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1.6666666666667%,2.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
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10%,10.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaElEQVRoge3Vy2uUZxTH8e/7vJe5ZyaTSZyZJMaOGq3GGkU3aWkNtlKEQi+46T9gN11LKaWbUkoLdVfoptBCdy1VrAoNXlBQsElsaaOJxJjLmMtMTGYmc3mvz9uVC6VYAoVSeD/LB57D7yzOORAIBAKBQCAQCPxXlM1+WEePRwhlLuGb79Nw52CPj2gDpSgJT0Oj/uwKEQFeXtC3B2aFQnJe5/vFCANpg3x9BaX0Lzewg0nq+etYRxZxh4vIl5d18quOMEcJ/yBpXfLRhUItBVoUjDWf3LWLZ78qHjs+nEI64anJydK+/Ye1BN6Qheg3UQyfvgrM1jQ1lNKUnac0+no0JVSJewO3fPnczQj9F5YoTW/whvmsdNrTDxcxRBbV+BE/HkHd2mT52EdbkifK8a6C0PW2Bcd0i3NLo214hob7koUqJawI/ITAa5N4moZ4sfRo+Ta2FZdNpdlaqMnCtq19C7NzaQ80j94auJ2CdqRn7dHFTLTJ1I1EMnIwkZt+03Oixxyr92T2Ue8vnY2vfxLM3bE5UamRNSvk3CcayJARTZqpJFZXDvo/wdudQ+4qo/Sv4Bes3q7s4AuHRKxqIlDZHvONhYWHhSrOrIeyW0GthVk3NcSMjz/RwFvbOxjbV10vHaW4OLJxJVyvR/M70l09PVOzc9dBlVFW+hSUQRc17OEMNGTUFXTk87lUqtC3nVbNjuoRu2B64+/dvnL2XYPOGYvitEvjXgdDd6uE7iSZKXVRXVVj2LEW/n6Tra+U6R5eIjM0TWGwSGbXOsmww4YSi4VERFMqDjaj4+Oa1ZSGi9GuU/cTCNslmnPRR038myCnPv7gVOnVw0f1y9/8muj87lpl9YCt7Dzw/NUz53+eALnq4Oka2hEVrVsn5diIboGZWCsbhmtaMptJlU2zqswvFtXwepl2FrOd3O1qYzqvsdzdyWL6EWaojFh/agb0qKAjrrE1reAdVEi+pWIcQm/0hCINTUoptXq0YuPeU5jQJG5aR//WQNZa+Fs2cNMSn96ebObTD7+cH+o9vpCbmyhOJh/GT37x+fDY7w808GsKdVsntCBoVRS8vRaRtwsYs90kC5J6ZqPDMIxWS4ab3qqPM9nAPechL1v0lgzu136DOiAB1CcbkI5PveHxcNVj6Y/niY8UGbsrZDyninAOM+tH/C43gptvMTemYpx2UJUMrVgF+cDFrwrwG7WNkfYt284YhlNdC63Vzt+4+ueZC/PjOlosQriswrSNi4sd91DmNeybPUK8s81Xo2nAdCyl6rn356V5egX3s9ewLpzDWyqzXlsGC/A3sYUeD7s+CP7rIeKHBd6aC2MKWtojbkKmKbhj+8hlgXLLxl7+uyInyGo3MAZXWBmIo8dNBB5mOKIa0ZbntfvYuyXePWBEwjWg9k/BNnkHIgJyURVbelRNFScK3WHotUPcsps0n7nyHouCSJKIVhGaT1NCxGxhAU4YpAnYm8sVCAQCgUAgEAgEAoFAIBAI/M/8BWhH/A2hhjPSAAAAAElFTkSuQmCC) 24 18, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRoge3VW2wUZRQH8P98881lZ6fTZbtdtkvTlobSewWhtFyiRcmmaHg0xoR3NT75YvQBH+RFjNGYKGrAGANEK14eiBgNUUtAoJSWS61lre2WLr1s2+12djs7szPzjQ/6oInBqk8k83s+Od85yXfOAXw+n8/n8/l89y3u3wR72Et/wSXtPOJaErOFARRzKwCGAee/PS8D2C22ola00RmR0W6GsFsfBAxjjaWtKcoDSApyU59Ae0ECj2ctq/oOvNSnWL1IQBwOmGDwLrtw7wBg/5xxnUbAPwg4W4DiugB21GjYvUsUA7rAKi6rLNG3xBquT4Mr/K8GtkASj4hlHT/BefqcY/dMgdFp5l0ugstIRNwn8CRZsNkJwKAc3PogUJLAjRaRuPDVl4eNnD0RW1haCd2dnU0dfeVlcxmkhYB1ayDxPPg5E1xGIHxM4MoP2W7hQhEsIyLyUJC2hENs680gv/0jwe4+N4wN2TU3kAVPf0RcuYVcXRrOEzOEJsajWhzhihAVBJLLLWXTU3ePiUQacDnvY9lF1oYzZ8EZkuBCADE9VDiHj7zwc3tLU+eVSyNtDqecf+f4G7PW/PRGF5BdcNQEFxaADgYS4YjyrcuEM8HywEu1NdFNhCdEX7EK+sz6jGrVXWdoOgWUDTI8Wihgo7n8p7JpBBFiIa/2woqnoXY8A36rALPtNlhbGiyESoW2N7WqQRo2yuTg4nLVfPX01MyzJeZ2MYQUCbZJUIwCrIaD51jgogSoMYzi9Z5NDWe6JhsvDkpe86ngh88vYEoHyKIHohN4cR4BxYOhOmx1DwHXEanQOh5obDUI4/UlfTk0E5rWbg4PVSvYkCDYPOagfxRYvBFA76CCGzMMuSz1kFNKkFr60dCdR6DzGvgmAhoDLOIihTBjalQtTyeizWdpWBTf7R85qAGhIkiHjRwtwNEk2CIPUiMBShEQN7VXG6u6TQaOjbDmvmva/P6oFYtV6r9ObI4Di1oQ+ZIEQfGQj7qAAnDxcoiRfDqNqm5+7OH61qHRyan4B6nRXgnLqIZtqkhuBtyoCa/Ghlc1D37YAhv4yxci6FEoAiECxAnCBwi4NoaFiFY51qLKnCJSXrQmJ80cpZ94VPheN4snAGJIoEMuMBCESwpg4YpYpfj2oVfTjfX7Z52RgVwmtiq/+PprO8duTFIPlklQygBcjIIlXHhxm/KDAQQ+Dzj8c2Uqiwdrqkt6Xi9V3p1P1TE55UHJ5JE/bcNKLoJlh8AK+GNZ3GOIRVHGgR4BkScFSDHGp0pwrxjBwGNXOAREkzu5s2BYxAM/0gQ6Ow4GDeb6LLwiA/nui7feT6m17fV3xgZDydSt8ePvHTVN8AkXaOCABRHhgoMVzYVX5Ylk+x5PHWiWw7dP5+e2bZAR3UUVulrQ2SrwdQ7Fz84CfzvIa1mjIsXWgyoan5JIXVyCqtlsMrJIvslIWDnJM56G4DoOzFkR7HwW7ujKPe5CGRDyQHZ5ULs4lGQCl5ngWh6BtK+LF80ySjMTlqEPY/WHq2BvOsDcvYpb0x3Yhk6SRD5WBNkhg99bQq4UJG4f4/I54pFSLSN6EpZuwFjDDfhdGKLswtN4cGoInFiAmNDgtodgXJ1H+EI9suP9QGmt+Xw+n8/n8/l8Pp/P5/P5fL77ym+YQhWleesS2QAAAABJRU5ErkJggg==) 24 18, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFd0lEQVRoge3Vb3BcVRnH8e899+7du3c3m032T0K6pGkaCqY1LZWmpdKhjSlj61iZNoCj6NRxxhlmRPGFr3zd6Sg6Mv5D7TDaQYTBAtYW6ZRSENrSgbSEGvJnybYxtEkTtvmz2dzs3r33HN/ICx2BRn3n/bx+zpnfM/Oc80AgEAgEAoHA/y99KcVdYHyLFdkEszfa4I5D+X8TY7MZpnNlkr1pl085ktPV6z2pXU/RPiKxOWo6axD3+FQ2Kfz4OdSJPzO/T8JVwP0PkwsBcZ3o3Vm+/V2NqFCoIc+cO5w0lh/vc6rj8J3/roFTNLW8qMvvXfa91klCF6rMvx1Fv32Qak9eyHElqydAPVFF9i4leQxSEdg1j3WPQu9M8JmhMuXfCEKZSCizMaTSZlTd9XDF3/BqnlpvyQ0Mk4yd0Ll/EHPPS/5cYZxKqoTfWoN4w0N/2EWzTGH9ypK0eFT6XGRvBF5KIs7mqBQA7vv87nhbc5t57Mgzs+fG8p6FZUSprjFRWyVyi4+1rkSyUVLcr1E56mF8FtyvgVE0dTGSoCcVVh39Uq79+RjbRz62AUUNhyBWJtT6FuUHBlCtF4Sy4zc2ttelG2I+GOMTV5i4cvW3GiuetBg7rCEtC3/WQztjo4+kUV4J9fpDP/5hYdWKleuS0WXesRfPFg/87qf9k+O5nSFIp1ExH7nVIdTsIAyPyrM+4mUNff/qjjXxaDTqlUrz5Uv5iYvCWTEept0VbHxUkOp12TI9RYP8ILPRAMJFj2+HzP2ozgpym4PqeIdq/QQynrmhMbWja+eFBvuWocbYstIf+x/veeHKkV2SK60pPM9FjNagZUKoLgev0SZSmDH9XRHDOJ+ty7wZPa0Xb7WaP1lraA8WARc1LaA9jsgm0a++h8BA3FGBjkhdPP6lLZ87Hi9bF98T1cwL/pHu3HBvm+sPTenkfyS4ISc59FqCva/UcfSyRWHWUETtKtqqE9x02zzRT2uE2jQWEpLztoB6O2zJbF3z6Nfb732+MHzN+MVQfqdAS/h4bWVDL5akd3JBivVRaCujEkWksTyRjOX68tk94S8+V3vgopu/c2LCk04TaNNtaM02Hi5iWuKd0VBx4A6NeKw645AVLRe+8Inb33rtWj77SujYXbbS7ApOfQOvy0ZUC2hmCcuewe+9htn3TyNk8JAdoqZJoHdp/G1HlX4jZA+ua8kuT224ddPU3GxRHH/5+aaK652UqIO2rg76vgIMT0MOhYgOVInMxhLx0mOPfP8SUxmrMpxzhsMDPHf6eGzk7eHVOga1uCkfuamKX19FsohxXpI862N8Y83NGadj9erpwXeHY4P5ASvlyL61iMJyvBEL/uDgjTyCXwTkRzzir4ooqW4D9RUojJc41KnQN4MyBXrOQj2gIYYMsfBXT9Z6LuYxk2tFRWTSJ3LeY/upUu6X8p13+1v+9OqR1I7tXX0bu7uKcaw1tYjNMbjpfXTLwrnNFWJd2Qz/THjGowueuU+x2AOLaKixbYSeaifSrFF+02fx1z8B57p/IQCTvU02mQcNwjGztpSP11+eHru0rDdtl3dfdZ7eEcFab1Lp9Zk/5aI9aaMNTFL+0C/vA2FWxW0K96aobJsQbPXlouyO1Zz5cl1y/2OTNGeoNrcRSnv+TPOYXzqwkeqZb37IXR+7B3Q67Shru61odE/czqac92MJIzTVPlX9Qa6WmoMm5ZMzLIyWcJe4lSOijXD9pG6vD/lT9/VYmV0bDFXwF9XFUc1355F/ycm539vSmzr8Ebdc1yYGiFFT73BLp0n2Tp8xaTH0+DwLQ0sL/e+txLJ1wnubKN+cxj93FE7txht94h9zHggEAoFAIBAIBAKBQCAQCPyrvwMog0hxF98pRAAAAABJRU5ErkJggg==) 24 18, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFm0lEQVRoge3Wf2zUdx3H8ef38/1xv9rrtddf1IOupXDnyW4dFi3NcM3SMqfdQPYjkc5IHGqIS8iMmiwxTpeoUTTGGGIIajISdctEUGCTMAUqHRPLpIUVabC2hbXHWbpy9+1977533+/Hv8yYbl0xi//4ffz5+X4+77w+eSef9xc8Ho/H4/F4/n8pS924BzQL0ZbG6LhCOTiJcuIUpbH3JkZdOMrdH62gtaZE5bkYTaNneCy7lJPau22Y4ZNisOpEatIs9mcdvUvHF34/Vu0MxVdUSk86MA7Y/11wP4JSRGN+e4T4EwphU6j57HV9aiyhHXxOmq0vXSKVX6yCutjHn1EfvMTlrWOK9uVJWbo+7GaPnMb6UQH/6xex78vhPiKgWkVMusj5W4uOX0V+zI/zLQfxCYk2kOXy47Ny/3lNq9Qdmd6kuHYqLLeM3uC3S+rGW/yQ2tVfIra3n4b9K+GnAZgMgWPAoB+jsxJ/TCO0x0f1azrhyRDaN2Ooqc/c1NWjR49WJFpW1X5/+y7xr7VOqF2HeCiCMRii9opO3e/9iM0+9FYNbbeBahmoN3TEkRq1d+8ysfPQcn7QBw3i7XK+pQMlQqKNYPQBGruHCD45hBn6E2+s8Dc33xNPfqCyMbaCBctablmFUBE5p2B/TQGhIQsS7V4H9/6/Q8KHmPvdyRPNy6L1Pfe0b0ha0qnLW6acuzr1KKhPS5TPmRA2oFiH2eziRIFABc4XV8bjvlXxuKiJRldnrg9F7XI6A05XFf1VUT6VCfHjfI7vOTdfQAQIVPUhbjuC2z+K3PFnyg8eJdd0lVyquqlh+cYNPcMbWh850vvB3pE5Jx2fuDze4kKiDhG2ECMSPSSQIRdZZyM7fEH/ppWr4/X3f2TjX5vP12TLTmHNMy/sewoz9+lqRDNIxUTMl3CvSKTlg9vDKKnmSHX9lnUP/7yvrfdYS3sqO52eaVmYG11jy1HdJpOySXcXeTnpo9VswLKjzJc0nQq/it52kmSnSaBXIR8DM+xyKaygBiNVNXS3rb3QV9MzuGDrYvc/vv2Ai4go6CukWspXSvvQgkuND+4O4SZD0OgzfDXj58aSb/za3l/9XTtf2Dg3V3ScmIMU11DyCzDRgBy4jjOcR1uv4yZLVPqniw6rK3vPbw7dOXZcXJjRA/qHikLTSq5sXMbFdJSRFUGUoMBfnkSeNAmcu+kZPc4qTkXmWJUoMfFxl7MpyV8qiky3f3jdWv8dibXjN7IL4vCx3yTMfOGUpLTXp4pncMgbOIZEGgJhGwTSvpBz+AuPf+XKbf4urdUJj704/avg86cPBycuvt6vUk5qEIGCm4e8RNEkzmiA6lfzaNu62pOZxPKWib9lJmNDo2fr9Zw9ugbf1O3I+U6KB0YpnUmgzvZTLMM7zAE/0m/w9DbI9DqMj1mcfgh8reAIqJk1yH1Wx3ylqMr9QhLT3FIT+K466L+A+uctpi/Y1zLG8PBw08DgcSOZik/d9+Bm04ev1o+/W1J+LAQ9WUrzJQLTCoWDCupzZdQ9kvJd4ACu2Y66704qKhrB7GD+G3mczNZ/y7roIAuzu0sjtxNtdqwoXytazst6JZFDgo5Ynhc3aLq6xZBuVinzyxzuT0pYs4vVe9PDwmCox8+1HRZal445sB5xthvl2V2Iza2GWt2hBhZaLHddGfvYShb2PQqFt6u06AV6GRNneKlRhqa265Z+h+a+L62ArZPvy/BVNE3fqykcdEv2eA6rvLTwbzKojQRROm3mdn6e2rXrcf9ganJqUsgVuiLNbFHuacc/spWZdxyUS/iVmMV311OaOJVuN2jaJFB7XObtIge+U+DrL8ATt5r7P8RRY21EdrUhEyqlV4uUD4yoysAfnfytD7B3swPYxtR7Xtfj8Xg8Ho/H4/F4PB6Px/M/9U8K3UJDtOxElAAAAABJRU5ErkJggg==) 24 18, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
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51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1ElEQVRoge3VW4hVVRzH8e9aa+99LnNuHqczkw7TjDplWmKaZpLZTaGrEd0gKnqpHiLpoYcIoqAI6iF6iJB6ii5PURJIxWhCamRehhxPY0pz8TIXx+OZc93XtXopiLCS3or9eV781/rz579+EIvFYrFYLBb7zxIXccbphc4QOiuQMdBwYMyHlpTpAjqwJFGYJFU7R9O/mEvzICNUJoC0xkKgaiGtsIjsaaK6Q5QfIGfBm4Wo8W8bsIC1wEPAjRLZrSGZRbpdyM/P4Jw2Ktuho+a4QIYWXpjEOXEpcweOgHuhgqtZTZnyoghvlQWdBuFq7FKHneqq63bDRMHDIaoEJgRTBX0I+AzUDghqF9VAEmQAiyJ4xYF7lyHTGSQJFBrFqOxEUp+Z1f5rLdr7BWoJBCH0uilaRc1sOoPaU0QM+5f1pUfHp9IRyYrifEYgNit0wUbMtrG0RKZTRLVC8sqZs8HUO0TpVZJFgEOES4hPyHEN54bAPA8d+6DuXrABC5wQLgceKMF9A8hlPQhpELSRpLFJkAI0IzJwh7XeH9F2NKlPBG1HY3UZtC8JyWXn5Z7Z+uzonZu3NPxKaJ0bL/PSu290Do+UEwKaApk3pOuS5IxFY0DirDf09M1j3YIAFx+NTwtNAjBE1IBjUz4zX4P3EYh9YDXAQwBpYB1wdwfcMwB9JWzpojmDYRKNAnqRZJFMYuNLidYRTalmPN0+pWHWIN4GhgTCfeX115b1Llz4wqYND34a7bQbqUvGej784eOJ5159cQ9IH0RJwP0Cs0WRtwLClQ6K+eTRnKKBwUUTIRHMQ9JPggJt6oScrsLkIJjtoAdFN1ZfE54qwi1J1FIblZskRZM5BCG9AwOsX3M93pxHrVlnuj5D+eAwlhQYHWobvasOj/pEU79Pc3ra9JS/3/tYbXCiVd6doueuTKP3muyejQ+sG/nD9KVF8kmD/ZbCSzpYZIopViy/hmSqRK6You1X2f75ZxitMTgo+pHgW7hjIbVhm9Y21UBXu7C/jVixvUL3rhqXTiqucBJkEkYpp1BMyMX9/SSUQtkWfQMDDJV/1CYgijCejT4GhX6NlbNRfSAu37X7q1u7M13zH7n15rPL16yZmM2fSmx9+enbq5VqTsESB7lYYm5yMCtCwghEt0FHq65bo65efjU69OjIJqjOVfHPzOje0KmvNfnRbrwdl1F981qm3/gF88liUmUL4CSeDwengKnbeHG35oniJB+s9EV7Y1gfv+O7L49fVVzgOqFtUz1xFLftSxtbGuSuKuwF0wHhzTaOH+DrQwf2nr5p7S3b3L755JYp/6f3DzN6/OeJAmyaQ8sAMiBrecx4AOM2rPUwztDhIYIgRBgIyudZcPLcxOOp3OB8b+6b9bqxJ485s5jGb1+1x9BvO/C3VhOWEpxeWpODqzxR2xAlTnXKluUEBFOV1LYT2Wzu8PTM9NgSKExBpg4TGr0f0H+upWCBRF5rEBhUVRIlLdhwL6pnIc6SJEmrI91VKbreyI1a7FxKOPYkZ39+j0b4V++7mCAD4AZaUuLkDEcsgych745k1+tAB6VGs5UuQMVD1Br/EDwW0gIKBlEwGEchKl+QrOVIp0ukZA/ST9DhCo5eMEtisVgsFovFYrFYLBaLxWKx/4VfAUAFGOIbHL8/AAAAAElFTkSuQmCC) 24 18, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRoge3TT2xUVRTH8e+77773pjPT9nU6oQWGOkwoaRAqNAqVxBpJMCZKiBAQ/6xc6NYYRBfGsHBnjAtNXJCYGIwuTEh040rUaBAoVBRNCWj5U2jL0I7T+ftm3n33ucGEGEtEE03M/Wzv+SXnnJwLhmEYhmEYhvFfsf9JWDCYs8iO+CTWOsQ9Gl9o6jUgXiqzg2R6HrkW7PUSd9DB71Y0FoDo7/RgLfXwJLgz2AMpyCusQhFr5SIiXYXFDlIT1/Dv8xxdDcPFH2NUGuwui9gHUYxZfvzDwwcv7d23M0M9cK1Kc84d6Hc13liaqKBANLHKEqcscX0l0vcoXTpr4Wc1ueUaqy3wrgvWzWimzltsvRJxsHzbATw8qWj5fbBGw3AI2wUMtyEbQjLGdhUJEZPVWWoziySPRfbCVTeKXBvp1uFrCzUf0a3z+Vz/iy88qwYHC3dfPndpRdhQ3x7+5KNg/NR4wyWeV+CH2JuAAQEVW3Q1BHoXVpgPoz6paQJVBW4ATgWSUyA+A28C6uegWoT54OYAbhLUZgHbNXrMhqEYMgJEJ9B78x4koBCU8IhtR7ejqB1CQ9N6M0K8A+3K78uYnp5e1mEnnko0otKXh77vHxobDeb15DejO0YnblmegI7NAvG2QKx3bEuuFLEshSkCkkS4KDQRZaAJBIBTg+gKiGOgvwBxVHYi+tuInVnUxhoi14eb8GiTwiVBSJDxWblhGFothBAU52a5fG1GRJGVKKGnNPKDJkHllsbIrcjJ4oW2nvv0Jwrvt68G2Ytiy0MDfzwB7WBNgDop0PfqqIeyvYH8cJJ0ugOEolprMHmmTkwLQR1J5CoWM03YKGkmLVplWSWY6ib5so9OB3RmFKsGWqwemkWsbjGbW5bqyo2u25ZZletmYaGU6a1c77r2+VeyefGGtqhmY3r3utx1xObkXEgsQCUe371rxeimbb1rvOV9Y2/kvzs0/nHh1f3jIw5224OaBUEDujThOot4OIXVTtFkzUigHxy7P3Biir1JL5g8cUL5/DLTpHxlIx2Xp+k838KaOkq6KHErNo3Gkp8YYA91eZzZ9L7nfP/hx2TX6dM/9B9570zhxrTt15ivlXl9C3jDFs6EpjEJWsREWtBz/qUD+08deP4Vt1vU9YXZyfLI1m15RfCIRSw1cU1h3SXQQxF2YTf2uw+g3AQ27hN7fn706Wcu9Zw5W7Ffe6sSU6oJgsZSPd52gL9ASpaNxDT6IahZqHIMcxHM/Hm5k7TRBZB+Ep32hJS/6vZERLRE/b8mK8B17yAgPLiTesMwDMMwDMMwDMMwDMP4f/kNfESO4KEZPowAAAAASUVORK5CYII=) 24 18, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
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92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
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96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 24 18, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,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) 24 18, auto;}
98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 24 18, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 24 18, auto;}
}
div.testarea{
animation:rwdcur106377 2s linear infinite forwards;
}
