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0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhe3WS2yUVRQH8N/UaZnWpiEVagcKlZqAyIiPIHSkIc4GH4kxAY0rE4JETFFWqOhOXRGNCZqobFASE2NUfMWgLCzgYxrBBWao+EgppTDYkKaWoZ2W0nExdxBUhta4k39ycvPde+79n3Puued8XMEVXMEV/N8RmaJ+FFVhjKIizE9gPMhYGP9TAyoCcQw1YawKUjJiHMPIBZmUIdEpGlCHo5CVAvFM/k+tRPoey530tDG3G1ev3zSD5Q6ebARiqJNJ/iaRvg9NaMA1ihFZBzJJ3kk/bKUhc/VrkhPVIyJ3qYMnE4GqQFInkU7hOrxeIswmYuI6DmAJuFqLId3OGDJqWFQtlzag4lILfyNnehjfxFsySV/tnXB67biDzyxfYoseFQV+UmlMzKiosyoofwXlDIgqhZ4j2I9GN3mpe9WKNVA5GpGfOeHm9hzXqj20LcoOE3br12NQWo+I/KUpyl9BFLWYEb43YE5Xqm1TywP7emmd27oyQuQcHx1kprGaI1fBqG2GbTNAefJyiKERt6CAjXgRBTMVdLUWcDorVcCIRxSkHXXbed0VirkSmypxyetZWIyVwYAtgey8hO8jKGjWYaP3wtoaLA1nXNaAC6/gwoSbge8vWJt10a6niDd3nPCLUwoytur1aLLdK+n16FfM+lJlLIuIYiJGA3ktjoW1DZgTyBtkkncfXx1zrmHC3HV7+1UZVG2+Rru1+hgDQU4FGVCsjBOXi0CptNaiPsw/gXlZqU2EapdId83ert50nJUzzXyf4kcfojeQDgUZDt6XJS9FYJZM8rhEepli6JswD5tLSlkpcR1dHnSjxZiPG3zruB/caxf6gsc5xcwv9YHLGlCB4xLpu9CCz9Ccldr8D7pjRlDpEwvsU21QC+jzrEEHRL0rF7wfmwx5KQIFrMc2vJaVao/r+FpXa5u1nXSCbvc7oUmbFm9IyJunSrVBlY6pkReTF5UT8aWI4cmQQ0Xoas0gk2yPZ/IcXtams3Noz9ql3Bvud7E2D/nc+w7a7xu9vjDNUfUWqtEkakJETYjkpFF6ho2lxgLxn8/Yc25p3Z3Tvus310ks9QJ22KXXCWm9njPgDglR00X0X3DmlKpfRCZZkEjvzEqtKk3GD42wvXPAqHofeFtWD7KKydaHk4RSWxBT7IT1ijXggMhU/oiKBkBfVqopPDkWYLU9OCzmiEb9+vzqeb2KHa701IooqBIxNhXvubgSNsV1DEmocL1BGwxqRuuix+w/9KRKw25V5Xc5W+X9tcr9C/LiNh6XSb5amsgmYnpeHpFc2Ek1Ztup2y51+jQYktdlUfkePxX8AQr/Vwyec7NBAAAAAElFTkSuQmCC) 0 31, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
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4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 0 31, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe3W7YtUZRgG8N9O4zTmsCxmm6PrppYlNhktoju2USNmBWrahzCIiAgJ1l4gg/3Qy4cIpRf8VFoE9S9UiGXQYGWjZUo0aYUvW76cbdtEt2ndtm1PH86ZdbXWHa1vecHNw5znHq7rvp/r3M/hIi7iIi7i/46688xPIhWvSSTi50MYjGMgXv9TAYmYOI3L4jUVR1XEIPpQiaMmIcnzFFCPHyBQANly/+msXOkudKEbx2sRUGsH0qhXzv8kV1qGJjTiclFHHgblPLnSSuzHMZwQHc+oqKUDqZikXq5UwHRsrBIGubSs4i5rzJMcYqnplhhyiT7tescSkDjX5hnkNPjIQm96C29XySFQmKfNMZf+wRJXm6pRq5n2mjhWdecSkFRtPYfwhff16/RGoPDgyMRsuZ9Vhg50ZAglDMXRoGEsAec6giQymBT/bveibKCwOqu4g3zrsAFzJaiM66qjzqBE3PaUtFC9Or3nKyCNBpHRvsTjmIG1WUXK+Va5UiVQyGRbiv3ukzboRHNpG/sEGvRKS5pgLq4V2jqaiLOPoFr1xJi8MX4+NVBYO5yVKwkUMtnmYqdbpM3yuZt0uw0bdXlAp1NOqBs24KidHikgNYJ8Mr7CB/HelLP/mFU8aK4uk2yVcdC985a72XOiGVCx3n6/24Ud6hwfTUBdLCIpcnsGh+O9dkyLyRuV83dWXZ9dVfxRsx5FLVbZJKPHeCf96ph236JHNIj61DAHqqO1Wj08ihnVtmfL/eRKe7OktBmyDH1awHZfu1WvU7p96Iho+PSJpuA5yasdmKKcPypXWiByfJPIcB3VpEBBVnGv5eaYjBY0e9chZe124khccQX9Tt8DYwpI4Khc6Q7MxGZcFSh0/EPugDYs97HNXrZdySvD5N1x5b1x9QO1kEdYKzTHIwgt8vqeZxeG+EQ5H6IaB7ANoSdtsNBqD1kx3IvolU3VRngW1nQ1h9Z5FaHv5oe6cqFvWkP8HCiEoim4E6FWLzloi52eVrTCHm1e0KD2W/VvSNxemkS3icp5wXUTBJOvIKwTKEzKKnaKWjzfIrT6xWfeUbFXo+Omq3hKynl8gJyN5N2zx7FSKtiQPmMjq9ityXQr7Pa99Z6QMc2Vdtmt0YDJKuoNSFw4OST9mYB7sopHAoWm+JWDRo/51A2SVqr3jC2adGvSo03GeCRUROb7FxhptsVOut9vomFU8pr3HL4xtNM6i80XfQtEhiuPeZXXjDXK+dC+BaGe2eG6fbPCo9cXIkEtQpt0eN5SXCMaVBfm9lHwF/PWPWa9diSwAAAAAElFTkSuQmCC) 0 31, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 0 31, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe3WXWjVZRwH8M85ns0la461xHM84ksmzA0Ns9jCxCNRRlkQBhEYloSVvYAKSYRdhHZTQUZ2U1QMJCoSvOnGOKPWtvCFom2atfl2tjPmlDXnOm62fxfnP7cMdEvv2hd+PJzz/P7P7/t7fR4mMYlJTOL/jsgE9WMoDNcYouH/w7gUymC43lAC0dBwEaaFa2EoIyQuYQD9oYyLSGyCBEpwErJSIP7rBf6KMhxhY+NDftCJbpwbD4HxoggzNNcEeBjPYTvek/a9NwU2CHQvCtxvLapQZjQ614XC8LAFWIn1CBBorgk6KlMBDqgU+O2uAC9iORLGEeFrMSyUz3kJSsP1E3yquUa2qki0hazUMi2OuhgT6o3UyHURiIUHleA4DmAm3s5KrR+rGG/OQXG2qggK/LNDrotAMcrD35swOyu1NS7dNGI43pyjqpFHDAytGoaLbkDxFcl7e4d8vl+23Ds2CFTnc4/zWakAfyLwhSM+CHVZgbnhOVfFlREY8boMM0KBWQcfrNmsGk9gc6PM4pXFcekToZE67zpsF+hDTn4OXBNji2RswZXj0Ji9RBCRH1sVmE1SXbfPdfnSQXT7qOYFuxpf8ZgBb+k3OhmvikgYhVhovBinw71NeVMSmKGlevXPe6K6Kgc9kDjYq0C//ZLesBMdXjXoSfNM84ej9lvjmPxkHL5WBEZG60jo4SXMy0ptJazyysbWJSsUmavQzWI6JJ1CfjJmLESpYjcZcNvlMXxV4xD1rDKt1Wfk8z0TGzELW+PS4tLC9iJpvrOSDpgp5ytnbUEXuuzWqlednAbvO2bcNXC7kxJN37nPQvvVYmdWaltc+krdQeUYts+AblFd5sggg26H9Fuic7yej0agAR16DKvF7qzUa3Hpes01l5Xi0u3oMxUphWow3WnHtaNH/vYbCL0et3EQ9vIO94b9PSKcCfeO40ePC9T5xilpGbVqrULCGsXalGr+bxdP/qNtFvh6kcxTU/P5jgYyi1eWh32esdTdkjivXaATJ3yo1R599kqaL6HSQoFpEyUQizfn+EzJke1lphyO6H1+iOKc5IamXt+aa596czSoMOiCrHY9puvUoFedElMuex6V76KBiUfgHqsrbq3vGlo1rGJLjpafiCtVpQ5d9mpDm1t0m67HgFO4pOBflT7hOyCi7c7AukM0YKk+KTFT9CnUZcjv1tWsVdX4KDq9rk+gx47wyRWIyrduSeh5p8jESETU+Vhy2TNyBaB9e4FcYtiii/X8giZP44R8u50z+t4bRWDiz9sQfwPrz1On5/WR0AAAAABJRU5ErkJggg==) 0 31, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9klEQVRYhe3WX4hUZRgG8N+O0zjqOsm62YypK2rmn/W/KVuWuxBlgZYRQReBlKBUFkhkdFVQQiHlTVdhSQTeGRUWEbS7KazoqqFjSpmuujpq67batA7r7JwuzhndyHL9c5cPvHycc77D83zv+z4vH7dwC7dwC/93VFzj/jgS0RpHLHpfQjGKnmi9qQJiEXESg6M1EUVZRBHdyEfRLyHxaxSQwlHIaQCZbCHckejl3R2P2+AYzqCzPwL6m4EkUrJ1p9W2LMYojMBwYUaW24wZcxi/aykO4SS6hOW5ISRQhQmoxzIECGTrgpyGADuNC5/xEhZgpH5kOHaV7wnhCVMYFq2fYKNsnVxtEuQ0zHXYQYki7xlvtsEuN+t1C4grp54j2Ik01uU0LOu7MZMt8KxUU3MFM43yojRiWlQKpATXL6AS1eBRr2B0TsOrGY3by8SZbIHaFs7JgwpF5xR8I22iMcJ+GfcfPFdEMjrtTATWecvXvrDucu3xR1T/C8Ke2GqhwPNec68HtXrIWbMFpkSR7E8GyqeuEnb5CDDcuKYT85ZIYTZqW+Q0VGY0tkVim9CmGRucsVNBoFvskgNKwrnwD/Rtkr4NV41dnhIa9WvxodPi5LA73JzReFhotVYLddgwd6UJrSuEMyBvu7wJ4hF5h4or27E8TuMReaVo0HjdGvXqFAyzRXrOk4FcbUOZvA2nhHZb6xklqdYffCkmj1YFq3RapdtV5kCZONkn9bDKBZObjs97AurXlFjS8lMmzFJJOOXuAyucNhpdvjVDUkHJdEnvK16NvCwgJVt3Qm3L/Cj1K7xtlsDK+u93MIDP07MsfVrSm3/r5nU4aoZuI1CpaJCCYWKCf6/5lQScUNvyiNAqm7B2f8eClVPv2hY+Yc7JFIecj/75VFj742jXK2+gmCHSBimK6dTrTH9OX0ZgoZUWCfBhZK2tkdXK8asazR4WmOMdNZb7zmr7vOAztXaY4HeTFI0TSPSXGCpyGoLMxsaNhlrmnrrLX15u6fh57APVE3u3tjvhlKnmqvGx4U7q9Yt61SrlleyV1uoa7gB9EdrwAyWb5stNCWdFZv8F+6ctqJ6Y3Nou4Ywx5ipiupIqCXFJCccM1SPm4PWSQzyTLbBeum11n0FVwdTEtk49Rkn50Uh73SmvSreUsxK6dNtulPbrJb4kANzvsbHJ5s6jpYVVNR+dZ8seRqsySdZFJXsccIeCIRISThmgXVX/uvxqiIn38hWqVdUsas47sKfHZOfNdEwas6YtcUSb/bLijhmsS6UueR03Q0Bc04611s57Q1DB6KBy86GLbvuzIrE4tzvlbvy2b712HZ6TQLukHgOdd/uN33TgL4urVoiSlt3dAAAAAElFTkSuQmCC) 0 31, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 0 31, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 0 31, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHUlEQVRYhe3VXYjUVRjH8c/M/h1n1202TRfHVlMprGXIRE2HJJySUigkuqibwK6MtIKQkKiboIiymwor6I2QXqzbyCgYQ3N8KVEZXwqzdVqdZdnGxdZxdp3d6WL+uyyxrqnd5QOHwzzznPP7/p7/4RyuxbW4Ftfi/x6Ry6wPEAvnANEwP4RqOAbC+T8FiIbCcTSFcywcwxBVlNEXjn8FElwmQAInoSijNpcZP5ToizMYJZVbhS4blawXM11Ug5KInqsFCBCXT5+Uyj2ItqRsqyY32Kfd+1b4DUeXfOO2PQ9ZYIoLymr60KqmLKJ8pQAx9bYnpHIZzMY74PO0YioueVP2Jxss0lzhXYvVHHROt35lgSH1TzYmQHSs5JjiXB/OH0n6WFfK0c0NoLNl+SIJp0HcVIcN6Be4MGKw92IC4wEEIXkCv2MfpmNTsZhZoy+u+UB9/7ZP+ymLbf92IiVVDQIFZ0U1hXtNvVKA5lGL12FmUWZDUna36JCZX5Yk8xVSOZKqQxEEqua73jxtqiNtn6o29ue+GEBcveWt+BnPYA5eSMqSTy/17P6+Yy+1kMpVwNcK9+T3MkFZTFXjiPtxtf6ZHHY9JRRvDfM3FmU2jFS9lXP6UKb51vd2dISw251yAkz0lwZl3Y6LGApX9IoYuBRAbJT4dBzEt+F/M0aq7sMbzFiT7UQnvsIRr6UfddJTenT4wXFLnLDDMRwXCQ/oGBEJIQL1096MP8As6xTMDMVb5dMri6m42jRmbMx2+UaH7y3FKziFkpuVrDVggTIKVuhmpAsXBWgO2zjs/mezPOUrDx/Zsmz55DcnDB+0I2GXhlDC0nCPtWEnenwg6k5xLSquU9HgmITKeAABEvLpU1K5Jeonfq2COT6xvH3/TlBMZSTr9TePWrtJ/VruCkfJYlNMUzXJgLghgQTjA0RxSip3P+bia9xUlNnobewaVdluwBastRWvqt8NhdB9N3pNdtoNKppUwxvw7HjiwwDUr9fPsLko83xSdqd8eqQoKXvCn84qolcHfkOH4dbXX7+yo7oECqJ60SEyvnsIijKSj2VvMR1PLHwy2X+eofQyqVxPUWZqUrYDPea42yxbVZ3RrlfOadt0hy4rqLqP8PclnY8ADN5e417tVsz3QaHfucayp2MtRol3YplWrJBSERgU85AuCx3z8qVdjgvQ9sV5DpmyfdtE5cSgC7Ea82qSst0eMNtqvzpjs+ccdsZCLapiGkxS9qL41QJEDUYoWLp8wt6eprMNVt+BR/ZAq9V2m6kiLfC6XiU/4qgLchpVTRz7ib2ciMinax7PsQyBPgfwnV50OqRZ27yU4i+bTfCHhD5lu0zWp1G3+MWf2X8PwHr59FvDiWIqDpIrs9yFVT40S7NGFVVZ52zTputqhYfjb4cXZL9PfmOnAAAAAElFTkSuQmCC) 0 31, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 0 31, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 0 31, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 0 31, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD20lEQVRYhe3WT2xUVRQG8F/LMI4wqQ0U7DRQoCAQMgGDVTrYoJOYiEYguDAqG/8RE4vGBUQWLAwLJQYWRg0YJXRhNCHGhAT/sNARY5iKYMSMRLRALYWWUrHU2rRD6biYV1tUpi26s19yc5P3zrvfd757z7mPcYxjHOP4v6NojPEhhIM5hOLg+QD6g5EN5v9UQHFAHMGkYA4HY1BEP3rQHYxRCQmNUUAJfoZWSRDL9A5FxdP3ec+AFaYIy5gmM9LCo3UgghKZxHnx9CrMwHRMlXfkKZBJ0JHeapZLSnV43zvWGyi08GgcCAckJeLpJGZj5yBhc11Y5eWDRxxSDb5VbKqIrDbrFVNYQHGhl1eRUxrMe1Avk3Di1ZCupVdkltVWW6cRPK/PWoct8ONoEiwkIGTQek7ja5Rje6vkY4pzLkdzIF7XS0z0XDICEzVeVSEFUUhhCFEvmW0ApbbaYGar5MaYVINcTU28LjiAbx+hX0/RBdBnDGV4LZURecunyzqoVr25blVjS0yKTKLGow3dh/aH+PhI1gxM1RVbmmKoBAvu/bUE5LNmivwpn+4MepR+ev721dqDqBfTPtlcHV3+cENWu7B2h03QbCHoQm8gYkwCwsPIy3EMB+zGK3oull/m/iByASvnH+lys7AVvhF1ykPVq82zCe2BC4OdsSCKAhEh+dMexZngXR1mogLTHa9Zee6uGxVdILYm1WydXpPMd8IuUR1yfvGZRnudQwcuynfGgltRFJBGhmV/FM9iVqvkRoJuF08fD1waCBavCdZ42hpt9mmTt78rIO4NxogOVMgkzoqnl6FMvsvNwebBoFZJManjWDTs2+3ybbkZLYGobkP73z9S9uTtPyuevhdV+DDIfPPfIhfJqsIq76qwTb43DJK3o3NY9qOuAtbLedAG5PDGuWnJnCd9JZPIBc9y1jptr+/tl/Omt+yyxSNWYykq5Us2PDrCvziQidayxAKQSTxTcaibHfPu8EK6I7jxmszXZYJFKh0yU485Om1S6qiIL/Qbqv2xCwBFymUSmp8L29nZw02NMvNry2JSTWjRYLEswjpN1GqOkGm6VelxpxK50dr9DwLidb2cEmmNR/RV5Cw8NplfbxGPfHlR/uZrco/XVaqX06QKJTpFtSiRVfznv8L1CdAXot4DMamWyQcmSN49wMs/8YEp+Aht1iizWFyZkCt+cNlxN+gN/OtRNHK5XRsnb8vZYPDAXcJv8s0ojT0yiZyM12SddMkOLZbbJux3k+REr584jyKf223ukid0R7hSrDUeATGpwZjH0WSffuUu+s4p6/9NxlfjDzVCRCjwV+RwAAAAAElFTkSuQmCC) 0 31, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 0 31, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
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63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 0 31, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBElEQVRYhe3WbWiVZRgH8N95PB6PS09z6mzLl5laUid1FrYTpg4Cy7S0NyiIhFKjTFCE/BB9CBIkCaSCXsmiCOpDSC+Yhm9UZy3MylPZGG7ZdHONtdacc24+fTjnOAvSTfuWf7i5eO774rn/1/++ruu+uYiLuIiL+L8jMkD/KGI5G0WQmz+Fntzoztn/lECQ2ziOgpyN5UaeRA860ZEb/SISHSCBBH6BRpWgJNPV55VM34omNKO1PwT6q0AcCZnUUcn0IoxFMUbKKvIwyKRIppegFkfQJns8F4QYijAZ87AUIUKZVNioMsTX+W+sxGyU6ofCwTnWY7IRJmxSZr4ivIHNMimNybhwNAdW3HS9lQ5meSnUlyMXRCAqLz11ymz3gOuwsVHl0rxTx229pj7ZzvUStetjMNjfK+SsOBvDKIZhFHjfal8ZWb9g7tqSOTu/N7x8WklNL4UdpH9kkO5B7RE4YQBl+G+I4zLMkNV1FZ41VuhFoYbpoTa9G368KvSME5YKLZQ+w3cOynL/OSv+KVM+6iLZLC/OzV/eqHKtmzEEW7/z6oFk8ETrz23eErPZLr+qtRi0o0u2D5wTZx5BX8JlZd97xlpp01MnGJ+Lq55lNZkmrZqNssOVWrxQvtyhfa94SMIiHfo64zkJBDlbkIv+l9zaYxgnW07F5Q912rVtFvXMq6s+4qQmjWa6W5XhWhzf97aEFkNPd8JO/egB+Y3j+qSHx1WYtG/+jWvGvD5E6dYunk7XzJthmCqd3tFitAr3YaRmVzmpQJMeP9mjSvYYevpLICGTOiyZvkFW+hWYaII15ZVf0kbt+jkmjxc4qFQCo032m43KdEqKu1KFqG4F9npckwFcSAEOS6bn4wp8jAmNKtdJYEvWo+6W4wzTYwoq7TDfc6jT4CcjHBPVKdAggYbTN2K/W3CI5QhN8mL1hlToTT+omxlaLfSy0H5/qHHUZ0L77bbJOizATF+YrdWdTrhXr6n93TSPaKNKJXZOcDteuvbRWTronX61j75pz5idSBZ+3uJP3dqUKlGlxxFNatCAFtU6TVEgcEqgdcAEwGumWZhkzH7vfTrDvVMj6rfMTZQN3n3IcU0uNcthFPhAoN5LDnpEqw3GG6Zb4FuR87v1oiWZLjJG7fqwwJA/K5StGUqmS9nW3c2ylb8H2yzzu/vFjVDoHoFpigw3Nneht+DQeREAW1TMu6a6ua56bnHJgWOsqibbBT+RfWD86kGjTJMSEyjTbohakdOZPmDp/07gXVA80e52d4tZrMM2tWiWSa2VTN+hUFxMINBiKAYJsA3dZxAZMCJYKZN6Pj9x+K64yDFKZ+3MPj/GWW+J7XYIlBvvEl2iTok4IOL78904j78Als1NvTzo/JIAAAAASUVORK5CYII=) 0 31, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhe3WT2yUVRQF8N8MQzOUWkgp2JaC0BCaphOUpvyZSKA1ahXjQheCKxGNG3BjJILuWLDRhcSYaDABXagxMXGBIZgof0MNVJrCiEAqLVhmAM2kwVraAeZz8c1AjZEWys6e5OVm3rvJPe+8e883TGACE5jA/x2Ru8yPoaQQY4gW9vO4UVi5QryvBKKFwnGUFmJJYRVJ3MAgBgprTERid0mgHOchoxVUp4ZuZyXan8YlXEF2LATGqkAc5VLJyxLtz6IWszBDqMirIJUk0f4cupFGv/B5xoUSVGABWrAOAQKpZJDRGuBY8Tc2YgVqjEHh6CjnJcIblmN6Ie7ELqmkTCIOelevavaGcyKBQl6xR8ZFIKYoPT2WOOZLSe/bdbG+dV0xKV/PvI/7WaS886soTPbPCbkj7sQwhjJUmomXbNWo5ZspTStnP7HvOMmm6tQQ0YDvu5gkF81FYNh9GMO4UMoqdFpjk6UapK2Xx4ZmWjoGuleuLFtQfXDIFHE1Ug5JeMAWBxxxxgXhRAz9Rw38W6birSuEXT4LHDLzVM+K9bf6+d0OxzYkyxa8cDArLm6yo6pl1WG5qE1KhT4wKkY+wciGq8RPt07SasoPxmgQCtzEkmXtWZVybvpRVlrzw8/Ldm1VJmuGqNvOOCqBaCGWFm5/vnC2AXOE4zSr9vNhmUSr64/lzQ0OpAVyLpkn7wc553R2dZnmkmmybroidMVRPaBYOO629PA65qfrWt8MJjP76yES7aeqKVGJ6wbttgjUOGmTE94y6FFROX84oq9w+1EJRFAjlbwo0b5MKH0t5ltlszVhRs+eVeY/eOCsHRaqRxseskuptNO6bNcttN4BYdMVvwNjUuCiRHsb6vAFtv22vGXznCf3hxONS63DLFZmD874TF5ai99dcM5eF4TePyCUfUyFRyLAa4X4YUZrYKtOlxsDmwXeEWjwqxUO2CGwy06h969GE+YKR7bkbooWEcloDart24a3pZIhj5I8nx7N/tK/oqIhf7jPK2JSqmR8YrIeC2X9pduLTuGqUPYxm89IFH2gqujtP++IUTpsb2NzRcMzh7MW65dTJYYtTmqQ06jM4+b59ta3/56KQ6y6+096NGUScTeWB67NDJ+vbVrHgJgKM6Qc9ZF+59ErJma6WuXqPWUBjt9r8VCB3CR2e6Tavr5JfRHNa3N0dHFNmalOuyZtqowB3ejTpkPgrIhOUXUCleMjkI+yHdTW9O27akPHgDqDIrp955SlS9c6o9t7eoWjdtWwE6IGhV3fPx4CEWyUSn5Q3Mgk4m4uCtSe2F/cehm96HN71nMCUZHx/9v5Gwx+Un77haoMAAAAAElFTkSuQmCC) 0 31, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 0 31, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhe3WXYhUZRgH8N9M6zhu27SZbI1OtX5QIYNJbatTKk5B0kX0KRVUFEiUGgkFSXTRRRBEF32YUUlCBX0gUfThRcj2IU2t9skRwdLWZdbZtmGZdF3Gcd3p4pxZ9yJ11e7yDy/vOed9OM//+Z//+7yHMziDMziD/ztiJxnfhEQ0NyEePR/FSDRq0fyfEohHiZNojuZENBokRjCMoWhMiEjTSRJIYS+U5EE6qB6NyhZuRD8GMDgRAhNVIImUIPenbOEmZNCG84WKrABBjmzhVvyOfagIP89pIYGpmIOluB911AW5ekm+jm1mqdu5oO56a7AI001A4fgJ1hPCClNoRcpKG232tSCnlE2C4rylHZbbY9IRbjbbGlMdNespE2jSkJ4/sA0XOmzdj99fs2R8YOaDYWgOXklSFzdX6wSKmxCBFkyL7lfhotIb+dVXPv3td4QGTAdVVncTNwxiRlSi69MgkBRK3oYf8Chm4qm0LoLcQtnCUCmbJFuouhGTVbKHtjLgL1uU3XFqBBpVT42St0XPZ5TkHx+L2lTQtaGzJb2iq4ikGQIH9FiPZxQtl7TOUsOuUz8+gfEmGW+4aVHlDUwfu5qHDvJzuodk8ZlN7jIgyK2k8Jj5mlzrUpONmCQVvW//8QjEo7k5qn5vtLYKF0XJ29JBVd+defFfSR/qKhsxqk9Ghz0+sdeThXvdp9m5KkaUJWXEVZygGTUSJx2VHh7BzIbs6V0H+aLQM2OdlJXK3rRfpw4D+MRuFM037AItWg05BzEJ9KJdXVHs31WIYbog1ydbWBBJnxEabi24my+v67S0tbtoQMazKILnI7V6UXSVQe9oc55RraZpMuws5SjPkJjefyMQR59sYRlm4TNcUpJfOxZxgNqUUS7QZBgP+chizwl7Q29EZ8APKl7ysyl2ids+LnlI4Bho7IJ2vIv1Jfkn07q2CnLhyqfcsGN70S/67UOLfkuU0BMlL2PI+6pelJKSMElFeBYMCQ+nwWMSiE61S0CQW5kOqgS5RbKFckme2XpcrWaO+Tq852wDRqPKX1DxoAqG3G66SWNb92IxFTG9YgaPd+Q1tuGF43t7OqgqyU9L6+rRqV/FQnFkVHXbbaceP2nRLu4cCa/pFxq5gaS6hJjasVNHBNJBlazWRvIG0roG0G6y7ZLeMqrsbQUb7PGhqouRUhMXF+71mrCXQG0iyccrcFtaV7EknwkJFQil/Nw9mh2xzzJbhN+z7DxM0TSuj45Ea1OFvhpvwBMgyIVnezj+9oSDFutDARvtWFh3hVvQITRrq4clHJZRN1ddu/pY5SeNGFYLci+Ht3Uf/1Zz2eazXf76N42YBzQc/56ar/R7NZK3Li52en88/wDsjU3IpW88BwAAAABJRU5ErkJggg==) 0 31, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 0 31, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 0 31, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYhe3WT2yUVRQF8B9DW8dax1KgMEWBGoSETqgKwda/jAtQjG40amJUFgYXRtCkKiHRuAETFWGjRhaicYG6IZJUExZ2AWQaBbE6YEUbIC1MGeqIpcB0LDMu5huoCZTBsLMnubnJey/vnHve++77GMc4xjGO/zsmXOH6ClQFuQKhYDyPkSByQb6qAkIBcRjVQa4KoiRiBGcwFERZQiquUEAERyAlDqLJ7IVVscSDXpLxkKwax7QauNzG5ToQRkSy9bhY4mHciHpMVnTkOXCghR87V5vhsJnSJusWcXKsjctxoCogiYgl4piND0GyVSoWFtWxB4uE8gya5noZpw2apI6xBYTGmvwXObVB3oJPSuSQEl+EbvkQORE5YcMqDMheauNyBFQoWc8hfI/peDclvmL0wuj+szwpcvDtKtJG/CHnFxmbx66+RDLWXA2mgDav+UFj6tt4W7S5o5PWlvMXcF0njbK5bJ56Id9I2+ak4uc5Ji7lQFjR8nrsxWqPWuY+a6KvdtDe3KI9cSYVC/NeImsebjAYa9xFkxqPqy2H/GICSlXXBeT1wfiM3peX3O8YHsOMLpuXNFVH3+ro94awp6Q1GQo6RNZUIavKEzD6CEZfuClB5SU0VHRO4GnMKg6srNw/KCojLeOEPrc2L9XVtcmAHpMMWSikzEYUCnJ1UP2RYO4F3IQG1Ee7T/v6p4U+u+aYrb2prMPSDphvlu3+ctCnXdvEMMmgShnPGlDGMZSIwy5YDy+iMSXeRtDt3kx0L1+uVkLIsCF7zfE3EnZbK2mDnAYRk+WclQmqL0tARLL1qFjiDkXrn0cj2qI6QCoWFyUvZ7pKfKHeAzap0Wuj383X70616vS7Tk69Cn2K/bIMAUfFEstwM7ZifUp8TVRH8cI1cKI6xznsR4vt7pK2ym/oQ58D0qZhqhFheSF5NeW9iKVLOBsf4YOU+Nqojl26F99t33ecY0F+d7+IkCm4xRl5AziMfgxgSEHWtepMFELGhDKf5JR4AetQkGy9EBv9+fmO5oJ9Tul2QkHBiGFf2YClWFD0R835QgooXLa9X9SB6aN7ezSZdfDne2rnNu3MGDLkqJkqEdFt2CGkgzjJqH5ffFvL+v7PC4gms8TUlshLmPvxzrQ96s2yQ60vLTViol7rdF6U/D8j2VI0jt6UeNF+CuYpoB3vYCWW43bMVGxW5f7MXAZHbisSvq/gdadwynrHtevBlkDQI1ikeFlrFbvmVcIz2iRbC3oWFvy6uJASL/Q8cW/BK0rOrMASzFFsVFeRnH8AumdPrwDvKQcAAAAASUVORK5CYII=) 0 31, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYhe3VT2yURRgG8N8uy7ZdSqmVVnZtpSVKCC6iVQs1QLpqNCaaaAKaGCUcRE1AL6IhJOLNxIjG+IeDIfGACR48EKMJB7RFjWsoIsZSCAKlSru1VmhK2ZaydD3sVygHoQVv9kkm883M+73vM++88wxTmMIUpvB/R2iS9hFEgz6CcDA/ilzQRoL+PyUQDgIXIxb00aCNkcghi8GgTYhIZJIEytAJGSkQbxu+ZJVMP4Ie9OLURAhMNAPFKNPW+Kdk+jFUowo3KmTkOdDWSDL9BI6iG/0Kx3NdiKICt6IJa5BHXltjPiOVR+vYGOuxDAkTyHD4KutRhR2WoRxlVvnELt/rqNf1VDHISN2Dw8E/5S7VyHURiBhLPR1odZ+E17RsqV6wzMyss0tyhlZeED98FkoPbZ3GO25y+Q25Iq7EMIJSzA7G65xRs/vgvU0PLmntNbqwav6G85QO8+UBGBysvkCtmElcw39DMebgToXzfhlvI2+5vCMNefOcyUjlVRpSKY/vxtmuQG3gZ1IY23UCd+ChwOlbQbFdbMG4Ixg3Y3vwvQYNgY+rEhh/BOMLbjZ+GreWuOyvZ4knm086oMeAA07r8XHji5LpFxQ0YNAlZbwqgXDQx4LddwZr61ATBK+Ktw3LJFPylSSamnvFZN1lqZCdjuuzPb0Wv6MvIJA1AQ0YC1wcBK8I5l9CXUZqA4HarU63x1eLKTEqZ8SoBYqQEHFal/sN+tFJe/QHwXMTIRBCQltjl2R6iULqq92mzm82jhllpMTXNR8RNZ/A7RkfajCgXJdFImYaNKRdrxOWX5ThqxIIo0sy/TDm4SvvuXvnlvqN443ylSgLnFX6wlzbDDmm1yE361duwHTHJWQ1KFV4iCYkwWNiUYsd2PrHZ03PP96yf5+2xotGib+ajzutH8R0K9FhryM2a9dqnwsOK3VKTE50choQykjl44ua37TUJq80kJtWWEmm+zJSs+OaT6BXvQZJ76vU6RftdutWKLgBp8w2S0xYDt1CBidKoHANnzTfmsVadjHv06hbPhpxMfgqPSosFcMtBuT0WSFsE47pt1ZWhUF5EaHJK2AkfnCITvO+3l1EntC5wgsd19zrdbWa9IrZ5Vf7LHRendvl/WyGYsuVWStbyOW1yW9YCFn1D7Tv7an7vETNtnPsSLNZlVp7Fel3g2E1/jZXiZhhs0TNUC4idi1BL8uA0RArwZy59gxICntDVoke3zgqVf+0w/tfVSlrmk4Ro4qMiIgSFOZ1IIT12ho/GJvo2BQ1sOi8xRU/FHTtUe+a7pgW33pGqTlGxJQKOSqk+3oJ/AP/p0gJ10LHuQAAAABJRU5ErkJggg==) 0 31, auto;}
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87.5%,88.18125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhe3WS2yUVRgG4GeG6XQsMNRSkEJLChEFGYWgxdI00ZqSYIigLIyauFAxRgHZsDDGpVtXXlkQceMtXgJRoxFTULQNxYowBQIIBQotZdI0ZajDMDAu5h/BRYei7ORNTr78/znJ+363cz5u4iZu4ib+7whd5/kIooGNIBz8v4xcsLKBvaECwgFxDBWBjQarKCKHEaSDNSYhkesUEMdx6NMCapKZK6cS7Q+jHwMYHIuAsUYghrjkkjMS7Y+gFlMxWSEiq0FyCYn2x3AEpzGkkJ5RMZYIRAOSuER7C+rxbpGwLxFTs7ytS5lFQnmBuJRCBMLXEhAutfkPcioR95L3fWybww36EjHnn7wkeUfzIvMcFb1ErUpXauSaDpYSEFEMPcfQiWmW+mL7ucWtyi/KNeYNNGYl1v7JZRXJd8p5wHj/7JCSKKUwggmoDr7XoO7AtuZV8xp2HjRhzty6LRcLOz93EzYSyuOQ866jDUdTGVMI+VT8ivWYhdfmbdlJU8NcGw+PfP9dBfu6c+KYIj1/7046DSu0YMncjyag6HVVQD41+D+jT8sGsAI7Om2vXlyx9ExnvwMiOu2W0eMcGEYmEHFNXJ2CqwuuOvC8iOm5pnzBpxUY4sHsrn4X9MvYq9ygVfc9Yc/udToNKFxExZvxmgLCga0IvD8e7K1BnbtMt0J93eq05LvNUiezHjy967SolAsWqrdZnYzY7m8ccQQDlknbpNYU1cocFBo9HUXimCuhh3WY1adlQ+b2y2atPs+m3UcSZaL2yJkkbcg9IOuYH+wXFtWlB8PeUGmyuSKyQTROlBIQl1xySqL9flR73Dq/meGwDTXayJB8u1kihgtmyuJP1Npson61Rgwa0OpEQJZxi6wy2eCeTZdKQVirU95rX4nZXvC157T8srbxFVOCE79RPhiGnAmI+FTMWybqtcBl06UtF7FXTKEAR8yWEvYVvhIyWFrA3VjgXk/7yHLftp1cvKqptaNf14LCibPM+eDHo1KGzMSjIi76w0n7ZHXLO6TKiHpRSTnF9gvJCMmMRvy3gKRm0qapwSOWtaw8x/hF07z++2Dw4vUgJatRra0qpMzQr81Bk/S6zbAqIyqkJcbW+1ej0IYZ1Z5vsH99uUk/lJnxSUbfxpaqGm096EWzb3CnX8X12uGQdTIu2W+quHFyCk/wdSOSePECn4mfeLZC2U/BvRTKq3m5bVCPelvtxHZn9XlVrya9PpdQKadMl4iD/4a4iLBwngatMxfsOE0wYHzYwd2qPKVLswGcVEhFr6WGg+cmZ5wJ/4UcQrob877sYCGOGnEU46XNN6Rcr7mND5nfsVJhwEhhSEqlW8WFHRpLoZUWwFrdjW+C8Vk/b40K5Wka7mAbdnhG0fvCkFGc924I/gKml2ErQ2oTBQAAAABJRU5ErkJggg==) 0 31, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 0 31, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe3WW2xUVRTG8V+n02Ech7ZiaXpBRCBCzUgqkEJLEaqJV7wkaoyaKIkmGEVRg5ooIfFBYwxPGrzEC2+YeIs30GhMq6I1xRbRUQErtJVCHeuklKaMzdjxoaeAD0opvtkv2VnZ53xnr/9Ze5+9DxOa0IQm9H9X3kn6w4gEMYxQcH0Y2aANBfE/BQgFiaOIBTEStFGILAYxELQxgYRPEqAQnXBQAyhPZo65Es2XowcppMcCMFZFUSpZm8MK3In1rrDRLC8ih1xw/1okMMWx6pySIsFgs7EcK82Uc5ec9oW5H+6tz2nQehzAatSjwhgqfCLCiJE5L0RxEDdZarMHFkpujBrO55v6uvmm2xU8U+zYGjklgHAwUCH2YTvKsKHj12U3j5qGIznVD/zGDYr3rYtAgb9/IacEEEdJ0L8bZx3UsHbGjk+/EhqWePCQeauOcPtPzJXtvPIIz5viJBbfPwFEjZSyFK1Yg3Owrlwjn9Qu9lFbpnHrabzTNuR7xAws10KZkA2i1oyvAqNvPQWlbjFNHR5RtWvV0rUuCVyJZq2pumhDQUtKj4jdmjRJ+hV/6JUQc4dptoicDEDkuORlbrPTMu9Zi2LTsrEc52HOiHnB+i/3OqTHbE2u025N7fUmeVSeg2IyIrJqxMcCMLrJxAKATrS6yJPO9rZ6PW53YeKhQ76J1+kqXQYdbtErZp7p0lbolWi+ybnSFphiqqzJMvL1nwgg7NjWOvr2cI/Xzdoxv+7arsGMaxr6+fm73uqzDIkb9IKsfjXOwJkGbLfTSvtVK1OEkDI92lQYGAtAoWRtt0TzIpSYbpWLVdnkvgve/5J5vGu+q0uxX4UrjCzHen2avWGPHbZoF5d2upQCIX/61rlSJ0o+OgXdEs2XYia2eMKSprqa+zwWOEqY+VmMrXoNoFKTMtsc1i7rJ2dKqdLrY2mfeEvOVoW+NXJCjgkAZuBVPPtFevGty+Mtu6y84KgjMWlbl/ygnN9J+twHPvWyPO2G7PWKPgy6UUZceiyJRxX++YYLzSr6bI6XkKy9a0n+MJEFc61u7T2ooaR8Z2OHKn1yFlrsNVn9JkubKywkY7Y9yBjnyRf65ZIMV6n24yLtjxf4YWMB2XzdexpKyjV2KLbfsGpF6LNXvm7zVZoqYppi/Ud/RMal8PLL/qBF/MenC2TKgmnLH1ZZ3dhrtxme0uUcTcLSehySk5KTFlMobI+ozL+nOEEFHJnEm2qq+rYdgMTdGTZ+TVQJtioyoMiQkC4xB5RICzsg40MhyVNJDmFD+WzGPBWJ8m0DnhMS1q9bF1IqalZqa7lfs6+lHPCwqLiImDjicjrkGRwvQB5WS9Y+M9LL6bx/knBnSOXuxhHHhzaodNj5NiPtd8WKRY/bxNPy9IwX4C9/jVSaMJz3ZwAAAABJRU5ErkJggg==) 0 31, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe3WW2hcRRwG8N+u2+12m8a4pqGJ22qlai8reEl1o70kqL0ooj4IKl76UATvINWK+KRQEEpRRFEQ1KIIKr4praKxVZp4q1S2pdaYmG3ajSFd0zXdpttt4sOeWFtsTNU388EwZ86ZOd833/znP8MEJjCBCfzfETrN/hFEgzqCcPB+GOWglIL6PxUQDohjiAd1NCijIsooYjAo4xISOU0B1eiGnBZQnxk63ivVthK96EN+PALG60AM1TJNv0i13Ygk6nC2iiOrQaaJVNst6MB+DKgsz79CFAnMQTNWYQQjMk0jOS0j+Hq0jQexCA3G4XD4b75HVWZYjZqgfg2vyzTJpWKgZ2Fzo2vtCcbUOB4j/0pAxKj1dKnMcgbW57SsGu10dOmw5Pu/cqfET89MgklO3CFjYiyFEVShNmg/gJk5LWvqtbbTlK7PDBE5xqYdVCsduPQo88X1i3hhPPSnVhlTsbIO3+IRzMZT9VrZmU5LtQ3mUjHmfjVkOw4buCLfRp2yFjWWjS/4ThYwOutEQF4XvD8np2UNeAxd7XJaquqXtGbdKqbDVj06HMVkv4krueb0l+DPAVdrum9djmnYK6kd07EZ+6hf0dppoQFRu02Rd9PC23z29dOq5IUUrDVonHkgHAiJB7PfC170tHPNFzZDUZV56Us+3zIiXA65+uH2n92nX51GV3jPVAMO6PKlXWYY8JFOm+RVMuOYSzFKHHPcenjIfDesa7hgxey9cbeni7zbnl3chf1K6NctLYUz5VXJi+p1VKdH9VumaJe4mcqmGfpr6uMONMg07ZNqu1Il4pOY7S5PmIdm1lfPtaa4u9/Han2AbWiw3gZhsxRFdaHHTru9L2+j88QRMYw+If1jObBPqm05zsfbWJddvPSJWQe3sAOTWXrkLK5SMowF3rFNpyvlgtNh2LCsqF736HVQTJXhP4VgglMLCLsIK80JyF/quGPJk7Oat2y3obEytJWFhbasT+2Xx086fSJurRqLLZBUL6Forj0oqTZ0UvyPuQThbfenecxy0NF4/5xnD3JP42Ve+SafiS2iIGu7Pj9olLHBYd1SkhoMm2LQFGE1CirHLyEllROxhELwfEpEku9Npl1Bpsn2t0IOzA657qoRmfKiRCryRY+crB8tCvp3O99+33nDTAMSwiYhatcJfw3JqxzHf4vIrJeP8ILEz49HRb8Pm56Mki5Klb7I2ynpHFvd7DlnyPlO1mY9cgal1YqrFtKrsouK4yE8GWHRMlNcf97FW3qLi4+Z+eoRLvyKFyXs8KFVmKfgMgWrldFvqz5RBSFZFasb/gk5RP64kpTMmFO3dVAKlYtEj7XK7p56h+5Db9pjp1pD7lZwr7LJJySYqBFhodO/fER8/M06DzQ+CY6Fq3LPT4Wqeq1JsPfQJlEl1Qom6bNR0UYlI4oqSawi+B+Qw+8BxWR9y2hiwwAAAABJRU5ErkJggg==) 0 31, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 0 31, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 0 31, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 0 31, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 0 31, auto;}
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}
div.testarea{
animation:rwdcur135869 21.333333333333s linear infinite forwards;
}
