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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe2WXUhbZxjHf1HBmhR0u9EJYTqZpyAhoptSsReOOG0Hayfi6AodfrShyaCI7S46e+HcShjatazVWUvVDnUUdasg0prWi/o1qR9rqHoshQ5rOsEPKEtMKO7sIj3HHJOo88Ld7H/1nud93+f9/5/nfd7nIAgmSRBMUvFprwRQfNoryTZ2A4JgklyrkjQyKEqCYJJGBkXJtSrtGoEwgLTUXBpuJdBy4yoNtxJIS83djbMBiBBFuwYgKx9FsWzbVcip2LXcv0bYbh72P4H/jEBjjSvkvYrYqdMCU8WWl7XLXqtprHFJiYVaGnFJJ87oAqrrXxForHFJNY2HAbh+rYI9sbqQaz0LLg52fS3FL84zPfEu7yzOB1237RTISs6cuM3EeKfq8Nb6QB2dXdEkFmoB2PPUTdvMIMeONAVEbdsEfErWv1vrI/AsuGitjyCxUKv69iy4AJiegLaZwfU9vxYHpEAhkJXfg2N8lqz8noDDjx1pkmRHiYVa+qsX8CRp6eyKxpOkZXoCPElahq/9pdhl9QBlM/PkLMcQ7JELC9b5/G2CYJJ+uJgH+EJpzcvlxdBjvuh5QvziPCMtzQCMtDSr7Na8XPY8dQOw74GFguZMhntvBpAIAxif7MNc9IzPS6yYi54xPtmnYjk06iRnOYaymXnOxlqJs+jZ98CClPpSIQao7GdjrYry2iobQ6NOhkadAdFVdUNRtGv8u2GBqUKqrbIB8PKAT0mcRU9WRjy1VTayMuIVYjnLMSq7TCbOogdg1jEHQG2VTVXCYaJo14iiXdN0OVID0HQ5UiOKdk2K3khJ2VGF6cBvA9RW2RRHMgqaM5UQb4S50KraL6Ok7KhCYtN34Mb1dmWcnZkdcp0cpY1INuhV+/39ydiy7wuCSZKVJBv0mOLWqOtzqpz7Y9Yxp8xtHAM0dFxV/W/suBf4p2JjWjZ+b4ZtPcXJBr3KqSU3HoC6vkASweb8/dCxAwKhFMmHhZqr61OX3axjDnOhlYYOJDkNO4qA0fyVMk7RG2mrLAqwg7oKgvnZkoD/BfQ/fOZhN9WVK5z/5g1e/ekhPNr39vvbvWMOH6GO0FUCO7iEvzd8C8B5lwvKnyuHy5DtMoZ7bwb4SNEblfGmEfBfCJCVEY/7yhXc3beJvnAqYP3fq0twIQoAt62Z4Y8yttKzdQTkvMn1XPbIi/bjw5vueTXlpOyRl+ao94POZ2dmKy/htlIgrKUo484EM6WXplhq7w66dqm9m9JLU5S+Z6Z8YX2fsJaiEiIjJIECU4UkP7+HFn22oVEnK+f2Irz9IeX9Wo6ftHP8pJ0798NZau/mzv1wyvu1fJ/jZmxVx8q5vUoHPLSoFiJjW2VYrdPBsI60/S8AmHx8USm9gYQMvD8+4WHqJ3wQN8fBnz7FO+bgS+Nz3PjUjg+/xbgOWIU0fC38tThpSwLtPzsABwBp+w0AtFUWEZlu4N5SFMaCXuoPGDn13SSfvXmPzl8MRKYb8I45FB/iH3f9xpCeEqN8/wPTXQZzHvqZJwAAAABJRU5ErkJggg==) 3 8, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWUlEQVRYhe2XX0jbVxTHP7GO2qSsZS+6QFidLD9pCBHdlIp9cMSJBddOpKMtSDutMt3DxHZIJwzXDmRoVxjTVZ3aDs1g6qZjSGdaH9TosvmvwT9J6cPITCdoC2OJkSK/PWS/n/mZP8ZBfdnO073nnnvO93vu75x7fypzYY0I4HbN4XRaVYJgFnV6EwDWH5pUPGsxF9aIk+NO0bsuioJgFr3rojg57hQlYM9a4gHqGlpxu+aYnh0mPS0PKQN7KhJ7QTDvCXNJ4vYy2P8A/rsA2hq9ET/s+H/rtMi8c5/otzap2hq9YnKxmja84sVLmpDGtisAbY1esbHtJADtrTUkJGoi2vpXvBT0fyxqV5dZnHmFl1eXw9rFfAQSk0sXB5iZ7lME724J5dHXf4jkYjUACQ999CyNc+5UZ0jWYgYQYLI1726Jx7/ipbslnuRitWLuX/ECsDgDPUvjW3u+vxByBDEBOHeqU5QcJRerGbm6gj9FTV//IfwpahZnwJ+iZqL1L1kvsQcoW1om9/FhwnXZOHNhTcjFE6wTBLP4+fV8IJDKqvw8Htnmee/HB2hXl5m81QXA5K0uhb4qP4+Ehz4AUkcrKerKYmLodgiIOIBrteXyRTQ9O8y12nIFSpvdQ+7jw5QtLXM5sYqkSh2po5WIaX/KwACF/nJilcy8qb4Bm92Dze4Jya4q2nvg+XV4p+wMAC6Hm5u9X9BU36Bw8Eezm1K9ga9c8yRV6hRrNR/VyvYuhxu9MbDe0W6h3xp4a8Rvf3Q4nVaV02kFlLU+9vMYTfUNuBxuzpdmYbN7yM7UQqaW1IISJoZuy9nKztRis3uoKK4ieL/eeCYkAxE/wiJzjSix72i3kJOVE8k0JCuSSIwBcrJy6Gi3AIGsSuQiPrmC2UvB9UYd5qRNmoc9CufBEpzq7WMIZEKSfmuTKmInlM5IEMxiNPbbA+0k8+7AtybNY2rFeqNOZgBQmaeleditsJHWw60F+6FXqYsJQHDwYBCRJAAitOTC+YmpE8aa3u0gwvmpKK5SNKNdX8emig8Vc4POxLc97wNw9PiF0A29katkRwCCYBaDaxlg7uYnADx3NJThwminPH664IlaLZLs+kXkGxzANzgQk9359V8CzWqbGHRb/x1RARh0JrkC9EYd2Zlayu5voH7zZNTgTxc8lN3foOvAa2HXc7Jy5D4TUwaETYM87jtSQemNBdYsg2Ft1yyDlN5YoPTVCqpXtvYJm4aw/SJqK5Ya0InVgM5m9/DkykGEl96gekRNSbmVknIrd+7tY80yyJ17+6geUfNZro+pdQ1PrhyUb8ATq0oiksRUBVc1GpjQkH7sEQCz89fpqTsNwNiRTDa+fMCvaW/xepKbgq/fZmPKwQem3/ERYDs98SLTGmAd0glc4f+QE3cEYPnGATgASD9mBKCn7jT7M4zcXTuAqWiIluMm3v10lrMv3KXvOyP7M4xsTDlkH87ffgoaQ4bhsDz/G8wZ7GQbKJRwAAAAAElFTkSuQmCC) 3 8, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 8, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 8, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhe2WXUhbZxjHf+ks1aSgDEQbFjYn88hCiKhV2mYXjjg3L9ZOpNB6Mz+KzOxm2I7SFsR1ggxThVHF6qwO1DI0m2VbYVp6UT86N78a/IilF8NqJ8QKY0kMRc8u4jmek48aB3U3+8PhPO/zPuf5+L/ved5XIwhWkW24XEOa4DEvG4JgFT0+UfT4RDFYfunBgRiAzIx8ACanB2V53yFVv1+VSziwn8H+T+A/S6CtwRNxX8X8W6dF1updN6tjyK5pa/CIKcVa2vCI587rQvrKnhJoa/CIDW0nAWi/UU1ski6i7caqhw8cX4h69zLzU2/xpns5rF3USyBVcv7cAFOT/arg3S2hdfQ74kkp1gIQ+9hLz8IIJaduhrAWdQKBSnbG3S0xbKx66G6JIaVYqxpvrHoAmJ+CnoWRnW9+KA1ZgqgSKDl1U5QcpRRruXd1lY1ULf2OeDZStcxPwUaqlrEbf8t6qXqAioVl8p4lEK7J7ZqAIFjFr68VAAEqbQX5PB2d5dOfHqF3L/OgqxOAB12dKr2tIJ/Yx14A0u9XUdSZy9idb0OSOCAI1pD2G6wbHV8h71kCFQvLXEiykVxlIP1+FWLGX3JigEp/IckmV26vrWd0fIXR8ZWQAjWCYBUnpweBwKGklI0GM2UVZwBYdC7R2ncde229ysGfzUuUpxn5ZnGW5CqDaq665qJsv+hcIs0UmO9o78UxZNfIS5CZkU9mRj4u15BGkoMx/Osw9tp6Fp1LHM/RA3A8R09RZ65MsVIPUFlsU30fDjHBlw5pXGStFqXqO9p7seRawjoAQliRIFUMYMm10NHeS1nFGYlV0TFk10S88Sg7nRQ8zWTAmrxJ8+CKyrkSSqqDZVAz4RiyayJ2QmmNBMEqvqj64EC7YXZpRnXVi6oVp5kMcgUAVfl6mgeXVDbSfLg5pR/61LqoElAGBzBXXpZlo8FMz5XTsr5VEUC5CcP5gSg7oZJec+VlnD9+R8n7XSz8fptbLTvJKPUzrXW09l2nuuaiyk9lsU3VjPZ8H5hpreNgcixZcR5+rnvCK/EeDr6tDzwKvYRIf4iEFy6BIFjFYBolFLoD760Iej+hSxAOe2bAe3uA9ZovofG1wBOMbb339gAf+36Tm5ISRoM5ugSUhhDocBUP/Wg/PMmWb40t35pqXtL5J5xUPPTTGXd014J2ZUD6BaWNWJ5dSXnTHM/nQg8WgOdzK5Q3zVGeXYmwaQxrY8m1yI0uqt9Q2DQiEjj5Ct1A+gnKm0aAOQAa87yy7Wf3tJxNPyHbrit8uJyzIT0lIgNF1mq5A0oba3R8hfVLh5nw6RBef4/GPC+NeV4Sy0oBSCwrpTHPy9Ejg0z4dKxfOiwfwYVuwjISFQNXdToY05F57CkA07PXtptPNsNv5OCve4Qm4yPenXCSWFaKf8LJ5+YneAks2+TYESZ1gA8yt5ncLk7cNYHeW07ACUDmMRMAPVdOcyjLxN21OMxFd2h5x8wnX01z9tW79H9v4lCWCf+EU/bh+uMXhQxZxgR5/A/5zwXKUagKwQAAAABJRU5ErkJggg==) 3 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhe2WXUhbZxjHf+ks1aSgDEQbFjYn88hCiKhV2mYXjjg3L9ZOpNB6Mz+KzOxm2I7SFsR1ggxThVHF6qwO1DI0m2VbYVp6UT86N78a/IilF8NqJ8QKY0kMRc8u4jmek48aB3U3+8PhPO/zPuf5+L/ved5XIwhWkW24XEOa4DEvG4JgFT0+UfT4RDFYfunBgRiAzIx8ACanB2V53yFVv1+VSziwn8H+T+A/S6CtwRNxX8X8W6dF1updN6tjyK5pa/CIKcVa2vCI587rQvrKnhJoa/CIDW0nAWi/UU1ski6i7caqhw8cX4h69zLzU2/xpns5rF3USyBVcv7cAFOT/arg3S2hdfQ74kkp1gIQ+9hLz8IIJaduhrAWdQKBSnbG3S0xbKx66G6JIaVYqxpvrHoAmJ+CnoWRnW9+KA1ZgqgSKDl1U5QcpRRruXd1lY1ULf2OeDZStcxPwUaqlrEbf8t6qXqAioVl8p4lEK7J7ZqAIFjFr68VAAEqbQX5PB2d5dOfHqF3L/OgqxOAB12dKr2tIJ/Yx14A0u9XUdSZy9idb0OSOCAI1pD2G6wbHV8h71kCFQvLXEiykVxlIP1+FWLGX3JigEp/IckmV26vrWd0fIXR8ZWQAjWCYBUnpweBwKGklI0GM2UVZwBYdC7R2ncde229ysGfzUuUpxn5ZnGW5CqDaq665qJsv+hcIs0UmO9o78UxZNfIS5CZkU9mRj4u15BGkoMx/Osw9tp6Fp1LHM/RA3A8R09RZ65MsVIPUFlsU30fDjHBlw5pXGStFqXqO9p7seRawjoAQliRIFUMYMm10NHeS1nFGYlV0TFk10S88Sg7nRQ8zWTAmrxJ8+CKyrkSSqqDZVAz4RiyayJ2QmmNBMEqvqj64EC7YXZpRnXVi6oVp5kMcgUAVfl6mgeXVDbSfLg5pR/61LqoElAGBzBXXpZlo8FMz5XTsr5VEUC5CcP5gSg7oZJec+VlnD9+R8n7XSz8fptbLTvJKPUzrXW09l2nuuaiyk9lsU3VjPZ8H5hpreNgcixZcR5+rnvCK/EeDr6tDzwKvYRIf4iEFy6BIFjFYBolFLoD760Iej+hSxAOe2bAe3uA9ZovofG1wBOMbb339gAf+36Tm5ISRoM5ugSUhhDocBUP/Wg/PMmWb40t35pqXtL5J5xUPPTTGXd014J2ZUD6BaWNWJ5dSXnTHM/nQg8WgOdzK5Q3zVGeXYmwaQxrY8m1yI0uqt9Q2DQiEjj5Ct1A+gnKm0aAOQAa87yy7Wf3tJxNPyHbrit8uJyzIT0lIgNF1mq5A0oba3R8hfVLh5nw6RBef4/GPC+NeV4Sy0oBSCwrpTHPy9Ejg0z4dKxfOiwfwYVuwjISFQNXdToY05F57CkA07PXtptPNsNv5OCve4Qm4yPenXCSWFaKf8LJ5+YneAks2+TYESZ1gA8yt5ncLk7cNYHeW07ACUDmMRMAPVdOcyjLxN21OMxFd2h5x8wnX01z9tW79H9v4lCWCf+EU/bh+uMXhQxZxgR5/A/5zwXKUagKwQAAAABJRU5ErkJggg==) 3 8, auto;}
}
div.testarea{
animation:rwdcur208372 2.1s linear infinite forwards;
}
