@keyframes rwdcur109051 {
0%,0.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAsUlEQVRYhWNgGCxg64w+k3///kWdO30igoGBQYDuDrh94ezq///////z+/f/65cvH/z27dvUuIgILbo54NWbVzP//PnzHxnsXLbgMK3tZYIxcmMizz95+AAu8fzxI4avP35eorUD4ECIjU3r5YsXr///////5vXrX8ty0svoYS8jMmfBrFkRb18+S3385PnMCTNnrqKHA7ABtoGyeBSMglEwCkbBKBgFo2AUjIJRMDIBAGGRVFLOFjI9AAAAAElFTkSuQmCC) 3 2, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAwUlEQVRYhWNgGCxg64w+k3///kWdO30igoGBQYDuDrh94ezq///////z+/f/65cvH/zy7fPMkNQAO7o54NWbVzP//PnzHxnsObPoNK3tZYIxcuIiLz55+AAu8fzRI4bP976forUD4ECAm1vv9cuXL///////w/8P/3uXNfXSzXIYaFvYNvvUt/P/p9yauZPhPwMLPexkRuYcfHnw7YW3V98fOHNszjvnF/fp4YBRMApGwSgYBaNgFIyCUTAKRsEoAAAgL2C2nGmnQgAAAABJRU5ErkJggg==) 3 2, auto;}
1%,1.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABAElEQVRYhWNgGCxg64w+k3///kWdO30igoGBQYDuDrhz8dzK///////z+/f/65cvH/zx88fMmLq4BAY+BiUGSQYumjvg1Zs3M//+/fMfGRy5cOgjgzZDEAM/7UKECcYoL019/OLFM7jE08cPGH5+ereK4R3DDoaPDB9o5QA4UDAW83v46MF3mO/7p7Vvp7mlDEgh8ODsqz1Tjk7Zc5rhPMN7hj8MH0T49tPDASxI7G87Lx89+dNe0Ifp745Pj9kf3KG3A5h+v/z55siMnRvYJdjEOCW4mHDqohXgNeUVYmBgkHDe5mcQ8zlDjO4OGAWjYBSMglEwCkbBKBgFo2BEAgAponFfogumtAAAAABJRU5ErkJggg==) 3 2, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
2%,2.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
4%,4.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRYhWNgQAUcDAwMTAx0BIwwxu7DS13uf/ie+vXn50/dZxvPcqgpiTFeZzhxt+vcLto7I4BBbf+N7Xf/Q8GuJ9v+7/t77H/PtUVvFcqU2xkYGERo6wA1BpGjF4+d/I8G7v5+9N9wnuV+n3PRJgKOAnLKudrtoTOy47KypvBQy2oWBgYGJob/DDJM//9hxv2H/+fefX6xUpFBozugMpXh5YMn72RVlZ1eCNzwlr+lWv+Q9/YXWR4liceL711iYGD4RY4DmBgYGBics0Mib8m9N/rB8JOBgYGB4RPDJ4ZbDK8Z9vDcUpFlVzXdW7huKbMoywsJW2mvdctmrn7y6u5JLjmeb2w/GXjEpaUKC/Z1TWfgYpAgxwHMDAwM/019HMRufrtlcWrP3k0fvr4Wk1VQ5zny5xLDnsdbmA1NzYxtgnxM9nVuWvLh5+vPBr7WER9evl5ytuXIub+3GV6JK8o8EjYVT1YKUVe6vvj8bgYGhn+kOoDh6rbTj1mtmPj2nD24fnnP8qlsxuKKkgIKqmumTF/BxsjxO8ogRc3K3tPy3q4bO08d3HdExk8+XtPDLFnD2+DGgcbNJx8/vr//x9NvH19/ffaE4S15UcGCxucym+7UrBirXCQeI+sz8cr8l9v/X//f82H5f6fOgAwGBgaxyL15/aGHUw/GPsvXIMdClBBgwAy230+33t////+/62/3vLp0i/XhlVdvHv+68fjCVw0LIysZG8Vbq/1nTBZxkbohKMv16mL/2c+UOAIOTGe5azFo4UxMQgwMDHzmRS42FlXeUlSxEA0wBU2OmT154/TNDAwMArSwAKulSOx///Z+mf5NikEtbHdWIwMDAxuyupgLxVz1/+vZGKgMUAqfDRs2nFt/acv0nx++avHyMiCXdnx/Xv2cy/pf5Wng2qRWdH2UAGZ0gSf7b996c/XJlg8Pv79CEv4hbiT3VEhOOIJDmtPj9//f916ceHyRJg5g+MXw/fuL758Z6hmYGA4y/IcJ39957clHsVdbuIUE73+99+nakyP3HlLDATiBUbF1nGt/SDcnA6eUTIgMR8XHHjVa2IMzLjn/cV9QsdPxsl3hW/33/l+FPw/+Li5bP6EZnx5yAGYUQMHjE3dffhX6cItfWZDhYu+pfcIS0r/YxNmSPzK8uv3u6pu71HQEsYBHPFAqQTFB1WYgLB8Fo2AUjIJRMHwBAPvpeEbEIs7WAAAAAElFTkSuQmCC) 3 2, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2RfVDTdRzH34y5o7EDmm4NypA5UpiNxfMKSETFABf0AOSFESl5pHGVSfbgzrxTzE7ODuW0Tjx2cZcdJzKthDxaYEBDbnOMsdKBJQKObYzfb7An+PVHdKdkD5yD7jpe/3y/n8/n7vt+3efrCwD8Mn5AzMsZTxh9jP4wuG9hHqEBAJ3GDElPlByv2Sc/U/d13YEd9W+KAQQkyDOlAILmQ4Sh0bQqqGlujg/+3NLzffO+gaNU2fnKs0iAaK4Fgrr1uiZqBlbKTlVNNFEryqPkABgAEFwM5h93b0CfPkcZgfeNzByOTbrRTbTBnxkwihVgZB3JyyZHyBxJygMuF+muOrdN3n6vAjQAtIjdMdkVvcdEpMcOALg6pMd+Vbnj5I0vXR7CNW5VDSphgGf4ylC6RPDUmqjspM20ZT4X4g+vzvCGwNSUjXp49H5H5AmyxmFzETAtdkJpvHxORbaQsWwRs/TZt9at/UzKVu1SvmHoUjearg/AbrX1mnW3fgKAsM1hohzFK8qc01tLZivgCwBm1VifeEt88A+trZZv1ZfqV62KevRVcanYRNgm2/XfWQa55ieFyeKCWI7QWV1zTPtcWvFSgmtpIfgW9ZB8YCQkO8TK4YQ+4vFMbCd8Td2kjrw2KwHAbb/yabuKk8azNm9rOGIUGa8vojhMt79T0Hi+TmHpH+nNTMuP3yjMXUuSnqsVH+08GZYTnprKfGZLdEyyq2FnrVb/RVfTIn/GgNNttxE6on+2m7gb7KjKuPcj3hPmMhgMwQdtR/s0FEE1m3XOPRUHdwEI+vhUrTSnsvC4YId4iTcC/5bwzIikzM/zL26qL26qbr/QseFw3jsAgOfBklEy2pwLTMMDwAwrFMZmNbxQ6I0HfW4vgotjmOGRIbvHnePazrKLp70R8E/csbpBK9/B4fLo61dnHNqUm5ty+6yotYiVLE+P9raA7x1VTw+lr+tSFWUXrJyM8yuw0skOk3pgGAAEJXG8xZ7gaunbLyW6Yh3uG4o+IwDKuwK/4zxbe0YLiZ/QPexpHu76xQwAPScu25ISsgwhSaH7ly+NLBhz2DQ3O/sN9yrwl7Dj2QEbp15cNrMvKpSsKW0sf7fk0t46ANw5E5BRlazthj2KD09VvQ6ANWNMF+ZF872Rc7cvAAAo937lipx6zP7QBsEh3uOhpKa+7dfUT6SvLU8Xcvu+0etMukHrnAoAgFrVfo0ItHfSI/H0hM/oj4LEqBTWg4Eyx+R4h1Vr6veGwL9DBj+KosAS8JbEy1IPrtwqyp+/8D/j91+GL7DAAgv8//gNbgimOU8AkH4AAAAASUVORK5CYII=) 3 2, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIvUlEQVRYhb2WeVATZhqH34QQEo4QcnKEcCUgYoSEU7ms0JVLBcFq631gaxVXWXdXha7rWemuWwd1bR23VLxPFBQRRPHgClcgXBESDJBAuJKYg0Cu/aO1wzitRW37/PUdM9/7zO/9vpkPAADo9ziOD0xPZv7XdMsbUoACfyAWAABYT/TqVE7KJV8sc6evF+tDBB2plwSPBu7MOZ6koEp8hp4N8AHASF5KdrSwMThPSo1KADD9liK0+uaGSvOPNMta9YUv7pkVZrN5Z/VXSoiBBAAA8hqy46xM9tfrK3cVMVdyQn5LARAKu/KMRqP5dRRmnbl0rHZ0+cWMXQAAlDDKrLX3/la+r/a4IGlzXNL71rV4NVAqxb7BweGxOBweAABMZr3hSlf+zbZJ0RiTTPdR2urn49OoFuxFYd3fRf/rQmJULDUgIXyDkm7oFD8UvHhvgQFxv2LrtsxkW1tbOwCAa5LCyU6dIW97xgrBU1QVQtLafwuHw7kqB5WLY7YuDT+8OeuSxts8SnAlSDquNr2/gEanH/KeNzOcxqT7ViG6oFTxDBCDCs66+WsDR1A6K0cPuvXF5OO5Ds5E0+bEjdsi/5wYO6yT9bUcqL0/KpEp3lsAAAhJJ9dl+2DdCNflBSN1pU+/4RuqtdGByQyMHAv3ywr4jiFOFo0Hq/LtwwlubDfWHIwPKczkgozTYyflo02DQgDQv60AcspYLXjBq8GBHUSNx0w6NbvU8pfwU1rUHfkmL0s8AUmWBiyP9Ii+vHC3FCFjaGRanbpcVixD9hIcgsgbAED3vgkYR7/taVIlQoDUXsGccJ+MsqdTrzRWVciDguat0FgpWSa0yRgRGv8xFmE9IeA2Vpyu+TbfU0N69Ndle9Z5bAumNTx83KCX6TUAgIw+EW0jLhZPvo0AjIJSUTFQdm1oSHgGgbIMUqsV+KZ/VJ434k16BA7hUpDw3VpqEG1sTD0c2ivtLxbsbch/+UDY4RcdxSA4kT6qHasSqSrlPACwD9j4QRE9ikEQFbdXv0syYB9Kdf/TxdT1r+a0eI9Zr8ah6fPj/s272HXg7JnMH5fQcw7F5n1cseWxXzLHEwBg0YV1exbdWCOmz6fPnHYC0QWL8Z4hvjsxltZqyaPuDuGNjqaYCyn7WKlsTl3O0yIAMKf17sCUrbokwthgFRbBFjvxsXhdRHbCPIPDhEvg/Kgkaz+7YJVcXlOzv+wmgUNVjA0MNKmfq7W/JDD1EsIwr0vrRwt023r4wKllyVu8AQAsHdCk3Ul7jh6+kXsSAsF6vH3g82/UxUKclT363JHc3aJiQctEz4QHzYExD8PH9LoTZ8x1X+SzBACgelfp90Hp0UiXY+zZAICaVvSkzxzjzsjKNQdb8jogDUgAgMvn3n10Qf50AtDAACI4n+IXCZ8oxZrEsiWxAADslWGMlbwddTmii8pDNWclvvtZ2zZ17o1LyF8ZNyOdk5B1+5AgO3tv8q+2AABAW69+QXP1lgp0jU7ixjae4bmpp0R0vw1pg3AiJJMtxee7Hkx6TLy0ZZHjm9uq6sQ3hA3oSCt3DAEbSUY5Yceshszd0uZLpAkiGedBPmRhaWEdujAiuA8v4XAbGwph0KB6owAAmOpKHjZ3Xm8uJ2JM/RoZ6NFEBMUl2W17TExSqgvd2VS+t/AcLpZA93D2WUr0Iw2zWBEYnI1jFHhOugUxY+yRHlj/T+gpH4DRYN1s2aAlmBk9aB+bqMHWrqtjDcOSqcV+qS8mABiUtfwwcQ3yopPwNEKibSoaFav7S1mQPbfucXlzRuaRtWxO9BUv8ILxvt6xautadATCHwPW8tlNErFuvfcKTJ9Icv3QzPS8rdX71K7OTHQXtL+5BT/HaP2QkIJ1HsR6k8M1XhPEflx3Hv+z+kIqk2Y/ZDswWydTNs5hzGXMxYZZWgMW8FZkOFOfex3XZ3lFitaYqvPLCrn/q7jbUyHofv3saQkAgElY284flvY1W/mjHQlsclHLYW4f73ZlrQI3YFfT+GSow9ADlbwH0meSRoWMKidrifKjWf47LtPTPNa4+zJZIacjt832Yen5xby2qQcjpikwFSRM/Y6RwHHFrc/vLnBaSPnq+113yL6UOD97Funak+uLZTm9D7Pv/6cM7WTlrnEepyXDIu2e8r9/OaJScPkbHz15mwQgtmwpnRrltKa/qEcEAJqfNrSgtkkkDq2au37TR0FLgrp1QsxCzko0qsuGxzfWIlifRmTqGXqaGYVAaVQ6LNbexnMxYf6ChKxV3neOXX48bQHX9UyESaj/ZMGx5dmu0V42CoyJp2mR6VeLdhzVcw3UXoIM60zycJbaDOq4z+t7h2zFESgXpHhJRHqcgwUFXVlbIuoZEvAROlQPyhYZ7GfJ8L9ZfPPOtAXEZwW6sSoZF+NkDXg2KXygvKM9+8SJwJcoTVZ8TPICAtmO2NbfisQh8YKv/XYFIwOASHFy22hngdPPI8XjVL3KYTVXW/Bc265SoFV+vNZmRUBSuNW73AGAH54vLiN/f87itJSNo9hR8AQaqPRmOHr1i+cirmBzR25TVdrtTScn8eMJbnZMyj/ZXyB1Ri2cyT92uoXVVYlVOyDZ7Ej1tBN4DRMAjHMLHpV709zUA1RFlEAiqK7srlBIZL2G8W7ljRGeTNx+uaHEaDSqWwe4LYaX2tGZTM6MTqsu3xPbD2e17Kt5WHrkSvu7JjAVpOen3mHGEQutSi+f9Gb5BSgUcm14aPyHgxXiU+ZAQwAzyn+3gvuyhN9fTbGbbfv4hYJ/XrxOrAN4t2f4qzAyWGkr0nZskIx3e2IJmByCvaOBYk3NQwvkd9Jj1y4FgJ9+Su/agjcyxh1qr+6+o4zcmpRhQpv9T6Rm5Y5MiItpjnRf3DIaqfNSU93vKgAA4OxNU08MT7ZoxlVO/pkhqzEYBztpq7JtWNVX2lvSPfx71f05cHYcu5AtjQfPfVlx7h4qABX0RxafChIASJ6xnripi/8HaQLwfUVfURMAAAAASUVORK5CYII=) 3 2, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
14%,14.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAImklEQVRYhdWVeVSTVxqH36xsCYGALAESlpCEsCQihEUgLEGwuCGnYHHFfXS0WtsZ14KlOvVAa62OdpEp1BGFo6hUBo0LKrJIgAiEfQ1hD4EAIYGQ8M0f1Z7WLqJ15sw8/9zlu/f8nvOe99wP4H+FwvN5/rOzs4ldLb2JFngP1n8zGw3ACSy89rgReYa4UtI6M6P/6t1dBSfnzVuykowN5kXv/nhr/OUPjwEBWD/ceaO4O9fUtJchLyCqkiMuzMOFOPBZk5RytSZzpAs5pWoZ3Pn9iaM0Ps3sTSRjfhjQuLCQ4ChnFztXHA7340cba2OQ4x2hUa78Ria6dBGZpzcl2yJsnX7crWu4eVj+ZLD6TUgAAECI3/6TfT0qBEEQpG9IgVwUiRDR7ATSPosg27Kupj47RiAICNu3XHu/KvCI4G8AgAUAtMsBRjwYgOPr5GKeT8KXntvR2lSPEhdfqCt+VHE05f6NezZ80/AwYyb2CeGafSnt/tfpBXnhTjTHBPXA9AA73D+c82HANs8IHkYzPkGLPJDw16lWTf2wrL/ntQRYbm9HiWtrxjIyDyU+KnlYnhR9LtXZaR6TaWUDqhG5tG9SeampVuK7JvKdD6h6S21eaW43kWzKWEAN8x1XjKHnOdh6UJZRHaqmH/0LxKCdq8CP3Vz68Ms7Q/3VNQAwDgB4K1uMcr0HF5QwCy3YEUuprAtduib//I3yW9uw1gSPVYKtZlkLPg3OTDu2mrbABa3BjhNcLJyXbefu4b5WBTBjJtKx6YFqrXZgEgD0D+/e6sEaRQjE3c0jj7FnFe5jnqBRzvQUpV4vezRaUu1uw218eLngbr9I1t15tu6WyzpOiK25nVNdZxU0fy/Jn6sA6qeLfWn9xuZYIuOjvY7q0JDjRypLS56M6LLOBP+Zw9u5PiUrV56vNCaRyLJ7rcmlVQXopQkbYqyUTucG2FKdOKeCm5x0NKlhpmlYo8al/j3yL+WvVAEAADNDWjDosVfEolt1celHlwRsmu8UmcUj1TW0YYrLH8imTCaM1d3qLiuW/dK65MrT8Qm7LMeZ8jQKl7rXnT3fOXn/3jSvcB6bR/Zay/fgwe2C2xIA0M1ZAA2YCWlfj+3mw1tX71jv7cx0sWOjUJi3EhmRK0TCspulWXf/0d7eIjQlEHFWfDv7fiNp6NjEcF9vV5dmCWOxp1/IQt/U+e9t8qGwJORw5lZzLkVeU1DeNGcBhaJFrRis6BAci0mwt3Wl9s42QZGiEMwsqZghhyGG6FhZGtXRlbhwd/QnToGsDSQ7SyaPEWZtMGI4kp/53bcBPjF0QoAZodFJukhUUvZgWNJ9v0csHfk9gV9705tahkQZN6euqr4oON5QkJ6dKS5/2oTDmZgBgLb7cWt3e1HjaVOsxfi0YnLkztXcNhcSQzsAY82b2NELGkueZuEBS3Fa6pKqcZqNBgBYKdy8yCeZL/iNvF+FsCIj6ZjnZj9vADC02WjjE3IqJsd1rZsgGUlGAwA4HXTl+Z0J3wAUYAAR6BFZsTmCjBWrnt23icvbWPBdbV5/1JYogc8h/vu7ij9ujjwQ6zFXAQAAPCQDevW97Yxn5lj2XjbZKclVwDvCP7XsxEYfAIC9pcnkXImEarvOefeWyiODKy5t2s4s8nMEAMdjpSdllyvy6m1DnASL0xNS3Td7L3kxBPPixk/Q+4byrWe0s5mC91bGDKDaSzq+7BjUDWrHXRdxgilBtD2GbgbdAzW9IW5BbkLaOLHuccPjtmns5PK37COX+9N8hrKlVwxVdrowFAnqivbln5BX9/+iIX9PAPoeSlXqyUkRI9zzg7eDNq0ZxYx1dBQ11mDt8ESUKbJ2QjneUp58/xxtub2NH0/wp8mnU+fzMy98ttwlWhEYEpSCciVQtFYIiU5nI65czmhteZku5tSqPS7BbFXbnfq+lwoAAEx2jcu7e9rEjgtYgSQPsle1sFhoRjFX0/08w3ihAlVx+827FQdLhGp/fbilI2VSdLIoR3jjrtjrUNiyWOZS7y5lB6pV1mLlyGBFUIMZobvj3l2HH5pS360WFsEI6F8qAACg7lBJSy/cyVdqB5s06Em1vHCgDeWDmYoJjP1olVci/+rXF3Ppn7Bt3/HfeSB8YSjLmEe2s6N7RRuaIub+pBAwsyDjhvE9Zj3DMiNTmo2+QyEzEmU9KAANjM9J4LnHqETRrZPpxgAAUB6IOZcVsHGrZxxNEa4h1wvry5M4qyNM3Yi+TF7QYg8S1dwFcQAilgyzOkBJcZ2g0WkH27Jrr6s0E5MELjm/716n5lUEfgZrg7eqv3cAz7JjcEfZM35luQ+EqAFl/iOjamaDSNzFsaPbUQ3swRyFhsKJQmjTyFS2M/ZEIolU/M+ctHOyLzq7AObQA79F/02puv2G5HaTrqUO8cA42PjY1p2N+jzzaW7pPa272sOEaeYlmelUZQuvVU7QRnqnxcNpa2jrF1xpz7GPdI9nOK/mYCWa8rHXzQcAAM5BXy6w4Rf/f3oGZ0/NaAMimq6Z9L4QdBoAjKP2L1kjQjqRlIozjduyP7x3pOFz5Bvht1mvXQEAACwRT124K/Iz3x0Rq2f0ehlX4Mn6Kjfz5AwVG9qHl1vziGG4aUedtqq/TO3K9z7k4x5lqVD14I+n7/3UBIcDxMjQ+w8JTLQq+w3MDXut6FQOxZ3CHsIPxVID5kfEWa2zphvT4fbMfejQNOOxaGwjn76CakjRO5hZGhkQ+VRBSfqDo0OEEekfEgAARF7d3y7JrsiRlIhq8Tiswo8VzbawtrdQzcpgBjsLDbW11wsWZ+9ToeVdcoLStbL7ybS5oVWjoSWO23SiKAX18oxXwyGO6bMqcVtcM6km3lbp/KCu9xHFJNgk4453/hUAoOIZeGNti3Y4Rhjv3X6itvJN5z8HS15HpgCAMeewLzu2LdbqPxX0/8+/ASC0z3SpbR1OAAAAAElFTkSuQmCC) 3 2, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAInUlEQVRYhdWUeVRTZxqH35CbhSQgQgiRNUQSMGwGIgKyKZQgIJsbYnVsdVT01NJaa3VkrPV4nA5Vq61Ka1EZXCq0ooKCYVOpSGTfAsgeDGFJICwhEMK984e1w7R1xNGZM/P8897z3u/c3/Pd7z0fwP8KarnaA0XROBRF444fF4UCAOO/kYv7uVKa659kcR05ywAA2tr6QSbrKc29M1daWVc6IpcX5HS1iyrxeLNB/SkcQzYqfgoAE29CAP+sWCxYGxf3rrU1gw4AYGxMBRsbpiUNh3AKHlaoJydwrgY0tn5fF9Eq4Zu9F4M2RoXJx6gdipaqrjchAc6uF3akXuzANOMabCbjY+h05i2NZuvGkjyABCaAuWXAn7bersF02Fej0ra1GdtDXjcbDwAgDD87Ki5OVwUL7RYaGBqQdACgBwAYisMRLADpJqLs4a5JmlyWdlXWVdGEdzMWSlX35w4PDJQ9uV5b8doCtVXHFK3toiK+I6ep8E4OvaSu/mR2fW3DEwdYiMwhEpzNcaCarO8Xl93ORvugU1ycK552GRNQ59NwshudVTqNbvRnZ30AmPp3RJDktH43tstuBgAgv3TPWAed7UttwzAMu9QqaiAL5lpG3FjPLevuDqDGGMVtL05s+KT81P3t1YkxpmvMNm34+sM096ggn1cJ1nteW5p6Ti7mLzo582WI6PDE426c4iG0wsBkHzIxPjSuqB9wakBqio7v/PK9m6evpGlRLWrqav5jyLa4wy5LvZYFJATtBgDKqwpoi/Kvpw70DXLtHEOsn7VodCMG/cgauw0eOowGGgucEUiAXHJAdP18/pmdtr72nodWH+Ac9/hos7KtJ3Ckd/gSU5/IsF3E9QFrYL3KX3iOeUjo5aNFRdjzI0Di30/ZePfxxOS17jHM72J0s9VnVpsCb60RrBBt8RRs944I3h3y8YxNkBPrThSnYncw4dU1KQBAnE0ofsbz6JR2oqGgoMWnv/++DAAmy8W3apRSFsGF4dQsGcw867NEuNcKY8WqySMfaFGoKEzMPuu43y3Aa1cQ3zcx3Pu76L/kRYat4PUyBnk1p0vTAED9KgJAIpkxOPZ+SXz3bfOITIn66/zirx633OpIuhdVpupUTXIVjp0Kssy0taNJbDnfNprpbt6hkY1zeMGCJBuu/WpbJhfdt2/naQP83NINn38Q5RIosC/LuF8LALpZCajV0iFP33gmEUf167Itd4+O/eOqQH+er36M5Ur3MM+1zQON/Tf/mpZihBgVmPnNq2wVS2zYfIdIwpR+TVlzoW7T8nWBPk5LTZPjvjhBpZNN47yit83xtUDLMx+WzUoAAKCu+rKkf0hmsG5v3FZ3Ww/iOMEEGdNNIGwjC6RH28nsyJKcs+HbGVvwOCkW9jYeZGuDBX6ega60FqRaVJF/l890tOu27F02Pj1BbahpvRC+ZwPu+qHz1S8S0Pud3mBvd94VMlVXK4a7cLXly/GCH1Ml8u4uWEBaqDIJM+l/lHSvsC9bvtd4vhlZzxRHvHslvYRgRKI1NUnqNnjHhhEMyGl2obwAg42UnTtdwmoBgB4v//Nh933+Di8S+Q12u5yCgm5EFTHfoa0CAKPgc7FBEZ9vOsGKYVn/skgITL9jIVF4AT4cXIHlfULo6X95HR0AgH9okef+vqMD2S0FfV4h/qtCr719Ny73vZsv2PTvgpAYJLa10IEZlfNOLADQ4R+3JG1bcWLQjvLDPgAAyWgOM7Il3hscIGjlna3yiAt/iAMAMNvOdjqtzmw+Un6uymyF9bsbChJyWLELPGaG/GYGZoBOq6eHOCscGGQS5UDC/iMrnyrbSvuaepQAgBg60aOd2YuOCTz9unKyrhmF2Pln+C/w12tWt03iaOiq9Yd2cfQV1AFRTaahxnDMb6Rq6GTRwVsZrOD5mt4S2eBsBAAAoKdUOjRWpM21FloJnWMX7Se6GRhZqehFyrlKwCHY0vLOh4j4YF6ybQB3jp+Xf7w4RXSkUd5Yhwc9bysfdrQJStczdGFaLYuJdNfJtMXsj1wi2dG8NYpH0gcapUb7UgEAgDGtcrzk+/yfOMtdLfRplOCSmiLlSJ6iym6rqzDEdSlpwFJRlx3/Q7qM1KvlrwsazYlPv9Z4ozpvVdKWhMh54RwUVNMjxsMsjfXUWhZYBLrzvRe3t3ZnyR+3P51N/kwoYA4LTSJMBAAAfhkRR1swFZZRdrMNAFxiarYcFmmasLSajAKheP3tA9JTUyMYhqkxDPsblo9t7v9E83Hmpy0Xhu9ioVffPjurI/gVUzAKvZpmTQ8AwJSJVn+Jc1ioC8933oQQnVuf+7huicdyb30rA57AQsB5C1mshxBI0INTQ8VkPZAGCAg6TG662Z4mQ5XTDzuzm0teVeCfGC1XtSqQPimRy3A2dTL1HyOoUFFm9okGvSrHqrpSkhuLD/ZESzwGZLhc/61WPTraOEIZNsNT0Qu5UelnAGAK99KU2eG0TrQjwiHIhZrW+sWhVm4r3Sc/MOvDwANurGH2YGFldnUW+fbCAPPlUsoolZ4nyzL0tg95EEZYm4q8/Nv/Gt5BHnH6CWIuPfXk0tXgM1IAIHPfcmUp84ZP99p0J1EZFOK55pTHJgR6CtGWkuZuHqD3qKO4UkUZCM9V/uD52gISkOjWee1ws/LmfmMWZ1syolH0LHYKDhe4uhmLnxYa9il7EMY8E1pxlOiK83duSwI3L99hrqOXJG/57GDI+2vOvdYMAADAfcDqc8okg1P97YtXLLMmOhI9+DxPVw+ET11tvExPqZqA1PPfpo5XjpZVNP8ksbVg8vAUPPVpc995ghUifn2BZ2gU1fKGkmRRVtX3JSJTjilJSyHYF48Uk9rnyHVUPK2jMb0qH5QwWHgt796w3cR8VA9XX7nnQembGsJfQ7SP9xKMkAZY7PmcfoMJA1XunvTy/1DW/zl/B/IuvlOh5FrIAAAAAElFTkSuQmCC) 3 2, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
17%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIWElEQVRYhb2WeVDTZxrHn5wkkhBIQiAYYjgFCUEFDDcLpfEapbAVXRW1o91WsdradR2rW8etuofHelZLFxUXFAXFRREFQQHlvhEUgQSSEBJCQkhCDhJ+v/2ndqy7Y3G29PPXO+/zzjyfeb/zHgA/ss6JSr3jCyBgAYAzAGDhVwD3avCnz7/+MnVdSEFSUsRSi86bPSh/XEYgrOVz/TycdZp+zYybjIill9AfkA7oB3VafdYy0T+6UtLu92zOqE2acYEB8XAu+gaDEj2acw1FDx+3aNaknwibib6vcia111qc3yyyPamAYAAcHR3oPc90AQBAnCkBe31nl8KgtwIAwKgSoLp04Gpe/rOHVivAsBwBd/fEzQAANFoIb9vOwb+dOIecOnL86SYAmPX/COAAALjc9dx+sXkZxh7qGxlNxoslAKkpF/+afeWDI1oNb1z6orHcZBhulytLah0cGNjZnvOimKw5X3C4s1NYTM+p5qa7jwEAe/RbxLWs+KAZANB3EsDhTEh4RMZyB4r3AsBOIHgcCSOTQjAWO9+OQcdi/RIiUuhepDmLFkVM1FZdaR8ektRZzE7uWCyCs5qJXc1NOZUA4OjPXXkhRLAmsKU1u/KdBMxmrdWGjCgYzFnMly8Ms+eH8Rzi4jwZ/nzBEhcmHmfnurJX74iYI5rn/SHY2I5V1eXq0PD0dAyGMdbR2J0nVxSJAWDSPY21fLa3cKtF6T+oVNzvmLYAAIB2tE/R1lLQFJ+w6nbnc8v9vk7cPDKF4owgOOrt7JzihVu8XJJYHhT+wiDhFEI01z29eZJKDaBjCba9waFrI9nJ/Abg9ky6CWkrrfh+tLf8aeF0osC9NkYBQFv79Kqs7smF7uqnq3O7WwryJQN1cll/feME5nlnoEAoojNcMDjbPKFqyJlZULB0qxPJrQKDo4hcY8h7sZ5Ktr5fcpseQow1O1ikmibly+lGMR3oi08c2n+2qW7s5AMLeqViDP3sVP41YAlZAEAJ+Z1oe/KdTSW0GFoi51OeaElZ2ozcG0CMWrBy++O8IROKomI7iq4+c+AgrPrxONNXHlv3l4s9j8/RaG68A+glEtx4+5uC++8pDunzr5oFUxZ/q0JRYn6zOiVT9kgZtSMcoWdqPDkI2pw7XatJJblleYMemHQas+jQJSk/Kvwz3nL/ZDwJ2bnBO2Pd3ZabjTCAqKYpgDh78eIyQ4WCNUAYrZSKu3VvrjBaDXhBbOjGhewYfKGqaLhFVH3Sjc/JiAoQ3EC5OEnu/vMX7XMmI5hqR+2uqI/j7S6oS01eVTEA2KchMGlSyMVN3nMj15EIoaI+ecNDu1lj+KFI/P5fPXvYMN9XKW2raaG2B7Wr6hBBcrSHynGYxOzHjyWFJa0vyrqd2VfYeREdhTpKhEsanjVr8MGZopsAMDUNAQCzeUgtk2haybMYuF5dRTno9a/MUZqjn1NE2AfbXKnxMZe/O/ldR2l5qb9Q8IlfdPCy2r6GakleR9YoV20bqx97ppDIFeawWVROtE8aloxqxBU9zdMSAACYmOgdGhAXV73WHAAAFXMqsDYPgifLuBCzbImIieit9Q6huFCNTEXGE3DDcnS0/Vl+szH9wM6MrNOZgUdP//n5UsrSKZdIj42CjyJtDd8/6gUAy88K/AB+/Ya6HYL56Qs72i93AoDdOYDjy13B2NTPulWLVTuXQ6xxS19bx+QCZiTMlvFuiCde8Dfu+3K3jyBIGO+TkBIY7Zt48P6+WiyKHaczWB8GJ0cxW65WPQYAZDoC4EjxWRAVO3c3keDuGLYnNfHA36/tNto0nmwPtohLJgyWlF2XeccGh8grxRVhS99LlMi7xqn+Tgu83AMZd8sKq5jzPQNWCdNiFHldOXU9daUmg4FjRaDOIBk1T0cAlcvKW60mbKuzT0KU0q+E460jh4WGraYT8Ax43ycqMoDsS8o6djqz9V5NnlY1UeiyjCow6sYJaruSdy//+gOT59RB1ZjK2DhUv5Aexop5ePRWNu+33hS3MC/9yBOp5Wd3AAAQmax5ILpJU8PBhXza0y7XVVS+bBDfa5fanfSP7P5InJVmp3b/s+WiX6ZXUl92dy1ISY0mZJxs0o3bjCMa062Uy+fsTHtrDDWKn/7HLR+5zQ362NZsbHpZ2/Fy2j/fLGypVnlsZA9b6IJVD+e0lpQc/aZIkcN7VH+/W9Yr7gMAi6nRjISkxJ4n8NCNSR7JlPXbdy1b5J+Qcbaq6DwmjyweIsulEUHve/PcOE7jfrrl04ngJzxva5KOGIcbiGwsTRbQW0yTumk3CFIXY30o/MjQFZqbGZnFAZ+ECEyIOW1Q0tsRH7qCNujS62obmXR0inPiGOdhWCL3hGA9UWU3cO3GLzKOtr2TAACAtkOlHH401AyVMKV8MtBzT1fRkbgymW0fsfnWDpRi41fFLV/lncp72ab69vjuHSed5zr7X91/LsvmY1eLwhdHujpRvUwYPKLqGpnAkXAizLsKvAUuxAHxD8mH+Id37Ssst9RoT988UbB5wb4oA89gD3fwGLhRdt3Jd0lE4oB40E6mOOJrKks73nkH3sI4DIL2hViqGPNDPIVsQTg3nB/Wp+8lugDDfQg3xE8KTPIaBSPcyc/N0U/qaBgiRv1LCgAAgFmrtdbkPihuIXQaBJRIok6tzt0Zm7qnDClu5Lh74xgIxb+/5/kFux5zyjc0cOyXjOB1KFFnRIeDo4UxjlOUUaVc8sJQqfr3nZOFiq8KL/geSv59HRaLHZ2h3gAAQArauug3751N3b+9/JvWam0rqkLG0F3qI11ue934M9n4f0Ffkr3669uy6gfbXuyvTxvYsvbXFngFEQDob07+B6/j040uXMnpAAAAAElFTkSuQmCC) 3 2, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIYElEQVRYhcWUeVRTVx6AfwkhJCSEBEJIyAZJCJEdXBABEVCUICBuIHhcD+pQpaigrW3Hqq0ztkctWpeOgopi3aqMokYEtGyVNbKviiIhBAgJEkISIG/+GD1H7alVdDrfX+/e9+75vnPvO9cEfgeb5+WTOoeAFS7l8ZdUy+V5+t9/8z/g9vED3q2tdYmZZ6t+TVhXLwOYGvqXiF/SXFX+M/KC1qY+WW9vd1ZamvxbAKABAHA4McHu7n9bynIIcQWwIX5k/VJXiaTpEfIGAyoESU6tzeJw4ul05rzFsStv/LZybU2FGTpy1UcOAFb2Felvr8qHVAjS2o4gO79BEH//3OUAANOmxZMIBG/Xzamn9yWnXNkGQBV8qBgDAEBnpfIsrEjOr75QqkZ1Px1/Vjo7mBdMs/aKp7N63CorvizZnHpQyHMMSHHzQKGpZOtle/feWavV/rN6ogEmAAA0+50jhqHnIpY9x5mAR4NaNWqoaR4f+WrHrtMUC5p1VKwgQOhC9KNQ6YHF94tMwuZNsu16Zoa3IBHotnbDQ+UPruYDADLhAJXi3HBlZeZdWffUeQ0NlqR/X6/v5fKw434Bs8VKFdhqtRQTAa9fR7IQUjJOluWhUNczWfZ+IffuDl2a7NG0PScnR/dBO/CCMZ3WrEXerbyhN2A6EBM9y8NtEneGn5VJtRQFOdd6DN6eVqZRC93GDv94+VRTrXoSBgP1338XI5mo/M0A4+Dgw46eHknLk46LCpTRJ6q+Tt33oEKSPjQAgu5ueXdXlxLE4VyRbui5SZW0syIoNPQTDivYfnhU36bqbxqIjCwmtrRkGCYUwGJNx/H53zj39GQPEgg08J3+udjGluqSmbE3c3yEgBW6jOkvX/g2obm5XyoSRPMaGzMO4cz4fDSKt5LNmbFYp9c/ApQybvnabWtmBa9oL7x3TvFeW4HHC1hRi3Kf+s3anfTfGa7nmtVFyl27y54BUMX7j1bcXBSTs++NZUQhf90C8fyf/7EsrqQoKOS7uNyix/lXcgaHZ8/LEL+LF/3yYWSkvd8w9iQPh7UJBwAcwKouvqNQwxe4szZskO66cSm/dbAPtTgw4NoqAICdOxEMgBOJyQvzaq09c1bZX7HLDMcKXB+fcLC1qe4k1Ua4Z86cTPuwyIykRbG3E/8o4LWfsL1F2qjTons1mie4fQfPn2JxqK6+M0yhrr4DFxrBITTU1nVSbHgrbel+Fu2dpeFLl21IZjPU/ICwTxcW3jqdweR5zAEMRXj6xP70MYNpcXn5p9XTJ2/zoJLxm5zs9bm1jbUDbwsAgOcDGk1dPQBmbMWaiPi4GBbT2hKgqqZPdvZknlTk6tzeI1M34LH2n6n1HSN+YqbXl8lhAjKJyOzXOYvO/BSwFw2WPXy+Pz0savIKHlPQWSP8UeUb6herVzkzK0sCbwHkGN8S8JJRTdH9/i79MHlGlxxHIZIcrVSDWEZd/S1JcWHSXp5jCFHInz7/l8vnr464AW2ml6OFkGnCVY8wDSX392fK5ffLIxYtY1laTt0oeXBeFhUVEjD47PlgX371LwNQPv4OAQBabXP7/V/lV2pqFOVjht6TgxqVVD+in6Ie6Cwa1pyQAPBB9aRrsEB1t8glyHcGj8DE4QiuXnNjt84zKk2bjx1JvGLmZO7CZVMtumulD/oFzbal2ackADDhSwsNAKRXxmRLSzcyAGCn7khIylBI+/QIglQjCPLFjYaW+aGVovgDCd6flxxq4X8tOuaZ7PN9WtW1+ROV/ymsL/xjS/u6BhFkHDkgLRrhBm6aBwBAXm61IvRetGx1xRZ5hube8PrbXye9uu4Pj+BNVq+vd57mu+ocmz3e29wkffRynsFYZx4de9ShOO3vZZhklNt8i7kuDFs8psOpEL0pZU8CXovWSLLzLm+J/GQ+kUYjkcatPaTDxXlDD9WK9wp4+viOmTjKx8NBELpFpxNAZ0d5M4Bex2C4s6kUp/TQ4K1hzflFNcNcnN2odhBrx2N7PhyoFEZPCQsyV2Kq8ooLSoKCFsxm2rAtZBadBY2ZVY3vFaDTqZ4X5F7KtaaK8TAOc2VdtddHR/s1AwMPVbQ4kvmUBeIUG42f/5kjP1xMu5icThHQuRQvlt1jWUu3ZQem8eazW6YqogJt5AHHBI/mDQ8M1SgeymTvHPCC8fqaC6WaIWOBSlWqAABjIpJCr798c1Tg4UA2YrR0tMGRjaKMjTqHcoT+DDG1raVNrieamRNtCD5z+EsspcoSbaBDhIjhYh9QcDj7xvsGAAAYUShLk5CQrTu8fAN4SquO7XQH+8D22rzcHmwjTmclR6uUTU2TvLw9URYIWWHy1JoyStOTrKhjVpNs2fLep9X5/8o+hOGacA0YvWIiAWAwdJtN9hV706j+21suddWR2DQ+w2fmGlsvknDltGgmQsOaZx0/dK75SWWDEWssK8y8nj/OMTpJss/t11urqVZutgYLBWW0o7P5yYQCAEDXUCt5gMZ4VouSOdFyaTsEc8V4pI2IzLTxNo1wmsUgEujys/HH9rafbbyA5xPsYpZs3ExytDLWXCg+yCZyfNZFr1+nNNM+m2gAAMB4V+ftxwb37rZgX++pVCyeUXDtkezOo9IKimhonEMTBev8TLWIiFP8+FiphjbXjmFgDE8uPJJ7vCGt5hw7XBRnN8q1+QD/a5C4i0Sx5HCm+4sxKygr8rNETQqd4EB2j8tKSvfbFr7R1B63dHdN+uIV51MjAUBkF86Z/bEC3gZ5WVbSnlhJYgs9hnn4q7KjbSeU+cjCrLX7AN7jHvgAdPVXy8qwdNMG/ZChZ6hbXaH1VE/C25jPpDjZjqD+goA3wQAAeeYPEZ6cGQLW/8H/Ov8BBc65gosS5N4AAAAASUVORK5CYII=) 3 2, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI7klEQVRYhb3TaVRTZxrA8ScLSSD7RoKkSUhCCFkgILsICm1txeIICnVFW+3UOj1iO52202UcrTO17ZmeTmurXexRbN1qK2K1CMFGFhWDAiqEBAJhSwhJSEIWICF3vrQzHTt1qrb9f7n3vu895/md99yLgVs6c2lKrk6uvMFhSuMFgsftTic35Pdf8t763i9e3cdvqcPh0CqT0bsuQfT8R9qLw+6qYwiydv31Pb/mXOx31yiWInsnCoVZEichwkcfPeaME5FBd1nTjkKjan9NAIbHyyKIpc++ll9YWCoQROJQKABBHDOSQsTjw3YCul3PTU3PTM0eH/E5PN7eYQBA5s375y5V8vIsCplrtlja3PcEiI9fHGW2dKNsxgvI/LwMNZlK/vfmHAmZKJEQYzZuUKm1Wmxaj+FEFQDMCEQZOHly0VMTDl8+Fb1EMzbxte+uARZL23RBXgt+4SJpaVY2R4zHE8DvAag5dUPfbtSdMxtdvhFrLE+VRCUPmGFwZPjStUGztre15b0aIl7hG5+cMfl82rsGoAAAjhy9uksgSvmzZcQTmrYPgd5I8mKZIWi/+vn+E0dqDyhUG3K3Vj70psdjNP1x2ysVAE1XEQTBJibOZeXmndiNwXX797238k0At+mOTwCATqGxM9d13RjqbGmainQFoiMOHN71lwcfSp99cnPJhgcXF0k19cenHfYYwcjQhD4jLXl9eu6qqTNn9QyxpHwnKgJfsGZ9Vp5EUJTuGFrwzZjzi8k7AnA4VIxR7w9dPH+yVyQtShbL4iWLHyng7Nq+Y++kK3E+GvjJNCaf4XKCfk4sJ/vZF1OYWdlzyz870OxcXCLg4HAJSRfq27x5+Tz2VDjI07XuPw0A4Z8N8Pl8Qa+3qyuEjJrSM2PQC/PVi8g0amwU0dPrtnuFj66RsomkaJbDHgyRKSzBTJCBV0oBAJ2U0Xq5rZ9CIaFOf1X9/pUOzbtUGtLd3lbTe0eAH9wHMWjz2M0bofsuN7Yb9de1TWhCTGOKWpjHZROiUlJobN90JDScM3hRCBmbk4ND73i1dq/D0d6PBj/xUvPf97S31RjuZPitALBaXW7H2H12l43T3Dv4Vk2v4aT+fJ2X2Wek2I29Ya3b5eLMzGDD405rmMEI4efwXLoDnzx/Jj3niadLV7yRgMxmTAwOnhi5EwD21gW37+C3bjj43ZMc2My0SVF8NE3TsHXf2BCjlh0dV2616bVjliwSlcIvl4pWa/CRUa0TTnRlyUrxEr7ob/vcE6lhnkDq3ftu3H4UChX62SfAoyxnCCRLn5YqFgcHBzQjAOOzNIYkIFc+8Iw6pbSk5tTKT4RxDzPTsxcUHDtc8Re9PvdoknpZb33tspZx28xEODTbj0ZlFg4NXYySqURLh220V0lEYdf1jlPGnwXwTHch8/K3Pcbhyjf29nxaHQyCNxCwMrPnPbpeIolhEFBLhKFwby2dJVvAYRRLewwV1SbT3kAw6PcWl22NwGAiLzdqTvbQaEK17vLRQxi0LJpE4WzAYOb0795zXDYz6bYbDG3+nwQAQGgOP8fkGYeFaEQaiOUlxBKJ6SnRMdPe/AJlssNJYOcVUsUGfYctiihbUbBozdTllpqpV/56fXeCNP6lYIhe0qj5+PCi392fq1CJkT3vFGyO5uYnE6JYHK/Dle/zEZV6fc252wGgv/ebsckxRR01Wq4PBFpjFxZWvKVU5olmwwTSbNAVbtBoz+Jx8pDVeu0GFub+nsxIYrHjx3MrN2Vw7eNuWgQxT3ysurIyMpSdyhcvU4ni0mQuc9c7HvG1YHbawrVjA+h6m63N/pMAAIBASDtps53wOZ1DnrIVJfOLlylU07MomPQSsRE4iOrr+/TTutrXdhMIfLRSlbul4/q1FrQigrNycSJ+asZDzk3KiDx91nLk2tUdTUyJoGya7C+iFtrlLIZUaG72N42M1vfcFvCfgt62TqohOI1O6rnZPzYVDPSgAC22jQZwgUBidXf3jvMkUszkhNnK+NbyTed990tj5EwGmZeUmpMo5RcxI+lfnzQ/2yApEm7CupBWYvQk6qb/QPP4lfGe28/9UcRoAJgjk+3lpqVVSVmslyUIgny/iSOR1HIAEit1++p1h5z6sWE/gjRaXcgjLxxpBADK5s6Xjhd9Uf4BvzLu7cIPluzS7UN+9Pv/YrFeLlxy0tqKIAiC7GmqMgMO5Fwhl595MP/4KvPTjh19VeYXdHs+gRVAuushJWVn/7R0RfVOAOB+v6ZQbJUVF3/xKkBMbkXDk+c9iA9BEAQpa9h0lLacVgxcSNtueLvOhDiRC54uZMGWogcB/u838L8jkYXiedm8TavXPr7IYMTYHPalppgYNwpPx29es2lnySVNzX6r2sYZIAxH0ynCJJqcuyz+AaVQ+8rJ01g5hkcVcjjNTRdazE0G3V0BRocbO1CgP+fx5ybTGUpJWemmM8eOPeL1JFonyp5ZuuEPOVuK33nO2Fql26ZNz0nLfEhWisXHk+Mj44jK9o6eqwOEPvR8de68UDnm6l0BAADMZquTxV5JdNlNtqqqLOvjN597WKBiqQb6G2Oj1AyBfQgt1b3fvbNgtYjHYnOEfQMmiE2Oo5allSvNDR19CWJFMp+uUt01AAAgSVlBptIDm1/cUbm29pCOSxaRV9JT+JJp0kyoND0xgoryal/fvn1XlIwbE2BOiLr6O1yj396othCssWc1dYdDN6fd9wTo6Tk0RCJONbtcEU5LN0ZBpiQkUcaVvgwvy5KaoKQzsrgLBn1DF79at/8fZAX2KBlhzbWCG3ehvm7rwBtdB20CM/meAAAAIyMmV2e7pp3+sG2U+wBblXF/hnhi1EP/sP7rViWbiSXkcZ6CBCA0v35ebz7e04ghY6OtrRbd7MiMzXvN24m6V8API9CAX/jh+lXWTmy47bUvD8FyP3/jE9uKuvVtvlnPrEJVmMU49d7HOilbMTTVjPryyhWN8xcF3C5VRWaqeKl8p9VnpmyJ3RhVU3/6+LHPPt/7mwG+i8GS8XHsBJZkEuWQDhvMZ37j+f8VGgDgXxHO73dN+zDtAAAAAElFTkSuQmCC) 3 2, auto;}
21%,21.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIlElEQVRYhdWUe1SSeRrHHxBQEAFBUQzBVPCSmiYpUKapOa6mjt3LZkptbLquW02dsc601VZq06nZqaam69jNqbbSyrKTlpesxEsXNQlNNBUhBJGLgcC7f2zN6cy6p7L6Yz//ve/vfc/3c573+7w28N8QL97s2uUfkLzbOMwYpDnNpJLxdGa/WqMA0JhHeP7TUFtQEKBQKDIO7q+8HiU8UpXxbePTuw0IcuCwGgkI2HrWxWUa4bOFezJKhZXXlR3Ia1oeK+VFxc/VR4+W3Nu79/IegATWZwsHAFi1pj6nqwdBhk3DyNtcLfhXKQCQuJ7p8WmLfo4CsKe/ecfb+3snABrxY7NtAAAdFRuV1NMm5TNc8SgKlfLHIYvrOdZo9KUo5BGLpk1P+Y7tERhaL9KKACRKItFtwaLM5Wv5kVGoB9WlEgCwjFYAVXvP1Cfv7UPPmRfJoziSAQCgrKxtoKlFIfLkxM4KCMIwBHwquqvT1rPyzu0qgKfNGk2zNGNZhtuzZt0MWSdKox+StI5WALFan8nZ3ktjWewIvkYxAHfvi6V79j7R5edezH/e1f6I6aJ9iEHRaQFBZDLWztNYL7pRCaBVXb1UWN3S9LIJj/Hr0hvrjAAwPBoBQlzCnr9TqZ5JvXKMsqrm2avdeZt2hgnT3bLXzVqJGz59ZvvO9bsuXXohHefvyGezvDn1tahBnb6iFgDAau3t+yIla+L8tFVHSUTSK7FYJAGA915XNABgGIxgPscvtOToQe9EFFrXNT99qe7Ub/5pBKLmfnxK3v5/5Hbv8QtkRt4sN1EKTl84wxcmzP1hh3Q9ADDjE0/MIjr45c2dPUGYtWz9cS/O0jkfOgEL1obj2ilpk7qyfO08vWatjpkWnBQcEqJeviR+3zDigxnoN/B5k8K9XnQo5C60aB7bk8ScMY+d4ucv4Dk6sdLRaK5nVaW4gUKlErGY4PENdfsPfMgEzHV1m36srV9dYLFYFBbL8KAD2Y7A8kjeBaDHPW/TWLmc0AAvpu8EoTCQpNOpCMEhGIqDrR74kwVTwOLkZNDJBwpP/7Thp737EgFDqN68GUF/yAQAAKwAYO3rfdDLcHNsl7bbB/X1vOwh4sOsBDKpeXH6uKRJk/BYgcCJjqDcHMrLFej+Ph24szGvrhW/uNrZUTEwbOoWt7YcKmmo3Xu1omIL8qECfyAR33n2sLHgep2orDA4cK265NrUa6oB1nBNNcLu6Oh7gEW7uitVfVKLlUaIiXa2MwzeLzn864FzYYLZazw4Qi2VfEssk22xvp7uO0VQ7yGJweOnTI+IWLNTqRbtNmjZlUb9La4JhXcNDfUnTgxJ/aLgZE5mXHL6NoPWcRZipkjNcKW4W0rx9Q/iFfEFtOqv53pI33sCI2A1m52UsbHZUf5+U78qv5l7F1AmojBiwczLRT8W3i7bnKdStWhF98402GEn2FNp/W1+geMFXc+tPhyfyMxBLeprAolTK3laPKLESAK4+WkN3/uNm8NtaSpoAgALgMxApUb8heJIFySnLuRpdZ0tdMbEYF+vSGFT06liADABgCmEty7mycMj51oekrFEEsa1U1q9H41m6nFYbIadLYsQxs+Y0NpyufbtsJHaah7UNdPQGOuuwMAs/pvP4OSsspueggdbgj03ZfbCvz6XVKmYHjhu9robGwC8ccVlsuyYaMa3K3Pyfu6RNbQv+YapDA2WdpffydlMIBAeCwTxmNDx3DQvr8XCd00AkYgviYwGpGtoSNvn47OW+lX6iq1YHGu6A4VuR6HYwpNGmcxgILfW1R3+1TzkO29wyOjk7I+au2HZVKa8F+dGdx1nn71q4laZbCyQHd1jYRhD76FdLkKxmXM8HBJYjaJfiuA/m/c/OzCkUj1u1GhaukmkEJ+kGV9uTkzlUEl2dqCUI0Cm4Z2rq3LzG0Qnzxu0BnlY+LQlQ68oWLmjGvNltDcB42KiRQSsdHtQoyu1te26Q6L4ZA0OKSc6zxkcb7aqGh5duVIMrzfknSVUKis6tYN4sV7rL2ht0Q4q+rv10o72dqPBmd3TI6pUDYgaPDhhVrPOnl9ZV60cG80hk0juJFuro5/7OEZs4417N5qsRzqT5uckYDWyO3SmGVNZUFr6ujfvDQYghguQRSAS43wBfNzo9Hn0t85xJLyAN4a2OIu3acXqQpVYpkYQpLBejkRlHiwFCgQdeXL1SfKphb8F5k8uY6zxXgAj9+/TwNqRtLJRLUEQBEGOVxbVA4Abe/nYjEW3MtUlyirk/KOb8tTMpFj4CAtcRtaVLd9tfFQaLtya8OZmePiGqOy1bSdJ5y0Dx8XnalQwAPMj4idsr/zlPNoGT5EUNG9RGrUDlCA2HYkhpwK8349oJCyW4VdKOoMXMoYVsjEiKg59r7qwqqenWhqfUhS3bXv+jrtXMLLzyE6Jhmx2Zfhwx7J8fTk4Esm2uPeyTOMwaMsxBF27c7K4brQCIJe3Kuprj12hUJ11kRExaEnahSEHzj9DXta0d3nP4/k4h/mFvjjiWnPs9qrScH4MT31bsU/toQgTuo/30Ze9bPaM430zJSLRYdQCr7FyvZY87WinpJqeq3yoLpTkKfNTOftEG9XR/Cn+YSE8xqGZf9tgY2sjkQkloRfWH/shduZ0rkswJ1rc02QmsciRHysAEslF44mCMk6436JkjNXV2NV338rgsOOoVCrO2wlPGPI1uV5YfTTfaSu5hNo2JrFvuD+gtfthe+tt0Vm5qdv4sflvQAOAW3L+/sNrHpy1/N5hQVacrkBO1ZbrT5kqkYwTOXkAQA/IDA+aVZJVJdw97SgAUABGX8I/gwCAVvyo5IFHErO/X9fnbjAOkQ4VHllGplkrzHjjXPJkyuPabbdrWk7XVyD2CNbODdem79DrP1H+nxgHvuNzJ/q/ufTM9Wfttv5u93nC/t/5N0OszaTJP0laAAAAAElFTkSuQmCC) 3 2, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
28%,28.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIpUlEQVRYhb2XeVRTVxrAP0gISQgEJCQsIew7RAhhX6wMKDuISNVRUUR0qI6DSqlUKtZxXOvo0ePR6rFaKnSKG4JQLKsIBBJEggJJCCGBBATCFghJWDJ/jMzRHnukjNPfP/ee793zvt/7zn3fuw/gXTThD0ZjcVJ88WEi6Kr/5Gph3ya/zEf9VPtIcmz0RgUAjP8RImQOo6tRvUi7Wi0oblf+zS/l5OKCJOsIf28zb/LHTowAAKACmbJuy4aNREtjEgAAEAH07YkID0u6d6CYjo+1CmrDWBlu2rMu9SBJrIU2x5p0J5BicCCVoIQwofifBa46XtwcHBmWDFbvbgFMKyC0kShfrqiTcqPuhxqVQNrjZuqyCTmDrOpWCMI2p6XmUqPovTVVNaLlCiABALQdMXrPK+tH7WgeWF28LhoAAJgAs5MzMDcyO6eaB/2QwECPsK3xK5L+vC5zEua4ADAYZ5nkRmBqZwaA+2Q9vGAvuwJ4DQT+SWVZe6ecU4bizXqQCGRd1rd1owoUZt4h0xXjSKQSe3gCtrEKZ/CVccZOLzsvDN6Q2JJ9LaecrO1j5bQ5M12HgBrjc5icZQkwR15xOpQCRl1DI3OgtPnGLGd2niTRnmdxXl218rcLxYfgsTTZSpOQLNo+Mg7XZU8P2tLD75xvlLBY3UrqFMlywSIoKCZjSmYm7hNWv1pOJX4N8s2Iyt516XpP84SalzOg/n5fR7m5571QADBOtVnvDABIP59Dx86fv1sXE3/rYlRs3gM/v7PEZWXM8E1Evz6qxr3nEjk15Fz6+oDb7edOiNXVjWPT+z6/ng1vmlZwqJntwQM3bhtgtx8i4I+4w3Kb2Ua7yEje/hbO1x4HYn9jiX7Wl08a1Wq1uurZqNLD42QKAMAXRyfsAcA6Mrro9olTrMfrPz2VkL5fHmxh9p0vgPP7Hugd/mv7I6/0mXCs62VwaMhJZ7QJZTHuiCUYi7NEexeuLsRfvlxUWN88LvfxNkDh9Yx8AAC5MI/51+EjbZ+VlsSdpViMLdA8YwpBLanMPBbaGJ0Qm/ahiiDemisHkSq2PdkG0/6spkr0psEQZvVRAZaeFywJjnus0dpGfKxaT71ARDOejTC7+T8Uk4huOpHxIbmePmvQ6Tt3nHd0CtEcH1XBtmQCGODo9IcPruUDzE4vRQD4A9yRu4wH1SKYmFmMjYBspquvqZ6KtbJ2NiR7svtn5osYcyOc9oYuJ5eA5zi8/rQmvBSZmtL3qJTObfl5kbnGpMNFrKYKS10D11UD4oXCoaE6yW8JaLwvmE3b59vXIUDmKUqaAUC1GC8IzgmUA+B2Pi3rsTSJ3u9Es/3E2iHIWSxqOdjKKO9BobSIg/1NNTIVk6ul5eh64Up+o1isYP0j13/1kiqwiBmCFLjt9K7TJkSTnqlWgXZB4rUcZ78zGz8XFjUUNl16CiCR6hN0+qme0VtkY+K++TmtSAs76uOntXtLaT5pOZnZZTvkcoykqrq0hEiw8qHRzmwlm3mPcDh3eUsSeDnJ7XUzcdKVt0kdqySszs/Csr4kkfCfoIyswjt7ugex2jaUVaHZJ0ZeN5YIuEyh7gr0PW5Xu8wvYHe2vQPZxN3DLSo6yn0Dt0tRWVp0v51kSgjU0NJIWgDEM+lwu+SDAgCgqmip6bBXkaVN8pcCm4A9sfSV9uTW3gW8LoFqu9LdXWNUOm6qklsbSEf723emx0QSDMdQ0mGKV/L2UP/m+ubeuVmZ1MUtKHlCpmHzsuOfGUq5Bkc1I5NKpWzRUgQAAOQv5BzRmjVFfoIRXjir93WfCmWga2dHt4hPdPIzsxgUPyxg1Yt7/Qu8goqZOujYbFHvrPnElJ4aiRSMfn3sp1MpqdTvX7B7TU2ICSni3tpiLayVgkZLjuV3F3UCgPJDAm/QIkbEr40RDwvFjKe3MuTTE8LxcYQRXs+TbGBkc6eRQa+rLDdXctmjjyysNRr4Ap5Jfl7hvaSk1LKDB1ya+kVzT8zNIkIOZEYcmpuVOGiibdf5+acJnzNvspckMDbG7kehV3QSDPyjh8WCF2PjbKZyjjJ+6ZstuUxGVgXAUU13Gu4rqrdrchPz+n0SXiTembrDrKFJEBWTsOcIqymnuKPzymVLmzgbuictvKWlf1w6JJjt4ReXLLECAD28RqGIy20yNF6lMjIlI+3tyX/dtTvan8lAD0xPnxPOIxACOztfmqPdphikhlIUlxCWrVZrWY3LVEN0z9zN7p4bsXdune+0dkxJ1IDR2rram63utDT3PtGTziUJAAAoZvuGBwfL+nv5P/cRDdsr5lSBca4eMelmFg76CilJNiPHBOnhp1rz89kFKlVRlZ19uE9VeVWFQjncEhdnnLA6dMM2LcwKtBkZgZmcGGT5BYftFgmErUsWeBseb3CiuelOka6+ycjo63lXHr+kgUhYhTh2KiLN0YW46pvTf3/0epgkxOLp/ZXlid9WV7K6QsO3bxXwtbUtyfp4MsUhzNrGmKBQGE6+txP+TpAAMAcAlF+q++r8A8mUrIyCp02MCVxG5nbawNDAj8G++v3tr3DbULgZ9IVTeVXxnyaHuDho6j0qrr21rAr8ioX/DEbzg8PmU0ZGTl4JG1xsW9sGhlAIcefkOCUCi1cEbkwy0MFgEdq3b1TXLKjZbTpYqlcPT834CPnfBYtdvSZ5+4PvUlI7azGo6AQAJB0AbI8f5xS+aJt6tXbtL+UA4Lst5X7x7r0d1cgP3fD34u3r4Ui2IiNLim5ec3Onh21OOYzWN6Twcr+4Up6TczKLQlkrB4DBPknvJX3cwtaPnR9iYg6FZ2Q9zouKqWg9c1YkW/zZelQmVUbH3S0AgLfPjMSPsQfegctt6GbU5z8mEf1qpqdH+nX0TB20EDI9ggEB+XM5mzA5MVI6NSVc/CBNf4y34APoWVOpf4nHYV1spmfYPLUa08BmH2/+/+ddIv8G2CLPD6WOmd0AAAAASUVORK5CYII=) 3 2, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIQElEQVRYhb2XeVATWR7HfwkRQiDYhARCSDAEhDCABmE45RAQUREUEZVlGUUQtJR1XUstd3ZGa8YZj3UV1BXHUlQOBe8FTxjEQRACcl9yxUC4SYCQg5y9f4iWU4uuKLuff957v+7X30+/rlevGuA/wQIAfpr6/wTM2w76WLpI7oNxLL1Z5KN8qkJ4dxvSd4x+9+D/JjDeOnzNyI68AQAAhgEEL3nKppzi3OJn5V32863pVQMtpafrLz8CgL7ZFMC+7chIGvW7KgWAHmKl67IlKEYqljE7x3kiiWyc5kl3c0vZmeLlCtb02RLAvW21Sg3hd1dUAEQHMnhyPHRp+uxfH6oKlHvCDxyyc3P0crN3ri+9lnd8T8nx7NkSIeXuu/RUNSZH39KSVsOX5YwoxDVCdOJYN9p0pqalOerZIPpQiaIlcnQ8vk5eGHF19ZcG60y1KkzpaEMQ4h2GsTXA6QzgAKuDw+D7CPoEOyOMrvFc4Nc3EmqfP7/dC4KXhkMGnM729gNOdHbRUW7a2JdKvEMeP3EoeUHShry9N0vQHBRFn6Mo+oMaVewcRtHH4+jDg9cymICEdSSWKX5bd+/+bGTqvD84XP1zccVgldhP4bgW0zmhHXr6+uarnhdt+bV3y/FSjMBphfs6IyJJzqvuaFsaHbXa0WW++eunNS39IB79YoFFRjasY2Hf7y/vr+tP/uqP86w2uzv0z+G9ai3r7jRnW+oFZG34bh7GtH+x7uKQjmr+CTlRjFmi7xKH1xKIxXxuWUNcdVTqtjMpJkRk4GHD444Zm7iS7TnczGc9caGxwbtNY4L4f20dF93iKzYZh++pzHuRl55w9jAAYFEWajQ1RfdHwgHqHqek6HUUP8NNDpvonWldL0QpI5pDrjtDAQC0l7SuAGD4SSuAIwAgjbpIdtWtitRdpyKwNNRfe1+K0WhVmCf388vmDhJWSVWyms19CZJrS46vufW6YDzGbakPgLIqpSOnfy3D3yOj4HK5C9WZYKBBNzkQrIrNGMzkUKdQr8yKrAIAQD8qMC6TyYoGykskKpksfkviFvu4RbZgjkNbCmvE3quWM4YmRiTe5k7rA2keZgKxaOHFpKvfOlrbxdM1pCUNTW15SzjuW60Qevjy7I27gike9byO9lelg7WtTgjjCEvPjF/cy236qMCUoQoAZD5itvUCR5cAva+MMNbgYKIaVapNcKZyjHRSEWoXGtmrFNQSpXqc+VEe+hRvW9OV5iu8tlyKOapAMV3RluHOixxdgl/YD7ZcuJ/G/YP5Yq2LsbXh+da75f9N4B23eU/qA4SBJMVvYie9YcWIEDPS/bDlATe+cO+3y3zCDDUymdexvHOnsYYkXdY6BhPE+nRvCy+qphvu7m388W50bBx1sdZ+L3VY05yK2HcUjutgerrv8ABAPV3eh8B/T9oWVOGXywEA5nIT32h4c0wjkYyQpBBjrxUAQMv5uaVTUYai6Ckt2nOA13MkONENACDX4x/RJ+fHc6g2Cb6pZ4s7jx7/JWm6EMx0xQ+Ae+8NsKHmofj8/nzZWqeD20+e3pUiE4sk5bcq2lR8zVhCccwyAIB5DlH+Lo6OrgR9JUEmtfK+fWPLRgAQvf/QaT/BB9C+10fbJG0qAICWoeKGhgq8cK61s/fXsZ62rw0NKB3d1A7hUFHzylVRTJZ1wKGCfP7whKS7Z9/BVO3j/AttM8h8Q/bSEzEFa6+c97Xg2Hz4rq0hz8vE/SiKoj/9vbITwJgOAFiEGBMbEvK0Ny6+sv/yNak0MflJ8vuzPmkFzAzIiDmDHhcVsXmNjkQtqOqp64I3uwZp3cY9t4GzJmjXOkXGP4ssXcPDTNg2NjTjkVFPy11/2fcNXn9S+uTxnRu7d4eFGs6lGBkh6oU13LHCiYn6wU8WqBxq4OcLfn2wkhHsYm063+p65Y0ieLNllRQceSiAHbATp2OV/ISbwR3GmekpJqQECwsbp+pqod3qcJclBgThy4KC4lL/oIAgBt2U2NdjUtTUdLn5kwUAANRytTibm1t4vfLGAwCQT5XRYsHznvIhjI6hsW3Uektrg19OpWR/d/5KljHCYhlTnGldHb19RAKv+X6+YI5wlIhFNSxLrI4+Sy4TNQwM1AiwHwudBnFL5KP4K4HHUna4RS0AAPDbiJLLJOLqOrPR3Co8GIrEojY8HqdrgFiQ3L3xoFCNysQKW1d3b5+IwGAKtbGxWeDmZeYaFXMgHQAsZ7IL3hioJGJf668TPMmcKGMUkRHNyKcj/JzdBwWikrLeEfwkicWag9WiDgtcF2GBiAz26ZAQE5ViLkJSm1DsGQOC4eqCR+dT5+CYDKVKb2jGAvWi1pGrTXf+5Ym4jvubech6xop64v2Xbjclei4TKk3Z2//kuxCwpsZZ6WkZrxp5DVqtLre44EqBVmvJfnAv74RCYkwmU5yURKNBNb+L3zVjgSnk97oLai+0X28msg9GdPe1sBGhYGKM35YR/me26VJ/SzsiiTB4JT3mp/b2jOsEvI35+k2Ru40QlraWm3OSRjdwT0yK2Coc1xV8rsA7NFgLjY23rQ2OOak6czHxyLOX5BcUMoPDZJr5K9Xek1o1u6STd05KpQabKaTmrs9KzqY1N6dkWlqtiKbR1JQvzX+LkYXNmkhL2x3MqTE9MDBzf0KChGpgYLUg+pvMdJ+A/TvweGbU4SN1kbEJ2WEAwKbRVgbNlsDHQKJjMw9viHnUTqOuP/23HyraL2YJ0bXrs44CzOws+FwmG+pul+viqI0q9cSAaKyvUjHBscfrU3xJZDv5TE7D2QIHAIif3zEOg+Uza794n82/Acl/oVRrHAXzAAAAAElFTkSuQmCC) 3 2, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
34%,34.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJKUlEQVRYhcWXe1CTVxqH39wvJCHEhEtCAoGEayDcgoLEKBeRiwKFKhapt92CBXvB2q7dcdjWdtTddd127Vi3ZWtbsauttpWLICgiIshNAYGQBEmAhARCIIEAgZDsH1tm3K21uDqzz19n3u985/fM+5058x0U/CfMffj00CCKl8snb5wlf+hQ7MzDsSR5yXv9iFar/d64dBYAFuE5gl4eSE9XR+vIsN/Z6JBtaNGaeDNstHMRm5jTtR1U0iEZBeVU5YV2/fqhVdv23AUSICzWSid9uS4r2h0AAJIsFKvKBlXaH1qcCHTb7LSGpjYOV7OtLOVD0D7PfEACAHK3ZEdKoOCncAAALg5Q6wnAAQqy9EjpZwRH0usuFnZLPbTrn2v6MufeOvuWoqLXbDHO2f+bwWLZxAHIjsyAhOyK/Ze+ePfwgWQAIC6/u5vzghcA4P/XbBQAwPU7dZqlltEgyYvxPCz132v3ld0fmb41TuS+7O+AxWFw1sEpt03itFyRqzhtftAibR1v7QUAtMRbsvvItvcLDFqlTD41rHtaATQAgBGMymTBZkPFie+uuSZz/BgIJmjvamZHpIprPYOdYwKMcOtcVDQWSyfZGBMUKmset7x5bSqr9op9amZtjnfmOxXKxp0AYH2qDniAB94IRlpRalGWWqYeot5blE82jfj2GpW1WzK2hx0uKvxYMaiqps47LBqYk2NeBf7eqEA8vvl2Y6feNDkm1Uknzt3/tnrJvGBDmOepephRA4BtpQLIJVgiHok7UmAbnYsZH1FS6L7cCH9hqPtkh6ZztH7IUHL20ieuv/G25XYU5aS+v21nxYWyryKYUal5rJ17H1ln6t304wsl286dqUg5dRIAKCvugAlMcx/GvpmBRaDxRdWH8oU+QoOAFpk2olZ+nl3/ytHfvlAYF24K2+uoQV1mMRxcnbpxqRPtEzBh1KEyxBsJ5T03hko2Hs/3p3rkuQf7CoMFUZEotXm2Ttt8ZyWdQAEAmE3aobJ7tb0IcNQw5+kvCZLDwilxDDy539xx7KMTPz4Y7qlLcQoWxPHjilFAwHMpPDbTm49MKMzYnbh+faiqdQDpTGUGPpxUXKPSqRRXMyGpb1h5VWUZ0axI4MGkcnxgfrhfY9XMSDbEM0SMyDiur0+wG52V8PuqD44159b6AIf4mVdIsCeR72a+3VA9EeDn70MnMNAMBNlbjF0ToVuc08eciduFG5q95kii2rvNsmrZ5EPjigQewV7Xc7OfisHjEP1zgSqTuhHzcElLdCX5huVLkvBBZBQ1lrrK3ZPrYCrvI1hdsYB1dICum033cViQRzsHkN9oOnbhvOxKxUrCHycAALB4Q9Yg1XQN3Pvo7t/OxOMlwwWth24zjU40Th+XM98xr8MzsUCcxWsJQKE6hDMQbQP3Kk9+e+JjVwozQ4D0XMrhZ81Uaups8O8DyvK0AgAA0wN2dd8igLlxvt0CAPbpPp0jgm6n1+iuX04+vOXDTkV3F3UWwcXJ7Q+oNM5IYc3bJfkhORsF60SHbIZ58XpGeEKueFdGrfxmi2XJMvVUAsVQjKyHevujNZVdpyoQ7d68w23bVqwFfW/WbHASsH0Tj9/6a/H+6ndKAGCxHzOiiOdvCCSqbK7+4sgAF5o7r1C4Z8sOr/jVA0qlbHBBPb4iAS6HHpXtm7KdgMVPy6YGl4/XBVl3rzwlJDkzQZiY3TMv7QvlrCGJAteu/7KttAIATNpxLRQwXtl+H9PdziYGa31Q/JBOWYPage3GEyaI+GJaqOp80qmFo02nZpezkI8TuDR0TSr2FiUcjNpXymawvZbrRjBgRw2DVBKfQHpNkld0t6vOandHkm69Xf8mAJBMReoYcqbTzFphTMw3lSd72qZarx1t/vTgga/ffsfORxCDGb7vaQzKEgDAPrEDC7AwZ7Ca7wYSAjzIk1h87QtnA4+EFr0WGB6aHZIc64PHIhGmxiGQTyhKvr9R/mcfmp/QpBvnUUnEHPGBxCTiAsYFMYzRbLy45QPk3NJ4cWzhqwM13Qt9+v6TfJYgMyNkm+5cR6n0FwUAAKR6xcR5+eWalx0zVANWJZklFh4PjIzi4l3xCJjDwpIOhZzFTDf87u7RC990X5D9Kb64AIPEOw/pp+0BewVkNsbb0x/D06QFJTX1TTxQpKzJSTvZcb6Whnf3MBpG6eUDVTVPFPgJa7nxxszl4RoFiUjv9jKx4w1NCpOerFXMmCfxo2gTSqno71VbxvqYjk72MObqtb0VXVqzZRWGH+NCD3IJSWDPrcq62H7hyhVVxd/79TKjQ3R2oZqK7ulou1T/K9k/5xVSesxO8uY1IuD6yLdXpQeDn+B1j9epPz1GBhLcI772LN4aRCjKkrfpJ+0Gu70+r236aNC+04kuaZ4i8ce79r3xz9JtuSVlAGL3J4atBNuBUeKDF8tdH63Z7XY4lrPfPX3jnj3Xvzeoa65ql7KSPz8NAMzU9K8qtu+oadiccrM9N7fkCAAgf+0TPBERjb97AmX6Km1Xltul2h+6AMDsM+adGhuS9BFjCeS73jpVxouMFqdtjZPQ6IlTF0oPfsflJsX6Cb0j1omd/G/VtzY8k8B5eXkP15c3JBKG7MiEdRmbObHNL13Mv+PDXcfcE7frj5nJPPTm/LwToSFRvptSw7L7pfr2O7f/UhIUkhk7NOzCZnOCTM8kAADW29LmHl2ZvD3Gfw2ia+hua934fdP1VrJGqx9Cp+Qn7MgOibBnvJp0eJVzgFUQlOJTWXboNAaiM92YuFnxBh4GBSBBA6hW/Av1OFI4yfaxRX22r3dYAo8awFLhrIlWd4qLWkN1IdH8IuZQmL6SMzvf3ZR+8FbvfaWnmztLwuF6Brc0dVpQPB4GbTAYlp5FoNnYMTM2p1XuFOcJVgEmKsY5XPhiTMoGFIZOZK0mwYYNHjG9PVGOJZ+urmGsCt/jHyQRMRi20dqrlY2oZw1fZtxi1H7e8kUlFkVoozETtgjXMZl8JBaqKltMOJ7j7KYU0UaTEdumHmn/0Y21dktjQ6Omt+fiH551D/yMzrEH+kpF41U9ekau1lmdqUiPqvf+sf+g1bKw4MrK9qy4sv87zUhPCwJAOTXV8FzvmY/j0RsTGuz2X5z4f+NfbFb7bYahVZQAAAAASUVORK5CYII=) 3 2, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI1ElEQVRYhb2XaVTTVxqH32yQhSyEkIQAQUIkENYEREBExQVEnFpwo3pEi+vYOmrtzFGHqnWcYk+VulWtojK4YUWrLC4sKlIEQkwAAVkkAcIekgBJCFnnw9Rz6KpVp8+n974f7vuc373/c+4fAAByaaeY1kIr33rQ6r0SAunwJ4ICAJhs57IyZGnIVZw/aYeHLz/WfZxtDOmcFPLl9kMJLsMY3uNBSQMAmJcTFtIpCLJrp6VnGACs71LErU4keWz7kf6aXpPs+yabTWmzVW65NzwXQhMAAFIJy+lbeakZT1Ju5SV7LQp/lwIgb23LtFostl8wZLOpClVDl5KydwEAhDr6+N9debFItPOH5o8TUhPedi7qZWHu7PMRRITPJVLIAABgG7eZe8/V3NC2aFU0bxrPQYOZnUSORyYFrWuLzp57efqCKOc4wfy1bLV7S2nnQ9mbCiBeFgwChi9pk99zYbLcAAAUWa2G0efm3Z+kr4PV3KWxKuZAHddZyNSMj9Dp7q7K1adXn985c6fQ0YFWsyQ/ufStE9CZrIOzvKIiuSxvPuIREoZLNdCDlAvmfjgvBDVgsOe6eeKTclYdZ1JIpvhNS/72ccTW2Ya+sa79z9Pvdg91a95aAAAox+Ye/ifej+ykvt6hLKoqOWWuHdSGREVOVhO0yPtF9+umOE9B7689eWEa2X+Sh9AtgmfPDXe1keKJ4wiVWPX8BQCY/qgAckKtl7VLKoEMoJ+ONotdG0SJrZuTtPXaCxxLAAlFxvUtCY71uDrt8G5kl5nbP6I0lOiK85F94xShY3AqABjfNgHLt5rL0njl3ECKguDlacbNdHdmXSuvKVKHCWeswBoQ/miL0RIemZCMIFjGq5srH4rOlmar3ZEPlv9j3ZotHpvciyX5NQMmjQ4AkMdn7CEUdjx6pRTqJ6sh0EjKa6+be/WZSKRRoNMaqHtqj2dTbIhxBwuGnZi3JiWYEaDSDamn9nZo7qW9OJJVqi9rmsGL5rAc6UtHa7rkj0elEgAgp/ovy4txn0rNlz148ibJQARFwL48K+PDl+v5btH+L+tUQUqc5ICoNWtv5vYfW+gDU7Zkli25/WiZ3yoOAMClBV/tyo0/1hHLmMV/7QSuzTlNCncN+hSFQ+ofdFc25crvSa7MPPJZkl98yEHxqTwAsHUursCuKt0ix2KR6jAkf0eMwxRjWuRfZ1KMTm4xgsQEHwJu6ujocNXe6hO5wWQfjWpULWnUtulfS4CPxdk4IWEfJMetWKskah41NjYOreV8sDgmbXFaqGewy4sH8tIAF86m01svXH46JPkh58b5gu7x/mYmgzuT5cSOVTL71U4Eqh9uBNV7XX63rKSnUpoR8ZlDqNbd666uSg0AlldGv95xcVz/cZnu2d4nTWsgjgYAJFFmeYnmnNpEBKI3HvDMuoynL0aLRnVFs/PnAACs5C/kSpd/X9X+uXS4cu+D3n9579j6PDU/7uL89LjUyUvjb++62LwvLW3RKxMAABAbGuUuHm6K8WYNq6JLXNdq7mxvKZQ0ElBY5kJKhF1OV2Gx+zhNE0AMiq+vqxbdUBSIIzE+bCec83Q0jYTHarDW3lb55TGqycmT6JuOxSBwCWFxU8gddsJnoprbClCN/q4AAFjv1xTVXW/Jf4AxOygGYdBIxxLp7zPmb50T814i250I224dyY53imS7ebCX+FI4g8KAaHs8iTqTY+F6cAUB5EkodhA72SvGgkThUE8teosjVsbDeEY3D7Zcq1LVdU8chv6Nk7ACQE8jNAIAgIAlcKM4k6mE+Qy72cWJ2+bR71c+rCmQfPrRvtVCQVQOeAIoLDIVrgxth4hGYPEYcmC3tNPgvT4I296luOH/5dQzFRsej1BdPbHQ+ooj+DXEqoY2LM2u1wfvE+ml9aARFKaszU37b0+me5AJgxDYbxh46hXhy8VHkDFABLAnEkCcKb7eQe7IwfVgLFmVF/MyxecLH8rLWn++92sJAICtSi591jUgkwbbsV2ElIj8fzd83XmrtvAJWQUkcbVEaa7X2aQV5X3d5R1qRg/Lmap3zgjeK7ySxJqW4svmB5wWpm/x9udZ7jQUP5u4MeK3Jv4OSJjwHHMGPDM38Voea4EXMzvjaD6PyI8jB1Fo5TeK3/tiIKv0zt9z7rEwLhyWjuGGWEQ2lOy5cEDbr6tOfb6/7I8kAHfnXXGbQQ1ZnddT0g4Aupd9PZi08ejF/VErp28ITQ4LHWvTYEMWzrNrQXdJLY0jiI1+G7dxjd7uGDCjR0Z1WIo9jeOYyI5Nm7/fJ6Mgo+y1BVI8l4HMKEvOiN2ZNsM1nIAdNkvrdO2m9hVFh8SIZ0xyBxpHY0xiOXRTDU2V1Z2kAUwUw8bqmPF+QiySirCvrHgkH5AZ6gxIlcwBjZuC8SME3i+4nffaAtnt341XaKQiF3tnEJD40x+r6xqOfnI8BDVst3t23OxYuhPLSVHfjkSQUK3+34SHBoO3oyuDug5BGjfTojxIipHeAZG+5qb+RfewvQrjXy+Vahb4LcS9yR0A+N/nS/rP+jMHF/9lxVqc2gowCQMmnQG++/psS0Vb/eYTbRfKby06eczRiE8guDLpwn3zkBaLES6dO/ttkGjyYzXehBYIp+lfO4GfYQWAsZvivBJXnpOW2UWN7mnqq2qurlD39yitbXpFbq2qQX71ecE9kxk90tPQUT9qUw7yeME8tBTBX3J2+d7DDaeL04vTG940gYkgU9lLw3UIg35kqN8g8A0TDmuV+pCwqNgKjehE0JggMJobvrtKU3W3r7aXg+MHC/O10kMP73xxDgC070LgF2z0XJqYvGL1On23muNo53vQiUYx4unmM5XaF4r8No2SyDCePJqechHe8d/VT4gG//juj5ps8k01skC8R/D+8PVxpV+Jcr+ZVZAJE96ib3oHXokPjTfaZ1HWj+kHGNv9NqTY2Ts4PuuqFzuO6TNvdhQO/b/m/hokIc437OmGguxH++7f8UN7hv6ZwyeCBADaHM4c0sTmfwGZEOlDDM39bQAAAABJRU5ErkJggg==) 3 2, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
38%,38.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMElEQVRYhe2UeVDTZxrHnxyEEI4EAkFCCDcBBNRICGKQKB4csYjiSQ88ysrY1mPcHXtM8RhLa3XVzlZqraWKOBZR16OWS5FDCDcSQBAIgoSEJOSAkJP8fvuPOK7a1tLuzv6xn7+e533fme93vs8zL8D/Cki5nI0gyKbW+vpNAED7rxvQ9ckLUBRFUasVfdguqjMZLaez1n30NgD4dHIqP0H2IHnXN+TuA4BZ/xEDUqkk1zplRZ+nqU6kIAMrYz9973bZns5JtN2EXtx39goA+PxZurjpwiBWzmHHcOIdKeRnl/ZjtkTHHkzLR6L9f7dD8MUhnT6xFDUmalQnvdOlHegDANDt0CyffPAEV28Vjc3EAHa6uFvd3G5BEP2zGy0AmUTGrokSZOVAFjszMYPXEdCv0ZsnjMd2ff1lz6c9OQAQLDQIt6bmZuQBAGMmBp4loNQrhhgQNZ+FDWeRnACgHABIAFqpur+1quoSxtmJt3h14kaNwzhB0jYw4Y3z5KdFJCf/3PNjvR1qj12gnc0qG7tfPmMDADBFGA/0I+hnx0sbJsYRmUpLUCH2uBErraNbWLq5+cNcrtJnwD9iTox6THavoLQoRYeOW9OZqe8ONvWVsTncdXa+Lr0N3Q19v8cA5rkau4S1dZuzHSPRmcCk6Q1j1xfZoMjiDUk7WzX1pdFin56vuwuEJW21TqEUf+SS5nY5AJgrkvL3DpukKaFzo2ioyiQmTnimhxWFqWaSAGoyGwYahq78E2tJKG7RLb1X2L/6HuJj0CbapmxSSGWhYV7+q0emZB1MD3/OyZQTmwKIZH8WIzRWbVKbCONTXiaVXsXxiik+0HhYOxMDMGFWGmo2lLocTF9HWWCoXPl5wuFTzV3NXT9fLr6tVmv7aO7O3WRbp7TOsf5qFwshEj+BYZgIUyx+SLx7rjD/aFx4mhmxU3/qNZthKG690wEAyO8yAACwjLvss/DUOXneLgHJNlMGelRWfNIgvq8uu+Jo7iJKdESwU0BIIHmWwJbsSETwRKS5u1G0OO4N/rLIxQHy+raOq/KSIT5HIFg/O11yvv6H39wH/IsHqEr9EFAjgC8RTLVWxMXgjn3T+82dkyC59Fg/ML4qfE00xcYZX9JySx4bFxs85WrSHbux/yA3IIZngcnIlJhUJ32j0kj0ddQAACDvIwTMVxgzBoN5Wf1VCai7hwdZ7uGc8TaZw62aouUWP1tbRG9Ak3GcguTaHbUkop3CzeLoeqP5px+fqIZEZJTIOFp26viptgtHLg3c/IlDiVgUiHOPFw+2KArFJRUrfHjpkquPPoiaFX7vlrjc9FuJAADAdt/1vDXUeP7T1qksKW/fWIbolz4a0oUlx/jVqeeXPu0pZ2IPnKnefXN015IsARGAUbE2v+di8rE9ryX+PE2Zp/9tREfCPozYG5b5XiCN6QcAULi2EAsAsDtw07amLcXaa+mF21BAAQAo1btvNYv2N4yuYiezf0jIWXU3Of8mmikhvajx0giewyXRY8VXx5ccSpc9nqwR6UU6Ep5kkxy06Pg7oSlZWqOuhKzFROcd+b54jGHsr6upbbJO6gWP/bs28LyjQqlKGyeaPS18Ls6buvLm9mPrmInCyv5qyk1ZhQ4ApqZFsL9iQKUeUeURUWrCoZ0HK3Zt3ud3faRUhwPsiLdrMCPQPmB5t6jktq5D0vBGUEK2Ly2s/3JTUbaaip6NTlvGd4pwD9VoJuUKg4Z/O+Xby8l3Ms0mOu7wuffO7Hpe5NcMwJaW7Jqz7We3Dmr6hzDt2nfcwG3qROuFj7FWnDyZHhf3LTSTgo7y/yI8VyGO8PKfX2PsqGqtrR+mDmEpnDQ+3YJTI/c7G763x5NcTi3Mzl4/f2Mwl8xeSwRgvs4IAACgbLiq61xdfjlJg5d3Tj2SDOqePEljLqEuEAi2CQITPG7U5VXMW8zHLuUkZa2kCly1rjqTjx8j2oU6i0bjMBx8yD5uYY48D6l0YHTcw4B4zfYP52H4DRcfXnoI8Ip/4BeQ3TUIZdMNDdyZgCNCZMKCjPdbd1Z3PxqQE2KJFPaKeXu55BhER1IhFr0J7OdQwQ9HDNK1KGChlcPffeXAF4uauU62CMH1tRN4FRLVcEsgiR7swfINYOL8/LPzP8lxWmHfZxLK2arHiifMaIa77TxnADuAXuEjcWddk8Ie7Bg0vcOEQjKas8AhuvH0YIFmxga6JsWa0y3nKzyG7WVRduywv+7Z/838LdwqbK/lgUGp8aSryGHmXgRIPRhwNFDseovqCgxEM2pLtfORWLSyUrhvyKuuVOee+Nw4E/1pXrnAp+f/IxOtQVH15SEU/Wwc1Zwcte50Sf9CfmKk3thvQNWHpGhjZvFEz5GGnre9k/gzSgAAYLlHHCtn4d6ceF8u9Zb43hAAGDa7pUa09rVOzXVmhXi9FUK3KM3GfkW3Qt9nNAeyQ/ycaa4US4MSCANGAp1Ep87iBlBedwlfQm9jlSnMSnOEOyv76tLcRH97f92os5wdtJFLshHj8aYLcnjc0QfXyq7djfAMZpoMY3Sr1h0cx/DQY6NusgbTgxT1yqGZ6k9DOBi9I2x7SDpP+G5VjrVyEkWFKIqKURQtQdHS1IJOEkDEGvc4QdsFYS+ab0HRIhTV/e2h9uPYrJMrHXgxMx7BU6wVw43yJqVo6LuWvOYEAs+g0ms9xwuVEzK6rF0nVZo1KtO1q5Ky2r7KB51u/TY4hEYcmpArwnWPtNIvh/OO/tEEXiIMqJGrnLk8AGAU8k/syfR7i/nCE9ouz4wPrkWeEfzp4v9nJvwL/STL9NX08IAAAAAASUVORK5CYII=) 3 2, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
42%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIR0lEQVRYhb2XeVRTZxrG3yzchGwEiGHfwpKwBmQRrBoWF7RWRVypu/XMDBXHjntbx06njrsd5XgqKGMdRIsiIlZEERFBBSJ7IAQw7CFhCXCDWcnN/FN6HAetOIf+/rrnvt/5nuc873nfey7Ar3zKWA53PAD82ADABAA8/A4Qxh9Sth/8QrAh8GZsTMRCO6W7nVBWVMCFBD8u143ZNSgZnHIn/dKONNMvqKSqDnQYTftj1Gnx14vvSU5vEM6fcgM90t500xvI21CT6AeTqeYb7eDZFafCpkJ3vM9k3UMN882iDYsOtgBgTiFZFTWjPABApsrAWHF9g+zViA4AALS9AOLcjqsl6aKHqAFAKsOAy4rcCgDgQuK7Xt7Wcaz2CHam5NDTLQBA+b8NzHZe55iVJ6SVnlFrAQCMvQCpG2/fnZPov/LvGT8eyBamHxhQt9wAAL2RNIh2DFaOqXWa7VzH4LTkLakHxu+qOYSxYZLTQwAAGCWosaXBiYvcEffpVKMa05FIuN5OzN8BCxwbNRue7WbLjSfRDc4LI6Ne5TzNrK0Vt5VjODobMY0hoEUac2ozHgMANdRr0ZWlIZv8civ/VTgpAxqNUjesl/e4sinT2sQqh9AAV1JgjJN1qAc/1pyNmCm6jNTpTmGeS5fwVyDW9uZF5fl9i/mbNhLw1sqS2parNfIcKQDocTiy2tbCfSdRz+ltGSxufG8DAACKYWlvXl3Wi/kzl+W0N+rzO5sIPCqJZolgRMbV/Mzrngy2xRyBl2VQjE84wUDW36nI/N6LFsDUE7RfRvknfGTQaoWF4vQynQokPhSnkfK+go5JGQAAEwAo815kdt0Unm8klm27+rDh0o3q9rIemUpaVt2Td8HF1i3KL8qTFUoLDkNQB/sdmVFJlkybQgRHjbWkObGxLlmFC0NLWR8ec8bP1Y9SICkun4yB/6IeknViVYFCpCgulY3Wi3tGX/a6KZzIgTP40RZDNHxbay9bhdky8mtO/VjZfveOEYOGaZjB39cpINbAJndHcuZusjOz7Xnc/kT8QQYmori/WMTGpplpRBq3i08yUhe4cKNj2TNw+d1Fz/pUrehMryDWJv/4E1nFWQWEMeoDAgkR32+5L5+MBgC4kG8ktQWuD022essBsi94hZz/9PgRVNhvQEuGVGcjDu4AACIAwHLvBXMvhZy8fD86NW13bBKnZ0/7dH+w+J8l9w7oVt+tyC3I3V1TtHnWcs7bTsXD7Jm16RVDJpPJ1H20vgEAON0HOtdEQ7QPl+g8s2Z9TtvztdkdoiNCQ9ZfLtydBxz2RPdM0AK9plEuFQa7RayjmoUskMjLClCNUvVLEWlIFu8T+H7C/fbZP4TrPBOinGe7OhH7aIOFwsKsQDZn1/L9cUlGpa6sfbCjzEpHXcpgMomz4hbyBlTq1geNRZVvqk24teTK8qbjt85ukyqai4CiUb5WGrtSnN3sbc/Z13KyTyiSSIitF+pk8tutrMLVWcld0roBRGFA4lbEpZdVV6GpTdfnDbUMH8bXI8A02jpNpIV7W8TvYnXg0Znfbtz1ed9ovfPVnCtnRmqkWNAMnmAJN/Kzjn5ZdlWfBKnurc/I7MrLBQB4kphfRGPTPZZcXB7f3a2o+M0EXoN4evXzHSdWF28HAPL4S8eBKn3rg/OV9W0tKTxrDnLbeE/JtfPxMOLMyAQ8eOyvOLb1blfes6Jl1w+3n5Ie/uulvckq/bD06ZrytMZtVYmv6/7mGFqZu0+fG87dO901Em1tQHFrl/1pj5nRzMnzI6+V9FC8YcPJzWWHg7/4nEW38CCz7TUy9RAaaesDB+fsPWxgQDz/z+FR7uG+xtN7/pYZ6hbOMSfgEkiYtumZvE7yPgZMIllhtQrV1tkg8/1qm27XJCat+mr7ksSVxiajeWdts+Oa+fGDWuWwCtMaWU8lFc0R0QKyorndx96a5+8TEG7+rPjesIA/P2yZ48eLEzP+cIKFUUdpJLr8586iuvdKAAAwibxO+qg57bESevoZXRYvCXSyI2GEzrAPYfXPEAg20JwtPI6lJH9X1l11q0ssehhmG8zq7msjcKzsnEvvPC6qR5tyCWTK0EKyIKmLgcpdgY5601zQQnmFYlKbEABo5+PObu4Ut9LOZaUc7CS0Fbhq2Es4PN9pPHsPKhGMl0BDjHo8UtnuTnW24JLsQynUaXqciiIXnI/5eqf3hpeuYdytfN/Zi8e0as9/i26mT9YARsYjpnn8mLlqXA/rWuH1lvgtqxxVpQpbnExnje83VR9q/mfjQcHORG97f088jkzsG2jXY3wSY3fkdr5fiuDoOs+NHBtnh0BHuj2bZ7Is+aAxBADHHbyNs0Y0qprLHdnyyrWPLhB41FjFgLSs6ufy72M85mwj0s0jsyV5JxrUdc0Dvcq+/YJd+15Z6/XRsUu9dI+kHJwBX6UkqZDJJjAOWj5QK6odEQ8AgDZVdPmuD5/XhHsFxieVz80X2c3hOXwWwDOZgS5hMC4QXMj4i/0/3QzkBpqYJnqEmzWXNUIxGmQKqduHJvAuEACwEuVVFfgGBfnBWSNoOSiQQphqFK/qLDz+E8I1uI6pLXSId1Co7Ycm8C6MAKD1qrM0WQbbkejeeM6gWFHXLGqTouJ+l9AFYQ7Xym/9UGreeM1EMk2JAQAAzMpkaYaUoAvVfaPMWouXKeu/WXW5pvj5IyKO3Et1Y5V/ee6r27jSoaqpaAEAACy2m+scYueZEB20YCUTswaKiT4mGa2E+zWF1x62FlxshP5RgA/8GE0S2jybCFcgERjrvT/52AxDwkq7Xuw715RR9TtoTwgjwCbg17+p/wCwkLvbTQnz1gAAAABJRU5ErkJggg==) 3 2, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,50.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIW0lEQVRYhcWXeVRTZxqHX5KQjQABYhKSEHaIgOwCAiIwiorjCCoi4FLQKk4dsbhNtdAyjm0dREFxBsGluNQCoowiUoooiyKyyCpRkbCEnQSSkIUk5PYfdagHx6X19Pnnfu/97rm/53zf+517LsD/wMIfgNaLKzHli4sHbFyMSQymTq2bj1cpAAwCALC1l7lOqFQYIZR0AIDwY4kYtjS2VyMIgiDqKeRxU3PN1JTixCqnDTsTfXO67154NJIQmXcTAM/+WALQxeOdUqvVyHQ6Kzvao932bShMrW+r3a9E0iPbLwMAHgDgT+bxNutcv9phzfa1+C25qJeDvbGb6nt4vFcTGtAAX6wmF9VX97CMrJ4S3KfA0oewNmNdyZlIt53et3lHezzsfeYdCjl8hkQHym8W+Lms8j6BRBp8NdGPAuF1iZqKZVB+vFBea8pAwSwyE6xn+USG+2y9eWhN0YED+ZsvKMX6Dke9eIc+VAD9cqDQaIadiEQbSwTtpuJi1MpGHIqCZREfdQzfzqhbn0aX2/ayqaz5k6rhY2NySSYaLd+yynWtd15leYWPi9MyLI7Gb+4pbXtfAa3phQeAV6ira6h8yqCJK13E+nLj5j0V4/UNTKVt0t5z+4S4KRGHRidO3OZdLf1m87932hmGHeP3N97vE/V0oTUs+tAALyqrIXbwTWFvFZgGsfiLm7Glw422LlaLvQS1AIRZak12yck8F8tFATRDkx7srM76+Q4L0sQ9Y/xThXm5ciUiAkTTcOtpSvH7CKCnF584HgisSS4/7ThnYQwTzdlMxltqn/zPhTyRTJ5KZxipaQYO9mht/MkxYa9XWu6pJ3QDgwYLmpn7wGhvfv/ESI+ztU+ChZHjaDP/DvddBVDTi1GhUM1DSwLDEn29FThd8PTnOM5zdyZcfrztYWFVAZeCR9lhYXwXEUd2TVq9n3X1pzq+eIzGXu27ZataoRodGhiYYOjZJSSHlC75oBV4Kq4bMbeYazIXM9vpYVkff7xXhFfLaAxJu36hHlObGeG3PJaMN7Tmj4pliz29VrDZZEZRfeW1zoEuHYlAZr4sxkUfr6Zqa6R4fsmT0w/fWwAAVAyBQ4eIq9N+qeHSt8NqhRiNQnv0jLVcKeb9qwyPpo1JJ4getY8f7prU6ToPaqCX1Nyov9GaepRBcKpz8GYw6BM+YWjsKLfgUVbpP0Lu2ka4JyQI1fce944MiN51VX7FN6HVSXmfqoJe1iGcbMNp08Tt889f2hecuf1FTU0Pe1Dbckw4tX1l+m62/hzy2djia/m7irKMwZj4zqGLHLebHV5zfzMA6AEAIAgC6z2PceID/rsWAMjTn/UwCQ+6+NfmocTQa9sBAJxwG/0v7GubOn+gYSDE/XM/a6qvRbjb1/kr7RO8Z8pCzXRTI5eixmT9WzNiWi8BgJ6WlhaoFFiLIHffy1mxVy4B4KyC2d95t2UpLsesC7C6Up1zQjGhWhU9Ny1p3lz/aNmQiEuQEygEhGn4bLiqUzqJHOgdI8x4MmYUuP3sXGfZo9w9OCV1ydmYjhw34z9TrjedaOgbf15lohsc7GMWHjip1nCbWnuoCznhadqY8dGr1cc/0wIY8Xae7S9D82VCgbyfqkdafi+lMdvUZAqz0pMSmbyu8BoAUKdnvd6Er+iTtPGtmOwhAkF7YQuvSdotqagwItn1E7RMlhhq2w6cb44quFXzoNnZaOkWxaQOsZCbfNSVFRpoTqPOX7o80HpIIBWRLKQoLZm+3diQ7mo/O9e1/g529kND7K6W/qLaN+W+DgYAONb6C5xfrtZ3y+pymhMR5EjU/RQAwCasyEsqjHs2EO9/JV5PD6yuf1ad3XpcjTy/gyDPfpIiqiIESQnLr4zyOZJW+zWCpK5pz3nrFkxDDQDcZ6LyRgDQAADVPlBJmRMIEDrPOT6U8+2Gi+WJP1N0jOlbg5em9J2R3XAMNfUelQ4Agw1AGFVruto14Gy1mNPd97wtr+rWEZw28Ve98MYteAPyYcF4N8eSY2egYjEBMbFTTWLOEejjfDLKwG9kWEyg+zBpsz31tTAGADClkGZm5xahUGjioEggz7wXvfNmS+rd6S9808foLTAddwSkh/tZrZCoVHAx4nsUPz3w9CcyrFk0mkx19fchKQyoTIo2FjQ/nqpMbRxtEZkYcRbYBOiWsx1IQK4jQlljzsW9BQmdHygwMxGeR748GBN9sLNVIFMLSEQGx1icW/lD1ASit+DzkEW7KTgckNgA96qEUNZbVpD4fVjE23pgRrbNP8vK+3QoCF4cKU2yhvh3/wqPyzW7z2JIogeLdlgTaTZYkJj3EjVawvVOdBN/Mxcc4HQAGkr44kmMQDY3yCYwwverEMyHCAik3SzeOPfg8Y01mI7+poNh2SlsF5bbprqM2ro7JRIlh6sEOskIyn6oqNLTUG2EUh5RhLJWo0zxmLbrIzIdvBamMZ83YaLnqvyQfAAAmGP2F5v06Nqda+wPZ+9ZcebJo7NjcuQ6gmhqEaS/CEHyDrUOmZED/Ijo2cGZcUUt4hIEQcQIgvQjSMaG8qbDwdX3AID8vqfgFcPjTwRFjVkP5CMWZVKcsMV2npElHm1oWlMjBCJDrrlz7Ym4pLn4nAxprqTSaQJMm6V5d59m0MQWbyx8jNIpuF/0T5JQWPd7NiF1o+fJOIlITEEwijZAgSWDpWvl7+84GLY3KM2SwSEmbji6SfhU4Tw6Pt5/qCwmCgAmftdT8AIsACgBAL8/Mj2Iacz6G37Mkq5LGtxGMzUNL63k+mUXpyTbsVbmFnfEKT+GwOtQdgVnBkqkfWWZ5UnCuOCMeLWE6ERRUeOSHiz5aP+a/xcEQf6Q3Bn5BS0QtMT0dgiHAAAAAElFTkSuQmCC) 3 2, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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54%,54.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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64.5%,64.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
72%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJKElEQVRYhbWWa1DTVxqH34SQEMgFQkxICLcYMAIGDBUiICA3Ba2o4FZrrdhlu22ptspU7aplKVpLbZVOp4662haVVi5CVbCW+yUgoJgQCG6BgEAIt5ALAXJP9kNhx9m1Srfs8+WcOWfmvM/83vM/87eBp6irc/TnBvJOhIXH29TUtM8AgJ5KBefPPw9PiOS5u1fWDj0BAAssIYiFSWnpjc2xMdqLOLwLXaMegNbWxmZAJMjQ6H5fBwe+vVKJQ0mHVNf3pdXlAIBqqQSQ8yPdjUE7hcOn0gE2Ap7Ig9j4nFAbBI7u4bkMicfRkPebR743mM1oKhXjuFTFAQBQu3eTCFQyIYNINLsAWOHXUFaDxWIFMuUJ6fKlE4Xx8ZwtSVvDogMCr+wG0D9ZSgEbNltr5K1NCuWtoSSi7dwAAAsAAAiEAahUNDkigrt2bLRRPzgwpKG56m+TyWqX3l6YWEoJ2L7dlZV/JbLJah2xLtDXd2FKOvSO2WqVWq3WKmtJUVRlRAR+c2HhyVZx16k8NhtcAAAyMwGVmuq2ZeNGj8D/pbYNAMDjxxpFye3BYh9PZlftvXKPppbyH8lkgPaHgm5AYkbI5FDPnt7urs8+azq/Z09ITBDX4U9PBoXjra1zzVFRAEira+jGeOb5tWF0ZWXlUCf82svFCwAASiY749XY/PHDMZm4j0afWN/bO8ZnMADxRlruSbzD4Iw/x3UdxnbCMWq9exgR70K2tzeQr13/pbC+HrTTGop43TonmnZWF9MrmWxQKk3q3ysA+/dH5xnNdLLBBMOvp+5Kn50zdG1JKi7M+ig0Wyjs+KG6Sixwc7d1AYSdaKXfx+GuroH01f56dVGJkD85OWkuKe2rxGDN4pYWZe/vSQAAAA4dYsUO9L81VXAj6dbWrV6vSSR5w1NTZ0bWr4fE8jvH72s07VMfZ+54EwDQAGB3sygvx6DvMVf8vL0DAEgAAAOCvY4AgLp0Iepw+Z2tXwMAedEJEAgYOifAM0GjnpWe/KTtlEolG169Wvvy8LD4ZG3lLH9NiMfmDQnYxNOna3MBQKc31OkAxpwDAojeTHed/l7FZPPKVcTsg++HvRqydsX2l9b4xi9fPosqLR2ugRe8nAsvoV1QECHcYrFIBYKZ/oPveR54bU9klsUa/H1GRnrO3BzoqqvfiycSv7xRXLAhbUqhjmMtx7ms9OOgdVocy8am/6x6GkufnUVGjcom5yKiQkmPH4uQKSlX48bHoet5Aqj5UdfePl01P0fT6Mv8uKvp9oDkpmVmZpNjYk7swuEQXirV19Uo5ABPLnfomxhvm6HRmRwAfwDAHgcgwYM2qVzw6KecgUGraGM89cz165sd4+LKntsC5DPWDDW1yuw+iZ4P8BAccAgSADiWlJjVBEIczwGfDh5e+1l+nMMsjaYLjMYZMBnZUF9774kd1t9Cpl7gZ2SUtkwMPt4RG5v88LnV4amv4Gn6+hTKoSF5L4UyZ3c1r+zEo0fqvqKitkdMpoaCQg2aFYoWCY1m723QjQICqQE0JgB02lH+xQtXvg8PE3uLu/vHPv1icDgr65bpRQKI5+yh5hMyLCyEh4PvwQNB2V2dlh7OqrkBB7y7Ykphn+TliU0ZHbPJ3Zacn114482vCEQea2rivJBIZJgCgtwmz54dzT13rlj3IplFUXUvOk8+dk2TnZ14FAB8f8hfX/vRcbfD87Kwb19ycDP/L5PfXgkR9/V+p7VaTliViv3D5eVHLwIA4T/Pe2YLAAAyM4MZ+dfWJ966LVIplTC9sH71+kDdh0epqdyXnJIoFFsrmUR14wYlRJvNggahUD968aJVi8M575BITANodA+KziBiG+vEN4mOm33e/isrZIX3tKWialy2kOyzLiEAAPT3K3EDg/gjubnHL2Iw4Lmw/u1l3s7ZObAnk4NR6W9zD8jlKkAgsIS0tFeOAACSE/j6QUenOBSXS2U28ocrKit+qcnJ7SgvuHGsAYmU7kxOSbhz+fLhzS9MQCRSyOfmlteu8lUE+vpYyTii7fCxD0POLaPYZaxYEU3UaUdBKOie6emRNrY95L/D4y1blZKyLLFToOKErD0QPDE5bSPpbj9bfreti+1D8n5lV3ZoTXVjCWM5oRuJUEY4EtH3HjyQaZ93CRdAFRTwUF1dGt677+4scia5kM1mD0BjDDA6yoey253H3nyr/BM8Hlhld/fkgc6RRLG6Urwj95KMhnw5v1n25fTMg7tNTXZMprdxQ8VH//w548qGvdMExMGXo77r+80EnsJSXCw1NTRMPnF09BIzmfYxJKcOnFQ6Z0DbGvVC4ZAjxlavFHVqmkxG7JC3L9u3uuIfk0yNrY0zdxeNudw1mkhQbWhoqPv27191liZTvYOdulGBD77pvNmokqsXI/BvamoEvSZ9WyfDA3+1trbxm4kxzTK1erL4u696yvQAOpFopL+xsrGV+pKh5GFOS2dQ8u44Byc6VjZer7tXL+q9RH7ZieNOT6Ez3fwtbjT1zfb2+4tpwW/C4YC9UNhjAsjjIZGnugFADgDQ//gNH4FkjHnrkIhx+tMPjihsiWPnc77YG2BPc9/GZP5McXJCK9hsaeTf/rbpDwkAAFgsBXYtLXd+wtrZ2XeIRk+lppbf5ddvTXQmk77Wmb357204dv+D2H2vrExJsmvOv15QW1WFOpeaesQGgHBfKv3md7XgWWRlFZukfeP1QTw3PzrddT+b7aTe+Wr5DxQmvtPDyzM1ale6yzvHjn4Ryglx82Gx3m8Uiy9NTU+30o3GCJ3RqP/DAgAAksFZlUmn0pJIiHU+K0hdd/O69DQ+km3bqRasXI32j01gBMX8+cyhbSwffXpMtP7zsrIZQmTkbCGfn4l68fGLI79guGVbsm8FxhaRfuh08CZ3CdY9AuvKZgwQgELbAg+2606s+fLcBwCAvLJp0ylnLy+u3mLxX5IE5tEXFkmqJf3y+zHrXGVOFpT7yrStLFvnWcBM48A1aUdg2LSa0zEy0pzg7p5qefTIU6lSCZZSAADAOjg4I7v544BohQaj9GP6B2j9VoGw6VqeuH60d5WXW5gfGi2rkMuzFBoNWmsydSxx/f+CzCVRePDrDyoqmsEIftfPjzO/h/5/F18U/wILQPqUHAjiMgAAAABJRU5ErkJggg==) 3 2, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
78%,78.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIwUlEQVRYhb2WaVBTWRaATxZISDCQkLCZkLAawqYgyCIKyiqCIO7LuOG00uOubWsPOpZTblP2tN302C6UrU2DNCIuIDoIiKAQEpDdsIZsBAkkhEAISeDNH+nSKS3Rcfr7c1+de+qd7517674L8DZo+INBTT3czzmfCEZytKcLs0FbfMH0VnFV7/FyRSkAKP8IEXpbQ2UFMoWiEempLDDsTwg+O5Wwys8peK6HPf1zF8YAALibAD1p9Ya1NkxHWwAAINiApYMbeo4f0z90hpy81pdVj3JwWJW6c/lXNoo+MxtrXNfK2bZEaB80FQHo/meBnzawV4clR28FkvNbk/jBOgxuhsk8QaOYdeV2RcWYWNTu5Wi/njChLRW8Glu0btf2E96LloqflJaKPlUACwCAZ7hZ1laXKF2j/PEkkiUBAAAGeGBQasCo6zfqMBOWYYGBPjGbtlHXLV93SAkgAIDehB1ML1pb/aEgqslw1YCh/pM7YIECUsm9p63NkqFCE13HbFs6lVSffUVpYoGeYC05bMb2sqP19LY1W+t0Fsei7LYG+s8i4oikuuPfXi0K9EAxd51Z9hfCDPIQl9sl+CQBvmiwvWVQV1XJrea3FhdlYOQdBmu1fJLX1/ovR9+AxTNsFhO93Ubs3WO+3k1GE1p84/03SNuEk89be/nu87WaCcSeERcbcsCBPtpbWiZt/miBN5GNwXgBv7PyarUwM79c8mImeZTOdrf0MwprLbanclwwfpKyiLjb6S5Es8GGXpVqQbB7CntWXLBI/KTEysokZMFCatnDh7LRj+0E7AsMxL9qTjd/xxT9/Kn5qZkX/Rskkq8R1VDRaEbG7r/C6/1Do4U7ZVzef33rJsLBw4cJs+FTD7Mkf+eY9p93t51O8k98T4rlo6K9FQgygSiVDwxnznBSAAB0uv1uAMC6c3vxtVr+8aLTp5ct12q3Lrh+1T6Qw4F3fdBb/G6bz+uqFMlVjSHJYad9bHCsqTiHQLAV3zucOtl1aXnB3Ut5SlWZlkwOxtIolCAAwAJizG5q2LsvcXnJ+YEBun5ZwuxcmRRVsjjqQFVS0tIdH+rIm3tAL8ejX7i5OhD4FU1l0uHxMQAAK7zBNIjNOu/IstpJxJjbGs0QorUtmCn6q2ozfxXe5XhQCYsjYo9HR/sStmzY+214hAsYjSqETNmCCphr7n8r7362Wg0j0xGA7o4+5a171WXS4XHtVGxAD2OdddJn7lScs6sV1XfMKJ0cM+UOPK96KZgzx7PWzs5ypLHeKPIPsN/hwTG0LFmae/zkSeadBwXVDA8P4iK94VVueblC9j4B1LuCaQneARJht+nPTSM1AKCfil9ZFxY8YYKx/K61pHN1jPUeV2fvBaELnT0b6vsOFdyv6cSbmdo+58pL+Xx9uysT2Dn557l6XV9jYPA/Qt8n8M71EUhVrDVH/nnx6K6dUc4mwClNS/6hj7/xegWl37jjeskDAQ/aa/imF5lOdviXAmUjBjt5eMXKYNPvfxTdjI3xPqDVns0/nBbKuXLl8rYh9eCkTLax5NbNpUs/uARTtMqHhZ4se4Kms86jskvWcig14iiJSgunO1GihSJRP90WNfNYWthpLnegsIrbIzIjkPJbml4OfbFt3jcMpquNl/fsOG+vhNXGia6y327er6fS7EIBQa82I6Kf1dcPyD4oAACGx1W1Akfc+ABPru3ecsh3qaOflwNqXGTB8SG7+s3zQQ0pVfaOrDErqWSgMSFhc+zQkI0pw2HQLypy/Xwer75neNjQHxLstgmL1rh9n961FyY0glGNXvmiQSmajgAAgLapXyu+lx8W2NExGNuvEElnkE1mBAQ4Obiz44L6FQw5v+bOs4iF0qyc2/O4iUn4IwaDlEky1yDCHtxQbs7fznn5rL8mFApslyWQt1dWygts7GEkZZNP0p37Pa0AMP4hAQAAwJsALXJJbLxIrOq9nvF8n1ql7Uajhmz8/EkznV1pWd6+/Kcs1hO9QtF4F412quroENrdys28nbo9uZDtmVYzLOstjl9OC42N++qQQoFiO7mgEnfsDJZlZNTVA0zj2LyW2VOTk8fd4+KCo1BpeOq9B5ICqaT9Wmjo/kgG46dMAEAz6F4HZs1aeOFGdlPP3TvYjI0b/06sb+48UlSYwvt3NULxnlMa3yHgZkZGBAVohtW6pobOkOkswe/UVAvFHS1CbkgYRc+0p6NnMhz2xMVtno83qevj1Y72oPTQHRTqNGftKlaCTosSRUYnf4PHo53GdKpXJ054rl271sv83Lmslm0p9JXDGkzF1YzK2tQvfH15tZLWaQkAAIhlesXDhwrJo2KhlF9LfLwwFJbEJ3p8yeEwKDSaWkMk6OYPq80bBR23s/Nyxh/HxjkGlj8tK1UodHwbmxXLVq0O32xFxeCxWDpBJtHwImMCUoRCefO0Bd5EoZCof82uu29nZ9Fv1Pd7PiwSVYfMJ6Pi4tP+bEVhh589/V0BhSLr8Q8wlyQnP7387NnjlpTtCzbiTcV4Cws6iT2LEWlr60yztBx97xH9MWBfj3SR6I4QQfqQnKyU8vQLXjzd6A2ku/tUtlr97KxuPP3VyPBVdfqF2fnD6jSVdjQXefjgT798Ugf+i8nXo5HNlo9wZlnPdfdc5apQNA6KJCbNTKYyRjuKX0ChbCJisDhcefmNp7V1xhc+PtgAZFJY8xnqv82iRcSIvLz1GW1tG8rj4jArzLAwFwCcXjan5Wg0/Jay0sXFABCc99ua/JfN28qxH3rhx+LF8eY4ONibXrtWdMlvjmf40SNrzB2Y5LaLP54pOXXm5JGIYIYOAHqF4r4fECBt+dz14eDBmKjCwi9/KXkUWSsWHdMgiAFBEAQZHMw15OdF5RAIYPtGuvXn2ANv8fx5Z1dWFq8wyJ9aPqDSiO3sSOwRDY5EpZExjQ3FNHmf8kFPz9jUD2n0nfeBzwkOB057drETPT2Izo0tug4z7ET1yTOC6v933WnzH0dG6V4W7DWvAAAAAElFTkSuQmCC) 3 2, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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80%,80.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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83.5%,83.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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87.5%,87.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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90.5%,90.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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91.5%,91.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAITUlEQVRYhcWWeVRTZxqHX8ISkhDIAmELJJAQEAICkR2iDggiaHChahU9rmWsntqjtS61Hc9Mpzrq0U7V2qPj1KptHcSqIEVQECzKGrZACCFADEkgCYGQQBJIcuePFltndJRqO88/997vu+d7n/M793u/C/DfOEMGeD1j/DfBfvqmvOBM5MWrRX8gplP2JqQkv4+3x8u6+V2i30sExO1N/0SeYEOEj0VDm4vyrzLzIzbi4nFpAODwmwqMjOhPI/9BvaoJSfw6XZZWyJMckV9p3X7j/UvJ6enRAIB6rcUz6/JYJ7rOiMwW01MCSsMQsrn7A+TsZDnSjIwhCIIg59uuyZZfzz+CIMhrSQQFAID1xzvUCB+UatTqsekJNVgBj6NAjncmCCS1lkuKU6piWUXjeLiF6sWgRgKA7XUI2AMACI83qDuvCkpRPhYTuNrSNWSj3ShqHIQwAAqnAYgmB6Okdzsrd3y4pWBWetwCRZv03MrQxTWvTQAAAEPC+Div8/uw17WfxsZHQLuTAL43FMP9exV8FA4tiSfHxGqNYz1hEK+iZwXt9GbQdK03HvIBASteRmZNNhvHAcAyU4EnH5NrEImawsnywTzGPsTYMIDYnGykfoxi/dji2r9Sd+V+0Xjx4zBunGX/hrVHJD8IqlnpYSe2fLPvAFDAZSkj+50CYUkh53p28q9PgIzHqfE9dKdxzwF8tMecxrEynfhk2wdUbsg8Yq4P3My5eLL2QkUtGEDacLuqGh3syCeiKX2NxdV9HHyYljs3dZVvhP/b3bSBCu3tAfk7yEeEuoIqG6jB+lICE0P6EXmJ7M6C9UuTwiM5ifz2hv7yS3fuKhFNn7K/h4MJcTF4R9Fz4vakvuEbQ0scVY763sr/6gLaA8jGeOdl1S0Pqhj+bGeraXJOZ0HTNebKiAM53JXrOy42lRvBOPlCAQBAAGBqcL7KIzcgY/mmoM0ksc9jCsYdF4lzc6Nz0lPWmh3MgyRvTy6NywpjRydm0N8KilKA4l6gz6xUPJM4iz/wsMagGdXISiUPNJUaSRaPt8Mhx8VD8G3j/ZcRAAAA3aBK6pbgGT6PmhBM8KX7yZDHGiuYvVwxRCEnde6ybkF7s93IqGFvJC+A7s5hKidUzJJ1Xx9XKqQKZkxoWF7SrvAxz9EJQcGjepFnvxZFwqX2FwrKAMD0UgKgBHP9IF/Ujer2HSINyzhqthSvcZad3XzkPawPAaWRyzHfr/vu0HKOv54bzEsI9Y9gOiZ6YN3d6Tdvb/vqEm0Ri+oYhkprv1BffPaH5A5XN+UIRqsZFuumDM9L4Xk4/3QlBKwJWkTMJboCgIvPEv80AMD+MY/AVUqujZiQQeTUwCVkZ+ff+lZc3xMLAOAS6eWeFejIZjoA9/af32woOrb+yi/We0ECPzO9p02j7VqxqdNkBoBJvUjXCwBTjW0mOR5ttbL8nFKbtffVzXzlFQtKvcLwHuvO8F8ah2MDfd7Y+9aibfeH9KeTaKSFUb4EfXFjX/tMBF6E7f5DYbNpuFrEJbKjdqa+G5RgGo0nf1o3UN6pbDA6oDVcBiVD3iXqlchH6pFJs7pcoFAAwNSMqmR+k8fa0L5vI24BjvK8d+YCMOuKz0kQBEFE332s3DGftfbM8riFAMC6tTv1TvvZreKWYxul/zpx6CIAPLXOCxNwZ3sxsG7Yz+fm8DInjfrGwVa5Gn7csnCo6/y2sBXxKQVf3nuwOjcwOiBkIZvIZLogrZWh5JTQJXt4nMDcAwWHl0TTs0IYAUGh2Wtmc+2kU5cfdldMr//Cc732UFl942c1mSNaNSp0U+wnAOA+PddWUtdDoVLz/j5SWnOrQW7pfvRp13h/ISQv5fhgNHoLncNb23D12MF5fyrcoXaaqHaeqAY2wZ46owQAAEbEQ6quJkGlRTVepWpR9k2PC+/wJeghkRlPcVrrEpFo/fLylWNtn/2jCo0iUDhUSmQFv/f8sAfHlO0xIG0T9wq8Ke5zbFicV2iwr632gVA4ATD50n825o6xXu+cwOisktX5AECYHp8o7OykFrbfDbI3gh2X2+OPIkzY/L0mCDEMQOslCpWiaMJmnjwYNy/vaG1Ri4ZCxrO2ZHNO71+XshMAUDPZBSisuwtzAWflu/S5IZE9nZ3qfVkRW6MSuF72BAJ/Ps46i8JvYIj6tJgVCWFZDhQ8xjo4mOThHRbMnp9D9MYYsLMXMP2F5c1t445WaQDRNelGbVfhTAQQVb2809GArpHbSahAdsSHzA8krtq1e39sgCXNJJP6RS1bFWcgOXWUXa2qb2iQSI0G82OiVmbxDAoP6BOJOuTCFtUYiTTa3CS+WVnV2OroiO17cdln4wAAcP7N2BVnCvNlH5VuFe3+nFdom2yWWCfqkINZUUcBwB8AnACAzT+7Qa7+9m0ECxC5ebbnHtXlHVZRTck5JolE/bWNyAYAEOHrFsr19kpDDeiQo9fvHvbvl+kD4pYkJyXgEzO9yHgno7GeNaDV+UXRZ3mR3WjudlNdRyp7vti+OIEXuHh1JlrZ5PwqnRCqe9RdriS3Wh/DZOB2RoA+43DRSfqoqDckNGa2HnGdk03V7cnZlLXuUZeuSyls7Rf1SG21ClOZO9bZEh7DSHfwsJfbvYrAL3CluQFKqoPRn56ZWZE01vE81mJiBi+Z4hfNtgqKoUVPF7gG2ZfePHOtwyCQ8pzRqGZ7+LEZIa8oYNaZnzrvteJBnfhUWe/tNqW4hoZySvCNnu3lR/egkJ3GEmk4dHqHdKSJYDUVv64E/ifeAP75WxdGOBrVLL3ePBDIoGNZBPya0saeT34XgWfBdHFxX7PLoP1/1X/CvwHAF8OsqAmNOwAAAABJRU5ErkJggg==) 3 2, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
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}
div.testarea{
animation:rwdcur109051 13.333333333333s linear infinite forwards;
}
