@keyframes rwdcur221708 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
1%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFuUlEQVR4nOWby24cRRSGv75UX6bHM3HiOCSGKGGRPZEQG3Zs2CHxBLDkJVjwFogHQELiMVgisULAEwTFSqTgzHimbyyqznR1ucc4Iq62Okcqd09323X+v/46p+r0OMCftW/4fHAtXjgW++hErOURsAYqYGuunnUPpC2EEKz9+RT662qE7q5gI3gUAtHwLS+i79tIBOyx6RMQWO1m2Agx4GbFgREI2DP6EhY8i2OkKTDQtXzcEx+vy26OAsSmT4CQ4BCxRxg+PPLcnYB3ug7MSvndUMAAysA5erKRFLAnFsTDl6/bI48W7+8yQAtj+jFASAj7l+3bnj3yaDZ4S+v2GmDaBCg0yoEgKPKfdhZI6FSg+l4E5pYa+r3rsxEUEHOpAqZNQEKnAouEQJfCSJg6ARkdAbAjIUADV+YRj+aZgByNUNBaXgj43K9Hngko0CgzevkuoiNg5tcjzwQsgDkdAVG3+BHwB349GoGAJVoJJhaI/AX8Lb8exbz5G5v/YYfAOfCSntYzNPg7pmnz4lcM8ANtb48W0d+b2EdZy8UDTdGgqFFUKEoSNihWJJyheEnNKREV8Ap4BqT6Fws08GPgLtQ/QnUbqgOoC6gzqDKolWkx1BE0EdQhNNKCfmuBxjAp5/IZ4NPAEHAGgwSEVrNJkCYLNyEgIUQRolAkJKSkpGRUZCRktCRG+Gvgb02AAm4DD4ATqB9AeQTVAsoCqhyqFCoBHmrwVWSACnALXD0AvLaAN64CXtOv2NvgGSDEJcNWQWpISYjIiEhJyMnIKSiZMSMjB2JeAr9D0cIj4AmUH8L2GLaHsCmgzKCKoVQaeBVBHZhmjah9LqBdEnDuybWeAqBfrXOLV7Y65PoQGRHdmi8lYIaiQDFnxoIFS5YcEhDzJ3zwK3wM649gdQLrBZznsI1hG0EZ6lepNd1RANggG6vBRfnjnF9QgGtDhZmhap6rHFcp9lTJCSkoOKTghLs8ISX/+ieefQEv7sCZgk2o3xtvDGB7hIeAXQZu6JprOwUM2b4/2BqgrfNcM3Buy7RCj+gmg9XxjNOvPmf5zbc85HuWnDKnNtOjU5IoDvoKlM9XKSZfdi8GWDlA9rFrBxW5J6Mk5yLNGqgCI+EYNgo2KayXsLoPq6dQfwnwGX/wF0t+Y8EzDlgzpySn2a0ZE7ppZU872VgLCbK2tFXqFuHt6dwjwAbcWMfLUok972pMSgp0sKqiLoCVKWznsL0Fm2MoH0P7CXAf4B7nPKVmy5o5//CcjFfknKNoyClJaXr7SDsV21nJrjXZqdwG7JYeY9Df2XADyBDwHmiTa+vA5OSwS1NVDI0yUTzV6axc6vRWvwc8AR5jNj4F8JCS57QEVKRseMGaMzJWvGZDQo2iMeuKLvWKMkQNdsHNzlxuFrOVsCPAVYANug6gtRcZknsjAz7Q4JsYqkQfywzqHOoZlAuol9AcAe8DJ+jcrzA/joAHVKyNHzEVKRUJig0Va2I2vEaRUBtC9FdsbEKkqu6qQq4PKSMG+OW/ivFXCadXse9auGfwFuJFhN4g3QFe6akQ/PwWOrua+XwV0XKExnmAjm5Bix6jDL1ROqQLyX788rsbvIXGOUPrNhAXUrQk/G8H/RJwgAafYmlPysEZmoS5V5f8EiAFIUnoO5NdxAzfJSG/BOR0ld9dUVgSlEKT4Lco6JeAlC5570KcnbgSfJeF/RJgj/6uZ1GArPFSry75JUDWrrsFvCwuRAW6kuDT/BJwYfSFAHfz7M/8K2Dg7Xh/1T5lAtwN/s7srcqUCRj8lpxbYJsyAXZB8cIUEHf8fkNiPAXsvenfJb+97f22vFuy8GPjEHDB7NcyUybgwujbCyFxZ+oE9FRgs/GuKKBn8oZhqNLvx25QEJQHpqwAsb2BcO/Na7MRg2A7cGPqU+BSfEOvXq/fxgmCl5Lg10bOAvbFq7znffvmk/Ib+e/z/wKq83Nc3IE+8wAAAABJRU5ErkJggg==) 31 31, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGGklEQVR4nOWby24cRRSGv77PjGdiHCckYC5WRBBECAkJCTaJQOIB2PAOPARbNrwSUhas2GaBWCCEEFIiHEWJ8W083V2Hxanqrmn3OETBNVH7SKUaj2dc5//Pf07d2hHhTF7w89GFeNGxNMQgzoTvgVNg3mknwML2cyJ+CuZTHGykZrjIa332okJ5OVsDAb75JBgU/KAJcEOuUsDgCViVAg64sS2sRwFtVf478O51OHsFFOADHrwCYloSnDkCLkURjOgvgg50zSVQgA9+lRLCehR4uL40MJ0W1qOAlnD+avBSpECfAgAqlqfDcB4FHq6PgBoFX9sW1qOAltjWXQf4q8ABK0CaGuB63xz4KqRLoRWQ2uZU4IY3qPQrBk2ANOD9OuBLvwLKkC6ti4C0M7Sg4AeeAoaRJcHVAWcVmgILBj0LGHKEnFYBfg1w+T/gFDCMMIyAjLYY+sDnDD4FDIWnAlcEa5SACk2DcBaUgJINDGOEAlVB3PxGj8tLyAa8ECqZUrFBzQaQ2+ENzV1BXMIo7IFISsAjmBNmJJySckDG2A7vZL+AvIQN4ABC+ZUC7F4RXZ3bIWOBqNafmwYkte2NXdVLO6vnQAGMbZsBrwHbwA3gJvCMmoSKjEMyJiSkqAKOIJnDFf2wfGS/uAVMUVLGdoDMDpaCJCC2lopdX4mdYcVba0nU/3r0pSWgTlvwkbEzcdICx/aOmNiSEhtLhrGLXFH/CmDftqfAMzSopyTAJimn5DwhYYRG/whmJbwB7FjGtoBNYAKMLOhcAbtGbIE7AqIWuHjHDuIS3fbibURTgDI7K40GsN2oOSWQKUlnlCHaJwJprWQ8FQ3cY2APeAIckSJcp2CfgilwAtNDeAd4D3jLRv+KRl1GIJltiY4vqQWRPAewi3jUAe5VvhTAjFoFgAIWwHSyMHLbdmuJeO/TqiISq4waUgOPa3hYwV8CfwJ/k3GPXTbYIYuP4YMFfALsKniZgik88KmCEh9wV9Z477sIer1PBF0FVD0KONcs8KRzl9GoxJmB2K5rUoGHwO8lPCjhQTnm29PP+fTrPcxXYN6EeqrB8AEvRZdl+XbnsDPgz7Oo7WTzTuu1PO/LUc/ryHLQPebz8zIBk4LkGmHZgeqbku/u3uOL6mduVjAuNX3iWpWE2HRrnNOfl9yR9ndLZywRS4Hps+1bLgUKD1CX6S7gCIz7jJ93VpIS2wIV2Ui6/B2DbIBsAe8CnwEf7/FD/CH3k1+5W+xzB62DM4GRgdwSkdoaE3dnJnuYFPlAe16fIcqDpbNA0QHuR9Y7wF167edi4knWr9K5RpwJOi9uo1X+NvC+gfgxc67xC7c44Df+4JDbwNsRbCewmWgRzdEUSozWlNi0tSb2VLKKlDPgPWJaBXRk3BQZL9JNxP38dH3agm/m6hE6h8+Aq+j0toNW/NExcIAw4ZgbPOIpFTX7nLBnlXAdXUvMgHEEeQJFYrdRFnxsiYksEc0U7YiwwGOPBPdeS0DeU1X9SPug/eknbedhfOBFB/wmcA143ZIwE3RlMAcySrY45hrPmGOAOSf8g64hrqJLgpn9cxP757NIWwokiSVClgnopkrzXisAJWDx438pm/+DPRIlIz4FjtFNUIZhQskmRxySUHI/OgnjD+2eNIQJMyAX9GGoE5SAFKGgYkrJJsfM0SVTGL/CngqPQJe+c9sb60KOYUzFhAWzoC6FJSARmp0fJe2EnSEU1IypmQR1KfC9gDv4WNAehGoFFTIMIyrGQT0KTICLfEl7HwgtCTmGYtWXL8QCE+AOP935nzOdQ1UFL7oxeTlbQwq46LtngtyiQ1Wgp8bhbA0KcFfgPgG6W5Lm7jCcrYEAR4Lb1rnoa5PhE+AU0H0kzl2XJT3fuzgLTIAvf5cC0N4YD14BfeChrQP+fWEYe0UIcK4MnoAueGH5YQm7xw5oayLAXYj664BVj89drK2BgM7ZemM+EeFsDTVg1cOQl6IGQP8/Rvg1YNAp4CugmwaXIgW6/xTh+m4hDGeBCfDz39B7WRfY1kDApVZAX+478y4jAtqaFLDKBl8EHfiKs0R0H6MPYyFHOy/0fRbEt38BizhUHohDxNwAAAAASUVORK5CYII=) 31 31, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGF0lEQVR4nOWbSXIcRRSGv6qurupJkicZBQ6DgQXBDhYEByBgBQfhENzCK5asOQGXYAMrFgYW4LCRNVjqqbIyWWS+6tepbtkOrOyI7heRUUNLVfn/b8yhMtKJe8O/z26kF5EUKV4iYviJnDkZc2AG7XESjv4843GyPuXJ3hRe58igbbFY3txQ/m+PkoqA1iCdOqYFD4kJcHRYr30Bb9N1iOQWIK+MSRDtW7aaAPF/d63/b3UMEO3DVQuAHbCAdVnAsewG6WQDWUCDX0VCk7RHG6gD8hWv1drf4hgg4BcQM5b9vmGHLEBeLW4gwLc4BvhCSGcCLRYw7IAFaBKECPF9ISFljxKKlMLLgVCDb9h6F/BNV4M6/TVsuQUUwQoKlmsByQSGrSbAUgCdyAW0+TdAnbJLqQnoYlsryMLrNQE1fpYonSQnwLVW0GnvehIMW09AQ4mlDLFAu0DNAvwsZZfSEmACAd4SxA3AW4GAn6bsUloCaioMFY4SnwkkBoj2p2w1AVN6GHo0VFjK8HqLJ2AKjENLJ0kJuKRixgBDH0cX6OAJmAGXoU1SdomChAPwE3Iq+vQY0NDDkZPR4EFfAC8hH0s1nKRfBcDepw4sZKEqzdS8RNb4+9Lyxv+eWciMv1cYf7/TQLeG0kDVwNDBPnAIPAD+AkpK+uzRZ4ijIMME8GeQX8KwwR0At4ADYAQMgH5oFdBVzWfV5abHWrm6jkbh2XeBAFd5wE4IiCZnMjVeyXRz0DHQhOu8hrmFWQ0TA+MaLmq4sB7iLPSjx4ghtxhQhbunwAkMZnAPuAvcBvYCAX2gF4HXwAWYrq806HgWTl0XAKa7MIlMLdS05xby2DrC+MW4YCVCgvGk5LW3iPEcLuZwPodz4708I2efOxwwosMYeAZ7Y3gIHAF3lPb7QBlasQZ4DJjFtVsB+goBtqe0jQIoRASD0JO24i6alNx6MgjHvPFEFDWcz+BkCs+mcDyFjhtxyDuUHMP9p/Bx4wm4h/ebWOMCWmnYaWABuLtG2yItKS0BJa8WIWjF2oW2mvZes3ClLBByYeBFDX9P4Y9L2H/+Ad989gQ+n8G7eJOvwAUtO61ZARctLWgwr1xQX5HzfAzoXf9/Tj84fsmq6466Fk1J3VPB2QiePoRvv3T88OEJX53CwRkUE28xuaElLg7KrdVd6WR0XPd7dL0IgvFvMavavwjakftx4NERWfy3j9fwXeAR8ImD27/yPQ/57ehPvj6yvD+H0QSqCRQz6AQy2hjTBBeDpazVnisA8fXKBWlWucCq1assanFakQgscx0F3m8rvC8P8UHtLj7IPQD2joEnnHGbnzngkhO+KOGjEu6MYDiHcu7jhxCRh7jSEhICcaZJ0DFKzuNZNkWQ3yFSKnCvC1hA5wp0EZ7VDcD7CrwQcAgMp8A/wDmGimPu8wtjDDNOgUcdOOzDfg96Bsra1xqFIiE3IeuoDKTdJYszlmM5cC8RIC6gU0gMWs41aNG6LkxE6wJ+hI/qt0IbGOAEeAFMsfSYsscLRvxOg8VwAbwHHGWw34VB1xdWhYGugY4NqbZZZJ7MhnMbERIRoUlYEPA4yX4kcBZfCZwC50CNI6dmwJg9/mVCgeHHRN2B5dnJmxbna/6XoY3xs0AFloo5AyaMOMYShsRJ+pV4YUQGPZf4ErgBMiwVhj4zeozpXvuEty2JCRiz2BI3B2xYI+jQ0AsTJv2kPdoQARO8+Vsgw1FgKTD0mFFd+4S3LYkJkM2QNZ4AB2GpzNHF0cXwOnX525MNEDDHEyAlnS8dHQUNJc12xwABL+YvImuGBXa3CJAYsOwGKSUxAbIAIsvgPgb4fQNFS0JKSUyA7ACJCYBFNuis++cbkQ1YgER/PT7N2z2ENu0O/tQEaO3HY1Q90ZdONkCAgF9YgewWkaowpWyIgHj+SvYPyja6dLIhAuLNUBII122huzlJTID2fdH+8qTjjljAqqlb2T631TFg1Vchyx9R7IAFwNU6YDHhuPprkpuTDVjAqz6M2BkCIK4GdyALvM4nMVsdA65WgV7WfUl287IBC1gnO5EFHFfjQCxpu5TS7t5001OSvv0HwjSFEMSs6bQAAAAASUVORK5CYII=) 31 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF/UlEQVR4nOWbS28cRRDHf9Pz2F3v2mvHSRwgB5DMkRviU8CFE3w+JMQX4BC+QSQkDkSIcIIg5eEEx/Jrd+2dbg7dtdPTO3YeJGW0Lqk107Pj6ap/vbqr2xl65N7w/ey9cJFQoTGI0PYnjvIUcgfFDMpzqM6gqqHnoAIGwE86sgNg1EaCJZ1miU2Y5VfeO+kCALhoRJcCgj5D6gBgwGbNvajc0L4qsqNHLgicRsMsaZp0JRbQItf+abUtILvA713j/7kmQ1yBCwgAznS7wmpbwAV5TgRfeQsgA2ta3SVmVhoAcQFXhGt4Hvv/agOQRzEgCYjXAgBMiAORlFnoymPVxQlXYAEEzS+mxK5hZOUBsLlvrmPKJwBUmgxxFRZgljOBwWu+DE2TdAEoQosXRDTaL4GeJkNcBQB5SIdh5CxMgwu8+fc1GUI7BpRgiwQAGu2vPACu8iDE2UBiQIkvh61pMsQVAODKAEK0MBLzHwBDTYbQdoE+2ACCzAozvPb7eOFXGgDX9yDUlZ8PQJP7h8A6sKnJENpT4SG4Adge1CUQLKCHF34MjFQZ0p55boA9BTto4kCOD3ybwA1gnVqVpYI337F5e9oGplAfeVdwBZQONoCbwBaODU7kbRW+vAW4Z6Gb1melmY6+zN+i3y1QA3PgHJgCp8Ah8BJ4ApyBPYJ65INgBdwC7gBbTBjykiN+oeQlOcfkHJNxCsz8HzMLHz+PBpJBhYEaj18dnrmo7xYt4wdxgVkiILQr9V2AmOTegMnBGCiNl6yHD+/SyjD2BObPoR7AyMFdYIczxrxgwB4V/5BzgOEkIDgNPKbCzyOBLW2BxZVsAoKLnnMRAOly7VWWkLYc8tCqvEnwwwCEg/k+2D/gNrCL5TZPGPGIiqcYDoCjIPwkaF6aCBwL7zoEtS1B288aIDoAiCl91mUN8jy2iqjEkRVQFlCWMCxgnMEYnIOzh/DZA9jlEZv8SsHfwH4QfkJb65bGzOPmOpoImgLA0n0A4JxuypLr67wTF7djKynAFDAqYdSHnR7nps+X9x5wmx+Bv/DBQsw9Nu1YiDRLxGYNbeEve89TAGB6iYBdH0g/lPqXUCyApYmMJ5jRHl9/e5+P79+D74ZwYPw0caksktbSYyu8jF5HeS0XEEFiBFOh0t/bUbXRWuynIvQEOAb2qXjMLX7jc35n9pWl//wYfsZniUkFcymO5R0t3UaVTCTCZh19Lui3LKAdHdt9G/Xr6BprN47KEqmnNLnwBMMBFXuM+ZNPecxHWKYfQP+L8MmHwN4ZHACzLLh8xXLKlftU+PgdAekia8liACbRD2kkjSOstDq5F6FF45KzJ8AEwwk5h5TsM+IpN3nGLhM2gPkQ6ruQH4ShZE186EIGnPny0SJMlTTWEAvWBVAqsJSjG7eKXKBrsnCRttNUdB41SVcTMqYYTig4puKAAS9YZ58dTvkQnxHnFcy3Ib+DFzijqYwchmdT5z9pgfk51IJGvJvgOoQWYERgu/SOByD7puMP/zvFUWEGbLsbjJlwC8sNvC5t6a2g3AKzA8wh+/5VXxWSr789FeidSXADJmxyxk38/N/gK8R1H+p1MGPihLR6p8Q2mLGFX/mt4QFwIfvVa5CPwEwu/8a7JtV6wDqWMX7t38Mfl3OZL5TaHtg11IuCygD4gscaPs458MXRwluB7QcQFEkVgFFosjCUGGDzUCytvCVokioAQ7z2e4RM7ULCzQIIla8bapIqAAMa7cdTFZcHNwiuoEnqAPTw/r8QXrbL82bvUJNUAejRaD+Wc3F0JsQCTVIFQKpkMvuSw9JyYMLlYdtMkdQtQLTfmuYJAGbFXUAOQcQljkUMEAtQPimp7gJxWaMFgmlA0CR1C+haqUM7G2jSlQCQVvkWh6bMirtAbAGtQlV8dE5rcR5IFYB492CJ0vODijypkZh/PKicGV4EwlW2gK6idotep9z/jkkVgHh3EQDXBEAx/WvhAi2KapzXIgYsDRqZ/LXIAl2b74tJkLLwwpPqYOlOXUor7QIyYCp4rH1tK9Ac7n/57/P/AlYBGSU+ecVfAAAAAElFTkSuQmCC) 31 31, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF+0lEQVR4nOWby44bRRSGv+qLr+O5kJCbAgsiBEuk7NgisUEs4Xl4DPY8Axu27CJWSGyABQQIYXKZTGY8F7u7i0XV6T6usUeJUI6R50g1tqfd7vr/+s+lqqsdduZf8/vujfQiscLiIq3te5gDM+A8aWeqfWGCHYDM7EqXXc3T6eN1dfIfzZYAlzRtQkJj2iNjAmARvLzKqDdcEQUsM8+iKxjZemLAlXUBF6+owQtoed14AlL/13Fg411gWQbQ6e9KuEBKgh75OjZDW18M0Cq4MjFAB8CUhJoAfqMVIAToq+oYsPEErHIBPfobTYBWQHpl8f/KtEdrUoCuCHXwq7gCCtANLqbAuWmP1jAbFPASB0QBFQH8RrsA9eo6oCaAn9n2aD0E5CzWBBUd+M0moALnF+OAuIBeKzQ0YwJmQB0UkMd/Cfg53eKooRkTcA5Uiy7gw784A07BbTYBU2AGmQ8L8hkh+M1oCciObXtkTMARcALMAwGO4ALn4d9uCvmRbY8KTNdgngNDYAxFL7hCReDkCIpD6B+0icCkXwXATX8XT44np8HhyWiSxbtwPMPH8O2jhhtyGsp4vKShwNPHM4htDGwD14HHQC8QkI8hz0LwO4L8BZRPYfgMru16JicwmcEE2IptFNsA6MdWqlbQeVaumlTgBYuT0c9w3a0xR42jTnzCRWCOJoIPzcVjGVlLTEnTklDi6dHQp+EEzymeM7okP4JsF4oxnAIH0HsMW/uw/Qz2jmGvgR1CmyjwArwXAQlwASvZVb9PpyB6aIvwZw44mghUwIPHUV2YwgdFFDGF51EVULdKyIGSmh4NA2qOaGLznMbf3oP+GI6g9yds/wE3/oZbJ3ADuBbBbxGcRkZdAJdLQGuw6cw7LT4XCBgwTcA5HD66Qt6e0rSCgoZ5VEKwipwyqqI7L6OhoKZPw4CKMRXPqXkRSOrfJH805PZP8P7v8N4c7gRqmCjQvQhYy1hLOwWpgaYDlx5fenfYxfjjooeL5cu+vMRqyvZ9E7sc3Kikoo/nFyp+Zdrf4cvvP+X+z3DHhxHvRdACMIDtqL44ihdjpXwnw7dHpeRI78c4wN/zW68ELDDeLLDqYueypCMuhlQ9aiH+N9ym5iPg8wdw9+OvOKs/4YwbVIyo6EW3CrB9/GUfr6RV5xM6LksbXtElZHzIIChgi9nC6VnMBe4VlmidAihyEj8VCY8Io/s28C7wQQX3foNr3wLjrxm9fMiI+1S8Q8UuNSNqBjGGFHiKNtZ0pAgZLnmvAWuySD6H90Xo8OopWApM/E9OliAkgakX2zAC3wZ2CYHtNnDrDK4/gp0fgb+A4RN4+QCoKTig4CY1e9RMaBjGTFLGVrRBtstIHSkkpHROIiRpEhQBAkI8VwDnXAwYKeBcge4TRn1El7vfktbA7glsP4Gth1D8RSgMszoyMSbUxSfkHJOzQ8M4tj4NfVVnFPE1S+oTx7JUHUjosptXnwsI8tSm/TbNsQI4VyOugQ8j8En83W1gUsHWFMYHMNyH8jFwQKj/SyCfQr0fz3aEeuGUjG0yTloleAY09PBtutWKSFWRJapI3UYN9ndGW3KOfwjVXvaCMPozIWAO9SHwD1Di+MamQ3QDbWG+OIT8EDgm1P8NUW4eZqcEVp7K9036ZTobzF9CNiWUv+cEl2+j7Ix2VmRotgQI+DgjBtRMpSEEhenyk9+QmRLgZB/gjG4JvJ26ydKQ7aKg7YKISH9OkL+UZW0kksVBO7MlQFZ99Q0QPaPJwfrOiD0BAl6qbJnHykqG8Y0BWwIEvBCgp2o5YbHUeIuIPQHa/8VWbZ81MFsC5Pa3bIgQE/nrmZaRrYcAvSkq3TZjTIDt8wICPvV/6OoBb7tT0lYBWv7aBdJVTEOzJ2DVlvhlS88Gth4FLNsHJC5gbOtRACyqYA3S15e2Mx0AdQwQ+adrcAa2HgL053TBf6PrAL0lTj7D4qhvNAGXZQB53WgXkDnAqidD1pAK7TPvZSrY+LnAqidEV22gNrD1uYA2PR8wtvUpwPjRmFVmGXP/l4/P/wtLKCSq1mSiBQAAAABJRU5ErkJggg==) 31 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,48.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF4ElEQVR4nO2by47cRBSGv3Lb7vb0TCY3JSgSi7BCgIQQ78CDwEuw4Al4A1bskHgBJF4AscoCiXUSKSFcujP36W7b5WJRddrVNd2jZMHpqIcjnbHH5cT1//XXOXUbg565t3zf/Ce1SCzX+MjSXAcYsHhvgtfhugj+kQp2ADK1LwHXisBFrmjbISBtYLfhXsGUCbjGHNCx6wSsUUDa+rtPQILQJI873RptLwgaevBSdCMVEBfdjBjg1mcB8RvVBeSRABdXNGUC1qBLibCK1WErBASEKfBYBYr2bgVBmSMo2hYUEJEQjwGkaPcJCEjNmscWaHVrpEyAZWOyFwJ2WwERAXEQvDkKaFmilaEw9CTI4oiibYEAUUEwAd8G320CanoVRHFApC/LYoqmTMACjzIaDMUKWABz3RptgYCalW4gub/Gg5/p1kiZgEs8yoZlIHT00p+FVxRNmYBzPMoFy24g0X8Wis90a6RMwBEe4QxovQI6vPwvgNPgipajugYzAfaAQ6D2BFi87E+AYzDHywqp1CsH+MSNaMlwQPuGoujIsZRYMlpyHBmOAS0llhLHiJYKyx6WfSx3gL+AIXALeADGQWt8q0/BTKCYwPBzR3kEowsoZ1DWMGyg7KB0UOC9DNc88ixcB9F9tsG/xXgCRknu6RjQkWHJ6DB0GCwGG5GT0ZLRUgAOQ0eBpaChDuRckjGi45KGORlzWhocBq+C98A8hHkOEzCvoHwFo1dQvYbqAkZzGDUwsp62YQAtwIsAVMAPIl8H2CTXpQJS89Dt2kJLjsPQMggZLAvDeMeAmhJwZLQMsZzTUFFwSsMBTSDDYrwCeAxnOTyH4VM4eAbjCexfwLiGPeepGkXgBXgMWlrahN/jqwCO70kJuIvviukeRTwxk7lKEWYrvjU3k9PR0GFouaCloOOYmilzpsw5YUGBMx/Diz0OnsD93+HeFO4s4JaDMVDRt3jJaitnrLZ02pox8HjakV5z+bFpm9hxdRE3tX4y1wZSmisENhS0HGP5G8sL5rzkyLzPhz99yeNf4P4Z7ONbW8DGIAdRxWNAm57FZddZDv7Dm/7huv8gDZMiufi5SFLIHdIwAg6oecAlH8ynfPrzV1TfOyZ8wSl3mTFkwSDEm5W549pV83QvJS2LryRl8jwH388ESAwilhH0/UrK4haSFivDOyLfIXCAJ/kOcLf2Ur/3G5Q/AnzHI464x2fMecScQ2oqGkoacloGISL5QBwvH8Qqi1fV0pXH60jLCRUUAmIXAqR7xHKM7yUoSZAaBQIqfF8eOxg3ML6A/QmMn0L5BHgODJ6B/ZUhHTlHDHlIzW1axjRUIa3mtOTYkJ26kJEkQ7lATEyCgJZrrJKYnJxQSQEYy1lISPOpyLqIriV9tBavXEhjM6jOYXTk01z5NIA/A8w58Ay4Hb47Y8B9Wg4pGGOpQkYpQ3rN6RiskOE9C+m4dyJi0pZfUcD+BuBxIIojsASpeDASR+uyCwOXGoZzGJ5DeQLlP1D8AfwJTAlzfwu8Bl4CFQZHQRuIOMSyR06FXZJQBhLy5XhF3C3ve1UIMf5enptVAr5ROpJjfwAzDeBP8XMA0+DHwlN8Z8wxfK1TIfpgrWEuOwKO8eP+Gb5DGvBT5FO8Eip5X6VeurPBs+CXePkvo1GDJ+EMz5Ce6RJwjp/2htkwLX5ChMMTIHNiPdMl4JK+9VuiYaYcGlygvSSkS8CMfkVMCAD6hVL9VVF9AuRU6JUxqqhAd2NAlwDZFoi3wJaxfjtbQ7oExNsCV84DyQi/Ua2SLgFt5GsJ0N8d3Q4B6Ywkgz4w6O6P6xIg+/9p6y9r4ZdlNU2XAOn/Gw9DRYeolEyXgFj6cRdYZgL9k5L6MUB2gmNbSYW6pq+AdKnmygu6th0C0m5upD8oHxBimwrYaLrHxfXT4LrDoiZ9Sc90CXijY/G7nAU2rU2v2C4PhDb9VchKF9hlBazbuxLb0h/wbUcB75BtJwak9/C/AtR2J7b42bcd4ajU7V+HfoKJuvr4xAAAAABJRU5ErkJggg==) 31 31, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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61%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGEUlEQVR4nOWbz47cRBDGf2235+8m2c2KiOSAFHELSJy48RycuYCEBI/BG/AQ3DnzBBw4cEAgQaKsgiALye7O7szYY7s5dJdd4/EmLEp6kVNSyfbMrFz19VdV3dW9hnjirvh781qs6IiN8RKRxH0MpNRMgQwYK52G6wTMF/FsivYmAOpLPjcdjSdRATANAC+KhgEDIGJwbIMgI59EN+l/EgIiCQNngMODoIEw6jrwHHB57MvIDxwAH/sVngF9OQAgjWnS9VSBNglqECQBDpgBUAUQ+kJBqsDgGaABcM03rTmDLoNSBeRem5HyRjCgZUHdfNpeBw9AFRIgzXV3FjhgAPyoV0G7ZojzAwYgocTgVBiICAssfpkc06aoL6swlGxXAR37KZFbFLFzwCYkwpK2HGoAMgbNAA+AgCAzQYl/of8opkmxQ2CDocTsJMI3BICUDSlFCIGKNhcI/Uf4vmA8iQqApdgKgzYHyOhLgzSeRAVgTI5lHcqhVAOh/zToLKZJsRmwIiMnZa1mhQkt9eMDELXozthQsqZgRUKOZ0CKd34O7OFBiCeWq+/Y/Gc5ZM2GhJwZa3KgDCbMgBtBGwCi2GUBTn+kmY061ZpzSfvsklZruU/9fZ1CZaFKYGOhtJCnsATOgD+Ax8BDoKSgYMGKJTk1jgy4CewDc1gaeOLgJPzxOXABrIA1kAMbpVJRZW6lO251zz3q+rXxAKR5x/HORk0XCA1InYar9ffj1AMwsTDNYG5hbryLe/j1wJpzLliwZE3NBLgNHMCFhWPgb+A0qHZ+AxTBWVHttFanrt0OnLq3AEmhnFbiJEUKAPperqm/NowQtVBlMM/gxgj2R3CY+nG25Cx5yhk5JTeBu7CYwJNAFwHgojPq4rSM+lUcRv1GiQUwRfBdA9ABpAuQgNAwJoDl0qACSABibwz7U7gzhXsjmHPKNzxnzX14fgg/AY+C8wv8qBdBK6VdagfnjHasr+vmdtuttQCQrNn99rLmrOn/3sln6nsdLoQwuZ3BvSk8uFXz3v4Rn/32PnxnMEf4eM+DZSWY7ojpyePWi/ufzb9Io00IbMnLdrC6qHYoZrrPIU5NiXdwAQe/w6ffH3D3B8NXb8GjOawnni2VbVkkoeZ0nySA7HoGzV0yQJeJD4GcXor0xVLjnKKg6dJS6CqZOsfH8hnwF3AE/DyGp/f5iId8+fgDvjXwywROJrCaQDWGMoM6C4k29Eyl8miGbTmuthYaVqJ+p8BqAEiKXUcb5+RZlxDtsKguRyVt/K7w1D4FnuGT3FEKi7eBQ2b8yYecU7k9Dlfw6wqOLZyPIB/BZgRV6oGorA8jp8qwJGJdsTBQ67ykQrPLmi0G9ILQV1N1BtaOd0dcnF8Az/EJ7hg4nwF3gBkp5+zzjAfMcCTMgUclHJdwtoZVBkXmS2uZ+blGnbUgVFZVoaQNm0TAkNFWpVznKj8VFgBkhPuclueqo9pxcX4VdKlG/yRcl2PgAF8QxxhyJpxwyD7vchOHnxjvAcc1nOVwUfiJVWFhkwVGhPlGasApVtRSlkUld+ikrNjhGfA5UcQlKdRz4FZw0WIoSblgxoLbTHiHEZ/0lRgJrfWrtckSbzfSUcucXxY9KYaalDUZS+asOGjXZ8M7Jeadngcd43lYYdhgWTFmyXzILTG/6psBE3wHKAFqEgrS0CyZvGqOv0QiAzAJOsIDYJBpn6HAkpORR7XoGgAY4wGQVzsMFQkbEgos3Wnp65XIAIjzsgHi85xslvhQGDQA4rwUH/962SfwIGyiWnRNAMhhCMkBEgaDB0Cc1wAAzcEJD0JMiQyADSr7gXrhUYZW+eABEAa0KxJ/ZsAFALqHJ16vRAZAH4ZSK5ImBNzQARD6a+fbpaZp1tnxJDIAcgKk77UahHhyDSEA7UGo7SbE7tmheBZFEn0KbLsS+HQoIMSTyACozYSeLv0bwoCu8z2d2IhyDTmg7x8jvOPtGcK4FkV+nW7Virxg8y6CRRFFnwvuftOyIKZcEwP6QyD26ItF1/C6voavMGDQEyHY2ULe+hwGXgX645+t+I8bBrE2ReDqQxvFtn8AQ46ALSYUGQoAAAAASUVORK5CYII=) 31 31, auto;}
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66%,66.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGEUlEQVR4nOWbzW4cRRDHfz3Ts5+2sR2UOERJkAJShERAHDhEEQdeA3HmFXgCHoDH4caBc6QIThwiPhQi8qHEie31eqabQ3fv1PTORgrCtWhdUqt7Puzp+te/qmuqZw164t/yfnMus8jEajwkyS2/Rc2QGWMA5kzxFDSMaRjgsTRMmJsf1OZUqD0pisGtuFKgZPSlpyo/sBFHXa/w+tNZwxOF0gaPj1YP/QUAwCzFQiOuGHUWrIEBYKlXXNGPA2sBYHlFNOLKBWBAbuOk9DriwFoAKBYMkEwwpDigO5c1iOkshXIV2HAG2JgEmUXvCSyQ1t9gAMpIebkU+kXkL+IdpeaU1sOAomcZ9BeDAU3veUdBmwNsMANK6kWML3oDYbXZeYABqqh4kSVDDhuV32AGVMiVQAbCkhQINzoIDgArGFBEMPwiBlgCTHqiCsCQNg4YmsiC5P9pCVQtUukCMCKwoKJZJEPJ+h5LUH6gOSVdAKYkN3AiBpT46PueAYEneqIKwA4BhBLXSYYC9SsCPGPNKekCsEcAYMJZ57zHRuuPgInmlHQB2CeAMAIqXMwMi5gADYEtYFtzSroAHADvElzBLoJg8v0xQfl3NKeE5e13bP61XANeAY+BRzS8jHHAMyLAsgdcTrerzMsC+O9AJOnd2mTR08q29yX4Ko4tuCH4YeibMdQTONuC2Ta8qGFm4SnwOw2PaXAM8EyBSwSOXAb/iMCGUfinNXBGt6+BJrYacHHsRPM9vRfH90zMOmaZ0rI4I8fdV3cwYMrQsOFcUUUgRlAOoZyAPYHyFIoa2INXFh7ieEiNZ4jnEoEf14ArwE5A8QyYi1ZnTSqcxj6OpaJ+RUsMYCYUz4GA9v2kDwjJigiGqaCw4AdQDsBNwB5C9RqqGZgr8GQAD2j4g23gJnAbuA5uC+ZFmNNpbHNh+UY0x7LFEwAIAKCj9DIAp3QlZwIZMPlxcokMEFOBsVAMwI6gmsLgCQxfwBe34P7E8YCbwF1wH8LxIASJY6G8tHhu6VzZXEknjqEXAAN4/w2rRYLQdy2/Ly/qiHhBCWm1qw/gl88LPju4j/v7DjwHjmipLi0tFZN7q33FZVZcNz33fZViwHF2w5vib35PjriUZC0ZrGbACdhXQz559DXfXv+Y7+/A0RXw2wSA0mtBekuWLigB7jNAn+QuLaR1gZwqPQFjSdE0dtk4WTBF7UTn1wQrH+1Ac4eGu3z5suan3yt+fh9eX4V6N4QBPxJgxFWm42oJHAlIHr8kEw29QLQASH/pCxjS3xpxnHpp5aT4nG4wOx1AswvcAD7FccABNfcOK45+hT9fwvElON2DZhqCpx/FZbaiywzpWjIo54FaKt8DQgDgpEfZVdaVTVI8V3wuxnUZkgK2CEvdB8ANGqaMqbkN/HYCzV/wdAZHRzDfgXor/JkbhRXFD9qcYwGEjC99AMie5b7rArnS6VhaPlldBiq5RCXFG6A20KRX3B1CsvNebHs4BlTUHAC3gMM5NM/B1DCbwelJYEI9hiYlWKGggLehLZTvW4lkg2VmJADMj5yTeFr+H+L5iJDq7uOY4ikpaNgm8OIJcHIGD54ZeHZec+qKRW9D3gcG7APbMQMsKXCMcOxTcBU4bO9XmZfy5uguIcef4BgBBQZHRbNwkMtv/Pv/XpQBCMrDMBZBTFzmHWPCi/C+7oS0AZgAYxxVrAMUhHpQw5BQLdrVnZA2AKEuHCpAIfyYuD9g8UwIC6WmrAEAG5VPjw77wjYWxXQrguoAJOtXi+2wxIASR4V2TVgdABttLRN5hBto7wqoA5Dy2CISH5ILpG1R3X0hZQDS/p8XOWn6Oii4gVfeGVRnQLkIgPJzuMSAAIKurIUB+RtJ+kr4gjCgwGcAhIrVOj6VVmdA933UxzqcwWFwERq1fRpgDS7QrgDto9vKlttsANrgJ1tbezObzwC51dS9YhbQbDAAqSa1/GuBVvly5Y+qzm9GatL9LrifBdqizAAjYsCqqxvvAn0rvhdnNxiAPusni7e9rqzBBZYf2f5wYuNXgT77tpY3ne8HdWRNAJilM/lYSzSf+b/8+fw/DMlEARgUWTcAAAAASUVORK5CYII=) 31 31, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
74%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFyklEQVR4nOWbzY4bRRDHf+P59Ho/nK+NSCJBIvIAfIgngCtXJF6AK8/AY/ACiAsn3oArByTIlWtA+SSb9a490zMcumun3Du2NiguI6ek1tjOzHbVv6v+VVPdSbCT7g3vTzaiRSSZxSQi33fwGjilv56E6wyYA/8Av5qY7mVkN5WfbIRf2oRll2h4cxd5WzqZTpZE37U4Q11W6bBRScKEafR7F10txRSAPFzjEBfDW0NdRLbiATJEBIB3IgQy9TmWxlAXEVMAUnoilGvHMgd0tiptBwCZVIxv6ePfXaLIzYo5ACl9HSBhICAAuF32gBzPAWm46mJICLDZZQDiENDSA2FYB2MMQBYmlNUXcQgPpLsdAuL6Q17gsCdABvTYqAgAQoQjevJrsSdA2AIJFvReIGHgwrAmQNgCB4gHaGeXDFAzott1EtSpUEz17p+Fz/ngs5sS2xBwHgABYYRPf5oA610GIAsAVPSZoEUqwYSOhIbCUiVjD2ig6DwRlmryBk+AjoLWtk1pC0BRQ+H6TAD9C1HNiIacmtJSJWMPOA8g4D0gxcf/goyOEQsqHJWlSsYAnEGxgHHnAcjwHFCT0lCGsW+pknEInEA5g6qGPbwHtPj4XwTjnTEAGYbN2PwllCWMJzApvBd0QEPGgj1qjmiYyu0memUA3fvqF92zknIt7mXJ90wNqXMLfJ6rgAlwGMY1cE+gzT0ABxOoUr8bdM6Ymik112m5Cd13wA3gKDy8p/5orkYaDd1yTdaMIMl+IOMz+mAQo3XjTn7Xbd2Uy2CIXgLCazXOIK39qrclHB7BZB8acuYcMecYx23gHnAMXI+ML+lLKF1Qa4OvYvjy1QPgWN+c188LQDEQ8ll0094wAV4AryCdeRI8OoRb+zCnYsYdFjwAPgTu4lf/IBgvhusVHzJa09k6w1n67gGYDRiti/WhPa0kulfrocEQjxgDj/1In8FRC/eO4fTgNjM+AT4F7gPTgJhe8SHXjg3Whl9dVpdd/3WXQgMn3zUgJfAIskfwsIW/vvoWxxfATTxKaoW7FQatoseOvtEY776ueN4D0CTLTfp1D69SQp6TzxehJAQB3hVS4BB+/4Ds52+4+8vXPP4S7/kH9GWi9qqYj2B4obXxV3QEr1l9tZtXi7zAaCZN6K0o8PE8wcf3fTo+4zGfc+8H+ONvOP8YHwG38EBo3tNt5LivrkFi4LMWvS8f/u2Kbx6yikOpQt+jU1JB/+43xqe0G/ilfsgZH/GcKdMXMP0NnnVQvwDuhNuECip6Qs2iKXRmWkf+wwlAA6D3bWN2XQWIXmVN/8LYJcvFwDUIaW7BA065w2sKJh1Mn8Dsz1AUneGPjUzDY/sBvyEgYn4c2ntbBcSyB6x7A4tnkL+SM1wN6VWfBAuu4Zf1mIb3WHDMGQfMw8yHM3j5FJoxdB24Gp+ZTulLAcmIuhbSU8cpeShLDoRM5gE5WQPA2xPHj9TcZM6UcyrqYMekhvErmD/3laL7ya4vGO9RbFK6hus0HLJgjzk5i6DAHrB3Dmcn4Eo49/fv3imxhgNqJtRULBjh8B5ZAVUD1SnUtv0Q29fhhgkNFTU5DQmOPl+UDvIFFENV6QbFGIAxDSU1GQ2+VpIqoQTKGvK5pUbGADgKGnIa0iUAMkKGc75xainmADgyHKOLUyFLb9KtDwNLMQYgC6ufLB2I0uXTjnuAd/9+M6SvJS9qG+PDgsYAjGhD+pOzwXExnRsfFzUGIMWRXLwpCwBxM8lSTAFolQfofosGwHZjbCshINvhfU8l7qJZirEHJBcHosR4eTHTvV5LMQdA2F8DIFfdPLOSLXDAcsswXn3rU0Km83UhA0j8xxkvPjtkIcYe0Lv/kPH6OL2VbA0AuEyE67qQmxLjEFg+Iq/T4DtCgsPurz1gp0mw5XIYiOiOtqVsJQTgch0gyuy0BwgAcRpctedrIVvzgFjeiSwwFPuw8gCLiVjO97/87/P/AtBvctM74WRbAAAAAElFTkSuQmCC) 31 31, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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79%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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89%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur221708 1.6666666666667s linear infinite forwards;
}
