaCsIRW278KO4UdxoRRFU1JKQSpImM53pzNw5LgR3MZPYrMy7vPdw34fzcQ901VVXHdb9U7flxaXH0uje7KR58cS86EHI04+vGsZonTIv56clciooL0f/1O6GPnonzKvn3wjLJoZK/9UcwFhtc2dsQfBDUIoNE4eaZnhVAX6ec8QMBfyIzL1dicrbVg/s33tH9g0NopTi8vUDGsD7vCN2KPQsx9gPMonfbXkKjo3Wpd+Cr5+eUC45ADw77UrgxkQrGvbD5OZtAegBREr4vuDx/G1emzjpiufEpH3Y+mhtyxltCSCXq4lbEb6UJ3n9Oa9dOeKIX41JRbBnxm6rnC2NoSkhQV1YdCIA/BoEDhydsbXx7E25cXy64Y/X8M2kgZu2fBO/7jLvTVFYGtcALrz8nfKxgVuSyaTQjdaTkBggcH1SsQVm7c/ZSPaqrLdMhtRh+hyLubnJlgESIfcMfBC9WkNnFsKQ3rRFBp3hdWfoNWNsV2FrwtnCYGeaMF4pkcKiZ6OGV9TZxkH6rCyeqrCMcLG4o+2d0hTA3nxXYiciYJa4MEK/sYZIXESWuPZj5z8vs6YAaiXEUCEptpPSdeK4xHR9dNW2aFMAPQZNLWIY8K423LH13VVXXf2/+gVGO9DAmpoQmAAAAABJRU5ErkJggg==) 8 23, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe2Vv2sTYRjHP+976RkwaUrVVB3sol1EQdQOCiIiGChuDhpRgxS1i/4Bjg510kWLgsVBF1EqiqVUiwiKiIOLi0UKIpX+xLaXS3KXy3uPQxGnmFxsJvMZ37vj+32f7/PcAy1atGgy155k5f7bq1LteayZ4g9mT4qny0y9maz6jmqW+PWfOVmsuGw3JS5tGa2qo5shPrx8QaBIm2X+Kt4UA8/c86J1kbiGwQ1Pa1bYWkvxj26/+AT4eFxMPa4r3oZ64GH/Aenu3YsxhsMDQwpgys3JsgQsUCSTrH3z30SegvyNPqHLZnzyK64zv3pWOCOLYQGtfDKJ55EuFX0M28qIGEpzP8jd/awK06ckrLho7bEnMRa5opF6wLncIySFkQ/TnBueVO6njEjch7hHun28oTgjTUGgBQnzVJbc1YOKA+KSTL1Sd4bSMv7yRNU/XjXqjuD76c1S8POMvi4xMLaiABK97xXAvZvbZF0ihVLRh6puA15YxpYQx//zya0raYl12Bw7bpCky4uRd5EN1JXbl0yHOMmQiTkIVIDdGUen4Gy2nbAzhkkV8GxFT/dM5D6oqwLzJsS2QCW60GaWowchvdVmyTGIBTv3zTa8U2oaeLQ/KRUdMvFNc2TXDOs3WhQ8YcUXdmen/3mZ1TQQYAgsix2bBG1r5kshfYP5NduitSNo0yyUDSQsDt12mra+W7Ro8f/yC4gVy0dG0fW8AAAAAElFTkSuQmCC) 8 23, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGUlEQVRYhe2VO2gUURSGvzuzjgF3E41kVVBTaSOIYGchUQQDaUWioKwiQkQQCyuxsFCwlxBiFAshiLpRYxSNRcRXFwUtfICIQRLGuFln7mQnO3vnWFqtuxOzlfu19x7+/57HPdCkSZMGc/D2eTn7/KpUO081Urx3ZkDKlsPHia9V76hGiecKz0RXUpTMG8bWnayq0xADx4sPpBjbRNLCyOpdf9Wwl1r8qL4uIWBQ3GnvrvnAJTVwTF+SCIsQ4VZbb13ZXVQTnruxQzZ0bscYQ19XvwLI6dNSEo95DCOZE3WXNrGBh36PzOHw/vFnfmoXgCPBIdGxz4KqcD99IVFfJTYQUKYkBl36zmDunToVHBA31mhCHqWHEjd1ooB73mYp0MrrfIHB3Bd1RnfLrChmqTCaGV/URFlJLoeREIiPVdEABHjMoxnNjKv1A1nZ/2Rf1R+vGnWXYPjbWpkLfCbHSlzr+6UA+tOvFMC2oY1iL2/DVsmHqm4DOixTcmIq3p+QrstZWUg5FPcaQkfzMv8isYG66jb8YaVMeTFvn8J8FBE5LfgWdBxupRinmDIBviimO6cT90FdGXDdmLIDabUG35ohvQfasg7enKEs8GnLzKK/9JqBF29mJNUhTE5YZHfHlFfYuIEibne4u9X9511SMwNhZFgW2azaJBjLoujG5Hv8JVtiNQ0YLLwfhgo2V3Z6DVvfTZo0+X/5Ddv33DUPjEB3AAAAAElFTkSuQmCC) 8 23, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACEElEQVRYhe2VS2gTURSGvzsTJgGTRm2NUaHd+FgU3EQ3Ir5QDHQrqAUliAqCO925dy+oiIgrN6JWFNqi7aL4AhFB1IUPKD4qDVGSNplJJpncOS5dxWRisnK+7b3c/7vnPg6EhIT0mfGbd+XC1FNpNR7pZ/iRt3lpNAw+vp5rOUf1Kzw3XRS72KS2RTO5bV3LHKMf4adfLUnVBB0z/xoOYPY6/MRXW1wPtA/3sqvbVrinAiftkni+ievBnUyyo+Pt6g7suLVXMiM70Vpzdc9FBZCzP4kncaqNBPcHEx2vG/gVjFUOi0Waz4++ULBLABxznovj16mrGA8DhHcl0MBAi+ZH7TvvcnPqqPNAbL+GS4zp+HDgigYS2FwelZJUKU7MM597qbL2FVnyXZpEmUlkujrOQM9QPJOK1LGbvwAo42LjMZPIqtS1s3Lo8fWWP14rOq5A+ltaKo5LbfI9y2cWFMCL+DkFMHzjlCSjSUwVvAgdCzRcwbd8IuU/m0xdPiBWZBX64HZsa4hnE08CC3SkvP7DSrHLUZgVPE8RswbBSDJwfDcRfwhHx1EywOLIeH8uoVvwwYqwViXJG1XYvxErtQZdqoE45EfPd91T2gqkbyfEbvoYsy6L+5KYKzYgThNZ9lnYeumfm1lbgbqnUV4U2RTDMCz8gqYyNtWzLtpWQDDQP8EkQnnXm76175CQkP+X31PK0c441UOwAAAAAElFTkSuQmCC) 8 23, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACE0lEQVRYhe2VS2sTYRhGz1ycBkwabUNqNxYq1UXVhe60ShVBoQsRXKigBpWCv6H6BwR3KiJuBDfeKghFtCUIWhduRApiEFS80JBA0iYzyWRurwtB3MTM1GTlnOXMMM/5nvm+eSEmJqbHPDx1R17OPJd29/VehhdPFER1HF4U3rR9RulVeCWXF8+s4De3MTy3o22O2ovwlel3QkND8xN/DQfQuh1unisKtgd+wMCjAx0b7qpA8YIphquA7ZF+sD3U513THpjYc1f27R7B932u3JhUAJZypiRdYaAB6cep0O+NfAqOTtVl2IDPH59RLZkA5E9b0rICEi2F9JNkpEVFFlAd8Hzh248mi0s55f5JSxpmQJ8NY0+jhUcW2DpeE6sqfKnM8vZTTrl6xJTmSsA6D/bOh6/9TyIdQ3FcWnWhbHoANGvgmHBsPqVMZ2/K9ePt/3jtCN3AptGvYtct3jfnKK9eVAAuvf5V+dnNtyWd7kPVopcQWsCxbNSWgaLXfl+bzF6TjYbOLv8wGdNg8dVsZIFQyhu2fJCgXENjAVyXwYRBGpWJ/jNk9ICk5dOvCOeXR3qzCQO7hI7B4JBCo6gyyiEyRpamX6WBcLk4vuaZ0lEgNXJPgoaHxwLe8kGGtPV4YhHIKre+7/znYdZRwHdcNM/FkDEMVUWCEvn6VNemaEcBNQC/VUbXoFDb37PxHRMT8//yE8rQ0cjydFA5AAAAAElFTkSuQmCC) 8 23, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 8 23, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,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) 8 23, auto;}
98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 8 23, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 8 23, auto;}
}
div.testarea{
animation:rwdcur75265 4s linear infinite forwards;
}