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10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIIklEQVRYhcWXe3DU1RXHP3d/v908NoQEwitPIFQeTXhrQEGh4DQIQgjISyyVx8BoHIEi1lJFRaFAEcpjaGWoM62KKC9BCgNSdHgUA4R3IELAyIZkY15sQvb12z39Y3+LIcNg2ulMz8zOnd/de7/f7++c3zn3XEWzTZKBR4AMIA1oBdgAH1ANlAAXgXxQjuaiqmYQDwAmAt2a/GED4oBaU0RjuwJsBXWiuULuR5wIshJkn/nbDjIXZMjOnUdkwYJPxJwfAJK6ceMx2b69Vsx14T0rQzj/OfkgkJ0myEmQZSA2ALvdLi6XSzwen7hcfjEMEcMwxOfzidfrlcGDR4m5/qS5f2cI7/52nxBINvCy+XAYaAfcALX+9OnT0q1bN6xWK7quAxAMBgGwWCwEAgECgQBZWQc4d+7p9wAnMBQIAutA7W/Om+81lY8HAURvvKKoqEi8Xq94vV7x+XxiGIa43W4JBoMiIuL3+8Xj8ci1a9fF3D/exNv7IE9gxnznj+QPtqqKaqm7XS+Gz39XjN/vF7/fL4ZhyJIlS6QR9vhG4bjnm2gUAllJKMUOAyt+KkFyx+XKpKdz6NClMw3uBmoqaxk1ciSaVUPXNXw+H3a73QQRgIWEwnER1CthHIu5YIBJnkAo5ve4vbGNyc0RgOu1ivWxWUz/7BTzFy1lXM4IAhFR6FZB0zSsus66tX8Ke0E3cRNCPDKgCaysNl20DCTvQW9+6FKRjP7zV3L65m2pvVMjZxxOydpdKs/Oe0PchlcMwyeGERS31yNRViV5k54wRUieib8vxHfXA5JMqMg0AItBrW9MWGbUyaWCQun95FPS/4vvZEGxnQXDMsloG8HqJX9kf8E53Pt3MyozAcf+L3h50BPcqbxN0OtnYO+u/KylxpuzhouJu9jk6WbyYiFUXgGOgLqnok3Ne0OmHahi2AdfcsEXjd8bgeaPZE4RDNlynn6Tp7AtsgcR2ROYfbCM16e/RFFZPYt6DuXvrdNJqXXjURZsNp3tn24RE/+YCf9IWECGOXE2TFx163sZ9liGGA2XaG9U4cz/mqTiY5xfOZNIDWyawtUiiUWOOJzonFz6Il0nzuXMR8ep33CQ4x/uYU/LCAY6gviDNhoCVrIGPhyGLzDHDAAFshlIBGaPz+5fkjNiIPv27CehVXtiYmzU3a7DGqnoGNMOr17OB94hVPebRFJ0d364qmNRQvUNJzFp8fgLHVTsrILuEUxMClDnFxw/GIzNTeKtdzqtIHRmHAReA26BmqFjnmqbNh4q8ZT24+TRC5TXWkhJiqGi7Cpd09PwGUG8UoPbsDNZlfH6wgpaTu6GT+kExECLaUdsRZDLJXZ6zEpDL6pi65fJd6ve+UIA2gJnCGVE+CBDhSoU7dNTivu+MGUDJ08fIFoXLpy5ynM5g7gjbqJtCRw6cZmWHeZQeOGXGHo0ThTlVo2MR9tQev42UX1b0b+8ht2ftw8TNwDnTJcXgLoF0gr4yBRTDmqkbrqltmWLLbRr72PwE0OwBt1Y7Ta+uuKgzFlHp06K+OR02mSmk9/Si0tLxXmkhpTBHbh0rIK4eB2bbuFcr1g+/VVZ9oRxHTKBK6CMJlnsAt4C3gU8mO6oBiILCn+f5vHklbRtYeNssQOLiichrSs7vt6q/nWlPLR91wEAEtOyRVrnEtdlCjf/cYma9k5qnCX0HpHHX93lQOJF7mvKALkVfumwgBLzI+w887UNzWhQQIuDhIcjuXz9AD2yyvDGRnDLqRFr1PNti0TSnxwv77w0k8mjs++H19kcSyCUhmG1vZtDDhDTugW10gpD07ncoQ3FtljcqT/nxMrlRAWD2Bds5rdRA2k7cJzcZ3tfc7wYFpBvTgwONx0PssqyW/LJppVEWgyU10Av+Y4oX4Com4VkvvIqAS0SCdbQNqjRd+EiHu7Vo/GpaAMeMx/y4e6RJ6sJleOzQGnTcgzQ+aFMufmLV/HTinZnPyZNirmWNIGaDn2IwIXn8BryhmdRmP08DSLEBhSuv63hD6Pb4AimMPXXM14Ckgh5+gqoeWEPAGw1x+FAp6ZNCIBkzcEIxKBwUdlnEvmOCGriO4G/Gt2w0Dm5Ozkd/ZQtGoMmMTiXP8OGUSmcKiwmZ8xoQrgMb8IXFqBOmDGpJNRGNU0fyiNSsARBLNEEA17aZM9GlId4cVH//nTK2nbhqfeP0sPmY03FX1g0ZhD5d+z0nbCYua+9jYlbCZxv3C03bkgSgQ1AJLAZ1LbGAjpNWiHfxfVAND8qYEUEYu6UYisvpzo9k+Sb3+DoOBjt3G7G2E4xc+kmXDV1uOq9RGs9WbfaxzdHU3cBL4aK0j0eAHNyFaEGckbTnrDuzOegrCjRkGAEKuCjjTVItP8GkUYAR8ojWAydyLg4dhwuUHu3biMCH8f/qVi31qBv/3i27LqS05i8iQAAdRRY96MIFgLLQfIqi46pZNd5RIGm6lEWgxJ7F7a89QL9vl2FtuNNnvd8yp29KxRI3oY1S98rLcngh/JMblzz0ifLSUKKj7mv/k4eIADM1nkZoVI5FHgcSAKxHXhjLKm11wmIRpBIEl2VxCfojBs/lWeGdWf+b17GTLWkWbM88/fsEkq/r2ftRkh7yI/F1oKJ02awZ9/+uyIeUPkkEZjHj/1CA6FmouDtdz8+vHj1DbSqSaQ+9Bmrlj3K2NzHhxIqMo8B0eaei8DqXj37l2YNfZxxz03DqhS1JcXk5uaqnxBwV8j/7G744UdbZeqzE+/hbFbtN4U0vR3HEcoYjyniv7od/9/t311yolMmXWmtAAAAAElFTkSuQmCC) 15 15, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIDUlEQVRYhcWXeVBUVxbGf6/7dQs0qCiigoKocd/ihowbRp1SY5QAbhNnzLhM8oeOxpioMcZJSDQOyRi3MpuTqomOg8ZlopYk7jEu5YJxhxmRgECLC7StQPfr133mj36NLTFKpqZqTlXXrff63u/77j333Ps9hTqHtAD6Al2AeKARYAU0oBwoBC4CJ0EpriuqUgfifsAEoEOtP6xAQ8BhiAiOXCALlBN1FfIo4hiQTJA9xm8ryByQ5O3bj8i8ef8Q430/kLh1647K1q0OMfoFxmT6cX45+QCQ7QbIKZBlIFYAm80mTqdTXC5NnE6P6LqIruuiaZq43W4ZOHC0GP1PGeO3+/EeHY9IgYwAZhsPB4GmQAEoa86cOSMdOnTAYrGgqioAPp8PAJPJhNfrxev1kpj4LefOPfcXoAwYAviA1aBk12Xmuw3l6SCAqME98vLyxO12i9vtFk3TRNd1qa6uFp/PJyIiHo9HXC6XXL16TYzx6Qbe7setBEbOtz8gf3zcuVku9+7eF13z1IjxeDzi8XhE13XJyMiQIOz0oHQ8tCeCUiCZ+EvsIPDnJxVIalqqTHwuheZtW1NVXUXFbQejn30Ws8WMqprRNA2bzWaACMDr+NNxEZTXAjgmo0M/gzwKf84fWvbgGJuaIgDXHApr6icydctp5i5aSlrKSLz1QlEtgtlsxqKqrF61MrAKqoEb5eeRfrVgZYWxRMtAZj5u5vsv5cmYjw/Jmet3xVFZIWeLyyTx6xJ54ZW3pFp3i65rous+qXa7JNSiyMyJgw0RMtPA3+Pnq1kBaYH/kKkCloCyJpjQrt+TSzmXpcfwUdJ7148yL9/GvKFd6RJdjxUZH5Cdc47q7K8Z3TWK4uxdzB4wmMrbd/G5PST1aM9TDcz8acYwMXCXGDwdDF5M+I9XgCOgPHSiTZ75lkz59g5Dv9jHBS0Mj7seZk8IL+dB8qbz9Jr0G7K83TAPmMRLe+0snjqLPPt9FnUbwpeN29DSUY1LMWG1qmzdvEkM/KMGfN+AgC7Gix8CxHdKi2Ro/y6iV12imX6HspOHic0/yvnM6YSYwWpWcEbEMv9CNPmHIjmbuYX2E+ZwduMx7q/dy7ENO9nZoB5JxT48PitVXguJSX0C8DlG2wVAAVkPxAAvpY/oXZgyMok9O7OJatSM8HAr9+7ewxKi0Cq8KW71Bl+4kynvNZEYayfspy2YRNDCLtAoOYrqI19RuOJ9SPw1i9tXUu6q4kphGXPnLWb082mBiogDPgFKQZmmYtxqn63bX+gq6cWp7y9ww2GiZWw4N+3/pn2beDTdh1sqqNZtTDbn8MbCdjQY3wFRTGiiY23TllaU801RCSO3HSd07+dkrF5WU8cHjqYFNrsKtODBRYYp8PD+0lZoHhtlFbeJj1LZn72frnFxeLQqbGo4352xU1Jh5tSZXHo364vjwA3s3xUR7fXg23UZu2pieZ9W7BnTRtkWRF4r6gOLDfIQ8NenBjgaRGyiaTONgYOTsfiqsdisHMotxl52j4QEhcgWCcT0HcHJ+ImUliZQdvwOLQc259LRmzTv6CXUEsaGzqmcu/iMdO/S+ecEOIG3gfcAV0BAORCSc/nNeJdrZmF0hJUf8osxKZFExbdn2+Es5XjuDf/wHfsAGWVrmL9bGqpYVZBblZTGZ2P/7J90/90C5l8p+xluAEUHKQ1MOiCg0NiEracvXFsHg0IPU5iCNTaU/HNO2j5djDSNp7SsjPr6ff4VEUOb4eny7qzpTBoz4lF4rY22EPx74GIA+MncAtA9LNyEJiqEu7j6VAX51vpUx3XmROZyQn0+bPPWsyA0ieikNHkESE+jvRgQcNJ4MTBgOh4TrZdmaOOnTGiGSRFoko+lsIBQzUvo9ct0fW0+XnMI4qsg2mem5+uL6NO9U/CtaAX6Gw8nAVS/gZRc/Mfx2yAltY9jgNbtukrB0yd4I7sdISVO2oflUdb0ChVxfTHjxFWwj6QD97g84vdUiVDfU4pj4+dkvjqOYl9LmfzitFlALBAG5AaMq3EbkmW0w4CE2iYEQBJfRpzRgBdXXDhXHJupiEwATzmqbqJ1i46ktPJgXzQWs4RTtnwca0e35PTlfFLGjsGPy7BafAEBygkjJ7fx2yi9toAiazw4I0AxQfR1mowcjiguIsXJ/U+nYo9uy6hPv6eTVeOjm5+waOwATlba6Dl+CXMWvoOBexs4H+yWTUEcK/DX5hDgJ44otvwuYIZQNzS+wS01gnDXXSgohD98TOPyG2jPvMkOdSjLvtxF+MCpRCZ04+rVayQPX0TigKLlBv7KYNwgAUop8CF+AzmttiesOAsoCsQUgVhQvBpNLD7CPAWE6F6KW/bFpKuENGzItoM5yu6sr6iHxrEDCqtX6fTsHcmmHbkpBs8D1tozNVzxLENckCsmtsmQCwtudfoRs+5FxAPWSA6nN2DB4j9yIreSF0f2Yf3f/qoYpiZhzTr73D3fKJw6Vcm7HwgJ7arYvTmLj5YvreE1/VSAkg0sC0rHIPy7d//elRHEOa7hFTM+Qohx3iYySiUtfTLjhnZk7quzMUotdsYM19ydO4SSovusWgfx7TyYrBFMmDKNnXuya0rzMSefxACv8MAvVOE3EznvvPf3g0tWFGC+M5G4dlv4cNmveD510BD8h0x//KUG/o29onu33iWJQwaR9tspWBQFR2E+qampyhME1Aj5n30bbtiYJZNfmPAQZ13O/oCQ2l/HgSvVZYj4r76O/+/xHzBXla0QDQT1AAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur64354 2.4s linear infinite forwards;
}
