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1%,1.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdElEQVRogdWaX4hcVx3HP79z7p2ZnZnsZjdJ67qCtQ20qe022Wy71sSZuya1YgnFCkorqBVfAv55i0Vwh9kWRKkUFFEQ0YfiS1AKNqlKzNwd3SRrkSBU+iBttY0a12STTfbPzNx7z8+HbUIR2ypz7qLfl4GZy/d3Pvf3O+f87pkLOeq+qT21Rz80UcszRu468rG9+r3H9uQGYfIyvqZeT+ILf7PNvPxzB0gSbRmInjo8mUsWcgf4zs9/N+tSIbTkkoXcAQC6HSUwEv3wK5Mzvr03BeDvyxqLCsXATPv23hSAobK0sgQKgUQ/e3LK61zYnBJKlCwFIxBYIp/emwKwtKq4DAQoFMXrZN4UgHdVDKggKoSBePXeFIBOpsBGBqwRFp5+v7fVaFMAgkBAFSMGYwTjMWzgzektVA4hsII1YI3BeKyiXDPw4X3vmwFIMp0OrGADwYogHsPmAjA3e7D2k68e0C1FmQYwIlEYCmFoEAScv1heS+hLExO1fbdXmq+cT6LFda0fPXm6ffi+nTPlklAqCoXQIBhc6q+GvAHsv2u8NbojjJZC4Tev9OpPP3e6DXDLjqFpa4SBAbMBoIZL/5DYV1wvJXRw93htqhJG20dLnF1y1wf/5COTtbUOUSE0VCqGIDC4zHDwyIm2j7jgIwN7JmqD6NydN5c59udOfLS1cH1wa11t9lJh66ClUrFYa7m4aOK+Y75BfWdgSrU5PVbkNRWOthaud5tPfXpyZnlNo+GqZWQ4YKBscU5YWl/j2W98wFtD1zfAvVainTeVWFxZj69998Qje2vnLrhmwRpGdxQYHg4IQkunayhmNEDmjn+75gWiL4CP3LSrNl4NKVQMGoYtgE/s3VW7eFnnkkR49w0FRt8RUK4GpJklc9I49Hi7ff7VjBCZO/atet8QfQEc/9OL7S2BwabK8MDG0mjD0ly6Jtw6UmDnWInBoQKd1HJllXj/54/PAiwvu4bpGSym7860/1UoJeaqsmvHhtWPz5wV23Xx5YsZl86lJEuOggJqop82H1CAF851WV1WrJio3/B9A2iqjbXzKclVbQJ8eWrPzDsLQXTrSJGxGwuElYBLK8KVq45tY2Ed4MKqcmXF0esYPsOBvsqob4CPz59pJyuubl7q8M0Du2vDxjTHtoRs3x5Q3GpZc8J6V0m7Wb3+uWfaANbKtB2Al14VfsSv+toTvGxkD5481db1rF5dleYNpYBtQwEDQ5Y0EDopdDtp46EnfnF9oFsrRGqK/PoPSdxvbG/N3KdOn20Xw7A1UrZUqxYzYOip4NTFH338l7PXrrv3jvHW9OQgf1kMOXqy1fcphddutGxoVkuWsGzIrJCqAtq49vv03btrn/zglmjbYBVNpe4jpleAamAolQQKQmZAcfH9j22UznvfM147NFmZu/uOEV5+TeIjPzjmpR/y1o0+u/+emWIg2NCgVkgd0E1bAIcPTdZuGyvORfcMxYUB2/jid5/5H2rmXlfJCqERxApOIFXhQOPk7MF9E63RahCdX1xp3PXo/OzbO/138gYQAIERMJAJZE5jgBMvZI0T82e83fF/lbc5YF//dAqZAzJtAbD8+9wGD54fKdWBOiVJlZcv93xav6m8ZcAlirqNI0R1ig025cjJH0D91G9nXQZZomgGNw6FvqzfUl5LqJc6tKckPeXUH9d8Wr+pvOY5URpp1+F6yi3/nxnQmO5GFlL79tf7kNcMPDi/0O72XJysO9ad8/530r+T96ViZTVrda5mDHl42vpP5B3gs88/P9tZz+JsTeHrD+f+mkEui3Un0Ua6kvL9F/8a5eH/RuUC8IX5hfbqShZfupJtyjzITV97YJ/mHSPX/X694+pwZ67z4J+6kfky7Myv2QAAAABJRU5ErkJggg==) 23 23, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRogdWabYhcVxnHf8+5587b7mY2L902RkqlIRix6WaztmnSztxNLLUaRC340iKCUETB+sEPIspOZuwHkeIriF8UQShCU6jY1hdM5u7AJo1B2lIhIJYG12iauk2zL/N673n8sG4o0kZkzh30/3Fm+P/P7zznnPtw7kCGuu+u/ZWH75+pZJmRub72iQP609r+zCBMVsab6vckvnwxqGflnz1Aok0D0Q+/NJtJFTIH+N7Tf2i4gRBaMqlC5gAA3a5ijUSPH5+d9+09EoBLVzXGCXlr5nx7jwSgXJJmOoAwlOjX37/T614YCUCvrySDjTAbEPn0HgnAP9YUl4IAYU68buaRANw8bkAFVAgD8eo9EoBOoqAgCsYI5x4/5O00GgmAtQIoIgaDYNRfrPXmdB2N5TZm3hgwxu+cZVqBDxw6OA/QT3TOBoI1gkHA+YvNBGCh8f7Kia8f1fGCzAEYI1EYCoE1qAqk/rK8LqEvHpip3L13rP7KpUF0uaPVE6fOtL5w7+75UkEo5IUwNIgzpIm/k8gbwKHpfc2dO8LoSigsvtKv/uxXZ1oAt06V56wVigVDaA04w6tLEvvK9bKE5qb3Ve4cC6OpnQVeWHbXBv/YQ7OVdo8oFxpKJYM1BpcYjjV+1/KRCz4qsH+msgVduP1dJZ650I2fiM9eG1y7p/U0FcoTAaVSgEjA8msmHjrzTRq6ArOq9SO78iyp8ER89lq3+Z3PzM6vdDSaHA/YNmkpFAKcE1aTNk9/6x5vDd3QAAcDifbcUuDyWife/OzRBw9U/rrs6nlruGlHjslJi7EB3Z6hoNQEWXj2BxUvEEMBHL5lb+X28ZBcyaA2bAJ8fHZvZfmqLiSJcPMNOW6ashTHLEkakKrUjtVbrb8vpVhk4ZffrQ4NMRTA4oXzrQlrCFJla3HjaDRhYSHpCHu25ti9s8CWco5uErCyTlx55NkGwNWrrhYMDIGYoTvToZeQJMSsKntv2LD6+ZnnRXouvrKc8vrFhMHrjjxgMNGTxz+kAH9c6rG+ogRqomHzhwbQRGvrlxIGq1oH+PLB/fPvCG20Z1ued07lyJUsV1aFlTXH9l1hFeC1dWV1zdHrGh7g6FDLaGiATy4+1xqsuap5ucu3j0xXthpT3zUeMrXdkisHtFXo9JWkl1ajh59qAdhA5oI8vPwX4UlODvVM8PIg+8ip0y26aXWsLfUbC5YdZUupHJBaoTuAXjepfezR31wb6OQEUSp5Fs8P4mGzvTVznz7zfCsIw+b2YsDEeIApGvoIqbr4o9/4bWPzd3fdtq85N7OFi5dDTjSbQ99SeO1GS4b6RDEgVzKkgTBQBbS2+f2RO6YrDx6ZiLZOjKOpVH1kegXYEhqKeUFygjOguPi+r24snffu3lc5Nju28L73bOPCksRf+fEzXvohb93oL+6+Yz4fCDY0aCAMHGg3aQJ8/sOzlXfvyi9UZ8txWAxqj/zoqf+hZu5fKgZC3ggmEJxA4oSjx081jh6eae4ct9GlV9dq059dbPxnp/9O3gBCIDQCBhzgVGOAky+ltZOLz3mb8X+Xtz1g2bi4UgWnIKk2AVh5MbPBb+Z6kQA4UKf0E+XPb/R9WV9X3gB0oKhTNN2AsHYkV07+ltA9p3/fcCm4wQbEjeXQl/V15fVWYpA4pK8kfeX0n9o+rd9WXuucKLWk53B95dbJ/8sKaEzXoX0lDXw6v728VuD+xbOt3sDFScfRSZ3310lvJe9Hxfp62uytppSNiXx7v5W8Azx07lyj00lj11b45qcy/5tBJod1d6C1dC3hJ+f/FmXh/2ZlAvC5xbOt9loav7GajmQfZKbHPnhYs87I9Hnf7rkq3JbpPvgnIkP7WBbqyS8AAAAASUVORK5CYII=) 23 23, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFY0lEQVRogc2aTYxbVxXHf+e+D3tsz0fSUoaQqhVIlLZKlEwmFFry7ChFKUm3LJCgQpUiVFTYIb7H8kAlFkDEohViAVRsipRFilREShu/MRqaaVRVSCA2VUftYjpJWkIZe+bZfvceFpOJKkRTKt9n9b/z1//cn8895573bChQp04cTB57eC4pMkbhevJbh/T3pw8WBmGKMt5R1pc07wWtovwLBxgMtR2GNJ756XwhWSgc4OuPv7SIE+KYQrJQOABAtqXEkTT+eHp+wbf3WABeXdfUiFCdNEd9e48F4KZJadsc4kganV/e47UWxgKwuaUMB2AMhCENn95jAVi7ouT5tQcqXot5LACfnDWoFdQJxohX77EAbGSKteAsqBP+9LN7vXWj0JfRjWQCwTlFXQAqhIG/LIwFYKIMIKgDnMHl7/GB96FCt9AD93x6AaA/0KPCdg04K7jcX9hCADrN+5Mz3z6mtbJcO7ikYYyAM9ihYD1mwOsWeuTIXHLk9mpr9dKw8eaW1s8svdD59TfmEivXuo8zuKEhH3wAa+DYvfvbs1NRYyMQVlYH9V+de6EDkOfSKleEKDDgDGoNF5cl9RXXyxZKDu9PPhFFjb03l/nbW+764p84NZ9kQxpBaIiMAWuw1tB67rmOj7jgIQO3z88lJdWlw7dWeHY1S5/qrFxfXDbUlomESikgDAJUA9b/adJRY75TI2egYrV1/2yJdSs81Vm5Pm0+fmp+oTfURq0SUCuHhCbAqhBUN3n6x0e8DXQjA+wz0th3W5n17la689xPvnIoubzhWnHJsHsyplIKERMwsIbpmKY6WfrdjxIvEKMB3HZncqAWUZ4wuCBqA3w5uTO52tUlJ8LsTMxNtZBSKcQSgEjz5Pc7nTcvW+JQlp78Xn1kiNEAXvtHZyY0iFN2Va61xqi81B8Ke2sxt06XqVVichewmZF+7pt/WAR4u+uaE4EhMmbkyXT0LpST2g3lrg9tW/32+Zel13Xp5SuWt97Isf92VATKYhpnf3BSAf7+ep9+poTGNEYNPzKAzbV5dT1nsKEtgK/WDy7cHIaNj1VL7J2JmZgI6faEbs8xvSeqA1zpKb3M0e8b4NhI22hkgEeXL3T6PVe3r2acTg4kNUzroxMRe2ZCqlMBAydsDpV8YOtHHznbAYiNHCWA1TcEeH6kM8HLQfal83/pkNl6PJDWh0shH6mFTE0FEApbOfT7efPBx85dX+juXTSyrMRLq8N01NjehrmHL7zcebsctW8pBeyqBZTKhlwFqy498cNnF3felxza3/7MXVOsXYl4utMe+S6F12FuwtDaXQ6oThgIhFwV0ObO659PDiQPHqo2Zso1LqnWfcT0Ok7vCgyTsRBHghpQcWn9u9tb57OH9yfHD1aXDnx8N+vrkn7nN894mYe8ZeCJ5FML1UCYiAwmEIYKWZa3AR79wnxyx57S0n13T6dxKWh+7RdnPzjD3I4mRagYIQ4EEXBWqDfPLx4/MteenQkba5e6zbmfLy++t9P7kzeAkkDZCKGAAE41BTj3om2e+/MFb9/4f8tbDZSASCFQUAXjtA1A/6+FLR48ZmBn8eIUmyuv/Gvgy/qG8pYBzRVjFbHbEGEwlntm/gBOLr+4KBbItyH2Tke+rG8orweZzR1uoNiB0l7b9Gn9rvKaZ1Gatu+QgXL3mDLgFSDPNR1mDgaK5urT+l3lFSBZXun0hy51W46edd5/Tvpf8t4qNnq2nXUtt3i42vp/5B3g+MWLi5tbNmVTYfGLhf/NoJBm3R9qU3s5519ZaxTh/04VAvDA8kpns2vTqxt2LHVQmM6cuK/wVlToeZ/1Xf0h9hVaB/8BjE0NnEksicgAAAAASUVORK5CYII=) 23 23, auto;}
9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYElEQVRogdWZXWgcVRTH/+femZ39yFejpvZLsaAYpTFNU1urmZ1Ya20rCL6IT6IUW1ERX6xIzbKRUpFSFBQVRIoPeZCC7UPVaNudbEmbtA9FUASxVvoQ8tEaNLvZj5l7jw9rQpG2Intn0T/sy87yP/e359xzD3eACPXSE2vdd57vcaOMEbmG9q7jz/etjQxCRGW8oEpAviNlNir/yAGqAediNryvDvb+f0vp6wPr+fj7vbkovCPPAACUywzHIe/Ygd4B094NAbgwwb4lCM2tot+0d0MAbm6hnFJAzCYv98EGo3uhIQDFMiOoAlIClg3PpHdDACamGSoECAArMtpSGwLQuVxAawIzQUoy6t0QgLlSLQNaAcyEY/s3GetGDQEgQVCawVqAFcG2zIW1jDndQAkHICZoBUAL6NCcd6QZ2LZh4wAAVKrcDyKwJuiQoJW5sJEA5DOPuIf3bOZUnP46uMgjEFiJGoDBDBgtoRe9HnfTbansxanAu1Li9OGRM/nPXu1xtSAIQYASUKFAGJjrRMYAtj7UlVvaZHtFQTh7sZr+ZPhMHgBCRdl4nCBJgFXtM3aafFNxjZSQt6HLXW3Z3oqb4vj+il5c/Me7e91KAE8IAUsIQAsoLfB27njeRFzAQAbuXN/j2ppHelcmceJi2R/Kjy8urhRwVsYIiZiETRKsJaZmhV9vzKtVdwbskLOblzqYDglD+fHFafPDXb0DpZC9VEIiFbMgSUIxwUrN44v9fcYGuroB7hXkrbk9jslCyV/47uBz69yZgs7ajsCSVAwJxwJJiUALtDrIQNPIUNY1AlEfwG2dbneTjURCQEk7BwDP9ne6s0Ue0YLQ0RLDkpQFJ2ZBQQJEmcf35vNXLis4Fo18uiddN0R9AJd+zLdaAqQYS5K11shWfKQSEFYkY1jVHEdzIgalJcpl+Fte+3IQAH4v6EzSFrClqHsyrb8LhfCDAuOeW2pWh749T4U57U/OKFyeDKHmNJICiAvhHX1zBwPAD5cqqFQYlhBeveHrBlAhZ36bClEtcBYAdnlrB9ql5d2RdLCyNYZk3MJ8kVAsarQst9MAMFNkFMsalaoAsLmuMqob4JXRsXyloNPhL2Uc7Ot2UySyKxI2lrdZaGqRCJgwX2UEVZXuf+FIHgAcSf0kgV8nCcCJus4EIwfZMydP57ms0rGAsh0xC8uaLLQ1S5BFKIVApRpmduwbXlxoexu8UsnB+YuBX29sY8PczrHz+dmknetwJNpTErG4QMgEzdp/7K1vBhd+563vyj1wdwsmZ2wcPZWr+5bC6DCXIGTbHYlUQkBIgmIGgzMLz3d43e72npTXmmjCFDhtIqbRcbpNCjQ7BMcmsAA0ab/vjVrppDd2uVvuS410r27H9CT5rx86ZmQeMpaB99z7B1KCkLQEpCSEGiiHYQ4AXn6q171rmTOyqbPVd+Iys/ujI/+dYW5BzYKQlARHEogArQl9AycHt/b15G5ts7yJqUJm3bujg//s9O9kDMABECeCRbX7H83sA8DwuMoMnxoz9o//Xcb2gAMgBkAyAA1IzbXb6Op3kS0eMJgBiwGhAaEZSjF+mq6asr6hjGVAhwypGFA1iJhsyJWTOYAnR88OQgMIGRQCq1psU9Y3lNGDTAUausrggHHi53mT1teV0TwLRkZVNKjKWNPamAwYBQhC9qtlDVQZOmST1teVUYCHR8fzlUD7qqQxr7Tx10nXkvFW8UdR5UoFhQ4Snmnva8k4wLZz5wbnS8pHiYHs05G/G46kWVcCznAxxKkLE14U/lcrEoBHR8fzhYLyZ+dUQ/ZBZDq6/cHIW1Gk532potM7sSbSffAnMDwQm0bDzMUAAAAASUVORK5CYII=) 23 23, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZklEQVRogdWaX4xcdRXHP+d37525s7M7W7a6CKIxEgxVWdrtBjdaZu4CMTUGNSQk/gnR+EaNIbbGpCA7zIoJQY0vGHwxSqJRkz40IRhrqHNnWizFCPEJVBBRQym0W2l3ZnZm7u93fBi74aHWmPndiX6TeZmZfM/v8zvn/O65dwZy1MN376o+un+xmmeM3HXowd0Ku3KDMHkZbwWIJP3xwaCRm39exlsKtDl7BckP9i/lkoXcAe746u/WpitCaYpcspB/BgAJlJkZSR763NKqb++JAPzxFU2nZ4R3XmNWfHtPBODK7dIMCxDHkjy670Nee2EiAN2+gkAcQ1wk8ek9EYDTZxRVKBTAOfHazBMB2HmdQRBMIBQi8eo9EYDzHcU6ECAwwne/8GFvp9FEAIaZYK2iGIwIUyV/YUNvTpdRqQDqBCwYjNddyzUDty8vrwIMhrqiKjgnoIKIv7C5ABxbva16+Gu3arkoKwBOJdFM0MyACsZjH3stoQfuXKy+r1JuvPL6MDnX09rPWifaTzy8WB2KjEooM4gaRu3sR94A7rljoVk2UdJzwrMvD2rfO3KiDTC00jCRgDXgDGIMz74kqa+4Xkro07ctVMN+lLytFPOHM25r8YceWKr2MxJnDeZfu2+M4ZFfPtn2ERc8ZKB282K1P9TWB66aIn15M32sdXJrcZtDbSBC2QUYF4AJuNA36bgx36qxM9DNtLF7W5H1gfBY6+TWtPnze5dWe1aTyAQUNCQ0ARIILuzyk3tv9jbQjQ1wNZLceE3Ma51eevG9Hx7YXV3vu4YJDSUpEJuQKAoAw1yFOiqtR75U9QIxHsB1O6rXlyLi2JCZqAlw/2d3VC/0tWWNMBMWqJiQuBgiJiAwUv/k/e12Z9NSjqX1rS/WxoYYD+BPz7dnAgNOmS2Njsahxq1eJsxSYD6IqcQFQgmwA9KVg79YA7jQc/XZGUNcMGNPpmOXkM1IexvK9fMjq4d++pycW3fp6TOWs+sZtusoG5gOTHL06x9XgBde7eNQCpFJxo0/NsBgqPVTr2f0OtoAuOcTu1ZjFybzUuSquEAlDhl2hV7HUb46qgGc7Si9zGGtIX73rWOV0dgA3zz+dLuz4WoX/rzJt/fsrIbWNLaHEe+YDtk2HYAT+kPFZra2vO9wGyAOZEUMnDonbP716FjXBC8Xsv1Hf9N2fVtDpVEJQubjkLlyQBQKwwyGg6y+58EjWwvdfgVJ53yR5/8+TMeN7W2Y+8qJ59pnZ6LmXBQwVwoox6PBzalLl7/xq7WL39u7Z6G56z0Vzq9HHDrWHPsphddhLlQa26KASmyIAsGpImj94ud37t1ZveWD5eTthWk6Rms+Ynodp6cDQyUSSpEQCCAuveG+Uel8au9Ctfb+cmv3u+bovSHpl3/0hJd5yFsGDt5y02pJhKnQEBkBBWuzJsCBu5aq184XW8vXzqbbpoL6Td8//L8zzF3UlAixEYpGCGV0C7lj9ddrtyeLzSvnwuRvpzfq+77z1Np/dvrv5A0gBIoiRAIBgNMU4PFjtv54+rS3Hb9UXD9GOnoFgCiI1SYA9ve5LR48AhgHODBOcZny4j8GvqwvH9eX0WamYBXNRhClYCKPnPwB3Hf8mTVrwWUKFt47G/myvqy8XsgGmWM4ULKh8uSLXZ/W/1Ze82yUeq/v0IGy8P+YgX6maafvyAaKnUwL+M3A3cdPtrsDl/Z6jr5z3n9OupS879Oprm2ub1i2i0l8e19K3gEOPPPbtTd7Nt3sKqx+Jve/GeRSqZ2h1jvdjBf+8mqSh/9blQvA55862X5jw6avnbcT6YPcdORjH9G8Y+R62G0MXO2j3JBrH/wTjN76FnYrMiUAAAAASUVORK5CYII=) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRogdWaX4xcdRXHP+f3u/fOnZ3pdrcrxQoRSUiBgO22bBTRzty1JhoJCU0fzGpMMOqTCRpI/AN1x9kqgQQfiglRI4nG+CpEI6QYnDtDBRZjCk9gQKPWFm1pN7vdmZ29/44PdQmJCDHzuxP9Pt578z2/z++c87sndwZK1NEv7mt85wv7G2XGKF3fu/MmhX2lQZiyjLcUViVuf8a2y/IvHcCvaOeydxF9/fBcKVkoHeCOpd8vTU8L9SqlZKF0AICwpkxuk+hzH51bdO09FoA/ndZ4ekp43+Vm3rX3WADefZl0qhMwEUr0tUMfdNoLYwFIcsX6UKtCNSBy6T0WgAsXFetBWAGDOG3msQDMXmuwVvB9IQzEqfdYAPobigLWgm+Few/d4uw0Gk8PpAIoVgy+Feqhu7DjeQ8EAIIAnjH4xl0ZlQpw+803LwIUhc5rIYgKnhF87388AycWP9b45VcPaq0i8wCqEmkmUBisEXzrLpbnzgp++JX9jamk1j51Lo1WB9r8WffZ3v13XrMoCJoLRg2eMXieuxJyBvDwXXs6ZuhH/aHwwumkeez4sz2A2Wu3z6epQGYwGHzP8PJpiV3FdbIV9yzsaUz6fneXX+cP5/Lmfb840QN44qG5RqrazYc+Xj+AxCfJDIcf/LWzFIycgU9/Yn9jta/d3TMT9F4dxo90l3tb9zYzbSeFUMksvlrEt2wkJh415ps1chOvJdq+IqiwsiE80l1+Y9p8/Ltzi8NMI8ksfuYReJbAF9ayAT/68gFnA93IAHWV6IbLQ/7e34i3rv38vpsaq5tFO88NlSxgwnhUKxZrDNNTtATp3v/ZhhOI0QD2Xt+4wvcJQ0Mufgfg4buvb/RT7W6qEBYBdfWohx6Bb/GNtA4v9XqZ5GybkO63PtUcGWI0gBdf6lWNoSiUbdVLfbmRhd1BIlSTgJkiZEc1ILQWEuIP3fP4EsD6sGjNTBlqFTPyZDpyCaUZcb+v7N55yeruYydl5UIRn1/LWVnPSIcFVQ/qnomeP3KrArxydhM8JQxMNGr8kQGGqbZOnc3o97UN0Lpj36JJvGhyWGGnDZiqeOhASPoFE7v8JsDKhjLUAjA09h0cqYxGBjjWfa63Niiar/95yAMfmW0UiWnX1Gem4jFVs1gVslTJs7x545ce6wGEVuZFYGVN6J18qvdOMUoFAGg9+UwvHebNzJN2qB7T1mPHhCX0hCKDLMlas98+/sZCZ7YTJasV/vhaGo8a29kw981nTvYGO/xODctUYKlVDKYQtCjiG48+ubT13G3Rns7e90yiqz4/eboz8lcKp8McOe1t1lKvGCpGEFUEbW3dXrhtttHcXYuuCuq8ZrXpIqTTcTrEUPOEqid4BpAivubIpdJZuH1P48DuWvfAlTvwzku88ONfjVT7W3KWgbs+/oFFHyE0hsAIouCZrAPwjc/PNd47XenectX2eFfdtm74/mNOFg8OAXyEQITACFaAXLjyyG+WDh3c39k55UWn/rHe2vvgb5fe0ei/lDMAo2ARPAELUGgM8OjJvPXoU8852/F/i+vMSS9BiIIUoIV2ALjwYmmLB5enUAFFDhRKnisvn0ucWb+dnGWgnyl5oeT/gpiwY/li4w7goe7zS2kGaapoDldP+q6s31ZOX2QbWcEwVZJEOX5m4NL6P8ppnkVp9TcL0lS5bvv/YQYGmcZrmwWbiZKOpwXcZuCBp5d760kRr20UpHnh/Oekt5LzffrLIO+cXc+ZNCZy7f1Wcg7wg+XfLb0+zOPVgZLcu1D63wxKqdSLqbbODzJe+OuZqAz/N6sUgKMnlntn1vP4bxfzsfRBafrpJz+sZcco9bBb3Sya8P5S++CfmdH5CR+JYjIAAAAASUVORK5CYII=) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFc0lEQVRogdWZX4hcdxXHP+f3u39mdia72UgbK6UJVGgXMXTTVVOlM3ebvtQQg9qHVKnY+iLogyAWFbvT2aTggy/xH1SKVB9ECkJEjTRW5860Nl0LBkG0IGhoSrJN02anu7Mzc+fee3xYNhSJEZnfHdovzMvM8D2/zz3n/O7h94MC9dCh+drD9+2vFRmjcH358J0K84VBmKKMt1UuS/zgPbZZlH/hAGGgrV1VoqP1hXdvKTU+8yF9+OBCqwjvwjMAUJ5SqiWJDh9YWHLtPRGAi1c0nqkIN1XNomvviQDcOCutchlKvkRfuOcjTnthIgC5KIEPUwGUPCKX3hMB2EgUz4dyAL4Rp1vqRABu32PwPCHwhbIvTr0nAjBMFWPBtxBa4ZH7PupsN/JcGV1PWSpYUTxrCT1B1F0WJgIQBpCngmcg9AxG3XkXWkL3HziwBCBGFw2CJ0LoCSXfXdhCAJ5/7N7aqUcOajWURQARiVDBM4bQE8q+u1hOS+jX399f40Kl+crro6i7ofWn2mc6x774/iVPhEwFawzGN6h5B/bAqSf2tdKuH12+LJw9l9S/d/pMB2D+9pnF7pogagg9g4dh7XWJXcV1AvCz4/tqvTf8qH++xD9Ws6uLP/3Dhdp6X6N0aChhmAoMFsOnnv5dx0VccACw9Nn9tfWutncMpuj8bRA/2V65urhhqs3epuBnlinPUg0skph43Jhv19hNnKJN1kMuXRaebK9cnTaf+e7CUm+oEYmlrB7TZctUKKy89mb0g4fudjbQjQ0QiEQ3hCVe2+jH29+dOnFnbTPPm8OBoZwG7Aw9pqcsJWu45b2luhhpH/tkzQnEWACfOzJXsyOfwDeo+C2Al56eq6Voe70vhEnATuuxa4dHJbD4VhpHv9PpSDljekrazSP1sSHGAvjpL//e0cygqlTKW1vjy/8std8aCOVRwI22xO7pgIpvYUQ8981TywC9JG+8Z9ZQDc3Yk+nYJTQYEff6yq27t6we/PpZGSZ53CdjPU/pJznGQuiZ6OVvHVKAc90hBEolMNG48ccG6CXaeOWNlI2eNgF+9Nj8kiReVNoMmSVgpuShfSHp5dx2k18H6A6UvuaExtC46+BYZTQ2wInfvtjpbub1C68OeLx+Ry0dmKYd+OxQj+mSxeaCjpQkzerypZMdAF9l0SrkfaF55vdjvROczEKP/+qFziDJ6umMNGXoEY48qr4lsIKMYDRMGx84/szVhc5WiaqbIedWR/G4sZ0Nc99une3suNlv2cRSFkspMNhckDyP546fXt7+35HFfa2FG6bZ2fc59lxr7FMKp8NcltC01lKaMvhGsKqANrZ/f+DwHbXFvZVovlLlSlfrLmK6HadTg69CYAVPAPL41ke3Suf+T+yr3b230j60dxfeFYnveuo3TuYhZxl49OiHlzQVvNDgiYCCX0lbAN/4/ELtlpmwHe2Zid+3yzbkqyffOcPctjQVEMGKIAKaCXu+8oflT9+7v7V71ovOr2405k78cfl/O/1/cgaQpYDdevKikOcaA/x5NWv84tkXnT3x/5SzHsgyyHNAtz5Zri2Af/31L4UtHhxmIM0hzSDLlVGqnF9LXFlfV84y0BspSaakKeS5UrITOTNzB/DE6T8tJ+nWKVyWwc3TDo8eriOnL7LNUU4/UQaJ0r6w6dL6v8ppnnOlsZHkDEfKnpl3YwZSjd8a5vRHisOjn+vKaQZ+3FrpbCR53O3nJFnu/DrpWnK+Vbzaz1qXehllYyLX3teSc4CTL7y0/GY/i9f6in7tgcLvhgvZrNdH2ri0mfLz1QtREf5vVyEAP3lupXOxl8UX17OJ9EFhWv74xxxeZVxbhb7v14Z5HT5YaB/8G3wMAdHgSlDjAAAAAElFTkSuQmCC) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdklEQVRogdWaXYicVxnHf88579fM7Gc3abdu1FoSbUSXbrqma7Uz7zZNsQ2mCqKoFS/ECiYoBSn4tdPZaqlXrReKoTet0IZeGVJaqNLOOyOxjSKhIApeRLGQommabnazM/N+nOPFkijSVGTOO9T/5czw/5/fPOc578OZgRJ129JC/eDSnnqZGaXrno/fZG9hoTQIVZbxJYmSZOeSbpXlXzqA0rYd+sRfWVospQqlAzzR/v2q7wuBopQqlA4AgLYEnsSH9i6uuLYeCcC5gU18T6gGatm190gApkJpaw9CT+LmrTc77YWRABRYUBBoCBSxS++RAGwUFqXA0xBpcdrMnkuzK2luXKEKwdNChDj1HkkFUmMRAU9BqIUn7rjF2Wk0kgqIFZSyeFoTKsFX7qowEoBIgydCIBCJIjDuvEvdQnffvLQCYMQueyIEWqh4QsV3F1sKQPfh2+vHv73PjkWyvBUisa+EiqcIAyEK3GU53UKP3LenvnOm1vrL2Sw++6ZtPNl5qXv4kztXqr5QEaEaqC0I+w7sgXv3z7cnQj8+83fhxB/Txs9feKkLsPNdk8v9C0JNFLVQUfUUY2uSuMp1AnDfp+fr77vOj2UQ8crp4vLif3J4sb62bmO/UEzUFOMVRaAU73/qV10XueAEYE+9MmY726Iqz5zoJ0e7Jy8vbrNnW72LwvZIM1XV1CqaSq6S4TP/paGb+J79tnXDe0P++jfhaPfk5WnzyDcWV9Yu2nhMabZVPabHNWFFeP7VN+KnPnurs4FuaICPLkg840ecvdBLLr326L031V87Z1qSKWZrAVdPedQmNFYrrp6MGkpJ5+kDdScQQwE89uDu+uw2H2UVIn4b4Adf211f79tOvy9cWw3YMe0xfZWHDjRGS/Mzj3W7a5WCKJLOLw40hoYYCuCr3/9TV6HQyjJe3ToaextRx4pw/faAXXMRM7MBJtBsZCQ3fOe5VYD11DS9cUUUqKEn06G30JnBAKssu+a2rH745CkZmzRJXilYJ2ezMFgfMk/FL37vgAX484UBm8oShSoeNn9ogMkiaKxnOYPUtgCOfHdhZWbai3dMh2yfCggqHms9YW3DMDvrNwDODyzrmUErxfHlfUNto+FPoQde7vYy0+jnfR7+1I31alW1JkKfmufhe5o0FwZ9S5YVjQ8ePtYFULksh8DrqXCw/cJQzwQns9CXHvpNNzdFozInrVroURGPQGkMQppCdjFv3vnQ85cXOh4QT0hI5x9ZMmy2s2Hum0dOdd+zy28HaDyjAUVeCDY3ySd+9MvVS59rfGS+ve/aCdasz4+77aFvKZxOowpaKteIURgEW1gwtnnp/TsaN9Y/t3s8vu6aMQotDUeZ7qSsgkywVrAWMCZZfmBr6yzsna/f9e5aZ/lDV3H6giRffvxZJ/OQs2n02KN7V8xAULnCKMFYqE7nbYBDdy7WPzATdvbPTybT1+jmF+8/9k4a5rZUpIJkghSCFsgLYenQi6sH4z3tuQkvfu2Njebu+0+s/nen/03OAPIMVCaoHKwCIzYB+ENRNI8//bKzb/w/5QwgG4DOQArwDCixbYDTv36ltMWDQ4A0BZ2DGEuaW86cS11Zv62cAfQHFt9YFOAZi6dGc3PvLOXrj/x2dZBBmluKAmYnfVfWbyuntxK91KCVZaAtp17ddGl9RTmtc5rS7KWGLLfsmPo/rEA/s4lVhkpmyQqXzleW0wo8ePRkt5eaZDM1pLlx/nPSW8n5UXG+X7TXegWRp2LX3m8l5wA/feZ3qxuDItnsWx7/wudL/5tBKYf1Zmab64OcN4MzcRn+/65SAH723Mnu+V6RvL5RjKQPStO37v6YLTuj1Of9xsA04MOl9sE/AXTw3pssGUeGAAAAAElFTkSuQmCC) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFfElEQVRogdWaXYicVxnHf88578fszu5sPjZZd00ppMUmtW7zsSYmxpl3TbQ0RVKwFdIbL4qlAaEQilZad5hFbcWKiDeiYEUUir0wVCqJ1s47Y2saRYMg9EKxKkXilnzsZj9m3nnPOV6kiUWSisx5h/q/nBn+z/nN8zznPHPegQKVfHBn9f69u6pFxihcD+3b7Y5v2lkYhCrK+KqMltRs1Y2i/AsHsOKaOiB5bO9MIVkoHOCZX/1uXgIhVBSShcIBAIw4Ai3Jl/fMzPn2HgjAm5lLdSCUIjXr23sgAGOxNJ2GWEnynQN7vfbCQAB6zmEFdAChJvHpPRCAJeNAQCsoafHazIFPsxtpclihEBRCLOLVeyAZ6Np/ZyAMhF98fL+33WggGQgQlDi01oQiBMpfFgYCMKRAixBqiJQicv68Cy2hw3s/NAeQOzcbKiHSQhQKYegvbCEAracPVX/yxEFXKcksgBJJIiXEgSIMhSDyF8trCT1+dFd197Zy4/WFXrJw0dWebZ1uP3z3rXPlQBjSQilShJEicO/CHrh7Zrq5aWOYLFwUXv5jVvvhi6fbALdMjs3aS0I5VAyVFGGoUEuS+orrpYTuq01X99wRJqNRibN/stcW//WHZqoryyShUVRKiqEhhYoV7//Ri20fccFHBrbuqo6Outatk8M8/0onfa595triVlddo7ssrB/RVMqauKzpGZX2HfNt6jsDH9vkGvtuj/nrG8Jz7TPXps1vHpuZu7TokrFAMz4aMFLRSEk4/fqF5MR9H/E20PUNcGBaki3rS7x5aS29+tqTn95dfeOcbYQ9xdRoxPiGgFJF0wsUU5VSTZS0Xjhc9QLRF8Bjn9pevW1rSIBCJGwCfOae7dULy67VXRFuGo3YsjlgdGOAiTW5lvqR77XbC5EhLEnr5OFa3xB9ATz149faQyVFoB1j5be2RlNq2VzYNhnxvq0l1k1FZLFmqUe6+ws/mwdYzGxdRhRBrPqeTPsuoX8udpHQcdtNV6y+e/KsDJVtuqoNiyanaywqAhOq5KdfvMcBvLbUZQVHGKmk3/h9A2ysRLVVl9PLXQPgyQd3zk2OB8kt742ZfE9EMBJwcU1YvGwZnwhrAOc7jqXMkmvF0x892FcZ9Q3wyeOvtnvW1og6fO2BHdWximpsXheyfiQgDDVrPaGz5sgzU9v32RNtAOVkNhT4eyY8+tIv+zoTvBxk9z7667bB1EYmpLFhXcDYcEAUanIndDuQLef1e79y6tpCK5okDGKaC72039jehrkHnzrbHt8cNkeHNXGgAUWWCza36ZGv/nz+6uf275xuHtpS4RwhP2g3+76l8DqNxjGNONBoFMYKtufAuvrV92f376g+cPtoMjE1gtFS8xHTM4AiQHBOsA6steld9Suls/3O6eonbi639t+5gT8vSfrI91/wMg95m0ZPfnvPnLYCVmGMYASikbwJcOzQTHXbeNw6uGMsHZrQ9WOfO/EuGubekhZBnOCMYC3kTjj4yEvzdx3Y1ZwaDpJzF5brd3z+lfn/7vS/yd8PGgdYwRhwFoxzKcCpFVM/9fKr3r7x/5Q3AGe5svgcnAOHawJw9g+FLR48AuQ5kAPGYazjb+czX9bvKG8AvdwhPYczgHNoNZA7M3/b6JHjv5nPc8iNwxiYGAt9Wb+jvN5KdDKLMg6M4/d/WfVpfUN5zXM3o57lFmMdN2/4P8xAN3OpMpYYRy/36Xxjec3Aw984017LbNrtWbq59f446XryvlVc7prmSmYohyrx7X09eQd44pnfzq9kJu32HAwfLfxvBoVs1p2eq3d6Od86+o+kCP+3qxCALz17pn25Y9LzK2YgfVCYHr//wx4fZVxfhZ73K5mtwQcK7YN/AdTk4sZ3Vu49AAAAAElFTkSuQmCC) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFdklEQVRogc2aXWhcZRrHf8/7nq/JTJM06cdu7baKoo3akMT42e3MSRVvRPyqUD8qqOiV14IXZphUwVtZvVBEVmEXb4S6KwG7rHMy7NpG0eKFKCj4UUmx6iTTZDKZyTnn9UJSRLQi857B/+U5w/95f+d5n+d95sxAhnpwYrz40NUTxSxjZK7HrrvKMDGeGYTKynhDOSQ67OtKVv6ZA/iY6pAiPHTDZCZZyBzgqRPvzwyK0CdkkoXMAQByxlDQEt66b3LatndPAE6vm2hACX921ZRt754AbHOkmgMCJeHDB661Wgs9AUiNwQP6FASK0KZ3TwBWEoMD5DS4jlgt5p4A7HEUjgieCDlHrHr3BKCdGhTgavAd4fHbb7DWjRxbRudTgqAxOErju4KIvSz0BMBXkIrgaPBdhbKY90y30MED100DSGqmlBIcV/B9IfDthc0E4H8v3FScfe5GUyjIFICIhDiC4yl8X8gF9mJZ3UJvjkwU2ZevfLWwHjY6pvT3fx2vHbn5kmknERJX0IFC5RRG/wFrYHZstBrvdMPvBoWTn3VKf/vH8RrA+PDAVGNRkJzCzyucvGLJSGQrrhWAf46PFpv9btjaE/Dp98m5xR+7f7K4XDdhnCiCgqKvX6Hzijuf+E/NRlywADA9PlFcFjO3aayP2qdr0UtvzJ9bXLtpKs2G4G7T9G3WFAY1kldRtzF/qq6LODamwqU+ZxBeemP+3LT51qOT0826CfE1uWGH/q2avgFh/p16+Pyh/dYGuq4BPEfCrSMB3yy1oo1rsw9cVVz9Mq2024rcFo/BnQ792zRBXrFLBSVRMnfkYNEKRFcADwyNFPWQi9enMMqtArw3OlKMz5i55brgD3sMXugwtMshP6hxfSkfeqVWkySh35O5yt2lriG6Ani1/nHNuArTMeRzP7bGT5xg7ux3Qm6rx7YrA7aPeOS3aNBEI3fNzgA0m2l52FcUfNX1ZNr1FlqLiZqLhov/9KPV4Q9OSjtNo9ZywvJCTKueolLwXRV+8votBuCLpTZ0DPlAhd3G7xqg2THlr07FrDRMBeDFsfFpCZww2OGz+VKPgZ0ORgudTsplk24JoNEytFZTfF9RfujGrrZR1wDPVk/UGstpaeHLNZ4+PFaMXVXRm102XeDQv0OjA8Gkhs5qUpLdR2sAridTOgepK1Re/m9XZ4KVWejp2Xdqa+2kFDekInkHf9ihsF3jFQQB1lfi8hX3vnVuoZsVYWGHzxf19ajb2NaGuWf+fbK2qe5WdUGTG9YEgwrtCUIajdx3bGbjc7ddPlqdnOhncLvLkVerXb+lsDrMJZqK3qQJ+hVuIGgxkJryxv17rh4rTu3Nh+PXF1g8a0o2Ytr9QuMr3D7BywuOB5g0uviOYzWAg38ZLe7fk5+75fYhWjHR9fe+aWUesgbw5P5rpo0rOIHC8QQEXOIqwBMHJou7tvhzYXEg2nGRLsveo3+cYW5DRgs4gnYF0WCMsPuOt2fu+utEdbtxwlPfrJRHHvn/zG87/T5ZA0gUoAU0iIbUmAjgg4+S8uuLJ6w98Z/LWhdKBFIAAQwksakCfL74YWaLB4sZiIHYQJIa1hPDqVMdW9bnlbUMNNcNndQQJ5Amxuqbh/PJWpQXau/OdGJodwxJDDu3uLaszyurj2l1PaXVNqy1DXMnV21a/6qsAqRQXmmltNuG3Vt7kwGrJ/HquonOrqa0WgZlbDr/uqxm4OXqfG2lnUaN5ZROklr/OemXZL1VfN1IqmcWE3Jahba9f0nWAY4ef2+mvpJES0sGs3BP5n8zyKRZL6+Z8pnFmNeeWwiz8P+pMgF45e352ul6Ep3+NulJHWSmmfv3Zd6LMj3vl5ppCfZmWgc/APyF1jksbNkBAAAAAElFTkSuQmCC) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFf0lEQVRogdWaXYwbVxmGn++cmfH4Z3+zSbor/lqC0kSwZLdbmtLWniXhCkgvSkuXCERFhcQ9SBVFa3kFREhIXKCWK9JeIIGEEC1Rq4KgHhtoulCoQkFVEaISJGlT0s3+2Ou1PXMOF8tGFWqKkM+syivNjW2933n8np9vxoYM9anZmfLCzbPlLGtkrs/fepPl5pnMIFRWxjsKkfheX9ey8s8cIMDWRxTR3bfNZZJC5gDfPvv7pWERQkUmKWQOABAaS0lJdOKOuUXX3rsCcCmxcUkJez0179p7VwAmtNTzQKgluv/4LU7Xwq4AWGvxgIKCnCZy6b0rAO10GyCnIPDE6WL2XJpdSwc8RRchUILxxKn3riTQNxYF+ApynvCVT37Y2W60KwmkIvhYPK3BFzzlLoVdAQgFrBJ8DX6gSLU770yn0N0fOboIIMbOayX4vhDmhHzOXdlMAH718PHyk985ZoslmQcQkUg8IQgUuVAo5N3VcjqFzhyaLetbi7W/X+hHqz1befSnZ5uLHz2w6FuBQMjlFbmCQvy34Rr4yZHpOlN+9OqI8NzfepWHf3C2CTA9PjK/uiboUJEvbV9dX2JXdZ1MoR/OTJcZ9qMrB0NeWjFXB3/m5Fx5a53IGEV+SFEaURSKirse+EXTRV1wkMADM7PljtgG0wXiv27Fp88sXx1ct21r7XUhvE5TGtcMjWlyYyoetOYbNXACeWtr8t4cF0U4fWb5arf5xP1zi60rNtKhpjThMbJfUxoVmk+vRA+dvMNZQzcwwLAn0ciNIa+tdeKd1x7/zE3ljX+YWq+nKE4EjL/DY3S/JldSTBFWlJLGqYWyE4iBAB6cOFRm1McvKtB+HeDc9KFy+ppttFaEwp6Aies9Jt7lURjR+J5UFx5pNklShgJpnDpZGRhiIICvX36xmfgK27UU89tb4zkvbLRWhNLegMnDIfsPBhTGNdYSHzjx5BJAu2WqY4FiKFQDd6YDT6FOQry5arlh77bVZ//wvJjUxMlGSuuVhM3LBvqglYpe/NHHLMDLV7qYrqUYqmjQ+gMDtPu2euF8Qnvd1gAenZlZ1KEX5SdzjB0IGJr0SBC6HcONFb8CsNaxdNqGfF7x3S8dG2gaDQzwzfjZ5tqGqbzy8hZf+/SRstGqpkd9ClMexes0KieY1NJtpxXZ91gTwA9k3iuCCoUvfuuXA50JTg6y2lPPNLe20opZkZoUPfw9HoV9mqAoWAv9VlL94Od+dnWgo4poz7tz/OViPx60trNm7tRTzzf3bfh1KWlyY5rcsEI8QayJp+/7+dLO5z5xeLp+9OgwwxM+Xz1dH/gphdNmLtHUpKgJhhVeKAgWrK3uvH/P3JHy8ZliNHtLiddXbcVFTafttAkUuiB4eUF7INbEh+7dnjonpqbLlcPFxsfvHCcxEh/9whNO+iFnCXzj9g8tGl9QoUIFggV8kjrAl4/Nla/fm2scmx+JJ9+jq1Pvf+zt08ztKNXbTxzEE0SBQXjfwtNLd90+W5+0XnT+Uqt68L7fLP13p/9NzgCSf9/3otkGsDYGeOmFtPrjtWedfeP/KWdrIJHtywDGQtq3dYA/rZ3LbPDgMIE+kBhIjaWfWM5f6Lmyfks5S6Ddt/SMpZ+CSS05f1eembkDeOjXv13qptDrWdIUpvb4rqzfUk4Pss2+odO1bHUtL/xx06X1NeU059RSbW0Zul3LO/8fE+gkNt7oGDpbFrEuna8tpwmcbiw3W10Tr28Yeolx/nPSm8n5VnFxPa3/czUlr1Xk2vvN5Bzg8eXfLV1pp/HqusX+eSHzvxlkslm3urZ6eTXhke9djLLwf6MyAfh+Y7l5aTWNX3093ZV1kJkevOe2zPeiTM/7tU1TgQ9kug7+BWxm3GSolOZtAAAAAElFTkSuQmCC) 23 23, auto;}
82%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFg0lEQVRogc2aXWwcVxXHf+femdnZL9u143y4KhVt1NaUWrFrWtKG3bFMn5rCS0IVpXxUROKRB3hBLV7ZUKTyGAl4gfAhQAgQCkRUSoHueCmk5qNRFYm2QlAhkrSkxMk63vWuZ/ZeHixHFWqK0N5Z9f84s/qf+5tzzp2zdxcy1KGZ6cqjH5ipZBkjcz2+/17LfdOZQaisjLcVIvGjnl7Myj9zAB9bH1JEhw/MZpKFzAGOn/nzUlmEUJFJFjIHAAitpaAk+mhldsG190AALiU2Lomww1Nzrr0HAjDmST0UCLVExx6632kvDATAGotvIa8gp4lceg8EoNWzeEBOQeCJ02b2XJrdSLd7ik0RAiVYT5x6DyQDibEoC76CnC88+bEHnO1GA8mAEcEXi6812hMC7S4LAwHICYgIaJCcwmp33pmW0OH5Dy4AiLFzSgu+L+RzQiF0FzYTgN9+7cOVZ47P22JR5gBEJNJayAWKMBTyeXexnJbQzydnKv7+4uI/LiTR1U1b/c4vzjSefGjvQmAFCYRcXpEvKFTwLuyBn+ybqqsJP3p9SPjT3zer3/jRmQbAPaPDc801wcsrCmVFoaRIQ4ldxXUC8MPpqYpX9qMrd4S8utq7vviTR2crzVUbmZ4iX1aUhhVhSRF99lcNF3HBAcDnpmcqXeyyfn+B+G+d+MSpleuL67TsYntNyO/WlMc0Qzdp8qMq7jfmW9V3Ew9Zu6hvz3FBCSdOrVyfNk8dm11ordpIh5ryDo+RnZriiPDcr1ejrz/2IWcDXd8Ao55E5btCLq1txNvXfvbxeyvNf5rFJFGUxgPGbvEY2aUJS4oJwqooWX76aMUJRF8AXxqfrDDs4xUVaL8O8OLUZKV3yS63VoXCjoDx93qMvcejMKzRntSOnGg0SHqUA1n+6ieqfUP0BfDFN19upL6CrqUYbm2N57xwub0qDO0MuHkyZNcdAYURjTHEew8+swTQWje1EV9RDlXfk2nfJdROiTeuWm7buWX1yRfPiu2ZOF3rsX4xpf1vg01AoaK//PhhC/DalS6maymGKuo3fv8Aia1dPJ/SatpFgO9NTy/4oRcV9+S4aW9AabdHYoRO2zBZ8asAzQ1Le91QKCi+/cR8X2XUN8BTyy80mtdM9Y3XOnz5yL6K0WpRj/gUJjwKuzQSCKZn6bZ6Vdl9sgHgBTLnl0FywuNP/aavd4KTWah2+veNTqdXtZdlUYoe3qhHflzjFwVrIFlPa9OfPn19oSOKaMetOV65kMT9xnY2zH3l9NnG7pZfl5ImGNUEQwrxBKyJ9x17dmn7c4+8b6r+wP4hSmM+T3yz3vcphdNpNFUsSlETlBU6JwgWsba2ff/Q7L7KIwfK0fT9JcKcVF3EdApgcgpVEHRe0B5gTHz30a3SObhnqjJ3d3H54Y+M0ulKvP8zv3QyDzmbRp9+8L4F4wkqp1C+YIGAtA7w+fnZym3jueX5ueF4z626dvPBk++eYW5bxhN6noAniAJjhTsfe27p0IGZ+gRedP7Seu3OT/1u6X87/X9yBpAI5PTW914UGGtjgL+e69V+2nzB2RP/bznrgUQgBQxgLPRSWwd4qflSZosHlxmwkBhIjSVJLRfOb7qyfkc5y0A7tSTWkqZgjCUIBnJm5g7g+PN/WOqm0E22ICZGfVfW7yinj6mdGDa6lm7X8vy5tkvrG8opQA9qrY6h27XcMjaYDDg9F9pIbHxtw9DpWLAunW8spxn4VmOlsd418do1w2ZqnP+c9HZyvlW8fq1Xf3OtR6hV5Nr77eQc4OTKH5eutHpxc83SOXsk878ZZLJZr3ds7XIz5fvfvRhl4f9WZQLwg8ZK419Xe/Ebl3sD6YPM9IXDD2a+F2X6vm+2TRXuybQP/gP2+duc4ILtjQAAAABJRU5ErkJggg==) 23 23, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,88.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgElEQVRogdWaXYxcZRnHf8/7nq85s7P92A8qpdYihiWGdXe7ClicOWuhXBDSpJggfsR4Q0yaiB/BCxN3Mqte+XHhhRdoKpR6KSGxKjbonB2xZSHaQEy40bQx2arQUpaZnc9zzuvFZhtiKMbMeyb4v5yZ/J/3d57ned8n7xnIUfctzJeP3rFQzjNG7vrM3QcNlfncIFRexttyjcQPGV3Lyz93AG1MPVREDy8t5pKF3AFOnP3TSoDgK3LJQu4AAE5m8JVEn7t3cdm290gALvdNXBBh3FFLtr1HArDLkbpjwHck+srRO6z2wkgAssygDfgKPE1k03skAO3UoABXIHDFajM7Ns2up31aoRBcJTiuWPUeSQb6xiACjgLfFX74yMet7UYjyQAiKAyu1gSeoD17WRgJQKBAi+BpKPgK7dvzzrWEji3duVUqmVlytOB5QhAIYcFe2FwAGj+4p3z6+4fNWFGWAEQkcl0hCBRhQQhDe7GsltATH14oTx8s1i5eGkRXeqZy8vS5xlcP37Jc0ILvCWGoCMcUXuE92APf/shsPXifG60XhXMX+pUTT59rAMzs3rHUaguFUDFWUhTHFOG0xLbiWimh783Nlt9fcqPugYC/XM2uLf5nn14st1tEYhSlcUVpp6JQVMw/+FzDRlywkIGPzi+UNWY1mAk5faEbP/Xs2rXFtdum1m4J03s1Oyc147s1Y1MqHjbm2zV0Bu40prZnv89FJTz17Nq1afPUFxeXmxsmKoSa3VMOu27QFErCb375RnTiS5+wNtANDTDnSDT2oYDLzU68/dlPP3uw/Np6VjOpYmLKY3qfw45JjesqpgkqSsvqT75ctgIxFMCTe28rF0suuqjAcesAp2ZvK3deN6udDWFiyuPGAw4TNzl4ocYg1Yd+3Gh0mymhK6tPPlYZGmIogC+sv9pIXYUMDKVwa2t8zQlW0zeFvVMeB24NmD7goX1Nt0P8wQd+vQLQeiurFowi9NXQk+nQJdRNiJMNw82TW1Zf+/N5KSRZnG6kbK4ntP+VkXUh6anoxcfvNwB/vdKjt2koFlQ0bPzhAQam+sZ6QmfD1ABOzs8vlwInmtzjM7Hfw59waHWE5kbGB253KwAbbUOrmeEXFGcePzxUGQ0NcPwPLzQ2m1ll429dvntsruw6qhbscAn3OHiTmlQJg56hv5lWpu96pgGgfFkKdkI3EY488ruhzgQrB9nx5842+p204l2Rmhs6eLscvAkNvpAkkGwm1eix315b6LgQTezzOffKIB42trVh7pvx+cb+xK3rUKN3alRRYZRgsiwuf+PMyvbv7pmZrUflcVLj8p1T9aFvKaxOo0ZRM0WNGlPgCiYziDHV7e/vX5grf+qTpWhmZgwSqdiIaRfAU1AQxBdEgzFZfNfxrdK5e3K2fN9ccfXI4d1cuijxA8u/sjIPWZtGTx762HLqCMZTGEfIDBSTpA7w6L2L5Vv2+KtHlnbEkzfq6s0PPvPeGea2NVCC0ULmCEZBYoT5R3+/cuzQQn2vcqJL/2xVb/38H1f+u9P/JosAgBIyBUYgy0wMcOHltPp06wVrT/w/ZQ2gDyCQGsgMZKmpA5xvvZzb4sE2QAaJMfQTw9//0bdl/a6yBtAZbD36QQJZavCckdyZ2dtGv3X2xZVeAv2BIU3hhl2uLet3ldVbiU6S0e0bej3DK6+2bVpfV1bzPDBU292Mft9w0/9nBkysuxm9niHJbDpfX1Yz8KPn1xqbvSxubWb008z666R3kvWt4nIrrV99K8VXKrLt/U6yDvDzl15a2WincatpWPvFw7n/zSCXzbrdN9U3mwlrZy5Fefi/XbkAPPH8WuNKM41fv5qOpA9y09ePHjJ5x8j1vG92sgrcnmsf/Bsmh+mu+xhYsgAAAABJRU5ErkJggg==) 23 23, auto;}
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96%,96.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur65027 3.3333333333333s linear infinite forwards;
}
