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1.25%,2.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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11.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAItElEQVRYhdWXe3BU1R3Hv/exd+8+s7vZJGQ3yYbNEiAQmgcmgQAGTRAVoqKIoGhjrEVe6qS+nUGtlrYyFnSmynSgqBOLigXxEXklNRhCQzQSMiCwy4Y8NiHZ3ST7yt3de+/pHy0ZGBU7O21n+v3rnDnz+30/c875/eYc4P9VK2beu91oNI6Ul5cfXbt+vTnRPHQiQSunPFgxuc/x8MjIiCE52TxvSo7jiUQB2ESCKkIL+AHWA5ZlcejwARw/3lryXwGoq6ubduzAwN3a9GHx0JGjr0MWQgAQBUEIEYAQUKDh9fomYlbfuxKxnuFVHW3tjpTZ+Z0tLUf3JQRw57LVONag/RLDpalDvecwxXHxVqPBML+trU2mGBrnw07o9EkgREI0Gp2Iq87MfSXjYN+zRJeHj/JnYN36R25btXLV/h/z+dE7cLalig5esqbGiQI85QDvL557y803/w4A+oY9IBxBJCghHgMgSQCA2uRZeXz9kbW8FIc6KoD/rAkvv/xK3rV24EcBfvlcVLZfFx4URUCrSoKFnYd3dn60sbi4uMJkzARFWBCQf6agGSytusmwrCx/r1VUGZiYAJhY+MqLYE5O7koIYMPGX0Bt+O4BOomIEQCBaAxW4XYOIPXRiqFJoXAYhI6AomKATLCwS35T0daX64oNozudw1cFVqx/9tmDzc3Nn/7bAJ98sj/3iy8O6C/Pd+/eflCTde7FEVEAozFAzdrB9ZZbukddr+bppoNhWCQxNtTMr6iQEbxno9KNnwvn8fasDBiX39ljNptXXMscAKjLg5oHHnzj5MlLa4QgBEKJjbNLs/dqDcr97+zagWm5q91+t6CPRN1YWVOJs/VdYGUNDsbqUcBfjyVsBDsjfaid+hBmG0qgVAFnM1zPrfnTI7+prKy06PX6dW63e0Fn58m8TZte7M60ZMypeagmBlxRBV93tC9ynY+wtGjQalljdeO+i9XpOfRoWdGt+/yhNtAGGnbFHHi6xxGcLCDZyYEQgiLFZLwXeA/rijdjjqEMXFTAd8EzCNiDGmtGxsdOp3Ox1WTmCikdHp5WiWjrKVO7/RILIHbVDjxR90TFeadze9PfGh2EKGg5ZgIlJkPLqGFxTMeszBUwqAyIjwWQPi2MPa3P4OTJDvC0Cb8qfwZVmgXQpwD9ng7UfLMJaelmlOtzcT2lwvwsNXSXWJBMnegbDG2pjZ1+rqmpSb4K4LJ4JV+ZNyPvI5fLpQcAQnRgkILZUzcg1ZQHI6cETwswJffj/a9/jRnsQqxOvwdpoQhCqot4eXgXHBoJy2JWZDE6SGIccTYaEsvydtuWLtqUfH2Z50o/BgC6u12sGKM2f/1NeIMkZa8bHa0wM2wxBKEFhEQhyl70DDRAp82HSpcJBjSaO/ZBYNS4z/gAHIyElPCXMI3+BRUaN+aIvdBILkRpFyjFaQTj3dyuAV/BiUhk7ZKlS0p7e3v3+Hw++QqA7oyvWo7uEYS+qSo+pNPw/VDQ56FJykQSXwC1QgUurRij0QAkRRRiXINe3zcYHqFx66SZKKL+AKXmU7B8L5LUFAwaFkq1hBQNA61ChNmkBhsnVGOYVrSfODG19qHa1oaGL5wTlzA/P1/u7/fJXq+PHgsMYQxD36+XoROg9Tr4DKcBowQl58L4wBK8m3IUKs0RzNHooRtXQqII5Agg0SwEmgEEBgoqirilEG2NbWAVrDc7O6vte2W4sGJr0Y0V3C0739kCpVJZ63Q6swkhsNtzoDcbkWKZg0bPlwAfA1GPQurxIc13M7TXybCYPsfPODUWxYC4nyBG08A4wNAqSPI4JBFozqz+Nil1Ul1R8exzdy9f3nfZd6IMS8sGnc+/8NtBqzVjA4Cs/Jn5MN82F+P2dHDpQMf2zwFTCDoICChDyE3PRmSsHb5TfUiaq8UZZhy9DODqUcHtklBaKCLVEIGeAwjhoRLdZjoYmXtkx+vHf7ARTZ+ed0hiqcpJ86ZCKkqDJj8bxDyMVJ54ejd3WrrOdSOkGwekCLIiZlBjApigBikzGTjPnYGtmEUSBSjiFHK0C3Cgscc/NHTJlDFJRE62iCROBq8AwuNpPX1hx5SmpsarG5Etz05H1xZBY2NAaE+Ei3f9dYyV3pVfkZ0Dh7td8cAQZK0IqyYF5ut4aGb1Qtprx+QSFimxbnS6BHB2GkQBCLyAp59+suqzzxoKJEla197ePsvv97NpxnHoTPosm0030YgmAM4oLt5xQzjnntyAPTCTLj24tGCxHwBMNxVWsvcXgRlzQRfqgUOyovqWahwObgPR6uA9CxRN4/H3tyPolYDUNBpnAx0IeJNXfPjh3qcA7NyyZUvBBx98UNne1oalRTmBFza9IHy8/+Orj+CHtPX1bbnbo51NPmvUAuYC1Hofnh56LKbKp946cPKZjT07ZoBSUFAp+J6a27v07+8JGhpa4pAkGdmW5MgdK+6/8dVXf3/8Wh7XfJQ2hZ07vCkRC6Xrh6wdxNJTi1BVXvVWM/NUw3C/jP5+D/rdfThyuPGCUlld98ZLGvHoLj0637Zh84NBdWvrsT/X19dzCQFY/3gf3ZYRmBdVDCE07kF+vx3LS+86GAgEH1cpKSDKwzvqh3/UDyITLKvdvvPbCzm7c3IYpKb5MX82jxtKcqZ5h4fXJgQw0ykgKTwgc9w4LCEWj6c96rVlZ60oLCqU2ZgWtCghwsiIKSjQ/zrJFMdrdReGZ3SB58CoaYj+r7B12zY+IYADr+2R5w1mbajy5XhvOrfwu9xcxx022+RRADAyanAcYGbVoAVxIqZsbtlQ/T53rcsjBU45OYjJSzxr1qy55qv4J9XScoy9eKHnKtCX3JmLHz2kJzqdjqh5DQHQdOW6xWJht27dNu/uu+5M6N/xk3qsOXXx861pRKVSk5KSElJSWtKQaK6Evmbdb809PTJIeWKxKAoLC2OFBYVvJgqQsFbdd2+uzWZ7csP69Qv+5+b/Sf0DlOGSbEMBDDIAAAAASUVORK5CYII=) 16 16, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,26.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRYhdWXXWyTVRjH/+85b9++bd+1W1u2jgHrcAwIyNB9sYnjY+oFBFGD22DBjOHUiEKCpG5T8Ea9wgvhwgRujDEhCBhB1AiEQmcIH5LB5lwn21xhfLiVtVu/3vb9OF5oYuIN7cIw/m/Pc/7P7zl5znNygP+r2t9qf3++syS0pbnlyH8CsMG0wbtcqGYulyvZsrXFPVUfMpVNZ896SWG9u1ziRYRCIeHQF186HwlAY31TR0FBQVtnp88shxNByjEAHBSmo6KsrD4nx75nzdp1xZl48ukGttS/1njl5MhHIT2Krq4uIp7CMCjnppTgjVeal3AnfzoYmoiTWHSyCMCWdH3TPoGJ0fFFvA44dTci0ejLBo6AMUDXdWTpZBsNJ4jFYETn+c7cdD0zAqheVd6TTQl4Ph9Dg4NLySJTJYMGHhzuHj79JE9kpEgKDY0N6rQA7Pqg7auRXNs9jkkYu5lEqCdoliFjIbVD0nSM88BgIol818yMrmVGTZhSEl8rPIXDuADgAMosWECMEDgVt+JJuEvm3XHNzDs1bQCgif1JaKqBs0BlKghTYIMIHSouKhEsXbrkhMfjGZ02gEDgB3/N6lndJmKGaLFiNi9B1GUEiQz73ELU1j59MKOCMgUAgIpK95EJDojJAogeBtWT6EulsLJ25cXNG5u7M/Xj0gnq2PbmJrNka705Mtx99IhXprTaM59QlOE3gNzBp5EgKKUfapr2HQC0v9uONk/7ZZvDqqcFsO759fwvPd3FtwJxcKAARIADeFM21q97onionx66N2CWEoKOREoDT2SU8HHUoQsCG0XCooCJDJrKMBbTcc7gRM2yqo3Dx09fEzmC27oMwnHgchgcxYthNEp+r9f7D0DBrFlzJsLhgMlkQSwah5xgfy3yApjRAM4ggE0C2Q4eSkpDUaELwVAQOVwK7P5d8DxAOEDVAGo0Y1BmKJk3D7d+9YNTNCR0DUQUYLJK0JgOhyP3Y7+/7z3g71FsFIQ4JeSEpikAVPCCCt7AgRIOZrMATV24OmXmJIo44rqIG0EVeUVjeIwbgzaDBw0zJAXAFAMYx2NSsuF6V9dl0SLd0wmgKDoo00FVHbFoFFVV1QG/vy/9Hih7fMUmu9Peer37PhKGLKGoSqixFF3BWmEcY/1OjA9FwJkphJATQc4AtmAu+vv7S/1+f8ZN+UBJz6ypfLH5KVa/y8Ya2/KZ56XZzJVDWFNT0/sA+MLCQn7f/n1pP3IZX0MmKjt6yB/IlxTEaRzZrjAq5psQDoe3HjhwgA8EAur2t7en/R5kBPD6OzvnMGPkhULDBHpCHByKAsWkoThPxdWrV919fv/yTAvKCCCanGhdlR01u+UkzBoQDTOcD4uwzpCA1Cgik5M7phVAouOv1thuIjAQh1nQoOkEl27ruKRLqKs0ore397m9ez+ZMy0Am3e0liej13IDEYrOnymIng3KADai4j6nYtzqwvXuy4IsxxqnBcCG2HqvysjhYRV2u2NEtOOCDoANanjWmJWqctzFXBfw46kzK6YFIDfPPZbDpxDpTcLpdBzVlIlUCgyMMYQmcUA0AgJvRKfPl0n+9AFu9P7+uTVYcs6zeecZq9X2mQogqQoAgO8vDB2XuWVqUstCXV3dQEYEU1XLHpN3VbPERNHEAJTX1tYWd3R0rDl27Jg1E5+0J9a/FdcYRIMEu53A4SyBz+cb8Pl8GVc/pZ8RAPDa4tHgaAqlpaXh8oqqhz/zH6QT33xb0tDQ4Nm9e3ftI0/+MPUnfoMXKRsb+AwAAAAASUVORK5CYII=) 16 16, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIgklEQVRYhcWXeXCU9RnHv++17/vumd1sdnNBEkxCIHcIEGIgoUQ5JFwqh8phIbQFTEtpKYUZZ3DQYsFqxloOqzhQkM5QcQQFQchIAQFDEYgQAkkgx5Jsrs1m8+7xHr/+gUAzauzsOO33v/d9n+Mzz/s87+95gf+zmHAdS7OLdgiRxj3FxcXToxzOQ3du35Z+TLBBNTGlqGQyP4nQoAnDMCQ7J/fVcGOx4TiNuGsVOhkZOpGFKBrQ0tw0JlwAerCHa9asSZudnv3iX97atn7ixInG+/cDhIFkVJGZmQMKFLq6uh74LHx2AX5S8vgzU6dOe7Gy8o1Z4YJh/pwnsTwts321LZnMMMWTpKRhZ/Lz82kAKDeUTRnFZROBYYgtwkoAVN33W7/upZdTzHNIgv4pkpIygiwvL58xWJ7vrUD8ZzW0tbXPQfkkJMgcHK19hU9Mm/YqANxVvCCcCk4QQP7DJ47PH3lw98UVssIipFEwm+Lx13feGRkWQOKmX2hq4fA2jqIgMjTGchbs3rGzIic7u8TB0uAIgQYA1D370scmRxRMyjsIrxChEkDmNQSCnUhOTqkJC2BVxa/Qa7Uuhk1UKMggmoqxfSYdAfZGTU+KJooMf7//wRzXXwpu++rzjlSJ98I6TEYweBMFBXnH6upuHP6vAU6eqEo9f+68+f712/v3H+tLjtlIU0Ho9RTiKYLoG32xjT2dW6xMFDRo0IPGhKLSEkJT81v8VXB5P8O12o+QO9raNPXxafMGSw48KCBQXr78zbqe+p/7ZV9A5vpPjo4fdzDSGvXR1k1b8HRGRmPPNZdZdpoRClGAhwJHOJwI1iDdFA2/8gikxGpMXmfC6Hwzoo0yblblbPj9kkOvlJaWxprN5pWNjY0TWppbRs6aNet2YcGj455ftiQ0ACArK+tGe68nlXeaYIqkwYGCXbR6dBz34d26rjk3iMvMF5gBrQ+OTwVEu4343F+DicJoXFLqMW+3gLGPCXAwFNyXg+i8sOqVbdu2Z/gDgSlGY5euMNeIorF6dLR6sfFNvyGkKNIAgN/+Zm1JY2PDjk+OfJLMMAwtxkfBZDWCFxiYUuPgnmwHZfYDvBucqxstK25B9sowqgRT3opB8ZM84jkG/Q19KJ/UBiITzJ0bgykTgKJsATZGRkhNV9paa7cmT2/cAAzo4YdauHDhoobqizs8ba3C1z29MMfHwh7jhG7mSAQyrWCNbqhiE8gVF8gfKCTM82DGL+OQrpfAuwnWLm1DZoIdz8zRYZiTAR0KwN8b5TPYn9tJbAWvJaY/6vpWD5TNmMl2dfS/fONya1qSuXuMXfNEG3QGnCcCWlrv2ZusFthXPAcuMxps1G20/b0K8Z9ImH7EjrxYHl1n43BwTyROH+VBiAaWUJAJQBEKvCijpFjyffzxwZNWa4Snq8uzVJYDygOAuPj4ob0ezx1JkmAQskDRDhiZWPQQHYzwwa94wLAGcA4LIsfHQMkwofvUcSR8XoXZm4px8WIu/nlAj4CigWUYaKBAVAKapkAoAgY0gnIdKOofUFUVb/1529TlP1t2FPjmMLKYzVLCkBTf5SsXjLzYgu7uq/CBQNM0BOl7k6ppGuxcLMjpEeBP0zD01YPmBFyqDMDV3wZOjEcooAdD0yAqQEBAUzQUAlA0jRgnj+ZWGYWFhZrVaqn+1hi+sOrtnOFpgaLr12sjGIaefejQ4TyXywVCCChdNGwxE2BBEyiiAw1ANEjQ/G6IshU6zgIuCPSZYtERpCD5VQSleyABhQIhIZRMCHqPHP1o9vLlP23buXPntft5HxzHBmN9w6pVW/JjY6Of7u31ZASDGhKjlsDAJsBgcKA79AFoVgDDKOCDDDraJHT67sLI+pFqN4NmKZhIMwjfg8stdcixOiDoBERpPIKsjBguxbfy+cWF149/8afv/BCNGDHyeN2trlKbOB4OfQaMuqGw0CLiknSuO6EDsc0td6HjGUBRIYV6oWpX0eRSkJPJwdscgyH2JLBgwVto2D0NuGw0dtfW1tqcohlxBjOsegEGmoHiiGhKzB+V8vrrr4cGVCD5kUzaIRXDIDjACiFJp2gf6ELMnoDj8K3mf1XXt7o74Yhyor/Ph6T8dkRFM2jao0B06lATbIfoi4RTtCPUI0OfkY9NSxc8dvTY8Zz+ft/K06fPZFU33mBjbHawQe/QThAWwECAjlZ1dmK2ND89XfbmFSQde2LmuG4AmGq3lc7K64c3IwatUita2vww8hQY3T2/QDMPxkHh+t0rUOUhsBuH4ErNHdS99ua8k6dO/A7Au/v27s3Z9/77pYcPH0ZZWZn3pY0vBXLzcge+gu9SZWVlqvuryiqzyR1L8TS8fhUfHCWh8U8VbO9q/7LiwK5+OJ0WZGWNavraeNWsXCcRtIeG2+2GyWySypeVT9q6deu5wXIMupK5r514xyC6YwnNQVZVnKnWMGNOxXYbc+5Ib889m1AQOH78s4YZw2etCY6nFGqiBeLMVPgzHfr33ntvl8ALurAAVs+PoHnqVBFYQEMA9U0EQTrn2OY/bl7dwQJ+RQEvAN+sJdi+ece7aVrS/l5TLwRDCGKCEYqVS3vm2QUrwgLw02MRUJyaQjPo9BH87ZDcefbsF/MAaDqBAqvS0PMiOOZhiMqlb6wZQ42sAR+CygaQNmwYTp6sEsIC2L7vU42Yxr8AtqyzXSqr3bB+/WwAHgDgBIDoOPT7glDJwzYqKCxwN129s5TrJ165oxtXLlxyLVq06MPBAH5Q1V9Ws3camgaAlm8Qp8xdHUkSEhOJ1WYbsBUDQE5uLrtr164ig8EQ1n/HD2rBOnHK3F8LxGKxkISEoWTM2DFHwo016BR8n6Sbk695+ziXqiro7vaE2tvat4ULELYqKipSx40rXLt48eIJ//PkP6b+DSM4cikZoU8WAAAAAElFTkSuQmCC) 16 16, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJBklEQVRYhcWXeXCV1RmHn/Nt9353T+4NCSEBEiCBUNlTFGRR1tKxCkVk0SqLKA7VAfdq7aitjnUYdVqmto5oR6oVNGBnajsVWqEQUJIQAoUkLBKWkI3kJne/91v6R5WKBNtmOu3vz+/M+z6/Oe/7nnM++D9L9CVo/vz5LkVR3jhx/MRsvzdwpLn1/LLGxsYzfckl9SUooPvura2oWmQ3mgFXjev69vb25/uSp88GmiuOD3BKTlwouISHaE8kv68G5KstPPX4EwulqvqFU5cuLDx06FAdwK2Lbh06Z/actefrm6bb6VShbms4CSKV2tx//wMLJpbfGN2z989HAWbOmjXG5w2uHj9h7DVLlixp3LVrV7I3Tq898MNHHl4R/vk7r0lOh9SSNCzP4llbwkbb4Jr6P0wI1riUNXopr6Wi6KpKnlXGFut9hGmhyj4jkO1onjFj5guVH4ZfIuXUklYPucPbf3vwYM2S3lhKbx87Pq2e4hVImYTBACSp6d2PFleNasEWFi6PSsjIEJTD9NgFpGULkbYYMVcwcYGlBBVp4MH32jZm4goORUFWvRw//snwq+30ZT3w8s9euUubk7exztdZYqkmDstAEeC1VWI1NplOFdsSKLZJqeJBMgSSYeHNtbjhQT9l4xWGj0viDKZxuLyEMylMwyAYyioANk6fPu3J5StXX8a81AOaqil/aqr5QMr2zTivXSxMu+MUXfTTYcZ4I3EWc6Kf6BCJjroernN6yBY6xzIKpg2hNecoHg1Zio51UeLdx4dg2BJCleiIVtITO+davyKr3K+cvzEhhlbV1dU1XlGCouIipb25IxBRUwi/zkG/F/eYGPbJFJ7vXkvWxAA96bNoE3o4+XQ3o7wBBpgyVeoJpkzSCegqbtukunIEQjiIpmIkqGPtihgLZ/vo73FgphW27GkJ9VqChoaG5JQpU+6YlTsyatSHsTts9jgcNI7KxVtQRCwpcOhBRInKXx+2SKdihJQU7lvP4+svk5XRUeMKlb/XSNHKjHmfUvGLBA8s9pGnm6SicaOt+9o3t+3u2txrCQAa6uvrn3ziyXeG5BaUnd5XOygSM6SUO0RWSw9WQX+wQBYm4SEan6U6iB+JkX23zdBCyFYynKhJsv+jczx+XydrlkKeSyETjdEdm9ncnZ56+/XL33qxubnZ+jLzqkfxgw89NKmmuvr1/ceODLcHDKBfYZD01CJM/TiW3I6vuw2zOsHMe3XGeQ2GKTY73rLI1mUWTBTopkxPuDjZHi/7qTns9hdnzpwZ7Y1zycCqVauK0+n00srKfUiShKapFBQUejVNvWvv3r39ikpKiIwdTneuIGPX8Y3dh8la72VIvso0R4bsTIhtb/oZpB5j4iCV9lZnY8Wujkc37U61fMFwOpzc9J2bzm3duvXcZQaeeeaZga9v2nS45ULc53JlSCaTCEmAAIHAtmwCgQCr3EnK9BRYKn5bofEehdh1JsMuDGbza2PYuVNgWiaqQyGTtNFkQUYS2KZA2DamLZg2NZMuG+m94+WXX9pyaQp27Ngx8+yZsz6n5zFUx2yEqiFLJoYVRnFZxDOtNJ+/m2HlXvJ9GrIAO5OhbJ9gW3QOr/+mgLYzGqYpkCQZTAvr8+xm2kZzSFgmKAL27Itp4Z49a4B/Glhy29L6tvY26+Rn70sJYw+GcCIUCZJJYhEQRgQA3auj6za2sEkGFTpFHg0v9ODKjiDyAqhRGzspIRSBKkkgLBRFBhQEAuwMIBHw+3qu6IH169YvqtpftWz/gUqfZQvE5yvBnFC+bVkl/fv3Z0r6FCV+GUsz0XwSx7vGUF2t4XFFiIYGUx2x0VJp0rqMGRHIqCDZYAksEyxDYfr0dN3yO+evvG3JoqqvnQKAsWPG3N/Z2flCV3ueM9s7iUjyMCJhobnT+LROXKkQegpcioKS6SGVa5K8cIFiScLdz03UIb86/yfPPXvnqqVtZtzAtk1+/fbb1uLFSy+NYq8GNFWbEOqXs6H1gmNqjvcGHAzCdFZipWxsAyQzhSXH8AQbyL44Dr/woMrdnIiexEGEYUoOPsVGNhOki3PP3XjP6ucfe+7Hr7a0XLC+yrrsINq6ZWtePJ7Y2Nh4+hU7Obqon3MWOXopprOWaDqGyAhE2sQtBDfffJyRIywOVEt4TCfCFkh+k0MD03QmoniTIAsZ9WKP78xHu7+dkzRHDnEEdjVmIrFeDWx7b7uy6Y1Nn3y849iMAu8dUtA5gaBfZ+CAKk61tCMyoJkCRcA15c0sXdhDR9igstokV+uHnHGgIxMZr2EU53BUNqArQcDWUWwTF3KZK9e3MpPl3dIeDoevMJAx0s5TJxIvZRm3owodj+si06d9QFfiY+pPqDglHygm8Uw7KxZ+xsB8Bzsb0jgHxokc7YeOii1LSN40zXkJ5FA2rWQ4ee4sHj0bYUmYkZg+4pa5TQcOHtz/BffSZVRRURHP65/7qi83YRWWJuPl39yO39NAcbGLwsGtdFlVdBu1uINHKC500NQR42LExJUv0W62kSADSYH3sIJtRMCRRBkaxJhQyN/cKf5IK/vznD16IPC7L5fgssfBjp2b15SUNxYOH773V/1Dp7EUgd+XZsb1UK6OZ5RdxtBChWAATpzWMAToQcFZ8zhJVwLZpeJOesnvUkCOgTOOWpqPLTj6g6eeWnbX8uXXbNiw4dRVmxCgtrY2MrLIPzoQ6JylKipJw6Lp4uTmaydPSzXXtLqkAe1MLjd4a6+J0CyUHJmmAwrdsS5AIi6l6MoLtxGIuFVJIyNM3E3p89u3b1+7a9fH3V/l9f4szx63Ocy8/Q1nVZrCs2sd7uDkcXNGjz8Vqv8wkYhztlUhkUz9464QgC3CWYOy95ySTu5JDEpUhNpDY+d65x2Nd3czKVnAvG/N+2WvnK9T1YEqSkuHa9XVn14yWVg40Od2e+bd/L1R28pnqPasJU57wdNuW9G1v3w1/pHHHpU0TdOeffpZ7T+G/ystu2/ahvK5qn3DLbq94EduW9f1Kwz8u+rTn9G8Sau39XNMT7aesWg7aqVXrli1ta8G+qx169aVlJSUPLJ27fen/s/h/039HV1Cxq0LgOJVAAAAAElFTkSuQmCC) 16 16, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJW0lEQVRYhcWXa3CU1RnHf+8l716y2SRLyG5CsoQEieESAhS5JIDcFCNyyyi13gNV22lty3iZjqNonWqLHRytWmqAKuowWqoVQcUQQiNIECGaBkKADZCFbJLd3DbJ3t5bP6gfRMHiTO3/45lznt8zz3P+z5wD/2dJ3+fQunXr7IWFY16jQ68qyBm9eMSYkTV+f1v/D5LA8uXLXLIk3ffccy/8coWwyGr22rwtUZ/70ccersvOHRn7rOGweTnxxMvZPO26K16wjj3aGRxofgIM3MowkhQLqTbnkvqDB4JOh+3wG1vf9FxOTPnbFmfMmJGh9PXfmpqT4yyZMf3NSCRiBAKBn52K7b43mhwWtYQdAEnX6FLPYpv/maNoWSfptkTJlo37//bqy2/+9dnn131g6MJPWptDOVWv/HHfjStv2vNtLOHChdtuuVmJ1O47NKpXLI6IVs57hJA/Lbmr7HP/2Jtco3nrxk5ORBV2bG7md+lreNesZcY/zpLvERkuGry7/g5Cn3v7BMe+MycOaiWiRUJIDoW9Vyile/fsbrqQ97UW1NbWZKqpUoPdqxRLponNiCLoYkZXV+fY3hWldCWGmHownbiaACAYayNadgJHhopoyqhxkVAgmWDnybRTB/USwxSJqx3k5kadRQWOmgcffGjyJVtQXb2n/O3m+rHeAjsz7YNY6iPUpsew3JLLTsdJzpVEeWj9cKZ1Z1ONjx7C5PxIJ1myYzFV4l0uQqfaGAoNgqwSE09xz13nqJiZRFqKP/Pv7+17ALj5ohWoqnrpU7dfN9oHrWzLcXBiZipiWSFxq4tY0MqRnBgbl7Yzpf8L8/xT/Yj0sRKyqmFVBPq6dPTzKjExTFyu58+PB5lbLKElTMR4ggzX5KOXbEEwGGxafVvl2gldcsLih0/cacg9OoY4jDSPm7k7RFqW2Tg2tZc16RMxMxI4M+3IVkhVDU4eGI3pDlAy5V9s/YvMUNyBOKTgsQh0hK/fPpi2aP2FCXxjDtTura27f80DTf2nzpUNBnqdQ3YFS1cMvB60DpNr1TBVswYpPZbC2ZlBxs+x4E6yYpVEdmzUmDLex5qfZ1Jbl0t+ynnyXUbkVPzup+5Y+8E9W7e+oV7I+4YLvtLSpUtHu93uXXsbD+V3Wm0kXZWHy2Wy4PWDCA9J7OzuI3dokNIbZAolhaFAgvg+kTnTR7Bhs5sFRS1MyLL3+TrG3bhk7Tu7L8a56CRsaWnpEQThpaunleVH/IEJvaf70Lz5DAxEKfd3cqxUxpNnIz9Fo8giU2KXyLSM4tkXs5mee4yCzIyPq0+Pv3r1U299fjEGfOmCG5YsVUZ6vT/eu7fWm+xwIEkympogNS0NWZbOFOaPOqcdO5rjr/cRzS/CV+3j/qk2Nk0NY1E0PKLM6abxPLA2l4Xj94Oghl86XPxpqDc0HWi/ENrY2HC8uHhSH4DQcKTBuuVPT+9q/WTf7CbTjs2+gIEhEZs5iC7VcU9SmDJ7FKsIgmQjKS6jx2IMT01hw281xo3RGGqcyMP3jWQolkRc1bBIVhK6joSCLmiYpg6GgKBLmHICj+dc4yOPLFtYWbm6S7juuutKRp5paHi1xYKU8gKyPBbdTCDhp6dnIccWpjFcAVGXIUnAMDVE1UTXTdoL09iSPZeqp0egxU1EWQFTAyEJ0RBANDB0CVPQEUUJQzNQkgRiiX5KSz9bVVNTs1kuKys712dXwlfozc7Tna+hqh4UUcQUw1gsVmKKgJQqkDAFbLJAREpCkXWsqdDRXURwvUZmfg8dA1ZkTUHrlpFl0DUBQVAQANMUMU0RQVQRTQWbXSM8MNgFIO3ZsydScfuqj6OJqNue0jlUOtPumTjJZPx4mbxReQRONKMKIn5TwKdqtA0maJdkbIVunq8bhdGuU2D4UQridCQP4Aj5ycoOY7EFcST3kOzowG4LMxgJYBhhskb0hOfMNp7pDrVvam9v179mwz17agmHw7LT6QTA5/PhSkuft/6Z9ZtOHXXmuLIs+P0hnq08zvnOudTtsuPWdZyEsThD/Huci7b2IDfICUZcu+hXOw7VvwiQSCTYv38/AEuWLDG2b99ufMW86BwAmDVr1pKhwfjrZ84UOLxZNs62DVCQc4BflBeyYdMIRL2XbDMNOwNodOCyDBCcOILmYIhFZzuMlKXXbHjktZd/AyQuxvjWOfDoY2uVWDT26LGm8xvUvnJlZIEL30k/dkHnzsVBPjw4luTcE3S3xXFJGchIiMRpzEuQe6Kf1HQZX6oieA80TZ2z+JpZFasqa96vrg5/G+sbL6K62o+8DYePvH/4UPejVvUmMrPS6QocI92aQmHuSc6eL0G09nF3ZSsBtZWoHsFEQEHEyDM5XpyG2drL6KhEXZqAufvA1W3rnqnd8tKmef9NBRyxeKxx93uxCdm2CkZmWtFsnxIK2EGLYHXFaW9zsebhw2x7d4D65jCj5SIsgoyIRJ/nPB2FEQRHNpFAL4UxG75ElGwVV7CmfqVT552TRqzrohWorKycV7sj6smyzWFMYZQrJ+zEdyqIxdRRRIPgGQ+r7mzGLkd45c0hrlqYRL/Ri46ACQzr9NBl9HM8x0f/ZDeNwwWGCXa6UZBV1Zo9bfwTl2zB5s2bjyvWtMik4j5mTNrG8OENZHk70IQ+TGBReQ/XzwtT99F0AGbMVoiZEQQBZNFJcn8q5DnQBZVm92lixak0jHbQn6ThT5c50nS09rvuwIlxU8TlwzxvxSz2dlLTBaaNSxgR+YCx+Joa1tzeiv/0VURb8gBwjTLov+IMMT1BzIgjhZLIk5IpmjzFSI1YjaOOMwQmqewYKyKXz992uL9nw3clwPu7Nn/YbxasbfU7BlvPZQ7aXfP/sGLFit0RM4W+iJWGt6egmV/Y2JphI2NMN1GzH1GQSRKTkA9prY6z0gMVWcvumk5RLBgKsOTKuR9WVVXdzCXs+A2Vls2WFyxYIANs3LhRqaioKF9eeGPD+owXzfuv/6kJmOt3ppo3/DrDnFBYbM53zzfnZcw1r5RHL/sqxhNPPC4DSnX1RZ8Dlx5EFyolJcW6etk95SHRt3zra9tv/f3bTg4fVWnc5ezobkq8Z7VZT/v9554EjO8M9qUu62uWSCS0+saPm68vX9aiKJZV2LvlgT410fapcm/A3/VkOByuAy7ra/a9tXLlyjFer/fBFRUrZv8gwP+V/gM6gwz72YjeeAAAAABJRU5ErkJggg==) 16 16, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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48.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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58.75%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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68.75%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHgklEQVRYhdWXa1CU1xnH/+959333AruwsLhXFwHBuBolKmqIVUzBSxIvcSLxkpqk6kCdOEnTTKk2maZNjM0otU6btCRekypGq0WDaKoooJRbVFRAgxUhXGR3WZa9v3t7T785Y79AGaadPp+f8zu/Oc/znDkH+H+N3xTsKEmK0zrXrll7GQD/X9284PWfmHZMKqY52Qspx3F0W9H2DaNlkdEsarjYOFU2yGOg3YZwOIwDh/abRivADpdw5MgRfqAn4dWe3uvL5s6d43s1Z4NNppd8ML47dUqjswGCKMAVGGLGjdOeOVZaGtt9qbZwwszpedOmTbvT3t7uG44vGS6h5pL1OfQ9vT8rQY+G+g8KcrTGpeRSS35IOg8UBOrYHFB66dlFi/IKyY59WX9iJ67a63WDnfzETAArhuMPW4La02qNEGYhYYyYoMw1hA2G4jgiRYCNIMKGQORKAECo8c7Lml7vSmnQh4X2IL766rhlOPaIBDhN590goaASGSYoluDE50dyA1EBMk4KTqqBNAxoNBo871JkqkCIBEFc9zow9cknW8ZE4J33MhrZeFdVkGHBQA1FzLP4R8gHh9cFHmr42Ci6urqQJETARQN4wATwB58D99rb3xsTgfXr14dSLG0/43U+MJwcZkUehphEqOQqEFaOiH8QAJCi4EEibnzht2HFimX7rFbr2JwAAJw8+dl1T8DxaY/HC8IoMVm5CF7BB5YqECIPsSZGC1nEjaagFXWmJLfZnLxtJFxgBFOw+bUCC31Af6ri7boLXhWcERnM0imQiVFwogxhwY90KQ9/0IvfeV1wOsVfFRcXizqdPr6//+HQiAQ2vLZR1vXAvofxWeaaU+Q9YY/ncl+rv+Xd/aubj5R+8XpNbc2mdOkkxMnc6I6Oh4Zo4QpH4I+K8Aa6MZ5PxElGxA1JFEuzs/ecPXt2TzAo/LPyYuUkURQ1u4t3Z2ZkZBiqqi5PIYSFWq3eU1VV1QcADADotFqz2+PpMhhSwNB4eN0MlDFJCNs5/GCFGd+cuoJYowOJGg0aG+oh5+IwU7EEVtGFDv8FqMGCJMThzc1vYca0GTAnmlFxpQLV16o76urrUkOhEGbPng2bzYbbt29j7dq1fywtLd36SOC7tnZ+1+5Pzn55tDY3KNyAVCpBTEwM1AkJEAIRWCxPoKjgHSRqE0HAwjk4iLLKMnxWchkK+RL4wr3QjatFw/GLiLtjg9BZie+/+RRtgoAtnQQHSw5A400Ck8TAbrfDGu7L2ry54NtHAvkv5ZuvN9/qMpsNaG1tg9Xa/1idOI7D8qXLsenlLbBMmYIw9UOkUdQ0NqPo5wOQq+yw23egYfEkZHBWgDJANAyBUsy4pYJlsgWuhy7UNtcCAD7auXPp9m3bzj/qgfKKcv+y517x1jZWxo43m+H3+0GpCI7jIAhBMITBmY4GnC/rBVPFgMod4DGE6N2ZYGXLEPBKkZSUBIeyF4xCDkYMggZF0AgPq9WGhdMc0OhDMOoz4QzFNw4M2Bsfa8L0jEmk/X6TxOcdhC+Gh8lkxIsrVyElazoMvBJ3v7uDXZcOwiMbhBjxg/Z54G4OwBgagD69B533bfB4PPizJYrbfATTHRx8bQSt7kQYjUoMClGkGXggaoc+yliuNdQtB3DokYBWqwstfvEF26ypTyXI04wdBj62T5CSlgEmcu3KJ4efP3ri0CvOW/eQmZmJmze/h2QGQc6bCtxrBe4dL8GsdCWqbgRw7RQHX5YOFxRdiDctAB1K3JfKOzTOYGD24a9bDRPT0/FtU1Psxo0bNdVX6x6fx66uBwqXw6369zk9V35+Xsf9m5+33Kr7cvVv341q9ubS5MtmWnjDRCe8nU0lai09UJRAz7yfQpWxSpqVNZuaTCaamprS1Nl5nwBARUW5TK83JNRUVWdXVJTPKiws/M9fUPN/8dYW7aEfU+3FZ2jyCQMtvKal6W8/RfmMZPphgZL6z8XRLSuVNC8v77RcrkjNzMxUjIQ7oqu4uu6qSTSGd0Xi7JDwdgh/80LBc0DICVbN4ML1ABgVj83LWNRfrXxh69Y3Epqbm/1jJrCq8vdFd3VDCqLsh1A/iFBDEArqRTjAQqKNR3VTBFGpiMkZSvz6R3JSVlZWPFL2sEkfH96bHZscs0USYwUbGQA56sVL2RwIUYD3DEFURQEA3c4IwBOszJXCZeuYr1KpcsdEYK/YbAnF+IhPfIhgeQi5qQs6J+oZcIwAMsBASsJQq9W4+UAPKgnBoGPwfuF0mM3mX46JQD4xiFKVC4zNA9fRfq9O5SpwuAgIkYKEfJDycrAsi8PH2FNeUe6mMg7jVPdBGGIYE4E8/by/Lu6Z+Hf6tf+qMhpbtPCHa652DUytZxFENMzB2dsDjuOgMc6s7HLmF3c7Qjh4TsCCBTnHRiIwqkibr1jyYWsczXhaStPS0uicOXMOz5/3DAGAdevWTT1z5nR2SUnJqP4cI4o3tm3K+fhOArVkx9P4+Hian796+2hZo7Lsif9Llbdf2eZ3sSCECEajsXy0AsxoF+7eXZzR0tqyUq/T1+/c+VHNaDn/8/gXmmco7R0qb3sAAAAASUVORK5CYII=) 16 16, auto;}
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}
div.testarea{
animation:rwdcur124952 2.6666666666667s linear infinite forwards;
}
