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1.3333333333333%,2.5666666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
2.6666666666667%,3.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4%,5.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
5.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.6666666666667%,7.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8%,9.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.3333333333333%,10.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe2Vv27TUBSHv2PHzj9LNFUNUhlZQYCoOrLwOCxMDDCU9+AVeAAWRipWxIxAYiKOrKSkaXMT3x9DqEpRiB0SsdSfdBZb5/w+2efqQk1NzXXHtjRHkjD767j1X6wTfvrhHsEOhIkR7grfhBGLuhN+WpnT2DQ8f3OXWV/Y2Gj0hCYQ7EAvgU6zfMCmAhT3hT82AifkoBhDYwyNHjR3yz/wxgKMJvAwwndi/HsIHHgHckYxLW8PNoy39OALfujQ8AwO5xR5SJGJWb6obQrot7oicfPxVxg5NJyiR2fo0ChGRpEJabVE1V+g7CjFYoMI9p73xdXNtvTJNw3e7SMJL48dNNGxrTqai8ZK4c9SiECREcQsJF72l/Vr8HYf325g3Yj04HNpRqmAJH1/eosgBkMoMiwSFht7r5ZLrDO/dAfMjPEJnP+Awhk2E0zAn0J2lP4ZeBF6UaVUWsI8Dxjlv0TGAZpdimQvlkpUptISDgaQdIypM9pd0WkZ7QTCf89dTyA7CTmfi8R5Em/4mfAyWi0j7vr/IDB+wNR9xCUwn3v8DaMQgLj9OoMNLrVKx3Dpw8vrd1tXek1NzTXlJ+MjvJmraAjFAAAAAElFTkSuQmCC) 16 16, auto;}
10.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12%,13.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhe2VsXLTQBRFz1tp5cQxE8JYYVCGIimo4ENooOBH8jV01DT5GyYluCAZjFdx5BjbSLL1KEyAeIyljNxFd+bNaIu99+y+XS00atTooUu25KN3BqqI3LH+b842AHQyfsXUh8wTxp4yA0a/6633aWOOXzd8eP6SvK8EbWHnsbKjMDawa6BdwaAuABeHStQTTKZoDnYPunsw8cF6sq4d2wV4xJTkxDIj4NkXMPtgUujsC8YH2d3cZVMzX47DHp0io6Mz3MmcReyxcEp+pbRSLTe4R9i/bqvz1H1/Tmp8pmpJTUB0IZh2wcGL8405VVug7ixEAgEL3dcDXTGV8OlXjQcRikJRcHnUIuqVr6/KDqj7EIIFtYIJWEK8Gaybr/FlxNz6zMRyHH4uzagE0H9/iGmBoKgVxCoSCN136yHu41/pEP5I4OcIFqkgucIUigm4s3A18Db0tkpVCWA4MIwGsgS5MWj+F8R9XAtRWaUAqkr8Da5jIXGGm2uYJMIiFchZVg2VAogI7sojHhqGMYyS5U5MRkI2NrUBKl1D1xfSVMgymGcFxRNhoQDK0amDGo9apVvw52P9f31bT3qjRo0eqH4BbcKzbRHrIeIAAAAASUVORK5CYII=) 16 16, auto;}
14.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16%,17.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,21.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.666666666667%,23.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
24%,25.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28%,29.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36%,37.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,41.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
42.666666666667%,43.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44%,45.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48%,49.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhe2VTWsTURSGnzPJTL7GkkonhboTERSl4C/wZ7hx4w9x7c6tm/4e1yq4EVEQoc2kNc1XMzOZ+7ooEStpZiTpqvPAXV3ueR+459wLFRUVtx3bRhFJMltb6trNbQjo6fQneF1s4aNJDWbACDiHT89ra3Pqm4Y/OXuPsmPMxqi+C3d3oFmHtget4gKbCqDRAyz8iLwUlEI+gcYdaHUxv3bzArOOw3eHBFOg8wG8FFyK+Rl0uoXnvQ3z7Vu0T8qIi3bOIjmklg9QHqPsFGWnWxXQX+uKxPfefVLOSYI5F/kzbPIYy4co7xcWLXsFiuIjzALAp7/3QlztbPsRPdTB4AvyhGs0aIwfXfaGxLoRLRxDSeoN3gI+Jh+8pcTLVed1MPhM3TXxrcPXaL8wo8w7oN7xG/ACZGDykfmYBfT3Xq2U+J/65XpgMoT5CMtTZBkwAzclio/+DVyGLlchpQS8sxg7j2EyxJuPMWV/RKL43SqJ0pRrwsEJFoZYkqBWiLXb0NpBxe/MdgRq8S80z3BhgoUOuQxzwpotXBDevIDFJ1iSQJrhFhnmdiEXAuJ7r2GDT63UFFy7cTnjW/nSKyoqbi+/Ae+WsuQ5qFBMAAAAAElFTkSuQmCC) 16 16, auto;}
49.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50.666666666667%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhe2VPW/TUBSGn3P90SY1IVFtBhAbG2GCLiz8ESZ+HhszS38DHwOgCpYIWkcRaRPHH/E9TEFQTOzgMNWP5MXSed9HV9c+0NHRcdORPeUogKoiUhn51559COijyRKuDJI56MKBBJgDl/D2hbO1x21bPp59RU2GeA6auNBTuDLQN9CvDzAtBdA3LqxnqJuggwINMjQs0FEJYf182xMgCcA7G+KnwMMpHA7BsYirYMra+bYnIJ+fROSBZRUo6w9DnDJG3Uu0V6D9AlXdHrBD2a9J1+f0/scYdwVeovi5QcYJ1hzxfnS8taepgEbxKSI+4HERnlRK3P00xV9a3BUcZIKM57wLH7QW0Ch+BXiIemA2Ek+rJb5McZcWLxXOHke1HY0E7nx7CeYAFRD1UPEQ8bkIn1VK7JJfewlVFRYzSL8jZYZKASRgl0Tx6fXCTenmqaVWQEQws3Nkfg6LGSadI1r8FIni11USjWn2H5hOkGCAZCnaGyD9DHq3Uedfa3cUcOIYTXNskCLBGrU5Yi1yeIT1b/1/AYknSLaCfIRd54g9hlJRIL73HFostUZfwR8vfl+7+1rpHR0dN5QfBQSxAo7kW78AAAAASUVORK5CYII=) 16 16, auto;}
52%,53.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2VP2/TQBiHn/fOTtMEpA51BmBhh08AEgMLYz8Sn42FIJAYmECioIJIWrtpE2LHf+p7GUoqgkLtYm/1I72SPdzv90inu4OOjo7bjrSUoxs/qohsRP+zpw0BfTyOYWmQzKILCytgfjkfXtpre7ym5Y8+zdCyQHqCJh70FX4a2DUwqA5oKoC+LZGnDrUGPIW0hB0PYg/x7bbtaFcgGYL/DnqZgycOrAHrEE/BlojsXrveNOyXLwcB+dCxGigXY7B7JbpXooMCHRSVATcR0D9mQ+LrixH5XcjuKKvXirxRZHgp0paABuEho+g7o+h4LbMh8e15QNYX8j6kvsONHTKsFqhzDDUI3wM+oj6YHuBzsv9g23q99yrCSxx+Knw+CCo7agmMpmMwO6iAqI+Kj0iPk/2HWyVukl9vC5YRpGdImaFSAAm4mCA8/LtwXbqeSmoJmNkPZD6BZYRJzxEtrkSC8OM2idpUCqgqREfI2QRzPoFFhMSnSJkBxe/5fyoFRAQbTjHRMcymyDyC5QyJTzH5orFArZtQwiMkSyDPcBcZ4nIoHQqE959Bg0et1im4+th+r7f1pHd0dNxSfgHe0rzmOU5k7QAAAABJRU5ErkJggg==) 16 16, auto;}
54.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56%,57.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvElEQVRYhe2VzW7TQBRGzx3bTZy4UhA4SDwAG35eAB6GRZfwVix5hi75ESzYsOgCNVIqVGIrIk3qxON4bhdVpBZFsUvMqj7S3Yx05zvSzNyBlpaW+440tI9uXVRFRHbm+E2Ev/hwCXOD5B564UEGXMDLI3dT4r8I6PPjKVoWSEfQSx+6CnMDPQMhO8ObEEC/lchrh3oGPIVOCV0fFj4SeJX9ewtkIQRf4cA6eOVgYcBziK/glZX9Zs98OX0XY/uOZaisP4E3KNFBifYKtF80KqA36pbE6GiIjSDvK8uPinxRJLoWaUpA45OE4Y+U4fd0I3NLYvwmJu8ItgMr3+E+OySqFqgzBzT+nUABYhXWBgqYPHu0rV+fvE/xl44gF36+jSszagkMz38BPiqCWEXXghTC5Ol2ibvsX+8IFhOwM0QL9ECgB4SO+CT5O3ATuqlKagmY6RiZncFigrEzRMprkT7Ep1slalNvDqQjJHqA5BkaDpDeEsKHaBD8a+7dBLxkjK4yXJQhkUWdRZxDuoe44HAvgcojUFUkGWHSMWZ6Dn/OkFmCzFNYzUkeV9/0XdR6BRU/WlNfektLyz3lCuvjtlOrfuIeAAAAAElFTkSuQmCC) 16 16, auto;}
57.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrElEQVRYhe2VP27UQBSHvzcz9v4LSInwFnAFOEG4AA2HSkGD4AjcgIYiDQVVFBB0lAgRKQ2Kl4gYb9Zr78yjWC0iaIkNNhX+pFe+9/tmRjMDPT09/zvS0Rz92xzXRfi9x3P4ZpDCopmFS+ACyOD9K3ttc1sBvfvsHPUVMhB07mCkkBkYGxjXD2i9A/rOI/cDag04hYGHgYPcIdH1q+9E4HII0VuIywD7AXIDNiCRgvO1/aZlvnx6mlCOAouhsjoGu+vRXY9OKnRSdSqgP9UViZNHU8oJLMfK4kiRN4rcWIt0JaDJYcr0xYzp89lG5orE6UHCMhbKGAoXCMcB2akXaPIOaHKUQgVSKawMVHD28Na2fr19MMMtAlEpfHyS1GY0Epi+/gzeoAhSKVoJshLOHmyX+JP5zY5Ac7AFYj0ayfp+jwLJYfpr4CZ0U7U0EjD+HOECNMe4Aon0h0jycqtEY5rtQHaKlF8w+hVWGcIcsR4i1tWCRg+RTU/QYk7Y2UPiPdQGhIBEQwLxvxeQ9AOyzKFcEG4uERPAehRI9+9Ai1+10S3oYEZPT0/Pb/kOlIWkzTLQmG4AAAAASUVORK5CYII=) 16 16, auto;}
60%,61.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
61.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64%,65.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhe2VzYoTQRRGz63uHpLQUWLsCPoK+hw+gA/h2tXAbFy5UPBNfATBhfgLunEtCi6USRzIOJOku7rqczEggtEpJsnKPvt7v0PdqlvQ0dHxv2Nb6qOL5uTbCL915xSOHbbM0DxjAFwCLgNPPmT/LN5UQDfvHqHgsZ6hHzn0xeLYsVg4lgkN3EbpEnoXoGxRGdDIo1GNJh6NA/NixwJmxqKA5g3wPsKohWELwwYbexg3uxUA7NOriqYXWe6J9iVk44BGAZUelX6rApIk/rzx9vnZhKYPdU8snwt7K2wY0JWwNQFVB1Ou7X9ncm/GOokvTyvq3GhyWLlIfB2x4fkCKXtA1cMpeDAvaB14OHx0dV29rt+ekdeRwhsfX1TnZiQJTB5/g9YhDPNC3rDWOHywXkISZpbUP20E7gSKFZYHVBgMgH6kOpjCmnHYWXrSlk0ScNkRVszBneD2VlihXyLV/bUSyaRtQpthVmJ5jUIfywagPuJszf525LsRyMIUsSK6ElOJLGJZxLIekb0LhycLWPsVy2sIDTFvsRjBAhJM92/ABr9q0ivYQo+Ojo6Ov/ITYK+zeRPcg/wAAAAASUVORK5CYII=) 16 16, auto;}
65.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68%,69.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
69.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72%,73.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
74.666666666667%,75.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76%,77.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuElEQVRYhe2VvW7UQBRGzx3/KNkY7AJvQcETAIkEiIomFQ1vAiWiyjvwODSU0PEICKQ0KLZssthrr72eS4EWJWhZG62p4iNNM9Kd70h35g5MTEzcdGSkc3TrpioisjPHHSP87YOSEEMgDpE6zIDbwPlDe1Xivwjo6/sZF9pSihCpS4kSYVhiqIB7O8LHEOBEOz6KpVVDgzKjo8QlwqUVp7d+b4FsCcceBL7lA5YQQ4ulFaWh6603e+bLqy8xeWPJKuXJGnKnI9GOXFtybUcV0CvrmsSbr3PyBrKVclIpT0VZyC+RsQT0NE54Pk95MU83Mtckzs5jipVQNLCoLY+tZSH9AkPmgD6KEzzAF8XD4AHvLu5sq9ezuylHriXwhJef496MQQLH8294GFQFXxRXBV+E93+R+JfzB7WgpKCkZi0djQpLYInlNE7+DNyEblYvgwQKk7GQS0oKKlOzFv0t8my7xGCGzYEwpVsFFPWKAz3EkxkzDkH7B80oAs6tBHVrrBNQlwGtWhCLJwdg/b0EelugqkiUYMIUc5RB+J3Ou6SSH7TUfEr6b/ouBr2Cnh9trC99YmLihvITqUa5uUfLjRgAAAAASUVORK5CYII=) 16 16, auto;}
77.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABr0lEQVRYhe2VvW7UUBBGz1z/KBssVivFW8ArgIAioqOgpklFg0Kdioeg5RnSp+EtgKdAINGg2Fprs17/+w5NNiIoGxvWqfCRprq68x3NlebCyMjI/44M1Ee3HqgiIltz3CHCTx+vmWIIxGGmDhNgelm3ZA8ioO8fLTjXmlSEmbpkKFMMOYasR4OdJ/BUWz6LpVZDjZLSkuIyw6UW5+4FFhk88SDwLZ+w3MdQYalFKWk775sd8+Xtt5Cksixy5bCBxGmJtSXRmkTrQQX0t7omcfJ9TlJBUirPcuW5KEtpiXS4CehRGPF6HvNmHm9krkm8+xGSlsK6govCcmgtF9It0GcP6MswwgN8UTwMHnB2fnDTff3wIGbftQSecPw17MzoJfBi/hMPg6rgi+Kq4IvwcYvE3/Tv9QQpKWsKGmmpVMiADMtRGP0ZuAndVCe9BFZmwVKWpKTkpqARvRJ5dbNEb3rtgZUb4zYBjZTUOsGXfe4xAe1eNIMIONMImxWs8gCVgEYtiMWXPbD+3QvILEL8EpyKtGjYayzQgsKX6CHs8Kt2Clx+p7f6/Wv4yMjICMAvVXay0IkACRQAAAAASUVORK5CYII=) 16 16, auto;}
78.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,81.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
82.666666666667%,83.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84%,85.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
85.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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88%,89.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur74389 2.5s linear infinite forwards;
}