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2.3333333333333%,2.5666666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2.6666666666667%,2.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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3.6666666666667%,3.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4%,4.2333333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4.3333333333333%,4.5666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2VbUzVdRTHP7///3+5cO8luBfkQQSES7gJUT6BbjgfGM6s1YZmhS3a7HGSlDVzNmu9o964yHKruWy2UmwzwS2cOcFMR1EhmRAq7k5SvCp6LwgXLv//6QXzzlltqbxo7X62s9/Di+85O+f8fgeiRInyX6XapclEabmdttvTyoo1xONIFNvk++86iBI9Q9I0h7jd6m+1tFsvHjFyJWi5CBjxWE+sx2gaveMgavQy2aK9ygw1hZixGB6t+GtWjZsPXpsuR9QVBp2TIG8G1sk2DLeHpNU1kuXbxoYtIVp3OElxJeD6IYvrpwOYMydR9HgvLR3n6RlN5ODl5wn2Gzi6uyj9JRmvZJIgTsxQmOZmi3sLkVMnUDd8RjbFWrqclSABuxNz+nzUu7uRQ43cs38TK5b3MCUlhPt0EQNfZjBHzaN3fgF9qSb2i1dwdXeRltvF8VnH6Dbj+CqxEfNAI/n765k55CRHpbPTamEwNcjSZcLKVYqliy0VKcFa7QHJJRFlc2K6kpCxYcbKNeIu/UTBVB8uGSYznEt4Rx5JhRVsXpODf/UfeJa1Y3v5HJ2bHiSQ8BwFpxaQoY/gPbIBmbOA/ox83lRVvCPVdFvXmJpp8NQLiskZiq3bx8uhlmjZckFCXNSvE3R6CFe8hvlpzc0ZmojXENGZXaLImqwYGFL0XTLRxrAYUSOMajqjyrjV+Y31bi2i19YqLHoISorBEathZIqLq1oIsWkolxt9bg1m0/uR3phg1LcBXeIdYHZAx0kZjypT18XvzMJ6bB08WQ1+P+HKVFW1zpDkSYrhD2ZhTCvH/8ZcNg7+xunpD1N2zEtsXwAccZz3CrrRwMd9U5h9sI6vp3WwM2sf9r27eWVfO7pYvDW2R2XnIcurdErLhYsn4KVnLWUAnDNNZRdL5Gwn0tkOPx/GU5grM8t8xDkUsZvvQ/Um8tGZUa6l+blydICAp5VgQjFoFrbBIEfzxij9Pg5f0VX8MTlYzQ3ktx3mGSoxlMXn8d+IzRXiQo/FrjrFri/GX0HkHxgZ8Cndd1yspnqU/wyhkMnerUJxuUV/9iEW/p5MwJ9Oi/cyJd8dp2lJIQUJLbgNoU0f4mpzHsM97xF+sY8fty3EruJY3O/hE7OeZn7FNRXWf6aTWgiLdPOfS6wfEDH2DEnMvCWycq0hDb2GMN7Bt20njDrpMj6UHLtNMnKUrNn4L+eLVlkrRlq+pHjtN8TuFJlrpMuKVbq8Xnubw814uvZunUeCqH5bn7DJGiVKlCj/P/4E6RyE5cyxitsAAAAASUVORK5CYII=) 15 14, auto;}
4.6666666666667%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2VXUzVZRzHP8///z9wzvEcDq8HQQQBBSEmpCC+RJCIZWVG0nQVa2tza1mrGzdXXsDIuugm59paceGyLHJUQ5s5ThoUW+GkAIGBxtBUQJG3Iy+H8/LrwsFs5GbKRRfnsz17Xi6+3+/z8tsDQYIE+b+SaI6UhdMy7qql/dtihClc+q0R6DurHjjELi1bYrxRxDvM96YVa4qWEFu86MvyxagZFuP7yfsO8aSWLqPGMTmp75UUkyHRTm2elnHnJNqwyXConUDmWiRtDYHDB7CkxhFXsk4KM89R+qbw64exhIwsJvnnTHyGzmBCOxnbLbRPtzMVqzjS8Aw3jSyUZifqqxNcmL5EK33gt+GfcBObgAxeQc166rODJEOXSZMNj9mBVv4ObCtHP38a+9mDvH+oD21aY7I6j/CT2SQO5vPXs0V0ZWRhilpJoMHG6o4cbsZ2s3pjBy3+MjyjE/T2uOiZauYRcjAp6Au5hiNSsectVdFwRirnAhSrJBnUdMaskYgzgcCNGwSqnsaZvIjS4m6G+wIk9BQgp5Zx/fFCftqZTNyGNh5OvIxjzTCXizYx5okhoymUa7EdjPeepX/l66As7L8Yz0tqO9t8VUSbddYWBVi1WsjboCrO1EulytWWyIDmZsSyCE/qeth/GF9Z2OzBKGAhqmFOJ9oJcQkQEaYRAAyP8uFRAWYAES/+f5rf2S9IiKHrUFaqkbQCOjrBsIiGGBbE5EBZHKiSvUj9BwtlOi/ER0c1KXoC3JcU3oDc3p3dtlgml+ah3qsBmxnV8C3ed3eotw/pMtRpJfJIPq2bCkjck8JrF3r5c3MpxU3pWAYnEIuJweU+fFPH+VSLI/9jF64tX/CZuZrpgQBbDx5gq+chXvV9oqLsoZKeM0P5Lghzarz4vF8ZAO5bA0qfuSXS3QVWkNNfk7bOKoUveGj9Dh49spklYzHUXrUwEeZloGWcMXszo1F5+DQf4vHSHT9NdqOD/qyLuO12fB3nsR7/gd2ex3hKCunWe6XG0siMV+E6pait8yu4owxlpK9SjY1XBDpb0K504p8awt3rZ2pU0dY2Tuioj6as5ThTXKTVL6VlfRThRhfmiF5+CfuDzuYUwhtOELrHxefHMhiJK2HLuW5m3Fc5rOr4MfQ3Sl7288oBjYo3/He/YqNuRox934hjRYRUNxry5e8m4fYL/s+t1rRPxOSSHfoqibSHSN5GdW8Vpa15TqzOGMndqM+K3S+yWy+Q7NQIKSy5R/NZTOkFD2o+FyJ3w/w/IEiQIEGCzPI35ISD491vqY0AAAAASUVORK5CYII=) 15 14, auto;}
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5.6666666666667%,5.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6%,6.2333333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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9%,9.2333333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
9.3333333333333%,9.5666666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
9.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10%,10.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.333333333333%,10.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.666666666667%,10.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11%,11.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.333333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12%,12.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.333333333333%,12.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.666666666667%,12.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13.333333333333%,13.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2VTUxcVRTHf/e9N18wA0NL6UxhgPJZCk0xULREY7SENBhN1aqJVmN04wJj2rCoGqOmNdWoCxd+JG40xKYJTbQbNl20IpUYA7UF2k7a1JYyMIxSvplh5r13XBCIldZoYWHM/JKT+7H4/0/OPfdeSJMmzX8Vn2uzrJXWPUH9jlra7TYzXUGZdz2Mo+7XVSfRGtLkaS/U5hu31VqRgM9VJAkzFzHWI5n56LWDd51EeZZLXvFoHDSh3CEE81wrtIw/L/zuQpmVIih9CzU1gN23j6wiDceDPincO092vcH2jiqcc4r7L40Q1xxc8bkp2FXL0d+6mH90iuHXGxgZegjL/zKZo3v50T7LKSCWBJVM4fJrsjBpqyXP5Umu2y9xM5eEqw5V1w4LSYwbLXiLetjeZZM44uG5M36s8ThihwhveYPfUx58RpSymV7uNb6no1Kjf99Vrhw4QCwcQEW/psJznrY8m2qHYv+UEE5puLcmiZxe9FYAhV6n3EwWsKBKsd1liKWwZz9jwyM5hJ6cQl1w8lK8kpkfRrlWcZixio0U7+qlyk4xqiVRPI55PELNzQ9or47SvyCMdX6BlchmT/QxjubNY4RNmkMGvUmFv9HEm6tx7ktLqRK/JhNmHolkAWbRp9jBBqyuWyq0FrdhWScnRyeRaZGdr/Bl62hx0UmZGpYNVvziX82XxtXGst7EhIU3RxHYpsiqEjTT1BAzA01bh0wOgueFW3pjjVHlDU6aP1FU7gNfSBaNPI5tYmV9iF3TjJqLoEf3kxg+ruo/18V7MoemwWm+zTpC0+ESnhr/mUjl8+we0FCRy+D0MFsRYszZQ3uslJ0n3+TjHWEun3ybWHQPdddb2JPRz8Frpgr5lEy6FBvqhE0NGt2HLKUBxFP9iuQIan4UO3YarEtUv6dL7ouQXemg1bZpKc4g/NMCiVIfw31RYpv6sKobSW6pxbY9XPTHaRwxuFHpY3q9MDM8hj74KvdpYdoUDFQYYrgNLKfN3Lii+5ClAPSl2ljJE+/ak0Pv6DM9EL9OYiSOXLOxrhgMxVLMRqY4M72T8erv2NXtpXdrPZ7gOVTZdU4sDHC+M8TGqx/R+Uw/ox1ljA09S6FcJN/1C6cEjs3DhN9JRavFha/sOx+xXnVWnOt2i3+HQ5osXR445hYWO/hfR1vAK1LikG826xLwapIR+Ic3ynBsEXfIJTWv6Utid4u8X2zIE4WG5JeufIb/lsy84GrNl5MIBNxr9rOmSZMmzf+PPwB7r4WMdOR5aQAAAABJRU5ErkJggg==) 15 14, auto;}
13.666666666667%,13.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14%,14.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe2VW2xUVRSGv31u0+llhtIbTi/QWKCkdUSr2KYQa0lEiZhgqi8m3mqiRo1oom/eKiZq7BsvCGpigklJTJSkmGgMiEWj0lBSqOXWe6ctbWmnZXpmeuac5YPS1IIJAg8+zJesZO318O8/e6+9NqRIkeL/ihlqlZul1Viv/puWmfGm6FUiRsXMDZvYcIsmJzbpMveEdlUtbWnBsl4Sxx6HgU9Q9lEyih+8bhOGb6sUWQYrE4r+iGLbOv0KLbV4EbBek/jaJrzYEN7g86TnDxDcMkqwNIGvUGfF2Ry2HBMu2UnqnSQTWPQELPKzDDpyA/zy4ln631d4kQcYtfdD5DNCsSaKMiOs9iuW+eHHqKJjMLmwr3E50Y3bxFXDuDN/oHDw5QbxsgbIrvcIbtXIfaqQ5pER9iZWYFW8zI7pYvzpQUyZpEj18si5PaTvLOZQcx99zZ34vnkB287jgp3DmoxRPspS5OnCq/nCjJkmPT1xtWDA0KvEp21mXmUjIx+ipBvbOUnVQZ34YcXyZ0K8Ehljl9HAT7n3suH+ZdyX9y3bSkroSUTpjd/JF7s/4OGJnYw1VRBtOIWcLmB4/D3cc7PcntZFQYdDe1jnvC3YcbBCyHwEhaWVS8C3XdL0E+ILx0Rf1S7A5WBRfiOxoHNHSJfsgClmvibBMKIlRWFoFzG0w3gTbbh9VUv7Q92EWNA7HnEx03QwPIw0UJoWloBVhK58uFziUuI8Sa/nH815M6kr0eSkbeK72yFU/bcrpT4Vk42Y+V0kZ3dhlB4hdspRZU/rEj7hp2xGoyW7heqmFp5ty0F/6FFqe5ajRs5CspOptXVMTk3Tui6Hyo/fYu9d3XQPlXDm5wMw/CWVyR0cv5hQz63R5btxmAQSWS6JAZQGINKolIrizXShzH5yqj1qRJfljYqN6QaNmQ5OfAz/8EoyK5OcntYZ8v9OoqKGeOWTuOmrmasZxP5qloh/ggu1kxixMryBnQTnPuftkIuETXk9U2GZ4Ki/NgfQLx+NK3ve1Zl4R7wx4tE4Vr8we0ARnTKZiTkMk0tksgiv/hg1PxTSVb+egoIjyKoh2p3f+PpQOZvO7ObX7ZO0d84x/H0DHnUUz+9jUE0zZShaYx5dymJiLPnvV+y3yiW91JTq47pU9xny+GOl1939xcFaOVhhyfh6U964VZOi4JXj2FhasOe7ld+1ZK5dcGdh3/5eWDIxr5XB6FFpy9Mo1zQcTTEUda9dJ+8effEbvhEknHf1jyhFihQpUgD8CdTAqWymHqzaAAAAAElFTkSuQmCC) 15 14, auto;}
14.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.666666666667%,14.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15%,15.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15.333333333333%,15.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16%,16.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.666666666667%,16.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17%,17.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.333333333333%,17.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.666666666667%,17.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18%,18.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.666666666667%,18.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
19%,19.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2Va2jWVRzHP+d/2//Zs+eyZxeeubmrc5vTZi9UehFJOQXJynpRFlpJVJBY5BuzBYVFRhhRdmNBEhkSIoW9MDWLwC4GMtlszm3pHn3QOTd19+fyP79eRGOmg1l7EfF84MA5P875/r6c37lAhgwZ/qtUV9kyU1rWHmtKLeNGwcpKRyKu5tTGqRdOF+Noltj7NUaduqGW+nugrsaW1fM8SmyDtl7NogLF43u86+ZNh2C9LakKj8RGi6yWNN4Ol2Rs9Bota/IgOsuRHMtj3VyDGk949hK8ciCfiqzNMpwexXNLCTd8RfLJHtLjgzgDCj3HJj9Wy7ltt2MPhVi7pJWCwLucHUtxuNek/TaN2ZhLKnsQ+SiFaeeKl7o8YWKiU1yVJaV5aebmQyAh5LqKH9od2mINGKzDy47gPvQGoytP85RvCfPa09gJQUeD/Bgd49DlC3iv3U2iO5d7Fp7knTt28uj3wj7XIHmLhj4heUzhnA9gDQUZ1jE1YaCq2i+OnWDrY5r7kgbf9ggrmj0iVi1BfuZq9vvYW3aja2N8Gp+Pd6qCNlnDlZCQq8ZYyhg9pV/yal2cgQeeICfxCw2Vu2goSrDzjJ/u9cPo5zXOVhPrvTD2xRBhdRc9XrNSTrkhhaZN0NWsb/R42Gcw6/X05B2aidswoZNdGMHfX0+YxYx4HlaOZWEiBHya2BDMevua5NeUaSZMjF4cQBmdYIwRyg5jBLEIOJoHG4U3VwkntpgzmfQ6E9nBCK4KEbDykdRsrDNdo2pBtSnxASE2Aj/1C1V5funuH1HFVlrcxZs4+1wzL3QsoPTCBrpW9vHMyHKsyG9E+loQ5UeM5fw6exB14CAvRY8Tb2piTckGiue0sqMnTPv9A6Q2a2UttsR3vIhqeREzWcgRvUwZAK2dnmr9XbHtO+HzFhhKCLnmKhnXTSjfCfSoxp8YQw934liVnB/fR1+gmqRdi+hieuef4+Qxl9QyRZm9Atvs4GrOaUI+xeCtKXS9jbtWiT5jM57qp9fawxG9TMGkl/DAQa22r4btjwgLqgWTEvzG01zpKEeVOcQrg1S4n9H2iY+vay7hHN7PIbOefYWLiB8toza0l7e6umj9sIblFd+waeEIO+Muvf4RWJpFKmrgpl0slcXp5N6pS7zrZSXlRa7kmaskan0hwbw7hT9P8E23sqawGB8b4t6rxCrxSZ4zf3o3anaJLUG7QqLmB3+J/VPElAIxNhjiRiI3p5PvL/u3ySdM+GtKZuxnzZAhQ4b/H38A05R8fpbiebcAAAAASUVORK5CYII=) 15 14, auto;}
19.333333333333%,19.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
19.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20%,20.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20.333333333333%,20.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20.666666666667%,20.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21%,21.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.333333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.666666666667%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADr0lEQVRYhe2VbWiVZRjHf/fzPOc5O5t7OXvznLMz17Y2N9CmoWuriWXgFrI1SvpkUpRQsBRFSIigsNL1oZIoA79EUQmGWEQRRUuJisp06DZdam1r77mzl7Nzds55nufqg2xK0yi3DxHnBxc39/3hf/25ruu+b0iSJMl/Fb+7WBZLa/Vt+g21tOsd5rj9ssTawDrXrws20XK/Jg+thVVVxnW15hnwuYvEsHLRJQclBdTqHTdtoizolidqNfasgTKfkON3z9Myrt0EUpaJbhUR4Fni6iy9zhaiGRrpVUGJbE5grMli0xEPuS5FY/YA0YSLCzMpeMpX0dp9glBjPgU78tFO1xGwHyMqjXzb20lbAkZCYKoEWpYuzrit5lUgNzVFsExM8eNW6/GqbYybQ4xVfkbkyyCekM2rn09zj9PHimHhUvvrnG8/iH3xaWJtM3wQyGH9UWHw0CRRr82Y8zF9wyavfaqRlqJ4uVmjOKCRaupw99WZUADLlpqSCAXxSCku51Y0UXQ5b+LdVMHEg2HMzjD7iouInRpEjb/ASXspBS3jpDrnmNEyyeypI/BjPxnlreyaGsKOleN7ZSepdiYFK5t4/8kIxuMWG+sMvvlFEb0TtFywDyWUKinSJHw5H088SIm8ge1Uc+JqhRSwGLdhTifVqxNJU6gCcGWCFo3piKXhODBhd/01+ey60JjTi4RslNdBrXSwKzU0K6bhslLxaNkkpINStl6bfLFRGdUm6gCwxUAKBWM0FFNBl0eWs4tJfSNe1c+0HpGhmQ+VftAnt3xh8WjWJF3t+wjuXMHmiuMMhB6mIfoDytUPjknYXc5wXoh3j5ZSm/cM25wRlrRup2CkmVh2Fc31Y+x5x1KFASVDlyykVdCqbey9ttIAfk+cUTEGQA0Scb5mnHPoL/qER/zIchcttzvUlbg4/0mIbjudye4hRspM7Hg9cbkXJ5zH8egMTZ44Z7R0JCcfe2qYUf0palaH2V0DZ/cborsNEiaoyzr23iu91mdrc9H+6Hlxep+b1r8jTg/W4BTOb2OkXRAmhhMM/tFFf2c9HXd9T8NgNyfD9ViVPYyVjPNVLELkWDZkHuClO0bxHikk4+cm8nK6SCs8TVsPHP4J+mIm0RYN5+34jVu8Tj8lfrNBXGuzRLdrJOVwkXBlgv917L5vichbLnlvuy6+fE3wqX92o3KNCnEXekXfkT4rdrPI/q2GPLDBkIzS+c/w35KW6V9o8jkTXl/Kov2sSZIkSfL/409Uvodddq6vXgAAAABJRU5ErkJggg==) 15 14, auto;}
22%,22.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.666666666667%,22.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23.333333333333%,23.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23.666666666667%,23.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
24%,24.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
24.333333333333%,24.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYhe2Va0ybVRjHf+dtO1quvVCgJZSWlVtwIMNdEqZjkxE/YHTMeItRN6OYxbAYP2s0mngNmZGYiYlL1GRmmYsXxDAim5kxZNnEsSHCNteOjAKDtisdpeXte/ywhChojIMPxvT38fnwf/7nPOf/HEiRIsV/FVO6Ra6WVp3+8b/V0v9VMcORJ+MeFcVsk1r3jFhJ81a9KhNijGn9T9Kvnl+mpSwtmCw5Mmafh482Iz65G7G74JZvoiF9v5zHx5Xk52hSYDWal2n9yVG2wyXnbLNoLuDRtSgNxYgPB7m97wq9LyVp/1IhN+HkeM9DLEgTdlHHnHEUs/MU9+w4weiNCF0+Nz921qB0jpL5Vgz7pIdS8QjXxTkuiEMoBeMExpJimYGMNIuMexTkexVQ7UDbP4DSF6DZbaCpIsrVqya0wb34Lm7nWs1ZinfawWkk3WgleFCSHD1Pc9OnJF2XeeFUGuGNDky9Kut7W6nS2ghzmhM8jNnrw1sp+fqoJgB0ALmKS6qZKgtWFRrtiKpctKbvKbZmsqE4wtYyA4cObiU+8Swz+7rIabnMA+4F1kf8VNkvEdvkw7CulnOflVGSd5bKYsEPm91wIYIciZGI++lKPkiazCQaDROM6SgvkS+Pj/OKKBc7ZGDNr8SdcRLVKqIoA61j7I83tBppWNQxZ+mxeWDTHRpeL+hDig9p0VCtcXRv1qNWdC8dz4pSsNREeFalrVWwNk9hckJD2AyFcs48T8K1gHy+DNzZaFv6VqvpMqxmRVpdCm6XRqFD3Dydqcgh454oss4CwThK/yzJkTnR+apefvOVHdvP/QQ7jlNR3EfLmX3EnhimdsRMWvYQQj9LVC1j2r+RjoJObK9vo/a+p3h6wESo0EJ5ewP1kXYOqIrIW+OS5I1jdWnYswQne5JCAYiNBQRPWlHaG1He34bclU/zvTpZ6xZUuBOMKYcJfTfEb6EZkqKbiwEdiRu5XKeca7oNTAbrmXceJT20Ha/bz0jYROSZctZM65lKnGZYe4c6Za/UZcTY/ZxGxwGNkz03o7i4iLQ9fsH0DPT5UY5NIiQkNYk/HCcNIxPDEX6ZXWDSO8DUkXS+KB0gGJpifjRMqLSXw4kqnB+bCLveZcjiRT3iI78/iy3xt7GJSvzyW+KEODMIjdUs3wOLhV1WyeA8JfoF2lo0sow69ryYuKV55+fcSU30MaRIMmR8DVPRJJeGk//8vnQfrJOe24wycMwgWVkM5V3KG9Jh8Mj7dxr+nY7Fmb7S5osm7Bk5q/azpkiRIsX/j98Bn39/lT/6X+MAAAAASUVORK5CYII=) 15 14, auto;}
24.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,25.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25.333333333333%,25.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25.666666666667%,25.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26%,26.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.666666666667%,26.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27%,27.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe2VW2xUVRSGv3ObOdMLM+102oHSMr1hh4LFAkGUSAhYWqqpSEIqxiZqwoMPVsKLtxh4Q0EiEoORGhMND7QCokCMFUwKiRBNLxIirYWW2krSoQMztKWdmXOWD4SmBkgE+mDMfMnOflr//2ftvfaGJEmS/FcxvIZMl5a2YvY9tdS7mvuc4k6z2f6B/tAh9O7XRRQLPdN9V607Aphep+T6baor4VKfzdkTD94J7aUSsXa0QFUhtt8g1ZVxh5b+j4KMFHGZEzxTCXs2w4GTKi83KNR46kQfKcSnLaNtxg+YW4MMRjtwxQXXnAC+s3G8+0twxEMUvrCH/KX9NB6waf91gNgn65GVQaQnjH35KuXqcum0TyuTnpOtKHWL25Eg12/hdIBoKn0D0HY0gG/0aYJGHd+v2c2VLRbpBRdZa43ypH+EbH2c3sVR+haHSPs5i3BHCTGzm893j/LFQSfRFB3ODcKpP7Gux5kYC5OrFW29JkPbAG4lKXaL246TlzPBoa8UiMDcRQkCmR4qo58xoo9x5pVWhmvivGlFmB92kta1iV7GyDZ1vPmtHEsZ4nj6bJbULyXi+ZKc2sP0D1oc7XVjv70aq7YZvTgLb5+DcnU5RdYy9lqbFUVZ4hVtcII0R4K8WQmaG6F0XuJ2YxRgOqZhUqfUeIzn7TeIiUW/3YcuhobDiKM7BNMllM6zphZN3aclxIV4O4eNj8h1+rAtA5WrcXRdxZNusW07jA/o02l6R4h8rYgcJZeZ8QWY4kan+5qiFJoiNpzvEnwTsOFFTZr2W8oOTaR1xqeceP8k1UMh1kXn0rOqjldHBzHKnGQ6OyDhQEJBTt2cgxVq5uOoh4p3q3DV1zCWGmbXGS/j9Y9jbzyieGYGZHX4NcqNajJGFeolqKgAkUvjigUcOQ7b9tl0dioUGWXyo7zFOfVb5NoNbBtGXENoPRZ/FYe4HirjZvQRJJLHhVkmZo9KVyATX0cBV1J/QnPfAEcKiecWoLgM1FKvjIcjnJfvuBw7Tb0EFZjyEPW1W8qOvcKhDzXee0dwGhpPaQ1UxGtRPR7agk4eXfkbsZYITREXseGD9PZWcOziIhytTobnf0PrH04yWtMpqN7Hs5VxmlpSSZgGFHrQYwbplosYMXbFNt37iH/5XZMVa1UJuApkvbpTFpobhFs3+L6X+fU6URvXiLowS9LSs2WjvvPfTVTZE6r43WlSpW25LfagiN7TIEaBXzK1nPvTWbzM9bDmkyGKzcpp+1mTJEmS5P/H38IRfnPlOlQPAAAAAElFTkSuQmCC) 15 14, auto;}
27.333333333333%,27.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28.333333333333%,28.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28.666666666667%,28.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29%,29.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.333333333333%,29.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30%,30.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30.666666666667%,30.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31%,31.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.333333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32%,32.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.333333333333%,32.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyUlEQVRYhe2Vb0yVVRzHP+d5Hu+FK3Kxe0ECBBm3C2iwNEsD0xb+qaYN11rWmzDXbLxwma1ybaZuskWuF67/KyVXbZmmtrXcKM1KshLGfxhiQ4UQ7mVc4Hrh3svz/HpRMRfUpvKitfvZznbOefH9fnd+5/wOxIgR479Kjj5PpksrW8/4Ry1tqs1Um1v63VH03KybDtFgBGSVKiXV6ZhSa1IAt+aWgURF6OECOFyB2v74DYeoNlrFwmBUwkgwnsRbtElaxrWLO7QCOT/bj5lqR6W6wZuP/uAIidXV8tyeITrqYPGCmTTvWEWKlkYeC2m2mgnf9xUFGy5y/Es7Zy958L//DvGbdrPrs214xtJwqTm4SOayHiT9iaj0fGKpvzwnJjkqS/riQoTunYu2uxypbcE6WYNr1MfKpd044xXuX+eTdWQ7nVm9BPOdJHjcyMgMMptMAkPnSNr2Hj/3G3x+cRFjcTNJ+aidty+9QT53U2k9w7HUg8zbGsbhEr7fKApAB1ii3yU+/Fx1apiLs1CbyzCXlmG/PYOMSBvlzyt+eSudNSc+4OiKGnzlDrwl/eTMa8VW2M35JSbWiBfjcC7O5acIBWbTU/YUju/aSO426DKbqDR3YrN0rrQKoU6Yk6fvHLxg7VJlPCkBNcwZWw2Dc+OwFqVhHfrx2hOajtcwoePwGrhWmHiWQfAnhdGkN+DTBxidpZDiHKwPT/69PGoqxRsNEeoY5+kauOQH1afQIphEGCWsC9ZwEL22ajpNJ4VwzDc4tF3Re0zDV/enkTsuRYZT7IwXZSK3ZcLZFqS6Ua1/QRMjmMAjB47wzSofg1s62NGWRPP6OawbTsDmaSMkV4mO5BI8E8e++CCrqzS+fugl9rcWIX0GFZ9uYGV4HblRpdwuh4x7wsTnWdiCGhePmMoA8I/1Kz3ZK9reF5H0bGhuxLlxi9yzeoiIz6T+4GkCHdA3YBHKvkK0p5hw/GXCvV7GbRpjDVk0ek7g+qKQwOKPae1M5OrWzSQ9tpfjkf30mu0snFEoZkk7y16xSMoWKhymgmsakVnboaS2HurrsF6vIhoM098rtLREiWgjRAIB/Fc0TmhdOI92c0hz0D7Uz2DPCKcW1NPYUExR5zBnE87R5VmO/vI+FjWlsUfexa966Ta6+K3d4kIjVDj+pcTas6Wirb1TZubMktJturz5gyH8cYOve9xvXyev6QfkAdsauTXHLrlrJ3fCKdGHTou9xCubKifMbxQp1R+VtJQEefVb4/p0NG/azZpPhEjO1qftZ40RI0aM/x+/A2F5mJthTbRMAAAAAElFTkSuQmCC) 15 14, auto;}
32.666666666667%,32.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.333333333333%,33.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.666666666667%,33.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34%,34.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34.666666666667%,34.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35%,35.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.333333333333%,35.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36%,36.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36.666666666667%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2VbUjVVxzHP+f8/1dv6VVv1nwKH5LUQVauZa4iS8htRrC2WWyDKKIXFjQ2aiNq646tF3sRrAfZGCs2Fm02aFHJTLQ9EYThUwUzc0uv2nxIxXvVe/Xe+//txWYLYpDlYIz7gQPnvPn8vvx+53AgTJgw/1UKPch0uYxvK6bmitiNxO5RsvKUfuwQem6yqGV5oj/Y/3CuZzxIXhNiKzAlLtEuq+2LHzlE/DJDbEk20cuXitE9IMZI6AGXef/BsV1JZ5VgBhTRhkHMgIOt1haqzY2yIaqMGwWzGch2Etz8KlHXL+PsbcWbuRRfUg5zXOWUXctj3qCdw/HvMLZpmPXvWpSXwoARiZw+DlqjXywW60y1mqx5b5P2hRLPkOA5H4HRJiT2xrEnsJN23IzFRlNVHEnP2kwS3U2sWFJHghVBrNfJ79YYvTYHPU+sx33mNq+cs7O1bzWubaVI4RDfH7MYaZ3JeEY2qvRlVGYW1idHkYs/KAADINOlRRcL89eA32/BxUj6vMMcMlxE2WfzYfoF+g/tJevHz3mp5Cprq9aQ2rYD03yW5JEi1rnjiZhVSf/TK+jo6sN3+xbelgDDSzspLNM0VpsEGjvQp2sg40nUnRYifulxhUaH3lPxeUp0hsJcDuNBGL9kMlo9cX+HpuM13PMYFV9hfVqOveFXnF4/avYqLWaaYqwPfD0mgebxB8YzjfwZYlEuZnsXzlELPWMhxBRZOPaGiMwPkuCI+reKAyhjYBRxxmBTNiKwY3Yes1TOYUN8V4TxawYJEzFcsdVKRqBAbZu1Q758Kx3H0G/kJ1ey5ewB6g9Gsnkwg6SiNtxmG9ESS8pgNhd8NrLqb/G+OU7uwSgKWuwceXMXHpuP5pNxeG8OKF1zSaTyG/TdYewT4A72Kg3Q8npIhSoUyh0iGAxw0vqao4ZLLhv1SFoaZvRM5hV4sPQoPa2CTqij+U46WVYOqZJMk99LTG0qtY4bdPQ6yeyO5bOY48zJ95P+lMaKjsM4sE/4qQaOfITq7ufuWJ8C0JO9GW4MKTMRQjYLDyOkqESyJ+bC1TpG5y+mx21iPddAQWMK5/UMUrvcNHy3iLqfFzB8Lh1zwQnq/bksbIijfaKJpN2djI3A2X2Cf1UJ7HKhdr6NCgmBod5/HnGqPV4qbSfEY96UdTOel8iNr8lfl2fK64VTpjiWZIguKRLt2i/Gnjce7kWt1Itku9ogm4ySSdmjImZ1jRhDPjE+Lp+ap992/XGL/x2irWvaftYwYcKE+f/xB7Hlk7xiXBkBAAAAAElFTkSuQmCC) 15 14, auto;}
37%,37.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe2VbUzVVRjAf+f8+XOBKy+CF2+XlwwERcnGiuW0mm8EIa2ly+ILCDVrrLn6ZK0v5ZeyWPbicma20pUf3HIVmNX9gNMCcYSAicAU5KLClfByQYHLvf+nD00zrS2ED63d3/bs7JwPv/PsnOc5B8KECfNfZekQMlMuVfHU1Fy6JFqMQlMcFca0kzAdUYJzrqj1BX/r0rcu5HqRhEcmUKcsIr+Mpzpiyx0nkV2pJcY5iWmE0GVVGFf9t7nUzZNZz2gZixVsVwxi3dGk+J3sVu/i0qkUJG7GU7qG8eRIIu9/gLlnj5F0uYP+1HwG84qI3b6T4l+SWNvpZL+5l9PL2ig9NM6xXcLRbdGMZ+dB8izEnET2udVtCaTvVnLpsEZaNHGDJitGH2SLbGaH/pyueQan1uXBAgcLO2vJW9lB2jUXjvFkOvxD9NtGGE0u4ni9QUHtBJ+2VlK+dC39JV10n7TwNkAg6EI9tho2VcHFFkJPbFIABsC897RMLBei84XgEU1Cr53jwXZeMio5k+CnJt+HVbGRnIZtFD00yMP7y4n3l+LTK0gOrqGwKxN72hEC96TTPBzA01FHmsfF2YzTrP/Qwtur6Hf70Afc6OQsrLtiobX1dc6df0PNLjTENgfGbcJop0liRzTey76bT2gmuuGGR3+2F9V2FPnuJ6I8frQZB5ODEGpW6K7grZtfH6cbN3zWxjLwDkMgiOgxtMy3cBRD4nKFTUewSKf+pTZmGGV6BVVRhYqyYVh2Ii6/KSrqZcTXJkQHDEr0o/yqtooKpaqMzFXS81oZafUHuDejlcof36G1eoInPYtIKWyjT/dit+Jw+rKoCUWS83UL76eMENoVy1b3Mp7fsA5z9W/U7YDRppDSH38i1plGxP0tEf4JRkd6lQbwbA+pifOCBIXTVic11LA5okx89iAqezFJKTGkrxyGa6P0nFPouEaaLqWzUDJJEyedkz5mudNpzuqmdfBucnrj2GZWo+8bYUmRxpYQiSpcKQx5kY/eQn11iEBvp4KbHqJAj6UsLAbUAAMywGyJw+71w4mf8Zjz8Q9ZXE1pZ8FJF9/EWKQ199H4wxLqmzLpO5iDI/sLjvmduM7OJnihmznPDhCfOcme8hBjV1wYb+/BqHwV9fgGQmfa//mKnzZWiRh90mYcloyEJWJ8sFP4o4KnHFUtpjgK7GLkLRb9wnNiHKz9dx31it4o5apYciNzr8vuFIl4cZMYJ9pFf183Nc8Fs2G6m/+ZRMfFGftZw4QJE+b/x+8WDpOdNWDi0QAAAABJRU5ErkJggg==) 15 14, auto;}
37.333333333333%,37.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.666666666667%,37.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38%,38.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.666666666667%,38.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39%,39.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.333333333333%,39.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,40.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40.333333333333%,40.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40.666666666667%,40.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41%,41.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwElEQVRYhe2UbUyVZRjHf/dzzoHzHDgvIAcF5BSJL1BgDlyLopkbK3TWlF5gc61sM+cyttb80vxW01YRm9jUD7WWm5rpGi0K2KgonVuodQCBE1SEGAgePAeEcw48z9UHi5naWopba+f36d61e//r3v++/hfEiRPnv4pbT5G50nrGet/fallvVEzyZMjlO3PQ3B4xv25Qt9J8xnpUBtQQp6190jEzep2Wdm1BT06RKa8XXnkPVf0hasNzN+1ErWOz/MIgR41WlFhIddqv0/qLA6kun4TTXLBwIWZvG9qyVVgX+NBKk6Ts0yhnazSK0zLJebsAXZwUqUUE7EMEins5/8RZOgJh7P4SAlX1aI37eefAfpoiJ6hSpZSrezkYbSGUbRNjYHrWidlDSqJLxr2ZyPbdkFGI2VCL1t5C8qIA6Q+FSRjUWfd9PqtOlnNquYNzOV6iyS4cJLNmUOgM1NO3/QStxs8MN5dzKb0EvbWZ1zsyeMlcSxvdVPIG53LDGHnCzDFTzTrg01wyZrVh2hPAMFDOVOT9nbgKFmLzhsjMt6HXeHg8uJEdZUFcVXksmdeBO+JnVFe0yIPYPnmEgtokRrcd43LBccad2zACfr75sZ/oxCG2m4fIVi4swwbGtE7CyojEvhOlylSudCdMcMGpE1tRiErLxjxYd7VDc5GGWR27x8qMz45ZPIklF1hs8YrbmSWWu4vEeqBb/rg4ZxG8BgFE7UmSxCMWse5Wok1qMWISA8WVwav79s8X3w6ULVXDsg+mP1Aov3alke7Klmh+DrK4CCaCaP6TGH09aul+q6R85uVwww6q1zpwbZmi+qcgXY+VssYVxp/YSUiNkzmxBHebgzqHl7Kdx9n1Qi29DRWMGVlsPdpDTXgD2sx65UvwyPn0CKYvEeWMYjRGlAYwFR5QPPUsWmUN2vPvIqsrsK+zSPoKhW1ZjI+0VhxjnVwcM4ktN4n265gTJmmhpcwfWUnq6fm0LAjg+GKc8MODBHt0wg9sJmFklLZYN2+Zh9mqrZbpFIX5Iph7JzEaIwquWkTmy5sUxih0t6CdakIDxBCG+qPYUWhDYfp/tbF35Axp9QGOhLIYDl7AHblE810hzn1ZQllPB3v0JjI9lcx89TG+9h94M/okeSqLz+UMF6fHwW+HwhvsgdnCoxVClx+rY4A7tkyjOy20b4rd1IeXuu9n40QehhJeSz7CcEYMoyv2z/NleXWf2O/xSNlvtltNhOzSnpYcm0cc623/TseRmTpXcRTvvKTbFes4ceLE+R/wO6B9fztf9qpAAAAAAElFTkSuQmCC) 15 14, auto;}
41.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2VbUzVVRzHP+f//1/4X7iXxwgRIS/yGEgjYWyEmWZsaVqxHq1hi2KO2ZZtTSteVO9qbvTwghdZuZSW5aYsDGor3ZoEZEQlMuRJluBFwMv1ytPl/s/pBYvlkC2RF63dz3ZenPPi+/3u/H6/cyBIkCD/VUJiktVyaf1me3tRLe1Gh3r+BmU9vxettOKWQ1wzPla5MoPX9JIbahkLzONdioLNaMWVqKxeGDyvZMspsRTzrdGb1Te+XxjETTsDrNEjVa/lvU7ruo3uWqvIL0JaAUTWAwhnNGHfvoWZ1co9H0B7uZ3ytDyc793BrE2jWGZy3nTTFHYW69VhfvB2MT2YwFjqMQJDfdhq3iDdM8PL3E8xd7KPg5yO7Gd4bEIsCGCLdSn5RBmUvIkYH0B+thvz0h/EvTiEbkoSfo1nU8NaiiYLObbJxkj0ClSMHVPEUDIi8f10AmtPPwccp5iovYuLrqcQ/lkeP3KSQxM7kUheoJrvIjoYcc5gDVhivgTR4bHqqs0Ajxsx2g2APFmP/+4QLL8kzgon/atV3BfxMPse85H+SDLJZjPZhsafk34GzHyGYkvI/6iVLbu81D97DntnOFPuMZpDB9l5rZpaq4V1eiKBST9Kl+jZurI6LCFS7GvUkE3hz0pG5G1EDvagvj70zxtajmmY11lphuCOCKAlCawciTGmSQLOUMS2JyF7F+rRBeVZUgMuFmJo2o+WosMWibAbaAE1iwRUTycMnUHf8/5ymi4IEW23ocYkHAe90Zoz0lJzFetywHKgLnQSerGTafeoyDxgqILqJN7teZ2HntEoLA2wo+0Sfc8VUxIxzbmws1wVXpKn0jC/j+CTxGjW723jncr9eBoL6YrdTu7xo5zo30ri7Etit7FBfRHxM+NRAhUzhXVGCgNA9vwu9E/rFJ5VaN2nEZ9Xklgxrpyp4MmRHOn9kUBvHB6fE5UbzowvFsM/gsORihkwcHQ7aHa1MlmfyXRGO6OX4UpuGZp7mtlRN/tlHQe1clWjGvAlgHzagayaG8X5l9Ba7xJiagTVVofuvYK5AgynwOuZZXUgkvCJKbp8ydTONLH68AhHZThqysNKy0tjYjcdLQVsb75AjauNeHMj3s4O7A21lM3ksYN7+ZImuvXLWBMCWTW8eIlFboEKjYtStmJNpX2oq4xyp2Kug296ZcUXqCptm+ozqtWDeoayx5j/bqJCiovU7a8YqlTZ/hZbKqpWr1AFIknF3xZ5czpGZsitms+HSNGilu1nDRIkSJD/H38BSZyRXXUIBbwAAAAASUVORK5CYII=) 15 14, auto;}
41.666666666667%,41.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42%,42.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.666666666667%,42.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.333333333333%,43.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44%,44.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44.333333333333%,44.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhe2VbWiVZRjHf/d9P+fZdtzcdubAjbMXd3ROl84wWzadSqwXyYZBGJVFoRnRB6kgAkMlsw/hByEqY2QRmAxkYmj0IZSZlc2yIWtTU8c5zradNrez7bzsnOe5+pJrvVG5fYg4P7i5Xz78/xfXfV33DWnSpPmvoh+ZKdOlZe3o/Ust/WeHpjZX8EL5kDXlIMyj+8Q9tQtTu+6faelNRWIu+cTsNaIfzBTvZs9NB5FdWiy6fLGYZ1rEvB4TveapP2hZv9kszhfXp/GVRPBsVITfF8o+hUPWFmmmEzvPzzveKKOrNyF2jKxkD4ncamaEQjzWdoKacIILpa28WT/K0LwYsbNh9A9VSHE9JCKQjOPxFkky+qO64TmxsG4vFndtNm5c0MEwOpik4oqH2t4iVugK+mf72RMohCVLaGy4yvnhQ9jaYMVzKSx8mO9Oz2LVJ0eo7LhEOK+Ng59F6D+cwmoqZCyzEikIoJJj8P3X5EYHuZ6MqIkMeOYXSKouG16yyOI8ie0WqQMJ6vUC3tUbeDr/LAfrVuEtGqekcRe1Q3ew/sT95BbUELEHKawI8Wr1R3yes4M5TfvRwUHUsxfxbBoiVhGFMT/Suh+9ewyG1mKujLDUGPkm7iiVESgSVydxarJwt+ZgMi7jLItPztB0dMOEjimpITfcTbUTocRRaDEuzowE+Gxo1r83vzFPdUzoOaF2xFFcM5qQbbAczwhU+XB3zITMKLrUj/vi1YnamGaULqgQGenDI0KmAcvpiCpdli1cFRg3qC9TVGVnStdoXAXtF2R1+QA9K+9iTuBtXg6WcW7RQzx3t81l3zAXcjrwkc2dbhXnOv2kUkfZ+3GArU1ttK85wxvr2oi/5WM8sRr3dLMyjdvFOt7EQmI0aMXOaFJZAO6xfqWyvKLHbVRnghjCNr1cdqpWhlU5aJdYYRjJvIXxixYnV7QzN34Pt1W4eCyXU30QOBXjg0UWGd0JEonrHHC7sUshr7iGECsxpctFTu7DJKKEjGJnzFEw6SWUQ93KecWDPJGH67FZoAp40llASeonnPxllEgDh+eeoTE8yLnofbhZrXiOzcM+Wov/5AAtC1sIfTWfzcEUxwPfMrptkIEPFdcuCWreelTlekiOk+G6hH4xnyiMyZiNAZl9pJfdo6swotgzq4+z/Wdu6sKrtzxAV++tyGgfqqcDO9hFLBr++/ry+bxSp5S8p+8VptaGYl4TsZ7/QnSO/9/pPG5VTtX81yCWbpi2nzVNmjRp/n/8DOoSgS8a2SnlAAAAAElFTkSuQmCC) 15 14, auto;}
44.666666666667%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhe2Vb0zVZRTHP8/z+8FFkP9cAiGEkKswGGmKbDizZFartbbSxHJry5m1thy9iGnln83W1uqFc2ut1Zq5tdRZzWHJmrAGdZESBiZGEnin5EXvBa5wgXt/v9/pVWrDViltrd3Pq+fFc77n7Huecx6IESPGfxXtLZfZ0jIbLvyplrpp8s0lQoEwd90gIY910zt/F131hKCB3KU4nzXM0NIzIs5Virxlgm+K8XXx3FmWdstOmJ4k0f2tkOVBVb6CuX1whpb5h2rWzBOnD1Ah1OIwaZ9r7g9c5X2zQbaaJ1BFSzkUF2b83heIc86TFDnPlKscPWrxcNcRagfGidpB3q7u5qcHg7hyp1B73IRTFsDI94jfiypYLOLrvObE9cN2j8jCBPjWQnf7SRwIc99wBA+VZMdn01tZxsH8QpKzDZatGWDY8ZIx7SIcNSlOfpKTA8XoA4dZ3+9jfnSChne8jKROEtmdjB3MgKIlkFMNl7yYZ04SCfkUgAGgV6aK1BfCygiUavSRUabPjrNDP8DTxj3syR3mqxVbyEru545nPqQ+tIja4ytZHa2jZmw5y9PP0JP+CRMlLzIvGGLi4gCTAYcLVWNITgTDV4B16gRm3XGUOw91upEsxndOWPYuZZalipNiwaPzcaoNVE8Yean/RodmYxqu6eiHtmG2HiA9+it5lo1SFYbowjQkLx110cE++suM9swiAmDOySLNGiVbOWgSDZz1OTiv5yAvJxNf7f63kgMo47FdmKaJYSgMWzClPaK0PyoyaEGLjXkhQoO5THZbHerTpDrZVJ6BKikmc/FH7P46j65N9WwpjHCxJEBvQh9uUqi2S+gYzCd7spk32orYsLeNkHWIba9dJtSs0B1lRM92Kr25SaR9L4nYlDo2LbYoDeDU9ym904f6Iogan8bLD7xnrJb9ug+Jn4MYcYQ9flRRMqPtV+id04MeKmeZ5WGR5PKNf4riZs3HwWFGOgMkBa5wcFEiqswhPt+FuCvQG/eLdL0L/aeQ8DQtEUfBDYvIaRpSsjYTO38u0ygWKjcrrHT05XNE0qtw+bPpXhViQyCBjslVpLnaSTx2NzQtIbfRRWPFfgI/17B1zI3XHGDwOT+hVnAdzURKn8JYsBGdswTtWIzYoZl74HcS7sqSWl+QD9Tz7KOLfZkwcqntlhqeUj+P8HfV2AmZ6Lg0OH0Me+jHv35fBXFaHleF8qauEW5vDMXYcVWMVydFVz7yz3S+jFt7u8mvF/Fs46z9rDFixIjx/+M3CKF8NrYBtJwAAAAASUVORK5CYII=) 15 14, auto;}
45%,45.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.333333333333%,45.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.666666666667%,45.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46%,46.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADr0lEQVRYhe2VSWyUZRjHf++3TGemnZlOW4YuY2kRUsvi1lKWQkRrUy0YtFhFXHpCRQ/EQy/qgcZwMBo9ENFEDxijURIVQwxBFo0oqVGhtrS0EaRqwc5AKXSm7Szf9z0eGmoNkoDtwZj5JW/eJXn+z/9dnryQIUOG/yruUr/MlJZRGryqlvZPi1lBU0qGx3nJo0/bhLYhT2QWuItD16blnm1Ksd8lS726XDAMGTNa/rUJrTFXjIuG6HtzxZgbEM13pQnjb5MCtxSlbWpsmypH2GY6FKnT1BfdLV8VL0QqtzDbfpPCUo2h8sMYFgQi5XhuWEfX56dQw7NZ1/0hC4cO4XMrXsy3GfnZBT+Bg4UyFPjCQmxAXc6pTw7m+MWXcgjaFi9YGo+nWzgkx3krO5ueu7ajmQmW1OzjQngfTmknr/rqaIwGuCnooyu+h2BDjPHfPXTnNPBgNMloso/eIRfnOnVYaaFMA73fhfLkouq2bJXeL9smDai6PNEjcUpSQtgWzhkOaxNHCYZW0VXRiJPsZ9XacfpkF89n19C0u4azag29nvlcGK7iyYs3s6ggxunKCNETJh3xBJuHO/C44JtWyHosRfK+MfQCP05pLRK+DVW+Yquc2N+mtGqfaIMOs8ZhuZVk5yj4LevywShgJqrhL52cEATCaD4/OGCoJKikQCJNWgl+y54aNLWfGRPxKNryJsibBwM9GOLRcGMRMIWAo2gNKF65JDOV9AoT2qMfCBX3oJxfkbQzsbvCUI4sSY/zUUzh5gk+Ve+xPp1WesN28To9SNVeWmOVLLM20/6Mw8Onyhhc8yMnVYQc8bBgbB4dwz6K3u7m5aXt9L6xmHe++wGH3TTfaZK8F6ynR1VWflBSwUWweiOaqwB7R7PSAAajcRV34IRHOCbvsktz8IaWCXM2Qn413D/KwO1jxPqOkB7N4XziCNFICaudBVSnbySVTpJoN1APXCLwx0J8cR/HrUFeK/SS3GRjPpVAfy5XxPCg7DRa7wHsHc0KppRhf1LaRlxq61HDoQeNoZSBLb+g7Iu4Bn6jXztD47f9HBip5+yth6k9OpczRj5RO8z5/VmEU1/w+qWTdH7/EDXd73NH7CB7VgaIJCycnW70gwZ2+Qa06m3Ynz179StOGYZ84jakKDBfjEe+FrPlmDDxgq+7mR97JFtM0dfniisvKKqs9toqqsmrScibJ/pEwHTKUPRNAQneslhURf316azymtNNPmlCK1sxYz9rhgwZMvz/+BMhMYeLNn0U7AAAAABJRU5ErkJggg==) 15 14, auto;}
46.666666666667%,46.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47%,47.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.333333333333%,47.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.666666666667%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2VW2icRRTHf/PNt5tsLpvLZrObS0OIaVpNtQlKpIU2barFepeWVgQrPlTBCl7eRAytQguKDwGLWMlTSlGKKVJDaKkPBltLWhtN0qRJ69Ykm81lL7nv/fvGh9IQTAva5EFkfzAwcx7+5z9zzmEgRYoU/1X8pWlqtbS0l2vvqaXdLdheZlEFCyY/F+orNmEpyVJiu0TEnrur1jIDTQ9aVMtcgnekQWtMx51bdd8mjufrqkhaUbYI4uwc4sPNy7TE0sOvj0tV5k3nlBnj01kYN8tJbGlCzV7DZleUrell5IVOZH+S9AoT24JG0pdBfIPENuBg+tLbhIcuUj7h4afYGTxJk9cNwa3sNFRtHuaeIsSQBbPxwmJeeWezuSRdzRmCQMLEF4NOUcGsowRcT2C1F5Cb9zXeLzrZ1OzgwGgR+9s19vU/RcNwGVVXZ+ipC6GvuUpy6g3mw9NcmZlDGOPkaoqBdEnyaBripTFUdSX6Be2QORI8vPgCrxVJVePQGIxCV1gwHLLjiwaQe6cQtz7BXfsbk/v7OHh8LdV9U0S3NdKz3kXFpnSm/VZk2zSP3Gji6A4fkVE3nt73aRg9TavnGD9Y4C13BoHeWfSOYsyLLrQTfizBKJGxgBBb3Vb1vC3OMy6BCGfSHErwmTe2tESrMQ2LOvLVUsTlGNIfIxGxo8cMRY9MIzNs4osuS76sT1ZqwmjxIh91IadtxOJWNBuKSUPju2garZNJ8mz21Uy6zIRsKkNEIDqv0Aqrbic6VimUM1PSMQvfhhwEi7dj9n8j0tbXK2PrTUpQnPoxyUdbmqk/0EGd3E12jYcezccCcUpDlWSF50meqeb7dZ/TdWkjf54M0D7xFXY9zq78HP64ERTaEbfivIkYMDCCCqIhoQEcvKlEIAF9YQgnbIi17yH3KmUp24XYrZjbmWQsYaAFvQyZdpw9FoYmTXbEH2LHwkbqpZ3R5GNogZN0BSN4rteQb0CLkeBdA3w1BnrcqeQHMcSTVqSQEA0JWDKGbX7zcEJwaCFpxVDjqEg3yteOCk0jxsE5orMhvRxPcT15D5zH2beNa65cgokCLnuzefjEddoaugl5n2bklzn2jZ7liBrmy1wbI4YOQQtqRkedViSvTNy7xFkZ+Upb94rSXxxUloZmlfFxleJ2B//rtdNlVZlv5ijL7w6lt7qVVudYNlH63wPz4ZCQQiiEjjnTTbhxEO6zKc9NxJXmz0EWgijUMDuD/1xHq95z5yYrRWnPOlftZ02RIkWK/x9/AYcEpIiKHEfBAAAAAElFTkSuQmCC) 15 14, auto;}
48%,48.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.333333333333%,48.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.666666666667%,48.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49%,49.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49.333333333333%,49.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,50.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50.666666666667%,50.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51%,51.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.333333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.666666666667%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADr0lEQVRYhe2UXWjVdRjHP7//6zlnO8edk8PzsqNTp1uEdTYrrAYGvrAOxiBfEC8sEKPErqKLyHBC0I03RS4oKhZMSrzoRdZGYMEKDS1FXJuxLaV1tjPXbNvZcWf/8/8/XZhmTCFzQRfnA8/F73fxfd4fKFGixP8WKy7zJVVRFrutlnbLz2harPIZ9Poldx2EnuySiRmDsO6/pdacAJSdEJ92Hi9ehiT8GP0b/3UQeuKQeM4RVHmCohXg/sXGHC31t4eeFM2Xgyofqi2FUi7uq4NUk2f9ld9pthzOjweIVL1E+8gUVeEgyVAVZqaDhwJf0K2bvLOrlikxMQ5mcIajaIGPEDWMNfoU6RUZGmIar3Q5N/zqN0oR3S6ayqJHQGI+WOmDCoPAZxfZlB3nrYTLvsFHOJJ/kdPxB6h9xsR4NMbkMotTY49zcmw5m7UT+M5MciHuo7BzIb7jQYrFasT7Dm/qNJkrkwxOCPctC7RcyjoH/qpA8EHRCiPYUZPCpgj67kqc+k7Me+9htzlFutyjfXornRPb2Pymx2U5zt5wEmN0GjdSxifGCPmBRi6+O8vrgefZE49xNhnC/1WBq4MrwdiJO/QkCwMV1MXz7Eq52I6w41NPKW3RRvEmhjBkBBX14z1Xjfvytze3aD624YbOe2mbdbUuvcPC0R4PpRY9LSrXg10xjBM0KPZduuV8zBMC0NzgZ4FfuDDkojHThzhZPMuHl4pgzDT/V84B1IYanXrbIWwISlPXHCmtUqwlIYp1Fry2FPX9JMVnv1E/N5mSnTJJ9+4j9oRJqukHtmf24t/xExNajNML+7EVrJYwiS+raDfPwoch1uUPsK05hn7CR76jDtddi5fZrrYstuTQKiFoKAYSLqtaXWUAiHdZoYWEvAuHLyP9OWLVFdIyOEUup2NoY9iBEJm84J8YoDdfS1OxwHRZBMsqYo6sRkucZMHkY6zIHeZrK8RsUaMu/DA/qg0ouglYUTk7PcoHWWiKGaRaXQU3HaLCwICSFxrhYALVtpxc0mZrVNFSO4utWQycWssvq4IMXTlK5n3h4+lzrBkNsbTLD243x5waCm39iOqkLV2OvijEpWPn8DyQgkPE8IjY0HNVkfp89vYtNvq2iL5/jQQWl8nWZbrsqdHkz+G5Y9Orz4ge3y+2mZT1VYb8mjbnbNScU1ysO6rkNx0nWcm4aLT2e3BtKO/Y3Iv1KEeoNAuMFT0SHc4/H279jcbrmdwt8nbD3MxLlChRosR1/gDfCHWt4DJV6gAAAABJRU5ErkJggg==) 15 14, auto;}
52%,52.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.333333333333%,52.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.666666666667%,52.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.333333333333%,53.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.666666666667%,53.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54%,54.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54.666666666667%,54.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55%,55.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhe2Ta4iUVRjHf+e8txlndnZnZ9wLe1FXd9dVl0w2byWKsipEZWl9KIsghKCVbkKGRpldtKILUQZ+6UOFYGTbp0DJbMGFiorU3dBVV7d1ZtZqZi/uZeZ936cPoRir4GU/BM0PDodzPvyf//M/54E8efL8V5k2xZGJ0jJubbiqlr7SZXmZI8srXU4/bd20Cd2yQnhgNubcWVfUGmdgSrUj8aBLLChUOMKxJ4wbNuHUlot+vBE21yG1MZzJ5eO0zMsPVdUBmRJ2eWEhHM0o1u/30RcilBTcIpnhdUwym5i6di8qbnGuWbBGPAJdHnOL5/HdW8eRnrtorHiWO6p/5LF5HqvaNF2HU3AwB30D5CxB6yLx/Ywal0AgHhTHcCkPC0tLFBsaFMmUTevJBszhA9iFacLv7KVnURqZcYr3M7+zK3OW58IpRjNfE9sdpGT1FxxP7MIbiPJVl084nUK/24YKOeg3lqGnlmCGbbCWXUpCAdjVcanUA0yPCjMiPsoQPvzGZ1r0TpL9a5FQB/U7KkgMtvNK1Kf0iEfCauFM1Mfu1zQXpuipb+NNVUbyRUVFZoytS9+mMOJxd6aW4c/W4ZrbMFc2oQ734OYWo6043tBupXRNpUwezlBVnOWDZmF+yEe95l1ucCKm4ZKOEY7iD4XAqsAIFGIaI1kM5YLv05nyWbDH/1c6l+0TYsIbSqOsSlSwEZEQWrtZJgVcigs0xzLCI4sntOg4E3Z8Pir2HtjrEV2FOXY+o4JFljyzHFYaBr1jiuGMIZ93jCrb2CWR+v0MPKh4/Y9u5jjPc+j+Uh7udfl+dZJepbER6oYKSKdKmL5vH1saw3RtCLO1YSdrmvqY1xbl/JpFuJtblaoqFbfvFKJ3ogPz8fq3Kw1w5EROnRuERFbxbcLnt3MQNF6VCI9iGfX4LXVcqK8h3fsJBd02SbcDu6+BBV6ApmwYx88xctjj/PIIBSeKiEmMVG6Qje0G/QvrYNMszKNPiWkG8LM2yvsTL71dARgXs2n9wdt2dsR/qT1pcGYQhrMJhlQ3ZqiL3F9JTif6WCWnOXDodrpXnGTVrxdI+XMYHahhdP8Yk/WXfDRm0PnyEhqie7l39k90OjF+MUrhYBL2dGL3+njSgj/y8dWf+OeNhqyeaUvIuk0qDE/CgT3CPz/4uld40xKxZIsYnz4kuiwu6LJrm6iZVaZEnCox7Ccvit0oYu64R8z7FolTPP36dMpD0ZstfslEIHaNnefJkyfP/5K/AfcBfgUicl7OAAAAAElFTkSuQmCC) 15 14, auto;}
55.333333333333%,55.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
55.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56%,56.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.666666666667%,56.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57%,57.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.333333333333%,57.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.666666666667%,57.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.666666666667%,58.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
59%,59.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
59.333333333333%,59.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
59.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60%,60.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.333333333333%,60.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.666666666667%,60.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61%,61.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.333333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.666666666667%,61.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62%,62.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.666666666667%,62.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63.333333333333%,63.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64%,64.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.333333333333%,64.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.666666666667%,64.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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65.333333333333%,65.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
65.666666666667%,65.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66%,66.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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66.666666666667%,66.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67%,67.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.333333333333%,67.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhe2VXUzVZRzHP8/z/x8gwHNQXg4FKK9KZrykTce0DV3rzSBbbrpsjUor12jV6IJVgxvL1bIuuLG1ZWs6SqkWMSA1LBB1vL8oYGCgvMnxcIADHQ7n/J8uGowCLxQuujif7dmz57n4/L57XsGHDx//VzaLHLVcruIWv9u65GKTJdqkSpObiBeblxziobRAVfOr4tm39UVdCwLsEkVqXPSzgQzGdDt6QsZdh8iTX6nhK2ZOHPEyboMvL5oWuMT8wW6tSLWqM7hVP2O6k4l4K56YWET2boJ76njQ/hk7tk2TGCPoPh9KdJxOaJik9rIDt9nM8dI0RvOKiM0tIKndRKARzDVRz3hsFYdOekhJkzRcF+xd7RYLArwkj6vVbGVENFNs5DJqMaDgKDI9jcB3szj4aivuIYi1b8SoOIDN7MEbEsxKJ6SYA2jc+CGmlD4OV+7BbkQQ/f05vrCfpEr9yM+Jr5GRM0FYlKL+kqStRtDbOCMANID7tceUEzuDqoMeUY3D7GDS0YU0haJV/8SO9BqCJg1S2p+kv/UAjY8H4Lc/hIgnnNge8acpNIDwM6mEBkyQnHqO2rAcjMY62hynGWaA4YlBKituERkvSX5A0N0JMyZZMG03CkW6yFYrZCSD6gqTxk0cuo0pj23+Ci3HbZjzdCqNvLc0qksNXPYQZDjxRJHCdvEm0drD/y0+2y+1zfnWCS9XGww8XoHXK5BOMcaYGqTFKOUal/ALTvzX2VhmxL58idMBYkrHmC20Vm5XU8YQowzhsgQhnnkZz7ECYc1MVyWnWmn7Zg23Cj+lInecQ+ld/GHNIiTeSmNQJNNeQZJphC2Xf6Ps9FrWrDpMsYyioimJ1GN1pDo3UbvycxpsHaJTmdTUjCLnaUVPq4nxAZeQAF3GWWGVG/CTZpABGC432htHlMel+PgDydkyF72iG5dH0mOMoQ3ei2WmhWSHnTT3COtaRigPDCe4e4LJiOvUnPfH0tfP866DONUoDnGDbbuEqiw3KPtOYRsWjA+4BMx7iOqNbwVaECLQgnwnH5HzOt6Y9WTtgS3ZThJmoljR9xcXJu4jub+E1l8SMIyr+N2s54LFQP86iIitRVRd9Gcscy+W5l5+95Txp1ZLUsYMmU9p1FcbHP0EbjR5br/F2qo4JXfmKpmVq/zi1qv0R02Kf07wHbdC/QeVZLGqV96TqsPQ1anmhS/h4iH2va/08h6lf1QyK7tb1HMv3KN27hfqxXx5Zx690b3U4nMh2t2Lf0Q+fPjw4QPgbw1RneCIEtsZAAAAAElFTkSuQmCC) 15 14, auto;}
67.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68%,68.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2VbUyVZRjHf/fzPAfOOShvcjhwUEAaQgWJ1HxB1PXiag2zXDlX60ttJjOzDS3mS1s1a3PLCjfNimWTjGRj09ws3MDBIosVmiCSAirFqygcXg8857n60GAU+kHlQ2vnt127790f/v//7pfrhgABAvxXSSJTpksrLj34llrazRZz9aNyQ+si2BF71yFW6bkyfEUnLEG/qdaUACnacjmlfY4ZGsJYmAtjb+Udh/hQPyFt0krQYBiaCcs2Tt0J9U/zLOmyLjEYpOFfuBK19mWs0iLsMXZm+46y7tkOjGEbCcYczhXHERPvJDY6mAbHz7gf6qXoYBRnnjqOWV5O2DefkTGQySZtG/vkbZrnlfLCbgPTM8R7D/onfI3xyVp9l/RJJ622FswQB8o1G+alYcRF42n7mC9P+CjcHEZa1VaGfAvoT+2gbzSEzjqY3/4qv39fyks7D/PJ/meoT9zCwGM5JBxzIliAhrdd40D+CM4YO3NXIi0nB9XEDqTqK2TE30OPcZ3hkHB4/jXM/RvQUh8h3l3LK3n9XDgyixVVBdRkOLnyqJ+szD4cWit+001jbyLuQ15SRprgrV1sO7Se9kYfUad/ZHH/EmKJ54C1Bdc9OkufU9yXAzXHNE7uHlUqU18lA9KNlzb6jAFGIxPwd9ROPqLpeA0TOpUjBi29BhVlo5TvAc0tc0mWJdgsJ6IF/dt8fLzbmtBbbjf59lOTmhIbYz5B66CZBqnAq/dg2sIx8osnm083at0OjRlOC8snjFkaRq11XM1RyeLHBGUhV1sw9laKuWm5euNgkDy5WihbtJ7eofu5ut3JdkcPDdmLCDeS+HVmFOiQ4rjGgt+qKaqJJv1SCfULf2BP0w6iCw/z+OWFWMpHoX+nKjhlyNIVwsCwjlcJDXl+ZQC0ykUVoiIF3UD+aEIqB7ElzpcTRfVcrNYIG+pmSL9BT89M+tP/xDztITa7jnv9C/AHW3iqBznjtuFpdRC07Dw/lbmw7L2kW2k8rFbygcojclawfF0whmaA4YTSvDEFkxrRoHldWRExaDsK0PPfRZ7OJTnDYOtHFnZPMznXnsCrwqm+3sn8xlYq6iKJGDhH3PkqLsS30VUZR/TYV9R1d1PzwJuEdvfS395EJx1YmpdQt58Il+K7I7Ahc/TWR2y8Xix6/iHRkxZJXFqQrNmsC3/f4Nuu48ZlydbWiCdqhrxTYpNf5ObteGqIjftEf/F9caUnjovdKZIdmiXxqYYsXq1uT8f2xdm7NZ8IUXTWNm0/a4AAAQL8//gLPNWQvGOaMQwAAAAASUVORK5CYII=) 15 14, auto;}
68.333333333333%,68.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.666666666667%,68.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69%,69.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69.333333333333%,69.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70%,70.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2VbUzVVRzHP+f8/xdu3At4McPLozyoDF0UzifGHEqtxK2azVyZulb6wmI1k1WrJS5dW68ybbampY1Myp5rkTOWRYQ6QolMVEwQEBCu9wHlwr33/+tNMrfWJkpba/eznRfnxfn8vvud89uBKFGi/GdZ4ZfxUr1pfDpG18QNotIqRN+/96ZDJOs0maHmSrnefJ2uZX5h8TExHfPEnjRZskvsNxzCcM8VW6xbCnSRnDIGpMeI/M1lXrtR7jUip2tQRgjDaRBrH2DxYxYLD5jy1jIHmcdKcAxMZUn4EY44jnPW1csdgRzyhzKpmrQJd/lRghke9m114dEPYz36Mmxahq3bYLe8h0JTrJdKnfWJGg05Wrxwj0gkHuOPvRj9HxGXcJoHKiKcb4XOmkRyf1xKSu/dnE8e4oPlTs6W2okUxdKcPUJTmo/ZI3cx9I0TST1H2XMejv5WQLDPwjrZwKXhE/SFu8gljxJVwkW8lV20bRrtgC6sFMsxG/IzsH4xiO3aiLcjSEGpia81ltq1U1jle4bXp79P2+r7uDe3mnvihSRPJuF0i58me6lrnEXJ/jL6vu2k0fqclMg+vIE8jHXb4NWVtAQPU6cbAGjSzfSbv0rbcLdSyn2nKFsWOIpgOIzprWXEc2C0McB4TMOoZ7tRzW7rbbrsxwi4fCidukCUPRMCfWh/D6Hg8WsPjTcCkGcU0Gt2MOIKoEm8Heu2RUTSXsCaMAdHsvPfKg6g2o3LOMWFzQYxMWBaJ7YrY/5WEW8D2t+M3R3itQabPJkVUivXJUnmzuc5Fz/AodIU1j74GcmNW8he5aEzeyFnemwkxgnTE7qRr4T2afV4XnEwqXQL57JPsuPd9QwN2oj/oQpvoFV9qGtlv3zMoO5H4oa51BFWGiDy89NK+auxpINQOMzBKovV2ww5VW+QJpnEmU78M+ZxxdLonjM060QyDl8gL2WIFNdlAr9Dbup3tNTfysT2AXyJXdTsTCCYPgc9rZAEy8lTxkY5xPfs4g0uqQtc7LuiAPTV3kT6mxQxk5GIjaAfXKmKCTkjNHGE/MtTMTs76LZKyCprRH0ZR2d6GwUttcxsamTKlS94R80kpy6Iu7ielrMj+KZtgMFBZPeLLAouoJKXWK+eBRWhNzTwz1eckGGXiq9tssdvyvwlt8hDsSvkr8cz5mU+vlfS4mdJkS6Tcl0pTxgV1zdRWcVaitYombPcuCq7UaTaPCjnjSHZbOwYm2fXRdvNFh8N0Wx2jtvPGiVKlCj/P/4EZZSZZNBxxw8AAAAASUVORK5CYII=) 15 14, auto;}
70.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70.666666666667%,70.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71%,71.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71.333333333333%,71.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2VbWiVZRjHf/fzPOds59nLmZ69e3KdtZnbKrHjnLmtlmU5X5hoWVhRHxTKAmcQQSVslFAIlUU0SEoIBMuXiKSGc6Ex2phN2vRMp1tbU+fMzeM8mzs75zxXH2RjYYIv+xBxfnBzv8D9v/73y8UFUaJE+a8S65wpU6Vl2G+spf3boi1xmtiT+1jyrn7HJrScZ0XiU4iLzbw5Ldv0NDEz7ZJZpMuHg4bUjBi3bULLWirGR37RX/pRDDNbXFrqdVrGPyZmsujOQe6Zb5HlFfZusfBkOFhcmiE5jat4XTayOe1zAul2jrk9GHoYZ18/i/Q8aOskTzmpragmXDCASlDUfuti9NwpOPs7lgYBFSITt5zjjBqPqU8MHFliN69idwapeFvj0RfgdL1OxydxbOv8Ab82yseFbTR7krg8ZyYrKy5wt/cYM3NNWrQQXbPux+o+zfLjawg8VYd/OMgfh7oYbemAvBKU2NAvdhOv4nlObaw6Ij9XTxhQaY+JpvqJcflxuYWBvyxqllvcOy2VMt8GTljdtJbG8Nt04ckVl1k++yBl7S6yu8vwDqbzSMVJxjKu0hqahXnqDAPNQTJf6wYH9Ma/g3r8ecI1K9D1ZLzWfPJkLg+qhVW/yoFqpaXME23kPDGJl3A/FOSVHVCZGB6/GAVMRTZM6LhIJQM3sVoiCjBUJIiSIDCGhITKxMjkTZP7KTExwAVKtFV4yKEHH4YoB4YJmlOIcSoWvKFo3CpTFfQ6E9u0nfIwS2hXPWhiXTtdfLpTUgoDbNqliIuF5n2KmtUhtVX/VI6YPvbnOyld2kplwV00Ht/AM2s6achaRv8FhcMu5Dj8XKodRnd9wVf7injiex+B7e/TZ42yc3M5QU854d0vKzPGJbPH8iljLWlaMm9GnlYGQOD8ZZUU0KWrXTCBpm+EBeZceTG4Fp3v2F9cwMiMXE7wNUmhYZoGzpNwth9XSSxaOERwxCJ7qIfD2UW4+/tISLhC27EwdT+ZBAvXI4XL0HtPSszRXVgqRJOqoyGyR8GkNBzqluqhIVV1qsWi36cRvBjBF+llQPnpuNKCP6CRnd+At+4B6pMzmTejBa09DkeXgautnl88rTTsimfTofvYPec94hZdosNXzpU/R1H1O9BPHmRNaCUfaFt4K/LqjZ/4szFD1u01JDfZKQeMw9JoOypc+8G33Gzr9ojtSxE9d7WY9uniVcU3l1H5qzRJSTWlUC8eF7tdRJ+7XtzT5kixWnxrOp5S250GnzDh1RZOWWWNEiVKlP8ffwN9An/cMekHlwAAAABJRU5ErkJggg==) 15 14, auto;}
71.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72%,72.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2VWWzUVRSHv/u/d6bT0imdabGUgZIh2sIUwUqAxGClVFonSmIiLZElmEiMcUuMJCImuKBQ0YQIGsWoD/iAJq6JhlabulCWsq+ltEApUihQO0wXmenMf44PpA2KJgJ9MGa+5OQuD7/zyz3n5EKSJEn+q/jnaBkqLe0NXp9WVpGW55qNrO03N21Cj1sg+vF9Yt255m+1rL9eeKdoycgVjtcnCF1UVGxw3LCJjHEeUYESrMAdKH8hxhW4RktdffBMdsjs5TCxVPj61QSd9RZj2v0Uds1ihn03Pe4o6/KaibgMPUVBTLyXtF+bGGlnMuL8Id5pfowFwyvwzmujdH0fHz2qaKoPYqf6ke7zqK4WnNEOLkfbB/OagY3rViNWioAlGJdi0j2abZ8OY0bnQ1SpZczNep66sgcx3V0UzdQUjHqJjOGa8AUnoXO3s/1MkArHe9QeruWFi/dTs3o/se4Ertgeer0BrMr3YVctdvVyRmqfdNhXTCiAtDGpMmyszdhiiEf6CTdatFYneM25ktFxH5+n/0RDSTluc4Di4E7KPD68P5QTzswn63IM17QGvjIHqP7+AQq27aasPZt9b66iYHEfVTNzCE36ktgH0zH3fYj68XVGRKPkKT87ZKtS7twMEW8fty3SzHtakRCb5enxq0s0FNMwqGM5RuKORbhFZZOl8rBijn4spQg3Qduha5IPrDcbg3qJWAcWhhRJJ1f5UE6/Q9xZCnehwiVReto07T/bf2rOocQ4RsvURAFzqCQsoSuuJj6rJfCUxeQsxd5vExxc5qblTEit0Cvli1H1nMwv5uGFG6ncVULd+IUsmNHDwcAszp1ViAj5rm7CR9qZkPoNL9ZOpXhDI7HFn5C9+gjr5qfRun8uiaaPlfZOFyt8nEzbQT4BtlKnLIDDa20V6U9wukVorAZCKRw3R+QJtYj0jEnES58hfHkYneMjeC4YOn4/gW44x4ScTgpH/IbT1cXok/CdQPRQK3dF8jnWe5aNTwqXzkxGz38DxzoR5ZuCMRZODFupUwB64GmOvSuvnD6V+nJnYwwJW+yJN/NLYg/NziYuXewgPW4TH9vArLrZbC7yEfTsI7Tdh7vVidlxitP+z9iycxpLanLZ4tyEvWQvEcvQUpND4sRROLEbjm4mz/bSZh/75xIXLXVJbo5bqqw1YusuecS7VLjSwdcdOaWzxazqFceKdtGeInFoz7+bKG92mpTpcnlbrx8Qu1HE3PuW6LmbxKSMvz6dPDPqZpMPmtCpY4bsZ02SJEmS/x9/AEfRhqhRfknBAAAAAElFTkSuQmCC) 15 14, auto;}
72.333333333333%,72.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.666666666667%,72.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73.333333333333%,73.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73.666666666667%,73.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
74%,74.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
74.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe2VW2xUVRSGv73nzOXMtNOZdoot2IFCgdLQFlJAhUCaEExQ0CAxSqKAxEQkKg8qb74YDRiBYAQjfTBRYgxCjddyqZgQMK1Skba0QMEIVqAFOm3nVKdzOWf5YGg0aIhQE2Pme1rZD/+/86+99oIsWbL8VwmHTRktrYkrjb/VMv7qsDgQllJrCiEdlgZnv7od8+czhsS6Fb3HDfnlZObmWmEzV6p0hZw2Dkmf6xt5Qq285STu3eaX1ecMmbNZS26lS3z5OTdo/SmB6JigBGPF3Ml4WpxOanU1UWMsXvd8sVd+hm7eytiaCEWRLQRM4Y4ahdXlY6irms7hFcRbu5iVbGN/14vU6Xrqdmyn4+Aw5SsU4xcrzn6QxBUvETvTPZLESBEIe6XEKuZN2UQVUbY5u2nUzZwtmMBQ6QJMdZGK2mYm1p6grLWaibFSggOQU+ind95lPj3ZxbmrG/jxa5va040sHJhKo3mA5KstzHjO4ecW+ORRSPaUIXoajvWRGknAG9XiGzTwOCY2Nvkqj43yBkXBSqycQtzRCkLWa8x80KL4pSVUBB+mfUoIq3wYFTOpOSQ8HvmY+vHbsPqe5fhAJRusSbTZ7bQf8XIkOUTzBgdvicJWvbgTaSRntsjQMaUii5TIaQ/BKyGqUndRoorY7tT9MaHRmIYRHcMM4UpHSZuzwFeGyp3skmCfn6LBSbyvtlCeWXhDe0YRAVC+HeiCMTjpHrT9qyaVUICixenkqN7zb5kDKO3Nx53ZicTeRafbfjcqMcMyIVnJLJlOjDjN+hhn7DPKuKdOCt1fsHhXAwtevp++9FqG13cw59QjJB/w03EugBVXTIkM4fc0EdieR8Oijeyue4r7vt1HWX+AI+veoXJrnM06owJRj6QujcFwoqSMXOzUAaUBuhP9ahWr2aqf5i39AstlCa7wUlHjZpIKlHPqQ02Hqx+7rx8nNYNQ8hJOapCpOYPMDl6lyDxGV1MJduRznPhczN4zrI8v45qnh59aUhzd7DBtnRZPOoTtfYZE/tvYqQMKQF/P5klnjbpGiq84QYM+DBrEsUlevID4IKZ6CF3o5/tdFt9F6onsGebKlRgDeQl6Gicz92wTX877gYPvhViaG2JvZh+tk5uoeT1JeJri/D7B6s9gJNrgWtWN/8B1lquHpI1Wzrs9ONVrcflzSR1ec0sNr5qfR/ixIcRWHH/FT+LqOOz0qZu/r52uLZLjmy7uVZeF2xtDuXuTFrPULe6CZf9MJ+Qfe7vmI5cIFOaP2mbNkiVLlv8fvwHF/YGo/n+8TQAAAABJRU5ErkJggg==) 15 14, auto;}
74.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe2VWWyUVRiGn/Mv0xm6wLRTW2oZqV2gtZIutEApWg2EqOiFSUNaBaJQQgiJYmLAwIXxRmO8QL0gKiEqNKJAlBSFVEmqSSEmFVvSWmjpQhe6L0Pbmel05v+8IBLWRKAXxsyTnIvzXbzvm/N95xwIEybMfxW3LV5mS+vlBvOeWtrdik/rxbIrtJOt2saHDrFl0pDkJRZZ7+h31TJuL6ToSbKaYrZra2mTHFrolBrrN/Ug5oUvOKXjpwlGe2GkHuypuvjbQrdo3bJ5Us+QIlYStIKsUXk4VQx75hym3pUJ6z7BcWYzueVutKj9GDMm84stJlrs9J6dgy/ybS796iF+pJeqvpW0B7vYY77PWMYwmW9CcjHU7AZPbQxTA6PqjgApZoJstF7jXUq5oobZYe2j3t7BQHoFlmEnwfknj6w4xaIiL9nVz5LYmYRD4oi1a1hlnRzoPIfftpOayiiyuivZ0JPHjJrmeOlnFB6aQiw4uQUGq6OYHp1LKHBF3WhBXFykGOMm/QzTqvoAOGmdwgjlIcEAka4Q9gVHKSmJYf7uDbgy1nJhkR0t2yDQ5SX7/Co29etU5X1B7upt/FX9KpEjfYz4+vH9EcGPmyZprwwxN18nEPRiiYluf0JC/ial3KkOMXoFd6CQZ9QKLltXOCRHbj6h2bgNN3RsSTaCQ/NQ5gIsLRtD92jYgi7Wq/VsYzlK8m9vzwMN4L1CBK4G0GwuLMfzqKADbWZGwFI0y0Xq6ORj/b3ZNL0jhOm0I9YIeH+A0OnrRku0TEknlzhsNEsrTRFtjPr7lVF0QBakfsCaD7tZtm4bE8vW4C2vY0n76/BiDI2X5+CZVKQn+pgn1ZgH3ZxZtYtvPt9OTvtpSi+lc6zwIAnHO/jq0RmVscOQniPRWONOAmYslq9OGQAXrGZ1Qq+SZCao1RqpUPu4lrlVcKZhTeVz8dseooM16GPLiZdMXNMTXAtNkmaLxYgOEq1f5PeGNBZ7f2HI74bBQSqGSvBrA1z1D9P1kcVTX2pSv18ITSahrDIs314FN72EKaE0NaSmOCG1jOseiExEmdHMjI8RsTCIL9HksUs+zn4P3QsPox8zGMOHJ95L089uCuoaOPdSDee/zqLQbqfJ00il4yjxZdNklkPLd+BtVRCcwm/tvXeLC9RSiYmIFy2qWPTCTyU6d7NwfYLvexXkJEjOXk1eaTck4Tld7JGx/+5GLbUVi5H6lphvyD9iD4qUVOriLFAyN8F1fzpGxOKHNb8RwvG4Nms/a5gwYcL8//gbmXWKlexvfssAAAAASUVORK5CYII=) 15 14, auto;}
75%,75.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2VfUyVVRzHP895nud64fJ+Qd4kYLxdgYIwp9bAt6Yyp7VcDZYL3VqZq7bm1lovi7a2/mmuF1rWyj/S4ZhJOK1cwaRhLJAoNXHyIjBJCeQlXi73cu99fv1ROpa4ZdLWH/ezne2cs7Pv77tzzvccCBIkyP+VFdoyWSitp2aNW2qp+SZr9CrZp15it9p5xya2NBuiTKHka31erZsMrFNrJJ8lFKolrNeKyDbz/rWJwrBUubAfTjwnXPpCcJbebMKYO3hFe1mc2HnHOkK6JDCqJvlVGegF74sq3EHUT1tJLBsmMXsAbcBO3KoA04MGV04ZRKS+SNMnU+hEs/eSm/hpgzdn9uOpHya8zENxpeJqNzQM6eL+MaBdr3mjs461Uq2qiNcnqLXaeE0+pM8UZkuPIhdqyFveiJl7GpcrlKXvuYjTVmAYEThNO8amfj62ToC9mPqDq4ntOkrFaAqPSwnlyc+QWjtKVJ7Q9xW0VIJ1ORLv2IgGoANkq2QJIQIHUcyKmyHG+MiqJuBYCWKRlNOLLe04DxdkkPNWORSWcTE/g8nHcjkfFY59JI/i9sWM5zSTkJ9M+7WHuGeshzHPCC3uDjqbJvn+eT9uL8wMguE2sbyxlSITb2gZjhCJns5hg9pKQAK00UyDnJy7QwuRhhs64fcrrJ5IPNcisOx3QbaRJE/oFTKgusWr/yB/LVywCP4NAcThjBZ90XJRYbtEYekMMUQrv1DHOTapB687/i/QbOkas34Q3zBYrX8WWqNWi1PSmNSG6bDa+c1chM/Xr5mu18W1cy9FpQE2bN7DyZVF3P1kGwmDO3BsdHKm28GMWyMr00fsxJd4a7NpXraHuppyQlvb2d0Xz7chDUxWneabihnt0W5Djm0WAgMR4I3D5+/UDIBG6zutV/9URunmA3WIA7RjPPC5SGCKqy12emfdnNM6CSGbUSOaIr9iSu8ly56MaQvgdPdwajCXjMtNDBbYGO/ysN1cyipJ4l3tbcYPeyk5rMvFamDGhvhS8PvPajDnIUoPZGpX+J2f1XlEd6AlFyO2OIwQCL3XR0CfIm7IQ0djIr6cAwTqwpiI8eOOn6StNYb76rs488hxemqLiNScuPt72KeOELPRIP9pjfFO6PzMwpow8c+evfURLyZWdDNF9NhtorJelfji9XMv5m214miXpG0xZfuwKWuP6WJPNv/Z5Q61ZYpR2iz6LrnTRMjqg0qStmkSmqtuT0elPLtQcZScF+b/iIIECRIkCMAf+4SJ1lZtcvwAAAAASUVORK5CYII=) 15 14, auto;}
75.333333333333%,75.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75.666666666667%,75.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76%,76.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76.666666666667%,76.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77%,77.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.333333333333%,77.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.666666666667%,77.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78%,78.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.666666666667%,78.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79%,79.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79.333333333333%,79.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe2VS2hcVRjHf+feO5N5ZCaZiTOdxCR1TB1DSZqmaBLFSLU2WpViSyRIBBUqbkpSKrgo4nMT2oVYKiK2tr6LdSFWrErwUVOLaKCGaKJJ05bmNTGmeXTuPDL3fi5KQ6hd2DYLkfnBx3ks/v8/h++cAzly5PivcqO2VZZKy+cIXJmWzygXjzcojhrXNYdw6fXi1CISUL7LammXbhQaGyXtnCUdTBB4Zp7qjHHVIXRnu1jFe9BULeL0sFm78x9axuKFV68Q0+jCLklj1GaZ+9nGFTSoaS+S0L4ge1ItvOs9ha8gwkB5lJMzCapDFhuGC+kZPUYm+B0fbznPsDFLpt9P+sgdiLuCrBSQmrf41u6milLpZVhd9FyYuLQ6ycgpjFAKaTSpPKSYOCz4X/LzxO+3E06FmV5Vy/6/5kgU3krjk0mWlSSI9yf443ObhoIIZcePYLkHOXC4i5HDFvJGDDO+BpUXxZE6SIBpNkg9rWodd9vbFIAOENDaBJxI/mmsiInKtxh71KI45qXmyHKKzRL8FbXsOmcTeyRM9OF9PFXsZUXfGI3+WdzNI0wW3QBWFO/QKPZkislNk+jDRZhzryElzWTibVQ7KnlWmgmpILeoihc+kR9eVPlak6RkDE2Po5UkcT1tMt1uLT6hpbgNCzr1qpLrVQkJdZ4/rUk0IYtDpcGZIWOkLzW/OF5rLej9KP3cz2rqqMKluTF0KQPtHJrPiRVI4G3XSbxqLfTGEqNm9J3iwUsPTn6TgQup3HqZ2OWzeLeblG6F5AQMLJtX2417JaQCvBMKEnmoiHs2DlDXswPHg4OcTD7A+CB4/FCxMk3g+2m+LN3P3O4ainr2cvCzTkYO5WHu2oZkdbLmc2oFy+QxfS3rZRW9zLDF3qkMgKR1VuXZfkn2CbMnhOmjcHNVUNb13YRHOXklu5rsoKI72UnDxDQDc07KRuIU3BZGE5vzoyYRz9fI1H2sPNeN2ZRm8lMbf2cdZvhx1LxBUfw9yU/NM2RPsVt9wwd2p4JFD1H6zKzK/CKMfWRjHhPmUilel+P02ONU+7uID+mMJWeYz7zFrx86GYl8QXHfT0T7ThOTrzgaDjD1fj+V40MckBNY7jymBtZgnXkT7WwLy3Hztt7KXm39gvllqRZdYqYhoSantBlrZdh4WbjQwVdcRmmvGGX94nNEJapCskPb9O9uVEGHJo6YIRWuvItiV4v4jAZp1e+SDq3lynSu6zCu1XwhxPP65iX7WXPkyJHj/8ffzMuVY0D8flgAAAAASUVORK5CYII=) 15 14, auto;}
79.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80%,80.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80.333333333333%,80.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80.666666666667%,80.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81%,81.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.333333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.666666666667%,81.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82%,82.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.666666666667%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe2V/UvdVRzHX+fc731+8l4frnPTdHPqppmX6aKottGUsTEoFrFqRS2oMUb+CS0oKgoZbLTcaCVB0lgDaRFOGhWDHtCGts3UuV3RvOquenfVe7139/s9/RANmYOY+kPEff12zg/vz4vzOZ9zIEOGDP9V3D67Wqks7SXf/WWtynKqR7VCtVOWLVtCSzuU+YZXaVVZ98ySd2/4XHaVG3Nyisf4XNTxigguWcJxxK0IaehfgRI6Nv9iCbFwUVToUZ6whSIjm+cpZqv0cVKM8qlU3NK/xiybcJXnoHaeQtkTiE0SW7+Ngr7NXG3bgTXWz8PFPXzWb+KEvM7R0iuESpKI5zTE7yZEq4591EtMHxaLBKw+qyqZ0zmq76YaO0eMQS7Im8y46piYfQLsf7L2UJhrW9vZ0V3OdkcJngS48hycD4TpuDyEPNdI4pJOnfkLNkeTdHi76HjTwHhDQKcJ9oIttBqv2sCIcVYAmABkkUN50yZ8cQ/bWUOlcNNgnMORtYZIbCO6eQuOLccZe/0nGj95iPrQLuYtu+iariAxXsOToSCPlKW4uO4s8d5apMplX2KaAT1NyDrL3BDoz86gXILkbAqLiKGpdYeTjL4lRL1H2f5Ikh+F6tm1FAonx4zOhSe0EtNwJ0fTsghQhN2oxU4pmgzdxp+24I+7ed9UQ0W69e72iHslLlUinY6yXrxDSuaRMMaQMi5JzaUBQacxxUX51EoWXSShST/9pmZGVAsx2fN3oUK/XZVEC9ikspkixc8yTJ8+LvK0E8pU/A2R777nZOs2AlcP8Ftjgmd66xio9XDlByszEUFZ5SyOjdfIP3aDd+vbGHx1L9tEM6unJzl+sJ/xpnnSMi4sRW7lGPWSbRShCzchvV1IgOGphHiZWppkFx/JavaoUvJNu5UugqTiFcjTGr9OThOdHMIYySeW7MawpCgvu0Vd8CaBBwcYPmMjWnOJ4lgD2fY+Xov5idguM9+ZwvhQIg+6lDPlosI4RJXxMSG9XcCCh2i/8aWI8CIXiHJejmIASuncjg2BTWMgNsbM0C8Mt4zTlvMj69uvMzE2RdQ1j6Mjl6DvNC0PzNB5eI4XSrM4kx6kOxgg9oGB2GBCfZsmHkkyTw9tVC9+B/5hj6hUPYSJagGUcQBMbiKp/Utq+KrHvUzsUwgdbG9bsY7nMKn3/vv9ajY1qEJblco1hxXLG0Ml33Mqc4lHFZifvr+cfEfBcovfkXBm567Yz5ohQ4YM/z/+Akm/c03Ct4+0AAAAAElFTkSuQmCC) 15 14, auto;}
83%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.333333333333%,83.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.666666666667%,83.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhe2Vf2jUZRzHX8/z3K/d3bZrd92tucXalueps6xlJhRqtiSWgVqiYQgmFhgESRH2R0J/BY5+YATRoJGUQQpZEzKitAwXWix/nLNZzVzb7Zdru93uvt/7fvpDFEmFqfsj4l7wwPPAw/vz/nw+z4cHChQo8F+lScdlqrRcdvTatNLmaflGa1mpEzdswvV6RMyxStGtlZPTelktlnSRkXypkTU6LtWB2us2sd4Y8Vd5xdxfKmpLuZiPKi7Tcl16aNWr5YQMsz4bR2cVZwN+Jsb9VJl3xHZ7KX7gNQYau8k1ZAj8mMfUepFikB8MM0OPk3wlg3fiCZaHm7k1dZZDco7Y2Gn+CDuYLQYpyuHtqZXsC13qQsyLmxa9Qpqowa2a2Si17PeMYKzloLZhu9bhPPcrY5EeZkaLeeqTErxpL0FfAx7VQXBZNS+NH8YXmUXf8/fgz3WzULWz3d3O2qzh0w0+8quKccZs1PY8+rjC6upXAAbgLqJiKzdefCQJ87vO8n3uNCXqTkR1EV6bIlX2Exuq61n5ZoKSWZtojy0i9+gCOv334ftrDks6kwzGx/E+WETvF8soix7n2KCfpONiNJXm722DqBlBdLeDDCt8VtGrdi6zVc0hIjN0ObeoMpL081u+h05GLq3QVEzDRR3X51WweRxvvwvPcBhXuQ7RSA2LmM4pGWEp7/27PepKitdrwm46g/u2MpyMjVYBtI1wRqU5Qoo2ktR4Kqcy6GUm9OIQkrEQC/Iyej5Qo45LDos/nSEGPBpPfhap/AFVVrxa0rsO4MtlaNmo+Xb228Re7GD2mVWoumn8fKCEzJiibr5NaeUepu2N03z7Fno+XIFzqJuFQ21k8+O0ruhmYOeIcktMZBvoN7K4+9ykrX6lAb50Tqp1zOMRXU/IlKIJUWF2CJYb9YHGuyfPMWMQK8vIRIQZchOm7hzxumHuvneQ2VWddP1Sz/DJNvo8bga+62dJncWz+jBJfYLRjnHM1ptFdiucr208OR9p6/wU6Au1Wed8rIzSKDSGpeT1GnxOA+oOQ/ohQzAI00IT9O6Nciqxk+rPLDIVeZzqMfZ/BQs62ml57CBl+xIEZS5DRw/yfm4uQ4kI9jMBaBCcdzNwZIKxVO/VWxz2hiWi50m53iRR87CUzJ8unH/B17w2B3xSmigSsy8iLicq5snIZRN1RScxvViM2YGSYs7awavemwTieSuMnQR6HZxdw5PXqXQdvZDJjSLmRGzKftYCBQoU+P/xDwY/f44pGrEmAAAAAElFTkSuQmCC) 15 14, auto;}
84%,84.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84.333333333333%,84.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84.666666666667%,84.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85%,85.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85.333333333333%,85.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADn0lEQVRYhe2VW2hcRRzGf3PmnL1vstlkTXZDkm3SxCQlbSr1IaFQRFtaS1tBKUGxDxYKFkTFJ6uCvqjVPFRRrFQEaUu9FrXog6I+9BLUSLVaEnNzNW5t7tnc93LO35emBNqCbSOI7A8GZgbm+z5m5j8DefLk+a9SbBXKcmltcOlrahlXm4xYhWI4IRrNl246RE+FKSonhH3mVbWuCFDsDomHSorYxIKTYI317Q2HeFBrefmCzWYXlGUd/EXeK7TMpYMiU4vK+fGzCYt2LOM9/lS7CbU1y0z1NLoFwl9M8Yy7ltT3SbKWl6pSLwO1EQ7U9pIdCRA9eB+u/kpmnCN0ugZ4PTjIHUVCX7+QNMFYHxXn1F9q0VMvduqNIjGtMrDLABemkSNLglT1aWbvmsdq87H9eeGRzlniF7aTiu3EsTZSEmyl8bsc6375nY6GeSZrelE9hURm38R2HyO4MMTPs3AyA+PYzE3l0DWFz8rw/HMACmClgTieOHY6SrU6zCQOZ3N1hGJxZg64MecyPHRMsbV7jMSaw3S4FRV752AqgccsY+58HY1dfxAZ3s+uh9OEjpSjP2oibScp1WfYV5Bkx5jNSo9JIuzHWB/FbglgP96p1O0qIkk9j2mWYORilPM2p3P1ixujgOWohss61toynMfqEDuLkxhHtYIk3eUo8aPtCvrtr5YuWm4uhYjijkSwrRzGqAbTcCF2kFW8yG3mwr9lDqB0TRhVHiDb5EYKFWaPjaoWJQ4OafkVgLh+QBL2UaWlSQoOjrH/hUmGqvcxeGectoY+kuW78QxadP8YBhfUbRRi+iQnPrCpnXqVp/eME9i6Dfd4hkrX++xyd3P/hKOq4iG5uLcSa0uEWRVEGo4rA2BgYUBpIMXnZJ3XmFE/Ya2KiDw5ju/TNBMZQbAZPjfDWKHG1TFBdPUolc3zxNYKtaMX6TLmuDfsY3hDBP83Jua0psDn4h7dh9dQ1FuGjKTmkRMpMqdmkYbjCpY8RAn7rFonb+DXh6iQp7C0B/1ohOkdfkI+g4bf+kn/sJqjqW5iI+/w9WcOoYZzlFZ9wvnYHN6PS+gdeoV3gwn0oc14s9tw+7/EQ45qDRmPScZrQSZHZs+Zax/xFt0lceNu8a4oFaO9Sjw7i+XS5bnu9mGJR94KGtKsDSm6JSBm+63/rKLiRqsEwmWin6hYFLtRpK/ClBUFluhS3/XplHtbbtb8cgjPpsCy/ax58uTJ8//jb9K/ahS1i69BAAAAAElFTkSuQmCC) 15 14, auto;}
85.666666666667%,85.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86%,86.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86.666666666667%,86.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87%,87.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.333333333333%,87.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.666666666667%,87.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88%,88.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADn0lEQVRYhe2VS2icVRiGn3P+fzK3TKZpJplMOpm2aZoajQkhMU1aYoQ24CVCSVqqtYoLg2IEcRGxuLAljeimG4UKLtpFkSoYBXc2Um/QYsEqaEKUlASSdDK5dHKdzPwz/+eiTaikhdpm4WIeOBy+s3jfl++cjwNZsmT5v1LoishGaZWYd9fSdzp0OvIlviWF0dPwwCFq9XPilEJKXMV31FoXwO0IihSa2AEHqms75vLB+w5RqZ+WCv0J1ZyEtIcih16nZd5e+MyArIQd2A0+pM6P3fsX7pBiR2upPDkU5c1y4fRQEznFlUzNNJAx0wT8k9S5EwyPnSZYpjhW6mHmkRDKl4v1dgHJlb+J8ztpGyyVS9g5L2NJ1LoOBI2tknYJtgv0K9tR3RFMM03ZmRHOrUSpcGr6VnoZzXTwZ7wZ77F81KlNLD0f4mtdhBU8z9iwh4+jCbxBjZ1KEiu9wmDmXUzZQli14jV85GZMevzGWicMgEq1T6b0JFZpDhJ2Yk9lsNv6Kc7XHI3FGZm1cW7r4eKQk9xOL4kXr/BSeIGKoevUBWeZPrBIIhRg00QbcxPfEJpX/NZeAm43VT+/TEAdpT/9LAGjkAYdpzZH2ONRxy8k5ISK6HpZ1lEShWmSTQVw9lHSeedXAypgI6ZhTafIgLAD8tCgwLRVEkslSZFBLIvMv81v3zckRCwD7aam3AUDNugccZMyQfxelN+J6m7cSNN1IT4r1bxfBvuciocct4xyi4olsbsA9Xk1uDKor2JYHd+rj3YaMjDnYXi5C6PbSU1jlIOXX2fi8DBTl54hfV2h3UJx9TJl4zc4F+rD+2E5Oek3OPlOGSt2HqWHDMLJp/gh/ZoqcObLwyrOESDg1RyaySgNsBiLKhZTyKCFXF3E/mKcxq0eObIN6jdDPgdY/inC5YUZUtY4Y9MuaryTBJttgg0WyaTFDU8/vsnHKfBfw7fLR/qPRTynptmR7CQor7LbeEucIlha0W/dNIdbUwAgI7Mn1DzH7V8X0ANzmAsJro1niKcUo7YmOaOJtcV4YvoXBi/Vs9wyyK55iCwtYQYu8q1ZhPXpBC3qA94DYi1h/GcKcS+sEFVnmTa+o8M/SW+Vpms0c/crNlMviNm3X8p2+uXHx0y52uQQbr7g/7z2O76Uww6RKqNDNufkyV6vureJ0u0V4inyyN48Y1XsfpFao1Nq8iuk9V7NV3E0Rx7UfC3EHu/6PyBLlixZsqzyDwOYbNjxr2gAAAAAAElFTkSuQmCC) 15 14, auto;}
88.333333333333%,88.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88.666666666667%,88.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89%,89.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.333333333333%,89.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.666666666667%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2Va0jdZRzHP8/z/5+j0+N1Ns885qYrC5fZrnXWXgRdJrqxVizKkEKc1YtYrhYsItSoYHsxCiJsBVvFxKBgjaRRzopQWi3ndaLNS17Ojtfj7dz+5/yfXkTicNFFg4jzefXw8Dzf7xe+z48HIkSI8F8lavigWimtHbrzD7Xk9TYt58pUOFahV9y37BDRqXaVoOycYea6WmKJ+fN7lGgexJzxEGdM4Riap30itOTcX0GffFaJx+q5o8FOrrEJTRmc4K1rtPRr0rS9rqRUmIeGsfWNsSsuQHWB4tgFqebm1zAc2MPq6XL6bR8jE1OQKTGExttJm3YSYzHIuuEF5oxRPHYb75Zuw9czhWkYdERdYtacZG/4AKdVpyoiZyGE9vsidtdOJdtcmA1dWHq72ej14lBh4qNg0pdIs+txUoPl9BZXM75/gsBDLuL3jSILDAbyujG7YwiO7CfP3ojwTtJ/KciEoRD7bkY0urltqpB0eQSHSuRuubniC1VbuVCBOJKvrMTAd70YfSNk+Dz0TwQZK9IoO2fF4q9CqlyaD39ItN3k5TgbGRdtxDp2o3wB3Ol1VK/RCR6z4+jX2b3hFVoSY6ksvxcjaRXykXqMjl94Unub9eFYLsjP6NFa6DGuCEHZDiVz1sH2bMRUAP25Dwj0jCx+IysxDQs6pdqbdPEVV2UXPt2DiCrcpsyMZKQpMVsHMJo6F19aaRTAi+IUZ/Wj+CxzSIImepeHcFMXZq+LtAT93zIHEM/o52kTDRjCTzA0+JuRrNirhHseva6NjOlxHrXDq11hcXv8BpXuLWYyf5Qrh+c4+ekgTQnHedgZosefQ7hPonyCtdmTDGCQfeNHvH9iE+t/Po8KvcPxki3MlOShFX5NsK5VPCBfUiE8uEQTHn0IV2BMSACz4oxQ7ml0r5/tNqi6B6aLNXVLbCpZ4glk2zrCswH6Z/2kDI0yknEZq3+ahLuCxG+Zx79Zx+kdpGYiTFznDJnBGmxrYwjUu+HpRuLbg5RZvle3itdwyqNEiwRcgTEBi8ZQXR6ptFq1imAojDEPtZ2K5lkrhmHg1n5k3uHlptTV3DmVQEt0JluzfyKjI5Vk5SWprZva3HrmzjrJU60kqi+pssQxdSof2eRBbxjDDF9llUjCUN18Hn5joeIlXWcmaupQFmxMEZxst2KMnqYm9OA/KlyWbMX+TQzO/qewkMyI+oRvzff+/H1dLNCUu0hT9ydpiuWNoUqz5qgSyw/qoEX9PZ0DDrFc84UQO2Xpiv2sESJEiPD/41dojpv85bEl2AAAAABJRU5ErkJggg==) 15 14, auto;}
90%,90.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90.333333333333%,90.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90.666666666667%,90.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
91%,91.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRYhe2VWUzcVRSHv/uffdgGyjAwU6aMUJZqobQWrdhiUm1FXNLWWI2N2jYu0UZjfPGtNcZYo5ImNk2KiQ+2StKicYkaIKElSiARa0uqyNayhEXWcRgYZpj/vT4YSQWXWHgwZr6nm/PwO+f+zj3nQowYMf6r2JJtaqW0jI+V/qWW8c+CGa445SOMw62pL4ekWFby6GElBkIYL4yo6OWeJVra4kCyw6ac0RDv7YRTuwX7feK6nbAfu1fRO4P+USdKSKxJKUu0/uCAy5uonKFZVhugdVByh13Dm2TkFsutaqf+Od9rlcy7U2nf24yyRRGb3Fg7A7ibzXi/vpv5QCciq5GqHbVUXdQ4erKJsbpexCOFiPJc9Oo23MFMNaQPLDixcLAkxyufeY53ShSFmXDsG0lDn4aTB0kIbmPKNsjkQUl3uZ+iS31UODNYkwgi3k61CtF5WSf/9HbSrur4E16ixOenPmijfn8Z8vkSaB2Fhz/F3ZtAtiqgQX4sAAwAmtel4qIRVql57vTAjemCHZ9IUuy52ALrcZnKaCo7y8ghKy/U9rB7KJ7s2afpvVJASs8GynqN5BWHqMvtxnopkwxZxPZ1jXRNQse0JNw3h/7QB6h4CzP+aTAESFPZRyYYekWIuwqV+ad+3NEQhUTITBQc75DXOrQS07CgYzc6yMFLtrwZDzkYtd4xHFInZT7KG/cYyH8/urg9y5qCxUXMRv3sFa9h1NKYkCMIk8epHOEgXhXhxQ2KrGS4vWZ5o/d3xGsp6gZtNaukF4fI+O12mR6b8s2F2ZSmmAxBy4RGx7Qu9hmr1LfOL7jSks/b5zrIbSjju+e28XiXkYsuH5ELFpgW2HKDzGwcJ/3D47y+JZO8g3mEHE/icU5RubmIQGUFUe2IMHvTVdqQEa/0YBYOzuu1QgMYGAyJJzxQuUvjxAMae9YoSg33qVRRTGokH+1MF+d+mGJq4iqyJcKwpRVpiZCY9wuuzWNopeNYPptj9DY7Wd1uorYOntoYYFwzE2kdRr7VivbsVhU3K3hUHuJl+S7n9VoB1yyiA21SjI9BQyfU9WtIQCqdULgPrBZ+DIwwbWogqfFnasx+1rafZXJ0ku7gHGvrJQnFZ6i25SBO+FmfM05NR5Qmo4vwm+WIgjTUV53o/jD9tHE/hUv3wO/scQvVFgQRyqdYPoPJkMDpyIHr6nfSVg/BfVsQusL6ajMZo0l06e3//L5OlhrUTdZ16rBpWLG8MVTa0Qpl8nnUNtOuf6fjtjuXm3yhiLhE54r9rDFixIjx/+NXj7l7u1MbIUkAAAAASUVORK5CYII=) 15 14, auto;}
91.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
91.666666666667%,91.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92%,92.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.333333333333%,92.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.666666666667%,92.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.333333333333%,93.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.666666666667%,93.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94%,94.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94.333333333333%,94.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe2Va2jVZRzHP8///z9n52zTtrPNc9p2dsxdzxab4mXVCaNAoZGSXRBaKkWRRKIvVlmZtVhJEeFGRgPxQhk4WQrShSzFcpc2mYUdlsPC3WxnW85d9Fx2zv/Xm1zCuogzCDqfV8/zvPh+f/xuD8SJE+e/ymrtEblRWgM7jL/U0v7ssVxfJAkkcsC4OOMg6it1qfnIZEWBfm1aT2hrpVn/STbrtVKhPSD3W5687iByktOk1KXJwfW6BHfp8vgibZqWcfWl1PCKw0wnqNyUs4bD2h668joxGt8XGk6QYg2xsK2NDYsmCI4I/cN2SjxhevUktoaLGSorxdGVwIK3zpMXzOds8BQhRyNL5wtjQQhF4WanRX4JTKornlOHJYZXKswKQuZlurVRzmk9dGYNMr70FrQ7C3AN/sy6s03Mt4M9WEPvGQdYNSxGCJfzM6z53/HiSCp+TwlJQwm8vn0Dp6KH+CJxB1lp58nNEC6FFG1D0B+2MTlyWcHvPVBo8YgvVk6V1LBSf4fZZNMSPcHYsiLU3vWktp/kzbHj5JlWgq2HOG7PpmPzBN3V/fRsHMd/10Z62l+j3j2Ge3KECW2cuuSnSSeHuSEv2Q7Y3S7s3qTwJCl0XaEvLBMAlZuQIZqZQFnsVjaZzzKgz+ah2OKrM3QjpmFKp8ytc+ZSIuGSYpQ7DVVgzZTEaBpLKMZmmtRxYFp5biACYEm1YToy0TLTMSyxVIqYy6vmNiykkKMtpsp87t8wB1Dz5mjSF7EgFgvYbBj+mF95NKf0cY4IQov6GltRgYR+7FLWnp3y4NY3qND76W3ayunns3k4dBqr9xnS+mdh+mcRS4bxIpNMeytHWpNwRV5gs+82PF/aWf5uLseMOlyFrTR8b6pX7tVlZ4dBtLgQtczHZHWtMgA+NY8qu1IS0SboVOeRoIa2pVJUdQPR4VFMB1iCc5jVJ0TKIgSbRvHcc5EhM5+oaVA4GeDznADlF1Lp8iYQDhvo+38gjbvJdOn4vIrbC3Sp/0YYjYDqCRCrrv1jCgAa5Sv1cuxt1sk6rDET5c0h9thyui6lsLgkxk3ubpwHHRxOysJr28eJlmR+LW1movwIx7L6SP0wg0D6e+zLnIfz6DCPXthCi3zAMN+y6g7FKp8iYkIYjVhf7/Q9cIU1+gr52NlBaFslomukb9/D4MmB6yr4UyUrceV8QuCi4A8oOsetDA8F/7m/EpMdonwLRNtVJcxsDEX269L8kiHZc6av4b/FWHvfTM2ngli95Bo/ojhx4sT5X/IbDrF0W+BZaoUAAAAASUVORK5CYII=) 15 14, auto;}
94.666666666667%,94.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95%,95.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95.333333333333%,95.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
95.666666666667%,95.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96%,96.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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97.666666666667%,97.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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99%,99.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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}
div.testarea{
animation:rwdcur71163 10s linear infinite forwards;
}
