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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe3XXWiWZRgH8N/7vvtSxlzrVXBu2kxKU18QjXRMUqI1kQzEQRkJCpGehPZBRXnSF3rSUSBhCkEHwZKkQQyE8sBoIYJHtgqT1ANzNnVrX2zz6uB5xNDc+66MTvzDA8/XfV//+3r+9/+6Hu7if0bmH46bi4Wowgh6cPZOkbodCtiP3hxRS8wk6ogyAr3p88JUJi0lA3l8lGPjfViAe1GJsvSFCTTjCL7CAJ9jBy79WwIr0dlAfnkaeAaqUwLZTEZEGMMWXJWkYR++SII/ie7JAuSKBD+yjNqHJR+9IZPxwKZNyioqXOvvFxMTsrmcqvp661tazLp4Uc3oqOWYx/SjPB18g/NTzUAePywjvxSNaGprc/XkScMXLujDaYn6KvB6+s6MbFbN+vUGOzudRydeTTKxSAmf46/oaCCeJd4kPt28OfZks7GdWEhkGMQhiegOZRl8jOggzhHR3ByDRA/xTCLQjqkEL2SJp4iXiI/XrYs92WxsI8oZxU7U3DSmBjsrGd1H/EJES0tcJk6kO8UUdsf++cQ24v1MJj6or4/tN4K3FhnbWsHoQeI8EU1NcY7YkRA4UCqB3lZiF/FJe3u8l6Y9XXkp2LmKOE5MrFgRA8TXN3ziFmRvup6bI18n2WoDZ87ow48M4WCJBA52M/Qzfj9xwvRMRhNqE2E3FCOwsFrir5UY6ulxGkEX+ksk0B90fYerEbJz5pgm8W08VIxAVYXE4bKZjInhYSPJ/b4Sg1/HlQGJaOTzyjA9nb8YgZHx9CQiyOWUJ5d1UyRQWyF1uaEhMJzOX4xAzwDGMYby+nrzkKHNrVvvdqjJ0FaQ6MiZM65JyiVOFSNwdpxLV1PGtUuWqMX8JIPbSiSwbTHT78esQsHE2JhfcTlxwlss+WYCcPgniez7jh5VlctpRo69SvCBHHvbMQ8VDQ1G8Fny7MsSF6BQTmwldhMHNmyI3cRGIlfECXOMvkIcI2LNmojUmmdN0QmhYxHxIvEu8eHq1fEG0U40JpNdrwUHcCjD4BLibeJbYmjBgohp06KfeKFILZi0Gram1bAOM1pa/HbsmH5clPRfD0qqYQHzJWlfuHYt3d0Gh4cdxnNcikmq4WQNycoMR56gerEkx9WNjcpmz9Z3/LjRCFskIqrGzEJBRX09XV36JaV4K3+M8bhJmpKSOqKl5B9NSUxLV10+e7Zd+TyDg5w9a3x83Aiu4B3sT1ZetCMqBXl0VBKPEM8TrxFvEb3pcYH4nnj5huA60nF3FAWJ6HoriQZiLbGKuOc/7or/Dg2SwnL9v+CUSfq+u7iLyfAnrrhmj3pKE3kAAAAASUVORK5CYII=) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhe3XW4jVVRQG8N85Z25K6TiejMYZTZPQ0gNdNJMR9EVGRCsxCiEiH4ogSiroAgaJD/nQWy/RhYKCwAQvEWJBPmhNkeCTTsZk6SSjI6YzzpyZxnH1sP9ToXOzjF784MDh7P9e3/dfa+1v7cN1/M/I/cN9MzAXNehDK45fK1EjoYR30FkgaombiDqigkBntl66mqDjyUARbxdYeyvmYCqqUZE9MIhz+FFKxQCf4mmc+bcCFmN3A8V7MuLJuCETkM/lRIQBqQ5lXMDXOJLIV6NlNILCGORf3EXtQqnoDbmc29etU1FV5VJXlxgclC8U1NTXq29qUnX6tOr+fo2oZWIbj+IrtF9tBoo4chfFBWjErOZm5w8dUu7ocBZt2VtXZetTUJPPq1+1Ssfu3X7DYXyeMjHPCOUYKQMfNnDvQszEvPXrdezc6afubrvwGb2t7G7jwFF+/p6Z7VROiBBHj5q6ZIn8iRNuxAUmnmI2to2UhctRyhMPEM8T765cGW/k87GBqKQfGzHpsj2TsLFA/0PEy8RbTU2xmXiWqEmnZNjTMVwGtszi7jukmg/29Gjr6vIBvw+kpvpYEvJ39KMl+O5HHrmZQs3x4ybPmmXw3DlltKe+3XU5WX4YAQ/Okbp9+rp1yidP2ocBXsLe4ZP2J/YO8lILziM/daoJf736muE2XC5gRoFinXTUuo8dcxY/0Iv3xyAfwvvt9Hbit4MHVeVy6lCdGrthLAFzb5D8tRq9ra3aEOxB1zgFdGHPLyhHqJw+XSWmpbU7xhJQUyU5XD6XM1gu60u/nx0n+RDO9UkOWVksKqAyiz+WgL6L2ZeIoFAY2lh3lQJqKySTGeztBVncvrEEtHZnDw+gsr7ezBSo2ZVHbyRMytH8uFTGi8eOuYTTae3wWAKOX+TMecnXa+fPV4vZTMSGcQrYcCcTb8NrpZLnBgasRl9ywissebhjuOOo1PZn9+1TUyhYggJbsWIM8hUFtj4sOWhVQ4M+fJLWrvCAkVCqJJ4gNhHvrVkTm4i1RGEcTvgisZ+IZcsiiBPEtFGccCRsm5fZ6BbiraVL4xXiYaKRyNGD7XgP23P0zCc2EweI3jlzIiZMiC7iqUQ+4hwYdRquyKZhHSY3NTm1f78u3I9v0C1Nw5I0bWZi7vLltLToKZftwGOciVGm4WhYnKO7mXiBeJ14s7ExLi1aFJ25XLQRh4lWop3oL5UimpsjiPPER2l4dUv3in+MxehcQDxDvJoFv0jELbdELFgQMXt2REVFDBDdWc2fTGXq/LfkQyhiWzVxH/El0Ub8SnRmnw7i2yxT0/6qefFakP8dJanpOmszMcuJ+4kp//GteDg0SINl6H/BYaPc+67jOkbDHwGLe/xYqVJGAAAAAElFTkSuQmCC) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe3XXWjVdRgH8M85ZztOM5vzVDhnNhFR0RO9aGYT8iYW0itC4qUXRV2E1IVdixfZRREFEZXYRRBYUC1ELMiLXlYoGIWtydJ0yXI2dXM7W9t8uvid5du2o73QjV/4w5/ze/l+/8/z/L7P73AN/zMyf3PdLViEGgyiDUf/LVEToYg30Z0jaokbiTqiikB3ebx4NZteSQQKeCPHY7diAWZhCqrKE0ZxGoekUAzzPp7CyX8qYCVaGijcWSa+AdPLArKZjIgwLOWhhLP4Cj8m8gfROhlBrgL5p7dTu1xKekMmY+G6daryeed6e8XoqGwup6a+Xn1Tk/yJE6YMDZmLWqZ1sB6fo/NqI1DAj7dTWIa5aGxudubAAaWuLj3oKH91vjw+EzXZrPq1a3W1tDiFg9iVIrHYBOmYKALvNHDXcszD4g0bdH30kZ/7+nyMTxhoo6WDL9s5so95nVRPjRDt7WatWiV77JjrcZZpvzEfOyeKwqUoZomHiWeJtx54IF7IZmMjUc0QNmHGJWtmYFOOoUeJ54nXmppiC/EMUZNOybinY7wIbG3kjiVSzkf7+3X09trBH8OpqN6VhFyIIbQG3x7i8ZvJ1Rw96obGRqOnTyuhM9Xtx5eSZccR8MgCqdrnrFundPy4vRhmM/aMH7S/sGeUza04g+ysWaae//SHxltwqYBbchTqpKPWd/iwHvzEALZXIB/D9k4GunFq/375TEYdpqTCbqgkYNF0yV+nYKCtTQeC3ei9QgG92P0LShGq58xRjZvS2JJKAmryksNlMxmjpZLB9HvPFZKP4fSg5JDVhYIcqsv7VxIwOFJ+iQhyubGFdVcpoLZKMpnRgQFQ3newkoC2vvLkYVTX15uXNmp2+dGbCDPQPFtK48jhw87hRBo7WEnA0RFOnpF8vXbpUrWYzzRsvEIBGwtMK6CuWDQyPOwUBpMTXmbJ4x3DD9ulsu/Zu1dNLmcVcmzD/RXI78+w7TbJmmsbGozguzR2mQdMJODVdqmr9Z09a/batV7E6+TztJjECTO03Et+IRrvu0/Prl36sS/NeaWC+Iuwc3HZRvuIWL06jhA7iHuJDP34AG/jgwz9S4ktxNPEtgUL4qWpU2MrcXey4Qn7wKTdcCuFR3Arrmtq0vXFF45LF4+v0Sd1w6LUbeZh0Zo1Xm5tVSqVfI/3KnTDybAyR98LxA/E70TMnRvnVqyI7kwmOoiDRBvRSQwVixHNzRHEGWI9kU0aV14t8UUi0P048Q3xS3nzESJmz45Ytixi/vyIqqoYLqfrGPHE+TviPyIfQwE7ZxJPEp8RHcSvRHf56SoLfI646XzOC/8G+YUoSkXXXVsurjXEPcTM//hWPB4apMYy9r/goEnufddwDZPhT+0Gd9LMOwxZAAAAAElFTkSuQmCC) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVRYhe3XS2yUZRQG4Gdm2tJWLqWMl5Yi1BCjRMd4IaKWRBI1GBTRkGBcsjEaY4gbjUsviWjiyo3X6MJERRMVYxrQyMJLFUgwRqiQCtaKlSrFlnZa2+G4+AY1pdMWL3HDm/z58893Oe93vnPec4Yz+J+R+ZvrzsdFqMUIOtH9b5GqhAKeR1+OaCDOJhqJKgJ95fHC6Ww6Ew/k8WyOO5ZgKRZgFqrKE0o4hgOSK8Z4E/fg539KYAW2tpC/smx4HmaXCWQzGRFhTLqHIo7jU+xLxm9Fx1QGctMY3345DculS2/JZFy4fr2qmhonBgZEqSSby6ltbtbc1qbmyBGzRkctQgP1XdyJj9Bzuh7IY9/l5C/FIrSuXu3XPXsUe3sdRVf51DXl8fmozWY1r1mjd+tW/diL95MnLlbhOip54JUWrlqOxbj4rrv0vvOObwcHvYv3GO5kaxef7OfQLhb3UF0XIfbvt+Daa2W//94cHKf+Jy7AlkpemIhClriNeIB44eab44lsNjYS1YxiE+ZOWDMXm3KM3k48RDzT1haPEPcTtSlLJs2OyTzwWCtXLJPuvDQ0pGtgwMv8NpaC6lWJyF8xio7giwNsOJdcbXe3ea2tSseOKaInxe27E41lJyGwbqkU7QvXr1c8fNgOjPEgtk3utD+wrcSDHfgV2QUL1P159LWTLZhI4Pwc+UYp1QYPHnQU3zCMl6YxfhIv9TDch/7du9VkMhoxKwV2y3QELpot6essDHd26kLQjoEZEhhA+3coRqheuFA1zkljy6YjUFsjKVw2k1EqFo2k34/O0PhJHBuRFLI6n5dDdXn/iROrJnyPNGADrolQlcupK5W003iaBBqqJJEpDQ+D8fL+EydO9EBnD36TZLW6udkK5Fjt1NSrhLlY3SRd4/jBg07gSBrbOx2B7iI/9yhH8SWXaMEq6rFxhgQ25qnPo7FQMD42ph8jSQlPkeTJ0vDtD9CP0o4d5uVy7k2n2YybpjF+U4bNl0nS3NDSYhxfprFTNKASCnOI94kfiVi7Nn4kniNqplHCDKNtxD3EM9dfH08RDxP1UyhhJWxZR+wiBolYuTIOES8T1xEZhvAWXiy/h84mbiDuJTYvXRpP19XFY8TVyXjFOlCxGmbY9yj5dViCs9ra9H78scNS4/EZBqVqWMAuKVVaV60y2tGhWCz6Cq9NUw2nakhW5Nj+OLNvQRMaFy0STU1+2bnTQIRRKYhm4/VCwbzmZv3t7UbwNd7g+AluNEVTMqOOaAP5B3AeGnAWck1N5PMMDdHd7cnxcWOSZn+Iz2fYEc0EeWyZT9xNfEB0ET8QfeWnl7iPWPlnwG0pr/tXUZCCrq+hHFyriGuI+f9xVzwZWqTCcvJ/wV5T9H1ncAZT4Xd6oGelLWzL9wAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3UlEQVRYhe3XX4iUVRgG8N834/7VdF3HaMdV3JCwkAm6SWwFhRTFEo0twyDEO70IicDIriovRBAiK0qULiMTIsFEi0ykDBMMS4UQzUTFNVdXd2fX3fHt4huzUndm+0M3Pjcz33fmnPd5z3nP8z7DXfzPSP7mvEmYinr04RhO/Vuk7oQCNqEzSzQR44lmYgSBzvJ4YTiLVrMDObyX5anJmIJxqMOI8g9KuISfpFsxwMdYgQv/lMB0bJ9Bbnw58BiMKhPIJImIMCA9hyKu4mscTYM/if1DBcgOFTxh9zKanscSdCaJBzo6jKitdb27W5RKMtms+nxevr1d7fnz6vr7TUQTjcd5Fl/i9HB3IIejy8gtxiNonTfPhkOHFM+dcxHHy1nXYiLGoj6TkV+wwLnt23XhCHakO/GgKo7jj9g6g9hK/ELE0qUxkMnEXmIqkdCDbdKi25bQcz/xHLGGeGvGjFhLvEQU0gLdOpzghTriHeIwEfPnx0AmEzuIRvqxCqP/Mmc0VmXpX0y8TGxsb4/XiBeI+pRE1bdj0xziM6I3SSLy+dh7M/jcCnPnZunvIF4lNrS1xRpiekpg8+0mZG7zbtEs5NHQ0aHnzBnr0ctq7KpAYFeJ1ftxGZlx4zT4PfWF1RCYVEeuDffCiRNOYge92FIh+A1sOU1vJ7oOHlSbJJpRlxZ2ayUCUydID3QkSseO+QoldqK7SgLd2PkzihFqJkxQcyMhHqpEoL5BWeWSxGCx6HL6/mKVwW/gUl9KXE0uJ4ua8vqVCPRdK3+5HkE2qzF9bB4mgaYRUpEp9faCwfL6lQgcO41rUlmtyedNR5Z5br16d8JozGuR7uTgiROu43w6dqQSgVNFLpxWruJp07RiNo1YXiWB5Tkac2guFAwODOhCX6qEt0jy7a7hJ5+jC6U9e4zJZq1Ms1mnCh1IWPewVJqbWlsN4vt07NMqE1C4h9hBnCVi4cI4S7xP1FZQwoT+dmIFsXHWrFhPvJKK2LCUELYuIr4jrhAxc2acJD4gHvtzL9hc/uwZTzxOrCTWTZkSGxoa4g3i0Qq94I7dMOHo6+QWYTJGtrc7t2+fM1Lj8Q2u4Ae0SL1CM9pmz9a/f79isegwPqzQDYcyJNOz7F7LqCfKQZonThQtLX49cEB3hH6pPNZjbKFgTD6va+dOffgRH3H1OnMMYUqqckRLyL2I+9AkVclsSwu5nDd7egyeOqU0OGhAqtlf4NsqHVG1nvDdsXQ8g6fRVs66Fm9LFa9LWu0HUxJVe8LhoCAtus6mcnHNJibd7Pf/mSu+HVqljeXG/4IjhvB9d3EXQ+E3bcdeQAS52/cAAAAASUVORK5CYII=) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhe3XX2iVdRgH8M97tnncNKd2AqdTtCQs5OTFILNJWikqTSy0yCvxTq+ky25VwoyCkKTEiC4kXEJ/yEZWmBgZJmVa7apiWpYTbc6z49yOTxfvWZPh3JkZ3fi9ed/3vO/zPN/n+T3/DrfxPyO5SbkZmIOxuIx2dNwqUsMhj13ozBL3EHOJe4laAp3l9/nRKK0kAjm8nuWpR/AoZmG81H24gt9wAPvRzbvYgHOjIXM9zEfnAuI1oo34njhDdBPFJIkCcY74mfiW+IR4cjAi8/+V8YTudUQrcZLoSZKI1asj5s2Lvrq6KGYyUayujv7GxogVK6JUXx9/Et8RLxBVdN8siRw61xHvE6eIWLYsYsqU6C5HYQexhXiF+JLoILoymYiWlrhEtBPbByORGy2B1gVlz08RsXZt9GUycYh4IvWsgH3SpNuXofDYtd8vWBCFMolnUxKtozGez5bP/AQRy5dHXyYT+4k6erEJE4bITMCmLL07y/kQzc1xgThGTE5JVFwdu5YQHw+c+dSpcWjQ+NIRZJeOofdN4jQRs2bFKWJDSmB3pQQ6txLHiVizJi4RLamCTRXKb3qIOEqUmpqim/h8MBdGxIwssadcatHUFCcHz3xo2IfDhITCHuJskkQpSeIXYmJKonHox5khz3OmlS2NQ6m93Rco0YaLFRK4GLR9ha4ImWnT1Er7Nu4ficDYWmRRnST6i0Vd6e/nKzQ+gL+6pUkjl1ONurL+kQhcvlK+uRpBVdWA4ORREpg4BlXQ0wOKZf0jCc6oJT4iOonSzJlx5CZyAIWVAz2hpibOEpMqzIGOIudOowuZuXM1YnEawfUVElifoy6Hvfm8F/v6bMaFdDCdHokAvPdpKqB08KD6qiobkWWbCvpAwrYHMAkTGxv143j67oMKHZC/g9g/UIorV8YZ4g1izAidMKG3udx4dixaFNuJ59MmNqpOCK2riG/KYzcWLoxfibeIh1NlA7Ngd/lauIt4nNhIbJs9O16urY0txIMjzILhFpJcwk+bya3CTIxrbvbH4cN+x0vS/auIajTgTmmpzFq8WO+RI4rFohN4Jz37+wyznNxoI5pfxYGtjH+ibGTy9OlebWhw/uhRvRH6ygrGYlI+r37qVBfa2lzGD9jLpasswZHRRuAfEvjwGXLPYQrexhjUNDSoyeWUCgX9HR1K/f360IPP8HXqccuNjFdCgHSZ2DmJ1U/jqjTUNdJGk6AkrZrjOJaSuGU74bXIS5OuM0s0EncTM4ix//FWfD00SgfLwP+CH12nydzGbVSCvwFau6ix1nIWwQAAAABJRU5ErkJggg==) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe3XX2jVdRjH8dfvnP1xQ3SNk+iciiYxcx68kLChqEWmkkbiLhIC9aa8qQXddOFNf5GgbiQJUYhuIhMsQUZCiBgNRIoKW0UNpxG65Z8dt7O1raeL31mK/3ZmRjd+rs7v/H7f5/t+nt/zfZ7nxz39z0rucN1sNGESBtGJ7rsFdSvlsQc91cQDRDPxIFFDoKd0Pz8Ro+VEIIf3q9m4Ao9iLiZL3Yc/8RuO4DAKfILt6J0IzM20FD0txHtEO/Et8TtRIIpJEv1EL/Er8TXxOfH01Ygs/VebJxS2EPuJ74mBJInYtCli8eIYrq2NYiYTxYqKGGlsjFi3LkanTo1zxDfEW0SWwp1C5NCzhfiUOEPEmjUR06dHoRSFXcTrxLvEl0Q3cTmTiVi/Pq4QncTbVyORmyjA/paS52eI2Lw5hjOZOEY8mXrWjwPSpDuQof+xa59vaYn+EsQzKcT+iWyezxBPEd8RsXZtDGcycZioZQhtmHLdmiloq2ZodykfYtmyuEicJOpTiLJPx555xDbizSSJdxoa4tjVzVePs3Z1FUP7iLNEzJ0bZ4jtKcDecgF6VhMvER+0tsYbRFNqoK3M9W2PECeI0SVLokB8cTUXblDmuuvZWXL10nNe6OpyAT8ygH1lAuzrYOBn/HHypNokMRd1aSI2jgfQNFZgqjHQ2ekXBO3oKxOgL2j/CpcjZGbOVCOt23hoPIBJVahAJkmMFosG0/8vlLn5mC4VpEkjl1OB2pL98QAGR0o/IoJsVmV6WT9BgLoqZGFgABRL9scD6CxgBMOobGgwBwlr3Hj0bqUpCWvy0jzS1eUvabvEqfEAukfovVwirmtuVod5aQS3lQmwbSG1D2BaPm90eNhpXEwb09nxAODgT9K0v3D0qEnZrBZk2amMOpBlZyvmoKqx0SA+Su99VqYD8pXEVmIHsXfDhthBbExL8G0rYZahl4njRKxcGVEqzdMmWAlh/wLihVLD2bV8ebxCtBKzUmNjvWAvDiT0NxOvlhrTwPz5ETU10Uc8N04vuNVAksMPq8ktkh6BqcuWOXf8uD6cl85fRTxccm2eNOxNq1bR0aG/WHQQz9IbLHCL4eR2E9HShCNPMHmhNMaTZ81SMWOGCydOGIowXDLQhvvzeVUNDbS368MhbOXKMI+jY6IR+AcChxaRW1GCqEEVKmfMUJnLGe3v92J3t5GREYO4hNewJ/V8/e02LweA9HXsrmbTYmm461EpLTQJnsdpfIwPcf4uzoTXKi9Nup5qopGYR8wm7vuPp+KbqVHaWMa+C065SZG5p3sqR38DBVyQFqyvpywAAAAASUVORK5CYII=) 15 15, auto;}
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95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur258960 2.4s linear infinite forwards;
}
