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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 3 10, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe2WzU8TQRiHfzuUblvqFkPbCAgaQzgY0yiQQAOhHLAxRAmmBxM9cKNJD4g3Tb1W5GTxsIl/AhoDwYQQ8VCQj/RQmiBeCImRmhoBP9pYwm67Uw+lZWlLU9tNT7ynyWR2nmffd3b2Bc7iLM7iKMRwoE0MB9oqzSVpOAAQhrRUWoLI4UyUsVVagsjhQlMrKi1B5PApb9BVaQlV9sSUN+i6N3aDZ0NbNsIRiOEA1A3t6/I1brev11hb5WariV2I0/f7fySPx9O3VIoAyZ4YdpoKZmJi/OOkXkcWOy16+81uDpcbWXuNliw+f7b0QhGBQhJut6+X0uTo6AMzrNf1aDCqoFUDD+8bQSnG3G5fb1kCrfiaGrAGDDtNCHpnTkg016smbB3noNMwgJSAzx/BRXMVdGoJfe1a1BmqnpSZAfPxkDXA6uxA0LuakZASTJeplgBSAnFRhP/zIZpMAGgCJg7QqHGrTIGsYA2wOpszEkY9s7P3SwRoAtWMhJE7WnAaCZBE7P0WcSgk58sUiBaQmHdd7bq07gsc4OAgDtAEGusoIMURi4nwBeP4GaXjZQqE869iDbA6ryEyOz1ksdRtTL6OYW1TwHYojrXNOF5OSyAMvKV8ioVLkCNhx/lNn2XwbsvMtx/YWVin+LSD1dghbI+f9j36XziQcxElipJYe/Vm6PbYCM+GtpDkkos0Sf96PKXgszJw4Up94dVCBABgdQ7g++w7Ra7tnKs4B8gaMuMvC8FSGMUL1OjEE/DdFT/M3Z0AgN0VP+oHHbx8vawE29n/i2Ij/yE8gnP9Dn53xQ8AMHd3IvrhrSsNVgJ+qkAaXuhBJeA5AqxGi0hgA1y/g0+/Jdfv4COBDQCpLAjLc4r2DCqapNuEI2BDWzb0DPDAcW2ZKGMrZ/NiggFSTWm6MwKO0yvvloTluVT9ewZ4peqfEZBLAEB6Y7mY0NQKQJmTn1cgLQHgRAt2WnaUgOcInBb5sqMEHAD+ASs2lpYS/RA3AAAAAElFTkSuQmCC) 3 10, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7klEQVRYhe2WX0hTURzHv/e4vHOuO6M5MtAgxIeIVSrMpTghGyEhxoigHnxrsAe1t+L2uqynZg8XeoieLUIxEMkepvmHPczB8kmEaKtFZuGWG97t7qyHuXnd5ljbZU/+ng6Hc8/nc3+/c8/9AcdxHMexH/GQtz0e8rZXm0sycAAgDGmttgSRw5kIY6m2BJHDxeY2VFuCyOGTLp+j2hKq3IlJl89xZ+yKwAY3LIQjiIe8qD3bsSZfw/PuXn1DDc+eIFYxQT9s7ySdTmffYjkCJHdi2N5YNBPPxj9NaDVkwWTUWq93czAZtdb6OrLw9Mnic0UEiknwvLuX0tTIyD0DzJe1aG1mYb6kwehdPSjFGM+7eysSaMPX9IDVYdjeCJ9r+pBES5PqmaXzJDRqBkhK2IvFsftXBJUSuGpUQ6+reVRhBgwHQ1YHs70TPtdKViIpMV2NDQRISgh8j2H89TZeTe/A44+BpCjYWtyoUCAnWB3M9pashF7LBH79iQNUQouBAT9cj9HbalzrIFDVJLEnpuYqFIgUkZhzXOg6t+b2xhCLJQAqoZaRACmBaDQOty+B3xE6XqFAqPAqVgez/SLCM1NDRuNp/8SbKFbXRWwGE1hdT+DFVBKEgaucT7F4CfIkrDi17jYO3mqd/vYTgfk1is8BrET3YHn4uO/B/8KBvItIKkli9eXboZtj9wU2uIEUl1qgKbrrdJaDz8nAmfNNxVeLYQCA2T6AHzPvFbm2867iPCCry46/zPvKYZQuUK+JH4JvLXtg6DYBALaWPWgatAny9bISbOb+L0qNwodwH87124StZQ8AwNBtQuTjO0cGrAT8SIEMvNiDSsDzBFh1HcJeP7h+m5B5S67fJoS9fgDpLIhLs4r2DCqaopuEI2CDGxb0DAjAQW2ZCGOpZPNSggHSTWmmMwIO0ivvlsSl2XT9ewYEpeqfFZBLAEBmY7mY2NwGQJmTX1AgIwHgUAt2VHaUgOcJHBWFsqMEHAD+ATz7m5YIm8EuAAAAAElFTkSuQmCC) 3 10, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhe2WX0hTURzHv/dMd91cm6GODKYQsoeKlX9gLsVJ2AgJMUYERdhTgz3YeqsW9LTMp2YPF3rp3SIUBZHsYZo6fJgD82kI0RaL7A9tONm9u7vrYU7v/jjmdtmTv6fD4dzz+dzf79xzf8BJnMRJ7AcX9nVyYV9ntbkkAwcAQpH2aksQMZyKUuZqSxAxnNXpUW0JIoZPuf32akvU5E5Muf32244Ohg4FzERNwIV9kJ/t2hCvcTo9/U0NMiddSyxsQvj4+1/S5XINLJcjQHInRm3NRTMxMf55UqUkS0aDynKtVw2jQWWpV5Clly+WX0kiUEzC6fT0C0JqbOyuFqbLKrTraJguKfHwThMEAQ6n09NfkYAe39IDWoNRWzP87pksidaWmglz9yko6yggyYOLc0jxCSjlSQx0KdCokT05rkDOGdAeDmkNTLZueN1r9g7HFYYOBcxJnuppbiBAkkcwHMfbuV0AwIU2GVT1MtTJcf24AgVLkC3RCr97zc7q9GhSUcFffzlA4NGqpfD0nhLP7ytw62otGlQC4mxqoUKBaBGJBfv5nrYNj28Pe3sJQOAhJzwoIYFYjIPHn8CfqDBeoUC48CpaA5PtIiKz0yMGQ+Pm5LsYvFsstkMJeLcSeD2dBKHgLudTLF6CPAkLTm95DMM322e+/0RwcUPAlyDWYnGYHz8beHRcOJB3CPmSJLxv3o/ccDxg6FAAKXVqSUgJuy5XOficDJw511J8NRsBAJhsQ/gxOyfJtZ13FecBac3B+OuivxxG6QL1Si4LvrO6Dm2vEQCws7qOlmErI14vKsF27v+i1Ch8CPfh6kErs7O6DgDQ9hoR/fTBngFLAT9SIAMv9qAU8DwBuk6BiG8T6kErk3lL9aCVifg2AaSzwK7MS9oz1AgpYZuoCehQwIy+IQY4rC0VpcyVbF5KUEC6Kc10RsBhesXdErsyn65/3xAjVf0PBMQSAJDZWCzG6vQApDn5BQUyEgCyWrCjsiMFPE/gqCiUHSngAPAfbK6U+eB7XRoAAAAASUVORK5CYII=) 3 10, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 3 10, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2W30tTYRjHv+f1x9G5zgzdyECDEKGIWSrMobhd2AgJMXYR1IV3DXZhdles22VeNbs4UP+BRSgGItnFNH/gxRyIVyJEzhbOLHdoy/NzXczN4zbH2g678rl6eXnP+/mc53nPex7gPM7jPI5DCAc6hHCgo9xckoIDAKFIa7kliBpOcZSt3BJEDeeb21BuCaKGT/qC7nJLVGZOTPqC7vujt1g6tGUjDIEQDqD6cue6eo3H4+9rrK/w0FXEwYvKp5+HstfrtS8WI0AyJ4ZdxryZGB/7MqHXkQWLWe+43cPAYtY76mrJwssXi680Ecgn4fH4+xQlMTLy0ATrTT1am2lY23V4/KARioJRj8ffV5JAG74lB7QBwy4jgr7pUxItTZXjtq4L0NVQgCThezgOyCJ01TLsnbVoMFQ8KzEDppMhbYDV1YWgbyUtIUtUt7GeALIEURTwduoQHMcDigQjA9RU406JAhlBG2B1taQlGvXUzv4vAVAkVFEyLNeqEAoLgCxg/7eAIz4xV6IAl0dizn29+8q6PxBHPC4CigR7O8HunohYTIA/KOKAU8ZKFAjnXkUbYHXdQHRmashsbtiYeBfD6iaP8L6Iv4KC11MyCAVfMZ9i/hJkSThwcdNvHrzXOr27h535dQURDiuxI9iePrc/+V84kHURSQVJrL55P3R39BFLh7aQYBILSkL54/UWg8/IwKWrTflX81EAgNU1gB8zHzW5trOu4iwgbUiPv84Hi2EULlCnE07BI8trMPVYAACR5TU0DTpZ9XpVCbYz/xeFRu5DeAxn+p1sZHkNAGDqsYD7/MGdAmsBP1MgBc/3oBbwLAG6phbRwAaYfiebekum38lGAxsAklngl2Y17RkqlYSyTRgCOrRlQ+8AC5zUluIoWymbFxIUkGxKU50RcJJedbfEL80m6987wGpV/7SAWgIAUhurxfjmNgDanPycAikJAKdasLOyowU8S+CsyJUdLeAA8A9pxJ2WtAOyPwAAAABJRU5ErkJggg==) 3 10, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 3 10, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe2Wy08TURSHf3N5DJQ6xUAbMQETQ1gQUxVISgNhWGBjiCGYLkx0wc4mXSDuNOO2IiuLi0mMfwEaA8GEEHFRkEdYlCbIipAYKdYIvlotMs+6KFOGtjS1nXTFWd3c3LnfN+fcuXOA0ziN0zgMMRJsEyPBtlJziQYHAEKR5lJLED2cilFsqSWIHi40tqDUEkQPn/CHvKWWKE+fmPCHvLdGrvJ0eJMlDIEYCaLyfPuafg3HBXrqa8s4uoK4BEl9++2X4vP5ehcKESDpE0Mea85MjI2+HzebyLzDbnZd62LgsJtdNdVk/snjhaeGCOSS4LhAj6omhofv2OC8YkZzIw3nZRPu3a6HqmKE4wI9RQm04FNyQFsw5LEi5J86JtHUUD7GdpyBqYoCFBk7kTigSDBVKuhtr0adpexhkRmwHQ1pC5yeDoT8yykJRaY6rbUEUGTEfgt4MRmFJIiAKsPKAFWVuF6kQFrQFjg9TSmJejO1vfcjCQx/PkBnawUqKBlQROz9FHEgJGaLFIjlkJj1tnZeWAsE97G/L2HnqwzWTgBFQjwuIhCS8D2mjhYpEMm+irbA6bmE6PTkoN1etz7+Mo6/oorInoSVDQnPJhUQCv5CPsXcJciQcOHsRsA+cLN5SpKo7bk1FR+2sRw/APvgUe/9/4UDGReRnJfEyvNXgzdG7vJ0eBMJJjGvJtQ/Pl8h+LQMnLvYkHu1EAUAOD39+DL9xpBrO+MqzgDSltT441yoEEb+AjUm8Rh8d2kVti4HAGB3aRUNA25ev15Xgq30/0W+kf0QHsKZPje/u7QKALB1ORB799qrgY2AnyigwXM9aAQ8Q4CuqkY0uA6mz81rb8n0uflocB1AMgvC4oyhPUO5mlC3CENAhzdZdPfzwFFtqRjFFrN5PkEByaZU64yAo/TquyVhcSZZ/+5+3qj6pwT0EgCgbawXExpbABhz8rMKaBIAjrVgJ2XHCHiGwEmRLTtGwAHgH3w5nZYlyNDaAAAAAElFTkSuQmCC) 3 10, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 3 10, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe2WPUwTYRjH/3fUHpRyxQCNmICJIQzGVPlISoVQBmyUGIKpiYkObDbpgHXT1MWhIJPF4RIWdyQGggkScSgINAylBpkIibElNVaJtLHI9b4cSuH6mdJeOvFMb9489/5/93+e9+4BzuIszuIo4iFfezzkay+3LpkUBwCSIFvKDUHKxYkoYS43BCkXZ5taUW4IUi4+5fbbyw2hSt+Ycvvt9x1tDBXcNpM0iXjIB/XFjg15jtPp6a2vrXBS50gLy4kff+8LLperb7kYADJ9Y9jWkNeJ8bHPE1oNuWQ0aC03u2kYDVpLdRW59HJ0+ZUiAPkgnE5PryhKIyMP9TBd16KliYLpmgaPH9RDFOFwOj29JQG04ntiQekwbGuA3z2bAtHcqBo3d9ZAU0lA4nnED+OAwEGjFtDXUYU6XcWzEh3QnywpHUy2Tvjda8cQAk907Uc4TH/Yw4vJMEbf7CGw+w8QeTTQQKUat04LkNGEKUHpYLI1w+tes7c5bjD12i+B2hqi+bapGvcEARwnQK2SACGOX394HLLSwmkB0hyI5oTwuxfsV7oubXh8Bzg44EBIPNQkDwgcYrE4PH4Oe1FxrESAUPYsSgeT7SoiczNDBkPd5sTbGLxbLHaCHLxbHF7PCCAJuIu5illvQW4IC85veQyDd1tmd38isLgh4msAa7FDmJ8+73tyWnEgowf4giC8k9NDdxyPGCq4DYmWlkRJ/OtyFSOf5sCFy435s9kIAMBkG8CPufeKfLbz3wI2AlC64/W3RX8xGoUDVGviKeLh1XXou40AgPDqOhoHrYw8X1aCnfT/RaGRvQmPxOl+KxNeXQcA6LuNiH56Z08KKyGeEyApnu9BJcQzAKjKKkR8m6D7rUzyLel+KxPxbQJIuMCuzCs6M6hESdwhaRJUcNuMngEGOKktESXMpRxeSBBAYihNTkbAib3yaYldmU/Uv2eAUar+xwByCABIHiwHY5taASjT+VkBkhAAUkawXO4oIZ4BkCuyuaOEOAD8B5xInuUPdpl7AAAAAElFTkSuQmCC) 3 10, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhe2WP0wTURzHv/coHC3NVQNtRAMk2nQwWhVMSgOhDNgYYgimg4kObDbpgLhpqmNFXCwOlzg6ojEQTAgRh4L8CTGlCTIREmOrJSIEWylwd+2dQ2k52tLU9tKJ3/Ty8u59Pvf7vXv3A07iJE7iIPiwv5kP+5vLzSUpOAAQihjLLUHkcCpK2cotQeRwrsGEcksQOXzEG3CVW0KVOTHiDbjuDFxj6dCqjTAEfNiPqrMtS/I1brevo+5UhZuuJHZOED9u/kl4PJ7OmWIESOZEn1OfNxNDg5+HtRoybTFr7TfaGFjMWnuNmkw/fzbzUhGBfBJut69DFKX+/nsGWK9qYWygYb2iwYO7dRBFDLjdvo6SBEz4nhzQOvQ59Qh4x45INNarhkxN1Qiu7yO8vofYDgckBGiqEuhsUaNWV/G4xAwYDoe0DlbndQS882mJRJxqvWykUUmJ8H35ixdvthD8uQeIcegZoLoKN0sUyAhaB6uzMS1Rp6WCm9s8LpyrwF27Gk/7tGjUS0CCx+9tHvucNFmiQDSPxKTrYmvTks+/i91dARDjUFECkBAQi/HwBQRsRcXBEgXCuVfROlidlxAZH+01m2uXh9/GsLDCYS0kYGFFwKvRBAgFbzGfYv4SZEnYcXrFZ+65bRz78QvBqSURX4OYj+3D9uhJ58P/hQNZF1G8IImF1+96bw3cZ+nQKiRGmhYlccfjKQafkYEz5+vzr+YiAACrsxvr4x8UubazruIsIK1Lj79NBYphFC5Qo+GPwDfmFmFoswAANuYWUd/jYOXrZSVYy/xfFBq5D+EBnOlysBtziwAAQ5sF0U/vXSmwEvBjBVLwfA8qAc8SoKvViPiXwXQ52NRbMl0ONuJfBpDMAjc7oWjPoBIlcY0wBHRo1Yb2bhY4rC0VpWylbF5IUECyKU11RsBheuXdEjc7kax/ezerVP3TAnIJAEhtLBfjGkwAlDn5OQVSEgCOtGDHZUcJeJbAcZErO0rAAeAfSvablmXTE+gAAAAASUVORK5CYII=) 3 10, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 10, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 3 10, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7UlEQVRYhe2WS0gbURSG/7k+xjw6sWhCLWihSCilTfEBMVWMCxuKiFiyKLQLdw1k0dqdJd2m1lVjFwOFrrqzpWgtiNQuovWBixiwrkQoTSSl2ldCE5yZzKSLOHFMYkiTISvP6nK5c79vzrlz5wCncRqncRh8JNDORwLtleYSGQ4AhCKtlZYgSjgVo+yVliBKONdsRqUliBI+5Qu6Ky1RnT0x5Qu6b4+2sXR4204YAj4SQO35jg3lGo/H39tYX+Wha4iDE6QPP/6IXq+3b6kUAZI9MeIyFszExPinSb2WLFoteseNbgZWi96h05DFp0+WnqkiUEjC4/H3SlLqfvslDa6aNWhtpmG7psWDO42QJIx6PP7esgTM+Joe0AaMuIwI+maOSbQ0VU/YO8/gepsOr2b2EdqNA6IAba2Ivg4NGgxVj8rMgOloSBtgc3Ui6FvNSIhJqstYT6CnUxjs0eLluygScR6QkjAyQF0tbpYpkBW0ATZXS0aiUU+F9n+lgS0mCmN3dYCYBEQe+795HHCp+TIFYgUk5t2Xuy5s+AMJJBICICWhrUlCWyMgHufhDwr4GZPGyxSI5F9FG2BzXUF0dnrYYmnYnHwdx9oWh52wgLUtAc+nRRAKvlI+xcIlyJFw4OyW3zJ0q3Vm9ztCCxsSPoewGj+Afexx38P/hQM5F1GyKIm1F2+GB0fvsXR4GykmtSilpL9ebyn4rAycu9hUeDUXBQDYXAP4NvtelWs75yrOAdKGzPjLQrAURvECOi1/DL63sg5TtxUAsLeyjqYhJ6tcryjBTvb/otjIfwgP4Uy/k91bWQcAmLqtiH1865bBasBPFJDhhR5UA54jQNdpEA1sgul3svJbMv1ONhrYBJDOArc8p2rPUC2lpB3CENDhbTt6BljgqLZUjLKXs3kxQQHpplTujICj9Cq7JW55Ll3/ngFWrfpnBJQSACBvrBTjms0A1Dn5eQVkCQDHWrCTsqMGPEfgpMiXHTXgAPAPzrCXljOecTkAAAAASUVORK5CYII=) 3 10, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 10, auto;}
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}
div.testarea{
animation:rwdcur107923 2.4s linear infinite forwards;
}