@keyframes rwdcur71283 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhb2WT0gUcRTHP/Nnd3XbXPBfhSRIYUaEh8IuBV2K6JAHQShCvHWooNKThzpEVIKUYSriKcIQQbBrl+gUEUGFBSJYpFn+Qxddd2ec3+tgLo6uujPqfmEuj/fe9zPv/X7MgE+NVEfFb+1q6X6KftUVCcDwufC2ITwDjN08KBI0KBuYA+D7mdC2IDwBTNyvED2kU9r9B4DDb+IAfK00dmQdm2q69rhMNh8TYPUDIJ8rDfl0hN2DmK2vkOnLac1XJB/Lkfdl3iG2XEGsoVy0sFDwanCzNO3kECjgbYk3CC2TpFhDuUhMY2nexKkyKL79JVX37VRQknM2dlKwbDg96q23mUlSXsuQBshsfQW802F5BSkDEaFqJJNO6+XlFmhaWCBHpXwBUAq1fugZvT1kOIFU14iDYbt7q/+PV2NfAEbUAcc9NBFB2V5tfQJoBQ7GmpiywbKyBKAXWhBwlyiBRccAnCwAlCwhUbdRckGYsnKBBV8Anr4FZr5F4EDSFfsRjzCYf8GXOXicQNwwUWvOeePFG5SOWzCcBYAxew9T80FgJhUbP7qPpDHlz90rwIefUSaXclwxlRskVhjODsDoUoS/KrKug50Tyg7AbxVhgjVvq+uokKc2/gFmJBdF8ZqoA0Ffv5beARLsJa5yXTFN0xDdP4CnSkeiLDhp9h3Y5QnUDlSLUMScY5IgkD7pSRv6oiWq6Q74+CpuqCuvL0nNwNWN/gVd0h89FfNe85Z5nlUzcE3O99/aHKK1XXj8bOfNV3S2v1FO9DWlh+jqFNrad898RZV9d+VQ7wMXhNndIXR17r75isp6H8r+nuU957x4LmZ3x7bMfZ3W4p4WSSgTS5kk6q777rMt5b1szehmbKV/2yP+eqmLYVEAAAAASUVORK5CYII=) 14 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16%,16.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACt0lEQVRYhb2Wz0sUYRjHv+/MOLq6O5q5LlqZUdSioAaWSIL2Y09B0CU6eOlQKORWYmlSXcJOFXSQ6lIgeO0QdA+i/yAiIoIIlTC21l3GmdmZ9+mw7eq4W877qvuFOczzvu/z/bzP+877DiCpiwPjJDt2vRSZQZdP3yCVMZzvu7llCGGAa4kkMUaYf/cIAJDontyWSgTS2OAwJc+MEoDik+iepP741M5DjPb30dWBCz7zv03UF5+izgO3dw5i5FQPjZzoLWdeEHW2T9P+1jvbDzFxLk5jic6N5uWMqCV2lxqj94QgWJBO42fjZFk6uKND5W2Yff+qOO5k1y1KmxpWbIa0pWB5+b5Qbi1Ip8dvPjEAdGWwB4q7COQrwACAiMHlwJfvM0FSlUjkM2Q11S645hbei6X2qKTqgWYPBKxAQTUhB67rZ+bEYK/FAhtLAdSGHXiu38PjQM4T9pUDCNdbJbGcx2DmKgRQb6xCU7gv5ngMltyVIg7Q0OwgZHi+2G8LWNUjlQHY1WyD+wuAX9URhNqiyCzIAQjVzohyNOz1ExydncfQ9SU5d1GA8B4NtftCvljX0CKs2IvKAFh1EazUNvpiepWH2OFUZQDMGgPpqt1+AGIIR3KVAcio9Ti2dhTnAaCAqfK3sBBAr+ohvQEAAKqk7QUBHM2FCV7aQPInodgmZITVDSchuAJd2j7gQbSU6iBb9ZCBB5eVX+8kN2CD03MlC0jciv/Uz1QHLaSP/O9XrKgRitAlx9i033ptugRNjR+ZxQgfsocKobLJk9wgAHiprwACFQi0Bw4an5kJjrfZ9rIQ024D6cTwjGWEzAMDAMDx8FeWY4TXZpsP4oHTRAwKHqppYXMhAABI1H1jDvMwZ7UCAJ7YMQKAGS0lZS49aM5uIRNAFhwT1T+k82xJT/OzF9rx5fQHBav28RbRLLYAAAAASUVORK5CYII=) 14 15, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhb2Wz0tUURTHP++HY6OiiagJKZkiRkRCYSFuIhBqoZHQJqh/IFq4rG2rVhH9IHEVIYgk2KpWtQhRkQjDggy0zDDT8bfjzPjuaSHavNHRd++YX3g8OJx7zofveffeB4Z6P1YgpmuTZZssejtRLAB933IyhtAGeD1ZLglxaKxcAKDvS3ZGEFoAvdO1omybpoopABqqVwEY+uQYQwQG+DV7SjzL4XLZ9+Sw1XAihlIw9IF9+SZ21Oh8rfyYPSlA8pMsGRxC+vv0IfZ0YGCxRqKWUFE0sluaVX8WlIJ3b/QgrCBJA4s1ki8Wuesu/Z7DtZLhrXWDn0PixBJ4MSG+Ao0X9Wq7QZLO5X+1ABmdr+XChmmS3EBEqD8fpNJ26ewCK2oJUdRW342XQqntuUGLBnJgU4uWh+v4aysF/5iCNzYCWHI8slJMExGsdd22hgB/LA8cf8xRsLZyQADTdpxEyhKlILrkAN7/B/hprzMnKY2iwsxEGDCzQesumHXjTGXFfLHx4TxGBsuMmmsDrKy6RJb9pt29d4uxsSvGAFojiEzmklgMAZGt2HiilOjojDGAlgNzYwXEfh/zxZQTYjaRczAA4fUqDqs6f9C1SUi2MYDWCPJUDTkcT4naKFurjDlAWI6STcoX7wKu0a8loDmCECUsz/ive8uydMuYA3jRMCszO5x4GTgQaAQtvc8kRCkLUyr9uV/8CNuLi4q0gcGtmFbNrx5La29Xun9Bn+yiB+IW3t8zT1utPb3S9LRnd4jiJ0LhQ+3mgYb38mqLFY/CmTvdmyF/k/J2wQXmbsN+2p+q023dUnXTPw63ukMob99/29Op8nqXHGnuFEAO1T0Xt7ojo+ZGdpVc6pS1JUV8WbH28YZxnYyU3/gi0M7YS38BkbgBdHC614MAAAAASUVORK5CYII=) 14 15, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxElEQVRYhb2WTUhUURTH/++9eT7HNzbWSI6BiBB9YGBRUEltyk1qScTgIrBoEbSoNgUtWpSLNkGfREpUhJbYNMlMSrSpTRRE0MadLUxdJFEU6sy8ue/e08KP5uXovPtm9A+zmDP3nP+Pc857cwGPivTFyWtutlQvSYduDxAEcDQeLRhCGmDvpRhxmxA93gYAaE10F6UTrlTfEaXdF2IEYOHTEr9HTYnOlYeoaeqjTZHnDvO5n+jgqyu0b/DMykFUNPRSeP+zXObzosbBU7RzqKX4EEb1YzI39vxvnsuIGoYO0NZ326UgFFcQNU/IKNdQFlJRXqVh5EX7Ql5z4i7NKKNIKRNIqmMYbv4oVdvn5pA1fkKxAPLt6IVlqsBsBxQAIOIgNYNPrf1uSnkDmJNiTRHpJp//TgAUUgRspBeddVtU6j3AphlSv5wjJrIhkMw2dm0OyHUAbJoDPtsRE6oNpkzLlPEOQIyB/XbGBFLIqD9WB0BlaQguHDEbU7Cqvq8OQLAkCSYyyG74jDKGQN0fzwBSS7jetBAOJB0xte4LtphSe+cdIBzkqA0xR+x0CXAyWekZQGoEG0IMfoMDI/9ilZPf8FOrWB2AqrUMnE06YkoaMKe874AUgJ0ehW1MOGKcKzAsvkRGfkntgG1MoCTofO1qAqCMZ385AM204C+3HDEhVAixREKxAfwBBn/A+RQQEbjt6W4rD2D4GfTSxfNWC+iAqyU8H6mnWfMMdMMJIIQKDQKD7wHygQ7vASD5j7iszh3bRhc7Ni93FVtQ/AMo8Tn/uWzlHcGd2LCiGxxXz9bOh3IWH3irEgAc2QWg2BeSaw++KprOcf1ydU6Il280AoC2Rjlzad3oDNP9myHHOKJxnWKvNam2F6SuW+voYVeQAFB/1E/RuF6Quad2PepeQ0YZh69UoD2S8lynID3tMV09Gfn0F96bE74ZhPApAAAAAElFTkSuQmCC) 14 15, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhb2W20sUURzHP3NmZmdbW+/hhUSQkC5iIJRFSAQFhdBT1IsvQU9S0QWplIiiiN6CsIfwr/AlCMKHjHqLoNuDlBCGmnkp13Znd+bXQ7o426p7xm2/MAx8Ob/z+5zf/OacAyHVlKmWsLGrpcIEVXgVArDDrd00hDZAuf836VdrFoC2VN2mILQA4lIvAAvmAgBjkRkAupL1oSEKBih3mwXgp5pZbRvvnCkATiQbQ0EUBFA7u0vMtOKXMRlIvvJ+EZ3EBnoSzdoQGwJsH+sUMxVhruzLesOM4eg3bODyYosWhLHxEGgc3y+Z2CKZWBI3lmBRTWXjOlJ1UoWixrOp9BVPto5rza0jqZnbKcu9kF1lR6pOlr9/7lOQdP4Cw05EUW52YeslKXj1lgYAkaUteE4q4NlARLL5tMuuBzBfjq/8gKdQxH2tacIDlH1v/CfEEqEy3I6uDxCXFszpaMBzUNRmSlSBSr+dKA0Br96zaXVjpQFIj/rEYtUB71AizqcfY6UB+DzikkkEm3Bi8DdOm79GRJEBFj64qHQ64M2PNlNleMB4KACt9rWWklhuMuDZqpXpj1WhkoNmBWxJ4SgXVlXcSDtYi+GbUKsCjnKx7eBOiGehkpHSANiWi2O5wfyegVINa0QUGcBUGSI5W7EAhhnNH1CA9M4Cy8Uyc0wfDM/+vwDtzj0xVQbL8LGt4CksYoBvcvHoaTx7QgafvoRiXkb2OPelPXq3oIvGhWNd0nvyQHEvJO9TNwzTTHOw4taKlXfyS8fPCr7F4+HXoFGBgprwTeK2gSEc2XYzL8TVw1cE3+TR8xGt5AUDALyav2NYCrqbBgIQ5zv7RER4+GxIO3kodTcNyKmWfgHk3N5r0ruvT+ub5yoU8Zkd/WJHfKK2MPT2Qeh5NqWe3de1r+D59AeWPuHW4SRP8wAAAABJRU5ErkJggg==) 14 15, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26%,26.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACkUlEQVRYhb2WzWsTQRjGn9ls0iY0H8ZKsIq2Emuo0kaQ5tCCxS88FC+FgIdaUCkN2lRrtVGsF/GoINi/Qbz1fxA9682TCIpQ1KBNNtmvmdeDZnFN0uxuPh7Yw747M89vntlhBvCo1ek8ee37ryQvnW6fvUaMCaxl7rYN4Rpg5XyWiAk8ff0CAJCfWO9IEo60PHua8hfOEQDryU+s02Kq0H2IXDZDNy9N28z/fqLrqQLNj9zvHsTS1TQtXT7VyLwmmh9+QNmhh52HuLWWouUbx/83b2REc4kNmo0/cgXBnDRaWU2RUQpAKAH4Kn3Y3Hpj9cuN3yO9IqOiMVRVCVvfHrsaW3bS6PmzDwwALV5JQ/LLwJ8EGAAwYuACePn5iZOh6uRmG7L+iAnhN2vvVtSc6lJ3NHvAYQLWqCEdkmpnJmIwTavm2NgTAEI6AtzuIQTAuWtfbwBiQK1bM8EZdKNHAFK0CsjCVjM5g6J6OlLcA/CYDhbktpqiAko13BsA2qNB2APAdimMneA+oOQNwFV2IiKgx+wEP159wshmzJs7XCagDcgw/H4AVav2deY99Hdm804t5CoBNRhGNRS31bhfQ3H0S28AtP4INP9eW42RASNc7g2A7osiLdvjlmCCfJ793QGkfRzf5UbrbfQGoCKbUCDq6qyNa4g7AEZQJDuAJCS0k4CjbVgojlHFx/ETHEaT6UbEJARkKktvAQ+nYlNtFMfozq9ju13FLIVpiiL6TMt2rpXbGaWFcnJXiIiYpDBNdd68prnyEbpYHm4IETNPUJSf7J55TWeUw5SpHLJBDOpJipvj3TevKV09QEfVIQJACe0gDerJtsw9/a1JbT8pAASC2O776HmctpTQEo52Riv9Bnz5DAHEF5HuAAAAAElFTkSuQmCC) 14 15, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACm0lEQVRYhb2WTWgTQRTH/zO72cQaGrRfFoxSBK0HKZhaIRS1FEU8mEClYhHxXDyJFz178iRBKpSepARqoBivgvYkCuJBqQURWtEQK7UmIbbdNDPPQ03sNP3YnTT5w+7C4837/3jztYCmIrMB0h27Xlxn0KVvLQQAkS8NVUO4BriYCpIkA8mOLAAgOuPdlU44Uv/PTjqfPkwAyk90xkuDHw1tCMcduPfrBBEz8KL96/owe3bcBkng6ntoQTgCGM50UgESL1umFfPSN9ElQBIYeqMHsa0Gc0fpZvaY0vZ/z0bRtdegoSl3EGznlDWIADEEiibeCQNTrR/K4658ssi0V8FXCbwAjPe6q206SXra+JkBoOFMJ86AY2qtA2UDIkK8x0mlSrnZhmyJEZYgy75rLwmSlblOizrqQEkZJuAx1Nokgf9Mzo21AH4bAtaGphERzMoO1AZgngnA2FBAAqxQJ4AM98CGrQYlwJcNAEILwNVdUORtyLNmJWbZBM+CT8vcNUDB9MP27FMB5vzwTrdrA7iaAnPJD0j1oFu+cwtNh/IAYrUH2JvaDytnYXFdLJ1ug7CNLcfsKkBgthm+YpMSk9JCNtdQHwB/MQi/PKjEBDjkqrdOACKIhu9qjIFDSFdlFLnaBXvSBO+8ugiLAKTer6V7AGsRyKfUc5cxBlYvALFA+POj8sQTVQA4mrxILEnWApCdE1jJbp5zFo/AeYFeyduAxq24pS4/fk4D95Pb/YqV1ccfUr/5YMc81xq4m6QL1ye3hTiHEepDbPfNywbRSQr1JDaFCGOUejFSO/OSTnYlKHRkQoEIm2MUxmjtzUvq7pig0IE4AaDTvicUNseqMtdard2tcWIrErwg8XblhnadqnSqcdzRzthJfwGlZv3lMQPBRQAAAABJRU5ErkJggg==) 14 15, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnUlEQVRYhb2Wy08TURTGvzudlk5hWsqjjaiIQBDEWJoQWQiRaE1w5YYVcS2YgA+igkbdGJe68x8wceNO4gIXxARjogkbEhNZGDcm+CBiKC3ttHPvcYFtvHYCM9PHl8xizr3nfr859zEXcKnZiWFym/uvFDdJNybPEVMZbo0PlQ3hGGD62nkixvD42VsAwNxYrCKVsKWJmTM0eTVBAIrP3FiM5kd6qw+RuDJE49PDkvnfJpo/3Ut3YkerBzEwFaeRqUEr84LobqyD7nW1VR6i9+Yp6p+J/29uZUT326P0oLXJEQSzBTE7SL4shy48aPHU4eXTd8W824mTpCZ3wJIGlGQWD9c3HI2t2um09mSFAaD45QFkFBXYrQDbdSGACzxa+2pnqBI52YYs71eQFmbhvVhqMkuqbuvrnQIg5/diW8nLTpygGEUo5sQcsDkFRYCAD4xzOcgFWJ5bJ1QaINuglcSYycEyeYveVQDIhPwQqlxhluNQtrsAbFgnVRIg1xgC13JycCsLPdPgyhxwuAiNcBA7kWYppv88gVatvzYAIhiGaIxIseeXruP96NnaAKgNUWjhTim2fmEUS33R2gDoWjuaAt1SjGtebPb11AYg6D+EZu9hKca8hHxYrw1AyBOBqa7KA/gAUjy1AeCeVZhqa2mDz7W/MwBTrYeAxWlI7u8hjgCIBSAU+dBRSJRVAVsn4fHN18Q99eDQQMzaLbgoIAxQ6qICOPwj7mP+io5tvdnrKlaUvkAUfJHbt59j9SQ/UHfq454QwUVB+gJV3rygztQX6kh9t4RoXDYptMSrZ17QkfQvak/tSBAtKzlqWjarb17Qwd8ZalvPEgCKfjKoZaW8OXe1Wg98MwhpQKSBH7E61+OUpehnw9bO2E9/AF+b+6xO5nPXAAAAAElFTkSuQmCC) 14 15, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACo0lEQVRYhb2WTUgUYRjH/+/MuOYqa2RNblhpiRkRRaVdiqKDdIi+vHvw3Cno2D06iYSQeIowRJA2qFtQ0cFSjBILwnBFtg/3Ix33w52deZ8OizKzu7rzvpv7h7n8ed7n+fE878cAkmr8sECya51SZBbte79EAOCfmq8YQhjg4OsIqSZh9XwbAKB26ltFEEIAna+WSbEV/L5yCACQ7moHAKifZ6UhPAOcjMZJtRkWe4JOm2W7jgOcAzPT/2VPlFRneIVO/IwTAOfnFGH6I2HyrTBE2Q50zBhEGYa5A03bhTGc68534s1LIQjmJahjxiAWIGh+C+qkjS+39c11vk9fKYcMKJcGzBRw4apQbs1L0PczAQaAOsMrUC5xID+CzQJEBHRf9JKqSCKngFGGgWc3lxAAcCDf+oJYr0k9dWBDtsHANNVtcu4E8FxYDmBNhVLj9ogI4FnRupIAUQagoAMqB9Lp6gCYywo0q8DkHGpmDXY1AKyIAvuv+5hTzkBdbAkpSQCht8CMa8j+cW+ChvAsgnPTkuUFAbRkGloi6fLuDD/ATWNRGkBoBPWJCHymgYTD2z//CzGzSqegMbGAvczCD4fnszj8MUMaQGgErTUWTu9233qKBdTmctIAQh041sBxxO/2FAZoVtFVvDMALXWEYG2BaQGK7CUAwRHoPoAlEy6PMSb3ZysDUG9nYafixUkq6ICnEQzdCFGzD+CrUWC99J33qAUwNYXuhjkg8SpuqcHrL+hZb2irf0GXBloVetiulY0TVqj3OU30PN4WYqgFNHi4PKS0Ji4P0PjZ+yUhhnXQUHAHi29o/NQ9Gjva74IY0TUa1qtQfENjbX002nyLANCTpl00olc2c6ndOqpfI269A2cm+uLr0nkq0tM9AU8no5z+AVeYCsp/7NeAAAAAAElFTkSuQmCC) 14 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhb2WT0hUURjFz/333pipodKklKSVLqxciTAbhWgRBC2iRYsggihaCI2KSFhICiJkENIfqDYRBdHCVYs20SIo2kSbMNwEphVDTo45b2be/VoMI76Zl859M86Bt5jv3fud35w7984FAmr0ZAMFnbtRPJD56TBBADdO1JUMYQxw7ew+0uC4ORsDAIwdry4Jwghg5PwBguCYeLmYNX8VhyZgvDdUluXYVMNXjtDIxQ4CsPEBAJrotWkqIrcPYmiwh4b7u/zMc6KpiKTpHl5+iEvRPro6GMk39zOiOz2gu92+7/4rVsygy9E+quZJyIwDlljD5MMv6/PGjlWTnUrDSmUgXY3+j2a9ZTGD7k+/YQBoaKAbwpZANoGsgdbg0Ii+18W0KpDJLmAOLJBSuc8EAIwxwC0cux0AWNUhuMoqqEusf3tmYp6da6C45pBulafGXe2XwPYALGbSIChPjYFgucHWHzBdArcGC2mvmdAElTZK3SOjBFYampFcW/E2SGlUZeoALAcCMEog0diCeNMhT63eaUZtx61A5oBhAon6FoB7ma/v/QD700JlAFJWPVzL9tT04V2ILTcC8xUASNs1ALzngNrtQjYFuteYA4B2QEB5tj1TBBmu0DYUUFCO9yBiFgPfGdjfDEC5NmyWdxApArOCXwOMACQs2ClRUBeVArAdBpUPoLIpBFVRP8KqZ1/JgoRICUjyYVZA82gS+jdoaSYEGP4jbqrQizmqeTq/2VVsXU0DDoUvOFuO26gtlyB5pp0JLbDn0bdcybd5y/hfYorw47ENlPtCsnxuP+Oco+3eki9E68wqQQHfJ8scf77aZ5bo6O2fnuVoe5Kg1gerRrGXpK7Pv6jzXYwAUPvsHzr4PFGSeaC4Ot/GyE0K6DWOuVO1gfuUpI7X8aJ2xlb6B+z/7F18hvXiAAAAAElFTkSuQmCC) 14 15, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68%,68.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACs0lEQVRYhb2WTUhUURiGn3Nn7szkaGpaJkaZpCQatGobUdA26AciCNqIRBQtpLTCNAlr0aI2VmiLdkW0dhnVJqRFEEiglqlpiP+jeefe87UYnLwqOuea88Iw8HK+8z7n8J17DgTU0f0JCVq7XFaQopP7UuFHKuY2DWEMcKZsQQDeDcQBqKma2RSEEcDF0kVRStH9IxX+qT8XgIOHpgJDZAxwpWRRbOD1UGy5rb5+2w421B6fCASREUBDsSM20Pkr6gtf+u/9XIBSwonqsf/SmD7dLfTk1g5XgJW/lZJjVaNSXTZsBKE2HgLNBa64YU1CCTMhoWs0lq6rqZoRijyqEkl+znr0DJQazR3OZFDLVFgB0lDsYKfWJ0sBrhLCYc3bL7symWqVTE6BimiLHEkvLL3VVnT12K0AIMdThPUak+SkTWUSbgxgiyLuhXyeighlfWtQbQ2AkOOtWKANvxe8LAFEp9mG6/NCcY+R2WR2ACJ5w9i5Iz6vctJj3J4NDJDRMVxSXsEgjgaWMXycGEMKh3yeiYx2IF7UR8HuXp93+PQ99h74ECwdwx2Q8vfo+Bx0//MK83qoKBf6sgHglAwi8UmfF1ELRCPfA8YbAuj8UZLRaZ9nWy52KHgTGvVAMjqNE5v3eYLGtpzsALiReZKW/8yHlBBSWfoOuCEXx/Nf9xYaSwV/h5gBoFPfgVWTBL8LMmrCzg5btHL5owW9FoDyON9UjqNj8qa9FwxvxHXV9TQinc/Vek+xtM42Vsqpm7UbjjNWxzPkSce670Eu3N4j55oqjMMz6oH6OpTW8OBx2vKFXLqzUyw0r+73w1Y9SK5dRnlA66N0iQDUNecLSnjZNmIcbgQA0HQVldTQ+DDVu/XNcQF40ToeKDxw0Y32iDiuxUIyREdLIvA8m9L1tlhGJ2Mj/QW/kffZdQ9rJwAAAABJRU5ErkJggg==) 14 15, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoElEQVRYhb2WS2gTQRzGv9nNC2JsS6M1tvgoGCrUQw8erFQqar34OPRQQUWRgF48iAdrrAahQhHpIYqIEA+evYhQ8FjrrTcfIL0Uiq0NVk2a5rW7M38PMaFDU7OzafLBXr6d+X+/mZ2ZHcCh7u3PktO+66U56TS+txR+q3utbghlgHhnngDg0bwfABAJr27JTNhSIlSkp10FAlB5IuFVutSTajzEm44ivQ4VpfB/r2ikJ0Vnen83DmIqaNDbjqrhZdHZQ78oejCpDFFzDcy0cfIKDeeT3v81Y+8+t0NwwrXORSUIZqfRh1aLDJdAlhFSOuHKsq/SLxJepbSbo083sZTheDYfUqrtstPoWMrFANBU0ICnND4qB1iMYEIg+mmnnVIbpLINmVdo8FNlYJWp5hur2Bq9KgD8nMElNvoFrWIylXBlAA8xBLgueRYjHLWqUDUCwE0EP5cHaAJYyfPmAJA3DR8sySvqHD8yZnMAzMAijG1LkneYccylM44BbG3DspZbZwHhAdYxTCeTWKTvjgGUZoC3f4W1a1by6MIk2vo+NgeA+hcgTs1JXiEwje4jS5v0qC2lT2DsWQDf/kfydJZH1vOlOQC5wDJWjLRcQLNg6s4XodInWDHT+GnkJE9AQNOM5gCkrRxyXN7zOiMw1qRzYM2yYHD5d88goDHnlyG1g0gImFWOfQbn/wJbi/BOwk2GsJDnBKoGwDgGo/vAhY9mJr6VmLZKo688dDvBNrsLShq4e4D6R3trtlPWzZegGy82vZACAAbHumgg2r314WVdfw66Gq8OcfL+Djo+trtx4WVdjoMuTmoSxFCshU48CDY+vKyRJxoNP3YRADod89NQrKWucEerdXjCQ6aloWjqeP8w67hOXTo37rO1M2rpL6wYHS0/wC/iAAAAAElFTkSuQmCC) 14 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhb2WTUgUYRjH/+87OztuW5ofkQuKiW75ESgEfUBEYBCZEh2sQ1AQ1SWoLhZ4qaBLBNkhqkMfiPZBIrGWSAftEh6iYwTVKTCwMFFcZ/fdd2aeDrmLo6vOzM7uH4Zh/vM+z/N7n5l33gE8Kna7i7zGLhX3EvTmwRECB2LXjucM4RpgqH8fETNxrHsQADB8tsOXTjjSwGAzDb3YQwAyR+z0URo+fCj/EL0vq+nx6+224ou36G1bG73b3+MJwtEjuD6wmSRJnDvxfanN0ufOsTHAUjGyq9f/Tlx8ptHV/vDymWcrRCMt9+lD4ytXEGz9IcCVPo02KhqK+QaUKptw/uSPTNzwqXZik41giXJwvQLtXy64yh1wMujeGcEAQTcGAghxAfzvAAMAMgmcVHR86nGSyhvAophOgkKmmr4mAIwZBBgr0jiavVsAxKVEMJiweWQSYBW5LuwJYMGUUA27x4UFJouyB/gNICRhFnKZ2QCeKikMgJ7kMCzLbhohbF2IFgYgrgcRSFkAUhmPLZQhMtdSGABdhKGkCMBMxqv524lfLFwYANMsgUmKDaAPQVCFDkx7A3C3Hcst0MQ2mzX68zem/8xkH+83QKmsgyrrbZ6OJL7NzXsGcPUIkqIM+tSyDwEzMW8KzwCuOqBPGUjOBG2ehIXUklWRVwAxq0DEQ/YE3AJgZQ/wG0AmQpC6HYCIAG6sEuE7gAZTqCt8I4cOOHoJmw9cJpnQkIqrMKUdgHELsIAoPkJFgL5iL+BhV1xVOw9eoh27u9f6FcuoCRPUis/rjnOt+tYeqmm4uSZElI9TEyb8L55WVd0tilTdyQpRq7ynKB/PX/G0KivvUqT8oQ2iWo1RrTKa/+IZiLJHFCl5QgCoKjRI1Wosp+Ke3tbK4qfETA2KFcRkostznpwUCT93tDLW0z/mGxWCqd7R3QAAAABJRU5ErkJggg==) 14 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyklEQVRYhb2Xy0tUURzHv+dx5947d8YxNUcHlFSwhVibsl1I0DLoH4hatWwhWIRYDCU9ICGCNq0qcBm1jiiINrpqUdSIpUW+QHzg6Lzu+bWQEa+jzj1nrO/mcr/8fr/zOb/zuDOAoVqGG8k0d6e4SVJyOEkKQPJ2omYIbYC2oQ7iimPxzhIAoDnt1QShBdB1s5c4JOZG5gAAC+lVQAGpu44xRGiA3htnScLBzMjkTpstprMgRmh7KI0gQgGcGbxIHBa+35sIDF5+zg3lAQDHRrk2RFWA/oErJMjC5wfvDgpjv6+XQFKh6ym0IFj1EKB/4DLl+BryIotNtoxv9ye281rTHgm7CBkpgUuFH9f0asswQR9GnzMAdHrwAqRwAYDKAygoMK4wPaDClKqQzilgERWFRU75nQCAMQaxR2zYoqE6UJajYiipQoVPcnv2oQc2AuClGFzmBz2u9IrsrqkTvDFbglVIBDxiBBExW39AswPZGR9+LnjKhCC4FgP0Tt+2tDoglxuxOeUEPEsqtLuJfTIOGcBbb0J8tTXg9TWkcNU7ZwygtQSx9SawXcyPb43hj/0RwKt/D3Ck0ADu2wEvrk7h5NIeN0FIaS2BU4yjTsUC3oLlQ8mjxgBaHUggCldYwI6roMgISjYZA2h1wBUWmi034JUYg8+dfTIOGaDesuHZVsArMEKBmf8q0wKIygjq7MoNVxD/CSBuM8StIEARqKkDoTbhE3eSohEJRwjYspK5CGAllYOjcuTM1wMGX8V99cjJ0LP4FGHrsj9wqvnWDconZ6vGaetl/TS9bvl1IMRC+wZlUzntwUPtgUsrxxjnHJ8658tWYJBMR5aKALxZBzjM9u/WePc8fT2xGOjEeOc6fenIGrdd6xT0ZVrYe8bwomfrb9nb7jUqcaDnpwcYztwoaaxniaK+gKc4zmfqjOvUpDfHV0OdjGr6Cyyq39u1taVFAAAAAElFTkSuQmCC) 14 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84%,84.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC00lEQVRYhb2WTUhUURTH//d9zZczWmoLg2wRBVGGGGFaRKEQaKFBkEFBKRRakc0iaCeRRFEtKqkgo4VEG0ur3WwDV9KiICJDojACR9R56ryPe1rETPPGyXn3jc4f3uL9ueec3z333vcu4FGx2u3kNTZTkpegd021RIxhbGtnwRDCAG9P1BOBoXn8EzgIHzf3FgQhBPDm8gGCDLTGxgEADV8GAQCTVVc9Q7gGGL19mMgno3VoLNNmOybvQYKGeMWNVdkTOTXysp1GB1oJQOaTKZot7ycjcnf1IR6/OkLDI8ezi+cqRFbkIVF4QAiCuRn0dLiNKmUJ+GkAU0s4ej2Wjvu8qZfWJSMoMSIImH5IiR6h3IqbQZ3HXjMANDrUBswrwN8OMABgBEhcRWgm6ibVMomcAmaUqKBSNfWebrXCl03W1exFATDFE2AVqsOToEImLbOw6+LCAD94HFOS5fAUzqBxWSSNM15k8KQVXxYhkwbV9hUHYMKchk5Jh6dZDIyVFAfg+9IcppUFh+ejMCz/BmCuCACzSxb0rD2gyjVYDDUAv4sAYC/4AFsG8K8LgwkVu5K/vFUXBQjo5dC4H0l8S3sf1AkszHq6VgAQPIZhuxKl9kaHN6/qiKszngGEOhCy1yPIyxyeJZuYV3Ug+Z+gPBLqQJCXIWw6AUiyYMgeq4sChOwIAhR2eJwRzKyTsWYAGg8CiaxPPSOYilEkANsHS+cOzyICMdszgKtNuD/aRT47ANIJpu688DBGsBnhdNkTBM0APdJPAYJ/xBXVGD1Dh65cWOkqllZX+Dl1B17kHZepvEvw/s4zpnAFTWcvpaycyTsqHhBJFgYWO4DV7EBKB09epMaWnpydaK+6RR2V94Vm7kkNzd20e895B0RLdR+1Vd1c++Ip1dWdo/qabgJATVuuUUt1X0HFPa3V3p09JBt++G0fYl/7PecpSPu2RV2djHz6A6EBCYOKoIy6AAAAAElFTkSuQmCC) 14 15, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
99%,99.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACz0lEQVRYhb2WTUhUURTH//fd9+bDcexD27ioFlEQFQQtIokgKiJMTMbI6MsS0qwWCRVtok2LKAiSoKBAIkwlS6c2IbQqxEWrhOgDhCgiS9Occd7XPS3MYa5O+e714w9v8Q73nPN755z77gU01fN4Len65srQcXqe3EhEDL0dq2cNoQzQ+mwzETHsTPRDEPD20cpZQSgBNCe3kQ+gvOINAGDL/vcAgIH2Um2IwACXu3eTSxyHyntzzWzdgQEYPjDUVjInM5FX9V376EJ3OQHIfXJFI+3F5LQVzT3E3icJOtZVPTV5vkTkPSwiao0rQbAgiyo7q2ipCSyDg2JkcL6iJ+v3rn05LWE2Cj0HUXJhHBxTim0GWfS0qpMBoNPdlSiYcKHJBIwRDE8gVjMcJJQewF+xUbIoCn/yPQthGmLa2vkAwKAAItySbIYPcJFte+DEWgBDIgSLHDmAIRBi0yowTwBeZJoH9wmW8PM7zDXATzcCm+R/V4h7YGPKldcDGM1EkDblGQi7BO9HBMDo/AN4GQ7PkL/W+sBh98UAfNcCUDqMzDRHeER26btehm/9Q1rJlQGiKQOF6ZBk+2QV4svnXQsDEB9nWPRL3nIpy8KwxRcGIDbmI/5b3nIuB1KW0ijpAxSkBeIpV7J5hoDNF2gbxjI+orZ82hIz4Bn61wClCoRsAXNcngFigGPqV0ANwBEwvSkAxOAz/QoEasHWRBOFbR88QzDdqS2YaMPdxbWIuh4dTj0ANE7Ff6qsuom2V57731Usq5Z4LbVGj864LlcztuBVxw1m+gJ7dpydNOUN3lxynDxDoGa8BVCoQKAZeJG8ybhPSJQ15oW4VlpHxIATI2rJAwMAQPLlLcaJcGRTvQRxZUUdCRDODN5XTq4EAABtr28zRoRTGxoAAJdWnSQAuPj1nlZybafG9Q0UcYCwL3D14x3tOLNS05qGQDtjJv0Br2ANiQo6sHkAAAAASUVORK5CYII=) 14 15, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur71283 6.6666666666667s linear infinite forwards;
}
