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0%,1.4625%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.5625%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.6875%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.8125%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.9375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.0625%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,17.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.3125%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,23.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.4375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5625%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,29.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.6875%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.8125%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.9375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.0625%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,42.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.1875%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.3125%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,48.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.4375%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5625%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.6875%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.8125%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC40lEQVRYhe2VTYgcRRTHf1XdPdMfm5mJG90gxKM3ET3rSryI5uBJEDESUFwXhUAuQXIwl+BBBA3EJEY8GNFD9LDK+nWIxIPxpAcvXjQQsqjZbHZmerp7uruqnhcNScbAxvQEhP2fCupR/997r14VbGpTN6Hje4/KW3uOSJNn6o0GfvL0aSnXWnjpLKfmf24Mwt9I0KnFJcnSEf1Wn8C1eOq7+9RtATh54DVRbGdc5fwpKUUVkXllU943Bji+vE/kvKK/WiL1GqWqWdGG2sa8c/KFxrKHf7kDR77fL6XzKSOPLPZRd3S55Bes5zEj2k16A9dV4OA3i3LZVDitKEOBULE6XIOkR7LDw3obujI3Je+fxTNv75LLg4JR4sjalnEujAZt+q5N7fegnXDiwLONlh+uasFHe5fV6o6atVlLPxZGaci6P0PR3U66pUsaRk17A9e1wNzTw5qIYhgyDCNMO8JvdZF6hq9272o8e7iqAvcvPSHGaUwVUBaKvKMovSFpqyLrtm7Z6NArh+XQQx9OPGBXAPQfCt2PKLSm3tqDJMRkBemv50jdrSV/8JEvpF6JCIM27z1w5hqIKy34aWFZATx2elF8lWDFcubFNxop+9irCW3AndEcz307f82ZE3P19aNHG+31wp4TYs0K3SjG8y5N7G/4M/ov2r3vA5HQYPyKpOOI8s5ETPMvy996/s2PJXI5cjEn9gWCMeO7z90egCff/VLK8QBVlCRhRRgY6tAy2pJOH2Dn0udSFzWZpxBrCbwh0tOYVkYQmOkDWD2g0AovVugabGKpogpRGj+y0wV48PWXZPDbL7S2zeEFmrvCEcGcImNMxyWY1uSANToFP756TGkHOh7i9HnWOxcZJOsM44w8rrAzk/k23oLZexNMUqDtGOc7RjM11e8pQ6foxFsn4qfywTx+dr9ULscFFZ6XE1/os+2C4v2XP5vwmwoAwMM/LIhxNZgBZ+c/nZrPpv7/+gscRipIj79DrwAAAABJRU5ErkJggg==) 15 15, auto;}
59.375%,60.8375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.9375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzElEQVRYhe2UvascVRjGf+fM98zO7N7LXkhAQRC0sIytRaoQo60kYvyoLLS8RUDBSoOGYJdCFEMslMAFUUGCt/ZfSKdIFL3Gu7uzszt7ZubMOVZJFbMDMxZKnvo97/Oc3/ueA/8FHT77vT04fdP+G71ll6LF3ozj3btcefvK4CHcLkXVXgNaIo7Tof27EUj9BJG6aMfy/kvXB6XQiQCuphkr1p5G5d6Q/t0I1MkCMdJoGpSjee38F4NR2Erg848u2VzdoS5TtDSYcUM0qYfy306gnNQUqaGOW0TaYkYKkzhcfG+YZ7mVQJVYaseiwgrfZOg8oGxdNm08hP92AtWuZL1jWU+hdDQrCStPsk4Np6/e6k2hE4HCEaxaQ91oVrWgCQSlrik7rXDPAEtpyPWGcjcDx9C4LaWuWP5+RFy2vQNsvcMft3+jKFbUjkWkHmassJOKaBphyj97BxBdil788lVbPPMUUePjHmvK5CRiFXB45uVO5x+mTlP89sINUc4rqk1NHftE1ZLMqL7eQNevGMh//Ino6cfxpUAqhX80HyTA4Dq1/6E9dfmg8/PsPcN7OnvrK1v8ckQz22DDJxibMUlp+Prdcw/1GCTAC4fXbBnGtEuN+avGaU4QHgtGyhCrFs/WfHb5lQd69f5Knj/4wFZhhdvOkWKJ61jCZk4sZ8RyTujmuPWGNy7eeOBYOi/hP8moJYEnEK4lsgZ3tEIWPmMhGEU+Sm3w2gg/aLn0+id2OsvY/+b8fRq9CSzUjLwpKTMHmWn8XU362JrpyYZJsGHqaDJfMZrkRDsF+sRdrl349D6NwZbwzHdv2ZEQZFFCoiBdSOKZJcl9wtrFb3aQ0qNdGMxaMzoKmRZ7/UdwT87tX3GnCdmTHnHgkQQNSQRBBdnGIVknRMUYR0XciX+mTQ2qqYYjALD/w5s2SQL81uGd5z4etPcjPdL/V38DVy0nhKxqN4YAAAAASUVORK5CYII=) 15 15, auto;}
64.0625%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,67.0875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhe2UO4gdVRjHf2ded+bOzH3sM7sSFGIRsFRwSSNB1FRJoYIYiVgosQohhVYhhFx8YBRUMBaCYAQxCm6RKtjZqKWtoNjsrllzH3Pnec7MsZfl3tl7d2OTf3u+x//8vu8ceKAJ2ty4qXtXevowe4hJhz8++p3+6/gO0jJY3TrGmZ+fnRg/i4xJh0///oJYjH0c0WCw0Kd3/saB05h6o9vnvtQDX9JPFP9QESmfvmHzxVdnD4TGRAIAdlNhexKrk1F6Etke43UKXr34/YHQqHWLW2+9o0dGzN0kYMcSJPiM9QKRGZA6De70npuZxlQCAIOVAXEHWE4xWzGZGSG9jMov0EHKkx/cnJlGLQOvX3pPJO2CtCPRK+CuOjR8A9lQDKox6e4Oj1+9PJMJq26gbCskgtL2cF2PfCen1A6mcGkEXX69cGmmMdQ2kB1R6KxJ7giGtkTZJo3RGNlaxKzWZukN1BwBQO/kx0IFBlmaUNgZctHC8Cpst8ANUl764evDHQFAlI0Z/T0iqyqK9RC5GmKWknEZ4KS7s/SvTwDgxjMfijSKuH36XZHpgqQ/JO8PMbb/JC0ynv/m1r4pzP2brb/9mj761AbN7hHs3EanBndOnapdd24DGz99optuiIgNct3GvDcm/mWbvB/y2+dvTK2/rx3YS43QxlOKstCocQy5wFroYjiP1Mrf1w7sJXdrG8tIaDkl/m6EOwRfdvBlWSt/LgKnPz2nndEQJ/CwlMQwBOndEhF1KVW90nMReOixZdbXQhaSnGaS0SUhqCKCKqJdJpw9vzn1Vcxl4LOT14VrVngqI4xjWoXiYRNCJyI0E/xmPLXG3Dvw/olrwpMpSwNJS5Yca3fpahO7yHAKdfgGAK6e+Ui4uqKTK4b3trBkQjOGZr+6PwYALrx5XbRTk6XUZ035dAS09fSXcGAGAF65fE2EscdS4uMbioYlp+bM/RH9V0f/WEEWgmg1ZXnkTY0/UAIAT2y+KHRYoERMZdyHV7CXTnz7skj8MRXTDTzQ/65/AQQaLQaF0g4CAAAAAElFTkSuQmCC) 15 15, auto;}
67.1875%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.4625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.5875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.6875%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.7125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.8125%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2UlEQVRYhe2WzWtUZxTGf+/9ykxu7p3MTGYitjVEBMW9GwVRGpGEypTSQggWSuPHQhRFEBSFIOrKj4YWFyK4MEGz6KK0mxqwLkr/he66KUQSk8kk905m7tf7ujKQpo2xcyME8/wB5zk85znnOfChQ6RZrP/yqCr0lOnau4PRgwfWVbvlBgbOPFN16WLZGk5pHtdNKG3rIHEi7vZ9+tb6Wivk/d88U1JmybkGlmGiqxKENsFCA32uyoWxH9SGNmDKgGjRJJj20euzUJ1F+hFywUMseliLHlcfXFuzCaOVBrKxTjifEMYxkbaAnlmCzjnUdgurBG1Kks0KJiYuqfaowbHj368aScse+KLvR1WLYhwSipaiw6kTO3PYZfi4AInexHVjinqVvDbPoeGnKzhT2YL+fbdUQS+xw+7GcXzM3BKhXadNqyNpYuQVmc4YW6uh6Qlfn3uwzNuSB95gp+ymlx6Khk6nsGkPHQpxjnyYJ+9pGPMeyXSVes0nqP3NT/cry75I9Q6shScnBtRUeTcfFV8yePHpe+Pdwha2sElROfGbqnz2+/K1+vLw9bfG6v/FqjQ8evIPFRARC0nf/l+UCP7E9rs2in91FsTCIOMKhBOgmU3K9ifkTJeRg79uiAorFDgw/FyFZIl1jfy2GmopItuIsYVG3ow2gn91GFVuTCpT60BPJGVvGmPqFXaoUzJsssLg1PhXqQbJCgUqN+8pS/xFxtmDKRUqoyOTBH+2Rs4KsUw7TW7gHx5wendR2NVDV3eEm29gOT5md0KmGBJaHkrVGBu8naoXVigwNnRMAJx/MamshRBUg7aoSXsxIJrxiRsasamnyf/vH9F3h46IQM0RxTMEYpFsUVLotYg6m9Tbqzw8PZSaCv/5FY9+/q0AuPHoinKMAKcNZqQDsgrN9Kawbkf/PH5WiWaTVzMhvic5e+txKtvwzkUe3xlWejiNF9icHpnY/L/da9SkCiJACb9pAAAAAElFTkSuQmCC) 15 15, auto;}
85.9375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.9625% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.0625%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,92.0875% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.1875%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYhe2WzWtcVRiHnzP3e+5kJnXSsSAuLOrKbkQ3pVDoSulCUHQjFqp2IeJC41LtqiBFUCwttBC0Kl2YVlGMUNFCQQSL/4FoS8HGSWYmmbn3nvt9X3cFnUksbdJN51mec37n/Z2v9z0wZcq9wtJXj8uXn+2T/7bX7kbwixcPSH+9xVr4yFif2s7Aiz8cljRs4GTX6C07vPbm+bF45nYF/+DcezIKRqi4Rj7w6ZirE8dtyxG8ffpDGQ1NgqFJtJqhew6r3cfujoG3zi4KhYOZQNqDdDlHBTZW0J84fsuOYH7hV6GIMII1SFzS1Kdcy2gVDm7u8fLJdybety0xcOjd86K7fazKJdYN7CoDvYIKHDzbwVLuhtotMTDoLhMyh1PVsSsPEYPZ1GNn2WQ2cXBUuaF2S+7Ad2feUMnfbeLuDD4mu3yFF85Q1ztwwiZ22NpQe8s7MP/pFUmChJXf/2Dx48Pj73n9Php1MKKE4IZgax8tYDk2z/74zIb5ZlMD86ePiardj6gOKhgh60Dic+DgglxaeuXmpPsfPiNGHkLmkPahVraJ9ArDeJWstWvThY0Z+PbyIen2OvS1xTBIqeIIqQLSkUkx9JGgQz3fzcF9v8nSz08ogLjqY/kJTupg2B7NWo6QMzAj3v/lhU2zrQI4fvJVMWuKBzqCZWcMRjvJizl6g4IkcUl0m3g0w2gwR6HrkJpIbGCI5tylvQrguf2fS9v1aXgunlHj2IWnbinNmwCP7l7mxjWPwV91lLiURQW5xo0UaVRi6AJPa0wdkmcN4qqBqBlqVDcnunD5pduqK/8SnTp+RAwdoxKTKnRIzQeJIwM7rlNql0i7rMcOZbkD7CZYEdq8ysLSkdsuahOFX7z+vFTJLIX5EGbmY0UNTO1zNSi4LmDj06w3UV7G0a+fvqOK+r/ib148IegWftDmeqj5M+8SGikfXZnf1lI+ke+f/Ek+2XN27FczZcqUKXfCP2IkObFUvLW0AAAAAElFTkSuQmCC) 15 15, auto;}
93.75%,95.2125% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.875%,98.3375% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.4375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72732 1.0666666666667s linear infinite forwards;
}
