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2.5%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxUlEQVRYheWXW4gkVxnHf9+5VPVtumcmO7Mb9oK5eWFd9EEkQkACPrjBCyKYbJQNBDUiyRJB0SjkIWJw0c3DqosiPghiRCMYEX3RiAERgrlslt242eASRaM7mt2e6emuOufUOT600zO9070z8+SDHxyo6jr/7/vV/6s6XQf+30N2Knj6MMl5hU+C8wpXGZxXlJXm3meXd5xzW5Ofu5MUEoQSggOXFN6vA5RBU1aawhtcMhTJ8NCZv20r/5YTzn5Sp1BEfJEIbgOAE8qgGXiNC4oyWgbBUgSDw+CioagMx89fuGYdNe3Cnx9qpZcfrCURAVEoYTjsGnkazU0IMUCFUCGEpPBRE3gDDxy8YzhlJw68emIhpcJTrXj8oCIWAT+o8EXiHT+ernvs0GIqYka/yiiTpTA34m0Ops63//j4RN2mH/7+vQMpDALiPNVgCOH6gbecLK8JvTE+/6ZbUqlvorQZyTZRpo7oGt/6/alN2k0t0DMW27GomQxdt8Pzuubcp7K1KVPtXIvj5y+IM/l/izdJpkFh1UTtGMDSF9+W1EwNPZOj28Oh6hmmnWHbmnP3mW1DnHrxSVGmRcxqFJnCWc1d731wk3ZkyeWvH0zJCykIcaCItwVSzxNXCsLAEbsFvltSXHYc+m61ST8t7nnPseSUokjCwAs+Cb/53YmRbuSAqgVUPSC1CtUK7L7jLPqFOnpXE9upozoNbCfHNiynj470Wzrx/V+flNedolsKy17RC+NdH51JI6HaEd2uMO0AwMKjp8WcVpiX2mR7W9jFJrXFGrZheeYjoxxbQnS9YiVpnFJ4I2MaBdB74sak2gHqEekkOvefH4mve/is6AWPPWPJbpgnP9Chsb9BvaF56vCI/5oQA60pjVBoRaEVb779C+MOSDMhzYSerdANvynB/GfOid3nsX/yZH9tUX/r9bRuaVPL4RtvX9gS4vTTx2WAptRCKULQ620YHtXj+mjHiUna974s9qaS/OCAet8z19nNwu17OSfv4tbbPrslhLMKpxVOKUq9/uwaANUMYKdJ16N5+KKUr1yfkkmo+cjylYyf9Q/TfX6J2Q88zJWfP7IGsentKLRCJUDGb3CsBdKsUK3JDqxFfvNr0t0/4AKBJ84ssO/mhHvjHlb2zJF97KtTnfBGcAacVnilxwFoRGhGpCXD4y1it+7Ki692WEpN5vQVZvc1iNe1cLMt1CcemwSRvBacUThR+A0tGDrQSkg2dEBaY/BTe3rk0EUpkqWhSjpzFY2FDJnJia0a3HdyTJ/f+RV8bqmMJiqoZD2tAsh3/VOkWYGNpEagDPPbgvjB+38rVjxtNaA5a8nmMqRmoWHg/m+O9FXdEq2hyi2hltF78pHNK2GyEWcjQRJ9qa6uNRXiJx98VGrKU28K9YbGNjTkBrJ1iGgNIcuorKay40/7CCBIwkuFI+IlsZRmtg3xhw8/IHUpqM0obMsOITI1hDh2ipgZMIpoDdjxpXjsdbkU22kNBqCqhP1m+ep6U/+ADvzoh6l3JdJfiYQVR3ARXIQQIUbwEb5zbEw/huM3FO8HWC01z76+a5ITE934y113k9UVWV2hWxaTqaETRg3v/KrimwD2qmVJKdEPEJyh7xSrpeaXr+ybVC9NGPzjnrvJDBir0JlG5WYIIZM/Pyfa+VJvPg0C9AaWfqnp9TL+3Tf863LOFZ/ztfc9t0nz7p+eoFvNsEyTQaEY9CtcPxJWA8FF4pc/PrHW1H4+c2kxXR5o+oWhu2pZXrUsdXP6YllOOSupzkpskLEX4m66aYbl2KQXa6z6GkURKVcrXAnF545OrWOmXXjn4iUBePzMDalwhqLURBF80gQUMW1YzVREVR4tAS0RYyqM1Swd++iWX0xT9wVrceTQRXFeKLzGJU1CEVGsLdhJKiCiBQwRmyqsRF47emRbu64d7w0//Ytb00rKKcjoxxpW9mDTAr3Y5Fcf+tKO8/3P4z9kh3tfn5dgdgAAAABJRU5ErkJggg==) 15 15, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoklEQVRYheWXXYxcZRnHf+/3+ZrZKe2u7dat25JQrSAhvUCIkYQLiQHkAjEx3hkjGmPCDWqCFjGaSoMmFZVw5YUfaMqFCjYxcCVNMBFig2IQE0MQSugHXduyM3veLy+mu93Z2eluvfHCJ3mSmfe8/+f5zf/JOXNe+H8PccWKa36YMRq0RDuJbiy2kZRTgrd/+pkrrrmpzXruUE5Kg5IkpVkGkE5jG03RkZQ9RdlT1FsETU/y/H13b6r+hhuKuW/nKBRZKpLSqwD0JYCepO4q6m2KZouk2QKdGUVlFjly1+VdkZMu9GYP5M7sg1nliEwJIsMMy5kgp2ERAVKDdmBqge1IrAlE8S53PvUwQL4iB96z4xs5ZIhSEBFEoYjaEIUivPaVibrrHzqSp6YFnRlFYc7ixRkCC3jxDs/c+di6urGF3XMP5KUoiHnYPAgIGS689a3LQq+Oe37zRPbiJD6fppWn8fkcQZ7l2B1Hx7RjIyhNpjQZpzKKjM6ghKDe+eDylol2LseRuz4tAgu08jQtZ2nlGXxeWFc7QnTjvq/lEAU+CpZiZhAkbQKfFF4IvFYsvn5g007c8tQ9eUmcJooLGAI6R/5wx0sj2pUPt+2/P/sg8QnaKGi9YCkOs+8FbZYsZYE3hsG/vr5piJt+tz9bAtoGTBHQJvP0h19d0a2MoDSZyiY6LtN1mT//4yC1TTQX04qEExkTPWbXwWXZhuN4/vYXRdkdUEwt0TQBV/uR6ysAtct0ikRlE7WLAPzple+KbhmZKhK9IlHriMsZm1rk/Pc3DVFNLdF0W4qmpWzaEY0E+MLH7sv1xcbdIvHrPz6yIn7upUNiuknMdCLbqsSUjZQxYnIfPvjjTUGU3Zay9uimpao9nz81PeqATZ6SSC0yjYpjBY6+cEjs6Abmtnh2b/HsbDzdOEBFz76v/nJDiJ/PnxCu29LUHldGbHmphwTI/jypXRimX1i3yBPPfU+8r9Py/u0t+3cNuPm9fWYWTzJ/03HuPr5nQwhTtVB6bOlxRVhZ1wDRnxt+S+lyNTj8zA/EvR/Zn50KXLNtwO0fPcP+W7scqxa4Nk7xkPr3MsTY3VHo9RklQMpvkHiDJE8Q9YmJAACPH3tR7NlzkutueJNrb3yHcEFzy9IUHwoVj7UzE52wWYzkCAAmIIxHmhZt2ssCANz/k7fE9GwfV2UKf55d/ZKrQ8F80vxisH09iNxkhcliJUcAjPU45ymKlqIYAZg4j49/MQrpJC61hBOa6WDZER0zyfLkYHZEf7jdhomKJg9zzIFHn31ZWBsoqkBZeb75qflNQdxwaxRCRF6bGVD1Nb2g2ZYV00nz21UQdVY0SGwa5gN6YfxJWJQtzngK2+KcX9trIsTe+QXh0oBwVtPNik40TGVFNxqO9ncCUCOpsqDOCpvViH4FwOqAdQFXRIoy8OiXplkTEyGun31dvHJVIJ9TdLKgiYoekqmkeXZxF3UWNBchqjXakdvlkc9tz9oktExYG9A28dmHz63tN/EP6Mzfr8tia2RgA+dloC8y75Loi4yXAQ98ojgxoh95H3AuUhQB5yLaJqxL/Oo75XpOrOvG1r1/IS8KyiwokqbMghpJmQVV0mPNxwC+/KNTQpuEdQHrEtoljIo8fViv1a0GWZ1s3fUyeVGNQei8vnHrrv7sQJO1uziKMmFcxOiMLRO6gJs/Oa45/uZOWlWz+1SJ6kVkHVjUiT4QZGBv8891e02c55MHi2yKiFZgioh2YM0QQBdgKoWpFLanibZgSRZ441iUFfsuSEQVEVWkLzKz3Vcn9tnwjeb3j6us5KVfr/UQQBWrASwDWRCMw6uSq992qF7kqrm/blh/4rlgOW67NwppVy2Yi8I1SkNCpYRMib9tT5tqDv/F2fCFo2Sthw6oYuiAMIZWWz4wd+rKz5r/6/gPnzo6gd4ZDKoAAAAASUVORK5CYII=) 15 15, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtklEQVRYheWXTYhkVxXHf+d+vFdV/THd7XS3E4fWGQioYQyowSAGBV24iLiYTT7QhYTJQk1GEDQuRIJKJmggk3YiuAxI8GMjbsSPQXEQVBomYVqSmIxRMz3plpnp7qp67917370uuru6a6pqumflwgOPx6t3/+f87v/Ufe9d+H8PuV3B838g4RTBCzhFcobkFLHSfOULG7ed80CDzy2RYgAJoAIEp2APQKw0sdKk0hCdwZeGbzzx1oHy7zvguUs6SYiIT6htiOAU4oVUaepCE50iVpZUWGJp8JXBdQzlpuHM4mu3rKNG3Xj2jfF09tVGEhFAIQpEQb2jkLQ7OAkqQl0LdS0Ep/ClJpSKLz98F0AarHALB556czap5Mlqj/gaHQP4GvGJL354tO7pZ+ZSKDK6NzKqtqVsG3xhwRl++Iu/DtUN/PDdKwuJEDDiod6CwAVOv6+6JfTe+NqX7kxV21J1LKmyqGAQr/nBry8MaAda4LQlWItTGWiL05ZkNYvL2c6QkXbuxJnF18R1zVZxZ1CVQbwdqu0D+O3a3SmoBkHn+O0jqQxvMpzVLC6bA0Oc+8lLoiqD8hkq3YG2C5z+9KkBbc+Sn12/K9kkmCQ0ouJ8DNjksbEkBYeNJcZX6NLx+Il6QD8qHvvUQ0mpFpJyxGfUSfHs77/f0/UcKFSgqwJdqdlUgW/PX+Jjukmlx4i2SVAtgs3BWhYv9vT7OnH2Nz8WcZPUVU7pNGXZ3/XeVVcSGyqyqWs2TQDgk7MX5R6j+KiZpMjGcXaMqtHYgvhzL8e+EEWp6BaayilKL30aBfB0+3haV4EukQ1JfO7QKz3x/e+4JKva8xFr6WQzlPkhuq0WqqlZ/F2P/5YQnULTroRuqeiUipPv/Xq/A11JdCWxrms62g8keHBmWd6ynvdbzweycTrNI7THJ1EN+N5zs/tCvHDxjJSFplsJRSVUYbcNCqBD7B03iEOTPDr5qrxuKy7lBVNNz5Hpea7NvovX/3iUR+/96r4QXaconMI5RVHt/ncNQFsFBuc9GN8auywPVEeSS4nrKvLvPKN94RSta2vcPfVNLt54cgdiYHV0SoVRUN80wS0HJNGRxKbUtNVwB3bixXxFlmzBchkYf/k+jn7iMFfdO7m6Oc1C9tRIJ0ovtB0UTuG97gdoE2kTKURoj2jB3viHXpfWm+9hLB1j+rimeUeLThxn040zp54ZBpFKL5TbLdheCf0OuG0HOtIHP7Knl08siU0TtKYVh45Z0mSGl5wyNpjlbJ/+eP4dCm/xtSZE8PVuWgXwq/xt2ZSaisiGCnwozBwI4vxnnhA7JkzOK8ZmLT7LiGKpMEyzuDv72hKioaotVchYbj85+CSsVKStYs+Jm2IkxE9PfVYahxTNGU1zShOtpsZQ74EI0eBDhq81vrZ9+h6Ak0S57UIliYU0cWCIP/3opDSnhcaMQpp2G0JRY5jhHD4aahRh+7w3+pbLu+Nk2oEBoBZWzMbN9Ua+gBbueTG1VwLd/0R0cBAimoghkrbPazzWp+/D8XuKuwB1pTl87fAwJ4a68c+/PEA2ocgmFEFbMGpr5mydby4+AHBFbUhKCRdAO0PtFLpqcPTvdw6rl4YcXP3bQ2RNMA0FWhPVju3DPz+H2jnfnkk+gC1a6Cona7cw3Uny65Pk/jBL978woPn46Z+z/q+ajbehuFZT3Khx7QhlIIVIER8ZWmtkP+dW55IuxjFlA9sZx3bGyNensDJFnmZppnkacZ6snIArkfUriY2VSHst0lmtKTci1UaN24Sy/PzIOmbUjdW5VYFVjr38wWRcjq4MIgadchQ5kva80TKFymp0LmgrmJbCVLC29vC+X0wj9wU7cfnEkog3aN9ApwYKi8IAW8/zpAU0aCOYDGyesLmwsvzggXZdIx3YG6/cd76X7N5fPp4kKUSktxaUAmXgwvMnb3uv+T+P/wKuIqsHYS9GfAAAAABJRU5ErkJggg==) 15 15, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmElEQVRYheWXXYhdVxXHf/vjfN1z752ZTGYmnZgwaEEaGrRMwUbQoA8WaUoeVBB9ah70QYRKyQfYVimFdlJbKinSoIhIwZSIINUHad8aqIUWSjVgWyhSTWoaLJPJnftx9sfy4c7c5Obeydz44oMLNmffffZ/rd9Z6+x99oX/d1O3KtjHcxKwBDRYTbApkmpiofjg0rdv2edEk5ftSQmxH7R/7fdFW2JqIddIYdB1Q7mgqM9rXvvd1ybyv+2Ez+WPiw+GIIYQLT5aIn2ITYCQa2xpsDOG+oKmvgsai4bavObs0cM3jbPljS9NPyo+KELUeG8JIek//XUZ8NoS0xSpaSgNtdsMjUVD4zZFY9GgZhVuWvHSt+7fMtbYwUMLj4jzUAWFD4oQDFVI8MHwlj+2pe4zXzwrU3v6wfNPaNwOhW+C01d5+f7x78fIwNf3/FBcUISN4D0PzsO51mPbZm3TvrHye3FzCjclVGkLJy28XuPcoaMjWn3jQJrIoFkjZBYSozhQ/mhzimwHcPb4YeWbUKUtKq5Q6Ss4WRurHSJ6YN8JiUERg6IKgvOayoN3hp5TtJ3h9fajE2fi4EvPSU+tElQbzzpBurx96PSQdtD53vJRiV7jI/26u34JXFBUTtGrNN2eouMSXu8+PDHE8h8fEs86Pu3h8x6SRN6958xANyhBkghJGskzoZYJv37vCdI0kqWRfPOaCWniWE6e2JRtW44373tadZtr9Kba+HobV3aG7g8ATOZIckeaRpIsAPCrvz2p8iJQ5JEyj9SKQJkJWVrxWf3MxBC9qRZV8ypVfZ2q3h7SaIAHv3JEYrpOyFpI3uLZP/9kIP7F2ydVox5pNAKNWqRRBppFwCQdPs3PJoKomm1cuU5V7+HKFnOX7xnOQIxrRK4iap1g1kYcnHrjpKo3e8zMOOZmHDtnHLPNLtY49i2f2Rbi4tIrqmr2g4eiIhTVMIAkl4n2X0RzkWAujnXy9KvPKmn8g3TXJeb2fswdn+qwd/4jlh7J+ORbh7eFqGodXBFwRQefdwfjFiCkbkMex+wM1+ynL7+ovvvNZdGZp5zvsv/Iv/nwy79htbbKVFjiivn7JsTo6rDVWMJ+CdKKmFXE3BNytzUBcPrMm6p550fo/ReQOz/Gtiz39aa43ffYXc1vThvdcMQPtSEAco8qHLqosGV1o3bEVo5+qGSug2SCcVe5o1ewz+fcHi37u7vGQYiRDkrcoA0BJKUjazjy6Yp8aghgy5o+9dWgotYksWLBW3b7lL0hYzGm3N1dHNLvrHZiQsBIFyPdUYBTz59XSc1jSo+uOY79eGkiiGfuCkpU4FzssjNa5rxlXgy7ouXAdRBNMWQEdPTo6Fm1F0Z3QskrdObQeYXKRt6DLSGeX1pVNnZpeMu0GGZCwowYZkPCwc5uAOpo6qJoiiEXM6S/thOmHlIPWYDcc/zU3MQQP1/8QL0aPY1gmBLFdDDMoNkRLfe291KKoo6mFEV5g3YAsPLwP1VMAjEJkARU5jj+y+bEEC8snFclmiIYSjS1jaA1UTSjpb7x+53s0tASHVr1Ogvo3KOzgNgIaeTYi8U4iLEg35n9C4UoClHUox2CaETLa/nFmx9IVr5/WfUDe0gjYiMmCZz4gx0XT8Y0fjB7nlow/eDXQSQy/ss9dvT4C3URG9E2ImkkJgGTSL9v4anPj2qOXNiNmJIvmII1E2hrz5qOtIGe9pyuvz/5oRTgxG9ziUnAWIhJIFowGwDBAolBEoNLLd7meJ0TkoxK1zhgNW0VaJtARwlPNt+99WP5IBt/MqLMtafXFqKFaK4BOJsOAKIpOKgy1kzgwR1/3db/TT49fVu5N6hw3azNHULdoLRETIzoGHmFOFFw+C/+Gz70BmI2MhBNPwNiEpxNOb3n8i37+5/bfwAqa4wQ4FDZOgAAAABJRU5ErkJggg==) 15 15, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFsElEQVRYheWXbahlVRnHf8962fvsc+65c++8MuY4OoGCgw0xYih9KGiEIhkLNMIsKdGhoAa/aaiElASRETRF2ITZFBH0og0SfhAKAg0iIsE0qkmaSOfteu65Z6/3Plzvcc6953bv9KUPPbBgs/b6P89v/9dae68N/+8hlyr43OFDRYZzKN9BuxrVdhBXo2LFl/786CXn3NTgI/deX5Sr0M4izqKGCjXagXbNGEB8jQ9C8gof4djZRzaVf8MBd376HaVKmipV6Nai2go1NMjSdkzboNoGcQ3ZGXLQOCeEIOQk5Kx4fPjwf6yz7o2PfP7tRXmD8QZxlm4x6NYibY1ZqlCD7ehRg2p7qLZDdobgFdErQhBiKqRYUZLmu+H+dWtN7bz1i3uKCRodNNpZtNMYX9FJFd98/Pl1dUd3PVhCWHFAU5ImJovOhuP5vqm6NR23PLarqKiQoDHeoL3BtIYTX31pQ9dW4pO9h4vEalw8o0hZ8SSfXaNVqzuSTQSbKDYR60CqIqFO3HH02pUhZSOA48MvCKuKK8xU7QTRoe9sKWSFToIKGuU0JmiMs+iRpR7VfO/rf9y0E5/ga6WwDCEoMooT3DOhHV+890SvSBFKBhM0KgnaG3TQKG+wI4tdqqgWOzxx7A+bhriTbxWAjCKLRnThB/HusW48BanKRJPBJlKd+OU9FwhNwHc9sQmErid0PbFx3H3vwRXZhtPxJEckKkM0hmKFpO3E/TFArCKxTuS6EOsEwLOfWhDfBHzPEXqOdqbF9R2u0/KZu27cNES2llwZYm3JtZ7QKIAbntElVhmpMqGK/Oq20Vj83McXJXY9o74jbBnh5pYYzQ9ZrEYcff/Nm4IIjaY0mtxRhEb48O4fTjogtiB2+cljldckeO6jI3H9wGjOM9y+xGD3AsPLLhC3eI5e/sCGED+58DEJPU3uGqRrSI2eBAhVXm4mTwUA+M2HnLh5x+LOJQZvG/D6ta/xr2teZWHQ5/b+ExtCpL4mzij8jCL23lq7BiCZ9WST8fz7sux/gSK6kDqJhZv2EW/scNXv5rjtHz/nx984vAKxZnekeaG8ucsuDgMgFwGEDSBevAHZ97dtpdc7wPnugMF7XsPPKbae2cuh657m2SO3TIVQOzU5QglQyltGLU+BgmiWm7Ibf6H/cuUZ0fWrBD1PsoFzVy9yZucpzu05x7t/9ouVYRdPR6mv1MxcpZjdp+jvWbUGkhWy1mSrcdXE23ndOf397MtSxCLFE/qO4e4hCzsuMLCnedfTP5rQf+Cxp/A7wW0TwryQt17kDMBLB4qsQBRt2fdKsymIf9ZPiSJStOC2BEY7HMMdA5bMGQ6e/P5YP9omuK2Cnwc/Bz/98uG1b0JvDKEyUBnEVKtrrQtxzhwT8IRG4Wc87ZxntK2lNed558njALit4OYENy/4/qR+DGCMoShDVBXRVOz9+2WbhnhDPSpFB1KTCX3Bz2bcvMfVAw6c/DZOFvBdh9si+PnJD/DEitt7akfJoslaY1RDR83zp12/XV1v3VXaD4+UzqLGDsAODHaoqRYtZslg6GLo8sIHb5/cHZOpLWhLredo9FauV55bz+6f5sRUNwb2QWIVCU0m9CB2E34mEHoJrxbXFF8DcOqK02L1LLXMcFAcQxVZksJNC9dMq1emNM73HiJXiVRnYicTGgg9T+qlqa5NtfOO1w+UoYqMFCxKYqgyiyqTZIZMn1O9X6/RzOb7KVJBLpjWoJ3GDgXTKkxb8dfr7tv8oRTg5rP7i9eJoRSWpDBSFZkOWXWIqk+moUiXJA1RNRSpKGIpUiHBYNq8DDFSnL7igUs/lq/E/jeuLm789B2KdImqngDIqkcSMwYgF7QzXOg+tGH+NYfS1fHi7MuS6VCKASxJFGDfbCvhV2WVTRWH/+Lf8PL2UEnSAF0yDUkMWVmSdFnQX7nkfP/z+DfUI4TsXDMtvgAAAABJRU5ErkJggg==) 15 15, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFnklEQVRYheWXbYhcVxnHf895u3dmdrKb3TVpNilNLBRs0WCgLUQQFFIKalpqEd+oolaJIlioLy0iWMRaihgUrH5RK7XSVvpBUmo1VEEI1g++YbAVijVILVWzu9nd2fty7nn8MLubGWcmu/GLH3zgMJd7zv/5/+5z5t5zDvy/h1yu4Ni3ZtWve6S0uNITKodb95gi8INv/uGyc+5o8JueaKmtDLa02Lpv7AqHXfeEjWtfBPIUcJXDFp5vPPrLHeXfdsANp5z6yqGVwVWGUFpsEfCbAEXA9wKuCHS0XwlTBEzpkFXl5OnTl/Qxkzre8KzRI6eNYpXaNohVMNAYQHQDXxFVRAWjAskgje23SjBxnruPfgBAL6sC155BXQSiwUXwtcVWBkrLmXf3Juo+/qGjanoBu55hLswgdcCWGSZ6HvjtQ2N1Izeu+TXqE2iCQYjf3JQuCT0Yd910TKXYgy1zTBWQ2kP0fOX5r45oR6ZAHNSu/xsd4BLRwJGn7eaQieXcjK/99Gdiy76xlBlSB0wVxmqHAA6dtZqs7UOYAYiQwCs3PuV3DPHgc98VU+RIHaAOpNrwmQOfH9FuleTg87nalFASqoqJCdcoGsEnsBW4yuB7jueOVyP6SfHZg/dqE6FpBEmG1Agn/3nflm6rAuotdXCocyTjePGwUnpLkwm1gyZADIk6jxz9Ub7jSjzw0pcl1RatLXUt1HG4fwugsRlYT3QBggPgpdc3gvdoZokBmhxinoidmjc/MrVjiLKUvnktxDisMQAL5xY0mkBjMxqf8der17bEL15byXrmiXmgyixFG4pOQ9mpufnre3YEESPEaNDGkmLgzvxLwxXwfheZn8G6LtZ0RxL87ZpC1ttt6k6LaipnvWspdteUnZITH7t+W4hvr94nGh1N7SG5fhsEaNlZcrOblt1D2+0dm+Tlg0uS2vuJU/vozc1xfn+XxUM17T9exydnv7AtRGoyUI8mhw4AOIDDsrb1f66BFyYkObfwgrx18TpdlYxFMby6/3X8qXszs71VPigP8T09sQkx+nbE0Cc0aei2AViyDYsm8g8TWXJxRDsYz+4+K6+Eq7iQ30jZHGblIx2Wj8ywNr+L92YPT6yE4kiYkQoYgFUTWbINKy6yaC4NAHCu/YwU7gpMkbGWL2He4uldnVHszXjXzCPjIDRhUNxWGwJYM4k1k1gWZU2G4CfO6bK9X2xtifRYOyC03+gp9nnKOc/tVzw6pH+f+w7ROGqxNBiagQ+wAfjdrj9LiSWaQDQdDq1dP+g1EeKVhbulyRLFnKHYZ/CHDPW8I844br/yhxefPrM03oO3qDN8n4+Ofgkbm6HSQqVFIv9Pr4kQZ4+dkNiOlDOKPWDReUM1bam6lnde9VhfnDv6EJbG+iH9wGLUJpHTSE40XRaK4zuG+NXbb5V6RqimYeqgIU4LsWuJU4bbXvs4sWVJuelDZMMvyBbAXzpnRKVNNBkqDpU2e8v37xji53e8Q+oppZ4WuldaYleopwyxIzRtQ9wAeOzCHUMEQ8txNBmJ1kZzJFrMV58YBzEW5Jm7biFOgU4L7b3QdITYNqSWoLnhib+/59IbkpfzHwt4VDyJFiqBZDy7m0+P89MxjVP3Hid2wM9awqxAR6hzg7bHV27sev6a8k7dNE84VDwqAZUA0bLiPzeiueHU44Rem9Z5JTuv+EXFLUPv1USzpPzkF7eN9Zq4oZiNn1LwNOIumgNSGvy6JawK4YIlW/Zky56QpsnqLtmiki0qflnwKwr/Sjz58K0TfdykjvPupABMN/dcnO+k2AZMApJDVMEYkkloE0lOSR6aTLB54skv3rLtjmniuWAzlu39svn0JLdh3j8PDIZKQjXSBCHl8NQ925vDf3E2nFt+UO26wfUg9AS/EvBrDl96fv+2D192vv95/BtAF1Rs8RqybgAAAABJRU5ErkJggg==) 15 15, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFoElEQVRYheWXW4gkVxnHf+dS1V3ds7NhN2ZJYNEgMeZByQYDgbyEiEIW42pExCgYNbreHjS46CpikGBEfYhiFn3JQx42GDGYC0YSUMlLsjEIK0swicuyMXubOJeanuqqOrfPh96ZsWe6nVl98MEPDtVddf7f96v/d053Ffy/h7pUwU2ffkpcH9qZDH/ZDtzuWVx/hnBZj7n9V1xyTrudSXd+4An5R4S2ULQRVFKoIGNzBMWu51YIva6IMQz2qW3B6K0mfPOOJ6RQio6AiYIOQAQkrU/KNaINSWmSHqWcPZHY+UoUQCblXY2pDjx4y2PS9BWNEVoRalE0XqEDGC/ouJ5XlBoBaItSCpUJKhN0Drv+HljYa4UpbkwEOHr9o9LUgtKQdGJHV1NFGATh2UdvZ1qy2ZfG+6KsoG3iinnH3O58IsSmE7+8+iFRWYdY5NRdTdVXrMzC4d/cMVWzMXa+EsX0RsV1DqoQlA6c7/Y3aTetgdTUpKbB1I5imOhXQm8Fvv+Rx1en/NueApTXGrWxuMZP1I4RPTx7n2ibo22Ozgt0XiBFQTWjKXcqyp2Ge391YNtO7Bm2ok2DEocSh5GK13vvGNOufXgoPyRWdxBjMSZHZRk676G7BVLMMNxhKHdpzhSGHz/2wW1DXNWcFZtalDg0NeA51b9xTbfWghQcLgyIviK2FZ+YP0SsSsJKiQwWmCkDOxcSe0LgrtufXJVt2Y6z3auUkRLNMkoqlFRj19cBkiMFR/Qt3q8A8Mnlb6kwLImDBcLSm/QXanZfEK7pJt63f/sQSpYwUmLTEJuGYxoNcITPSsKT8EQZcnf6yZr4U9W9yg0X8eU5/PxZeueWuPL1wLW58J6DT20LwqYSnSqUlCgpeefSI+MOJDwBtzY2xmfcj5RrFmmWz9DMnSQ/dZp95x39BeEtv1/cEuLV2QPKhhITS2wYYuLyOEDQnqBHDqTRdtkUn5MjqgmLDJsLDN58GY4f48NLQ8y7M94++OOWEEYW0GkZmwbYVK+7s+oAQNKQEEiTk3yFh9X9nQMSVcBlp2maZ1n5yx9o917HlaePcu6td65CbNodLtwAQFDjly46EAg64Gwg2DjtJgA43D6umsuP014/x2vv6pGdfJXyzIvMLfyJ7l+/N9WJKs4zDKNRx8E4gDceZ/1aK7aK+954Q7XX7eFsGpJVQ7LFAXEwR7NyHnP8nkkQ0rglmjSgCSUubFwDNuJNi7MtPhtbhFN7+sAvnlFVHjBeyKqabNDCsCS2y/DnL4/pe3/7IU2ap/VLuNTQblyE361+p9ACFsQEvrP7lm1BnPjpCaUDmDZg6iG6aaGpwTXw0pfW9M6V+LbChSEulCy87fObfwklE7ARySDlm2pNhThz+JjSIWJaj2082rkRQGjhxS8CEH1NCDUhDIi+HtOvAxghZoJkCexJDl9z9bYhFg8+p1QUtPOYdiPE3YhviHEF8TUhtWPasT3x7b17BauRjhmNbsYPjr28sd7UP6D+I7dJ6GaEboZkmpTnYDug1frxhgfH9GPPA6lrkX6GFBnSzZBeh0P7b5zkxEQ3qo8/jQ4B4wMjR2TkQrp43FB8E8D9r51SKbMjgF6HVFhSL+eeu26dVE8mDOqP/haCQ4cAyaHDv0BMiIl2fuO9+0Q6hlTko9HLCd3EUnKUyfHkkRc2aS7/2c34Iid2LLGTEXJLyhViMrA56dajE2tN7efXP3STrBaXwlApx/JFgDJ6lnuBtlCEbgdfGHyR4Tuj7ynPSLki2YyYWeJtv55aZ8snmq9+4f0S8sRAPMvRjyCUZ9iJuJ7Fdyy+owndDF8YYmaIHUuylvpjT//3LyYP/PwZ1UrESSSQCCIkJSS93lMlCiUJJaAESLKt4vAfvBvefHCfVDZQdxOxk+E7lpAbQldz4WvPX3K+/3n8E/dzD22NeZEAAAAAAElFTkSuQmCC) 15 15, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFrUlEQVRYheWXXYicVxnHf+fjPe/s7uzu7G6TSJqiRVxEEtpi0QZyUfGjhYIRId4UvGyqlVq1kIqWCkE0pa2iN7VQlNKLYoVSEdQKomJtsYpWG6ilUhqbdDfdpN2Z2Z3345zn8WKy405mNrvxxgsfeJmXOef//H/nOc97Zl74fw9zuYIrP9tTPy/YKTCTim8JdkJw04mTRxYuO+eOJu85VKqdBibBNRXXTNjWMICfEVwz0ftNopgQTt23d0f5t51wxTWV2mkwQbFNMFOKnxPslGBb9AFm+gD6XKLnEqVP1L6mDMrqsasv6WO3Gph9T9LZxaSiFimBCrTS/mANxvwnp1XBqCJWSFYRJ0QPySuNB18B0MuqwPSCqsm1v+ocTK7YXHDTyvKv8y11i/cs6VqeqLJIkQk1NRIiySbSFw+M1Y18MXNFVFXXH7wAYYLyziv+ktCbY/bEa1rbRPQVKSXECWpquOv6Ee3IFthYQRVRVbQ0aNW/5t8fN6ZsWc6NWD12tUnUffMQ++ZexmqHiK7cfVZTyqjxxBgQ7wE7qISbUc7/beeV4Pt/VVIEG0EFnMAXDg1pBzcf2Pdq31wzipSRUkalGcnlqLoBRLYrsfJC2DnE957vQzjBSgQR5MsfG+gGW9DMekxkPXLfZSZbY/l8iwm/jpd1bKyQArQypLZj96FqQ7btdnDnDcaaCmsqMBFj09DwAGAy6zAV2syFLjN5B4Azb+0yc/kqU6FLYB0tldQxxLblXTcXO4Yw1BhqLBWOckhjAT61/xfazDrMhDaz+Sp/fO3AQPzPN68ycxPnmGucp2lWoRuJK5Z4zvLuO9Z2BGG1wFcFXgqsVkw89ORwBVoh0gqRhbxkNqyPJDh5atHsm1ziqunT7G2eYbLsEM9Y6mXH/rvPbgtRf+mwsbbAaYnTEstgC/sAswEWcmU+CLsbMjbJb1/9kFlsneLArpNct+cFFvOXkL+vszy3TPadn28LkcUeLpWDayM8wHzYaIZLN/Xjf7nF/OCmp3XaR6Yab9BeuZUnlvby8sx1FMe/xel7v7oBMZLIazWSbwAwFwRL/3zPzKV76ugvD5snD35QO/nrnJ98m2voYbvwxkqT5ldu4x8PPjIWItRdxFqMMejm3xGAhQDzubIrV3bl2z/aR577s1kLb1PmBrPe473hHfY1usz1TnPt7Uc2pm1eiXrtEaTfiL4ePEF9gGYWaWY1jdDFhnObvbYsx9FnkqmNw9aRRuywxxfsziqm3CrX3354SP++Y3eS91bxZZusWidLFwEcfvrTRrMVhLOk+k2euuneHUF87anSgGBjRcutseBqFrzS8Gt8+HO3DPShaJP1VglFl6xc4/X7vjF6Esr6CtJdhvYS0l662GtLiOOPnTOmrvGpYMr1mLXCvDPkruCGz98MQCjahKJDKDr4oj2kHwDo2ltoZwWpnkV4nh8fWtwxxDcf/pcxdc2ErZh0PaaN0nKW3FUcvOMTeFuSpR6+6JCVw+fMUMf95OC1qqZGTIVSkkzJrb9fvthvyy695+79WpgJummCnuZ0BNopUasjaUYUz58e/umQfuj/gJgCMeuo7SG+QLOSx26cHFeJsdX49gMvEWxFw5UEUzNlDDPOkZmIt9WI+QjAZ/7wshFfkUyJ2IqkNdFFHv3o2EXrmIv7T7xIZhK5rchtxaQxzDhPZtK4HOPL+fhHWpq0RnxEqYlGEAfRQHSWu342elx//eg+JATEByTk9KRBTwKVZlTieeK7z4z12nI/f3Rj0OgFlUQKiugFAGuJzlJ7R+U9eI9kAQ0ZEi58+kBlGhSaUUng0Yd+t6XPtsfeIx9HN1YvDqKMAmjI+hBZ1r93Acky7j/x4rb5t3wv2IjbfoWRCy0nWMQBDnQTu6qiUSEJiGAk7cgc/ot3wwc+6TUaS7T9KuA9Yj0Ez/EfLl92vv95/BvwqrNr8WNFRQAAAABJRU5ErkJggg==) 15 15, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiklEQVRYheWXXYhdVxXHf2vvfc65H8nMdEbTGE1jY0kVpRUlKhFt/XjpFw2WojGUChKUUnyyQVJLUcQXlYCgL+1LUayKljZSIlaECJXSIqKtWBSKgpK0SSYz9+t87b2XD3dyMzf33smNPvjggsWBc/Z/r9/5r7v33Qf+30OuVnD/7n9pXgfWisha5SlCTccPr2d431XP6eYZdOd7VrVvA/tLZS0PFBIRAyLjtXbyIjVeazwdPjoXjLnSgE/fuK42QhYNqRUyKyCKiAJQqQIRgJqIEhHjaZtfkdmTCuhW88904MG9PQ0ukivU0WAl8LyDmxxkYhGJo7ExMoLwRISIiGJtTSN5iqL4lDLDjak3H93T19zAQJTCRXJRejZQWuWXL6/M1K3wO62pCGaYamuMqTCpp79+eKpu4sZ33pprbpValM0Qj/91YUvozZHZk+pcQdwobhKPSSrWTx+Z0E78BhIVWtHQUqEZoaVCwxs+t69zcciWPQUow20SjcekHpuW2LTEWT9VOwbwxLWltiI0g9D0l0FEOHzj+twQeX6vDIvXJFmJaxa85V3fmtCOLPnZjkoRpQZqAzXQl41WuEjHQMcGLrjIT15dmtDPih17v6vGVVhXY1zEWM8//vDoSDdyoBUhCUIrCE0Pnz+dsRihFQ0LtWUhCAvBsj0aDr77wtxOvPHal8S1ClyrwjZKXLMaez4CyKIh3ci2DgHvP9OQpQiLEVa8YSUIy7VlqbZ87Oazc0NkjZy0MSBr5rhGMaYxAL9dDJoEoR2ENAi3n0tH4kOvZ7LkDUtBWKkMO2vLjtpyTZnwmV3/nAsibQ1IWwWuUZBlOTfd+cC4A6nKKC++/ea4+1wqS7VllzfsLoXrC8cNZcLuBcebzQtXhPjLb45L2ipobKtI2oG0dWkTMwCZylhOi9tWnSxXjp1lwr7C8eFuAmWbctvfueHAsStCZNdYkkVLsmBx2y4tPgcQN7ZRla3b+aGOkReXO5rZku2NVT6y50lePvQ4neo6rv/gPTx3/OcXISbeotH2qMjEoyGKLdEkB1cMr1vEB1YX5OyuX/P6vico7jvB2649zULzb1SNP3Hg6HtnOpHZAakZkJqc1BSTANiSaHOM7W8JAHDHHw9JuPVV+q2zZGlke6tDllyg4da45SvvnAahpT1PNB1UOmC64wAxyfFJH0n61Glvc62ZPTn4yFOSx4LEQJrVNGyOcz2s6XHLsb1j+gMP7acwF8jtKqVdp2K0rQ8B9p/ZJcbmVGmPmPZ4/h0vzQXxwOGzIgYSF2lkNYmUOFeQmIJbj719pLemwNoSTE4wfU4df25yJwxpD+sGhGSdPDt3ea2ZEMePqCQGnIukyRDCmApnKj7+8B4AxFRYKbFSIpv6PwbgXY9eep5u8gZlcp5n3//Y3BCPPYg4E0lcJLUBK8NzgKXiEw/vxlCBqTZA6jHt2Jp49uYfqtoSXLGxIgbcdeqRy+vN/AP67Led5qXFVw6PI2iCqiVoAmoJajn1zdfG9OPnAZejSR9cH016aNLhxN23T3Niqhs/+rInSQIuCYgGLB6RDUeknig+AXDH74+IJANiOhgCZK/AouOZo/dMq6dTkp8e9TirOBcxcglCJEx1baqdJz75kGr2CmbJoW9K0GUhbOui7XViu8e99/15QvOF70PpofZmmLUleEeIhqiWk19fm/9QCvDMobuUFQfLjtgaoO0+odFFt3cZMGDdD+iEnG5dU0VP5dnIIYAPgg8WX1t+8bX+zDpXPNE8/Y2DGpsDtNkltgf4Ro9eHDAIOZ1Y0K08VfTUcQhQe0MdIXrDk0f9f/9hcvCrTwtphboAxhOIqCp+5owRC3MVh//g2/AHP75Oe7FgEAsGsaL0nn4IVEH53hevfr7/efwbOiug/Bf56ekAAAAASUVORK5CYII=) 15 15, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1UlEQVRYheWXXYhdVxXHf/t837kzc+c2H01CalKwlobMgxWLKPoksdDa+vVgEalgQSwieVAQhFiKpRq0VdE2YIoKSoU8tLRWWqq0YA2lLVKbpMFGU/wgiTOdzMy995x7ztl7r+XDfDS3997MxBcfXIfDOZy9/uv/P//F3mcf+H8Pc6WAk9OilVHyUKkDwYZKbpQcuPNCdsU1N5V8up2rcRkBAbVRKqPYUOmtClg0Sj+AIhKK1ft73mxuqv6GCSe3z2niMozLUI3XBdRGySMhX3VgTUAnVAqjlJGwDBx9Y/qyPMG4gVf3vqavXnNGJazwgcOFFkFI1JCqwZjBmjVgjWIBCxSAM8pn910E0Cty4LkbntSm3UZqm+AbxLZJ6CYIbIPrOslY3Hf35NoJlW4k9I1Shp5eAFXo+e2ft43EDT146r0/VWMbNHyLpt1G5CZJ6kn2n9t7WdGXxpff09FuIOSRUIWe99dCv1IOn90xhB1qgcY9JOmSxwv0kjlc1MPGOa/t+sd6ykYCHn5j2lRr5JWyXAqdWkZiBxT95iOHFJeCZBibgctI7Ram6x2k9QxBPcnshd2bduLQ9f/W5VLoWE/phNJ7Hlu4dgC7fvPEgQOKzGJ8gvExuAlwKcZOEtUt2tUu4no7cb/N/vltmxbxhZ3/1L71dK1SekVEeL549zru7RZsTWDmNJL9CU273Hr8G5Aso+kiLptnofF3bHIRny5z6qrOGmrDdvz8/DVmvhQK6+m7mtLbgfF1AXp1jG6NCXYl6LYzANz6wj1GJhbQxjxuYo755imq7AI+XeZ0a73QhiIKW9Fx9aoIN4AxAI/f/yk13oAE4OD2e48NjD/x8ZvVFLOYqg1Fm+2dWaaW9lHYFu9bDgdyR8W+8ISKCAC1egDOcqNZd0CaPXyzi0z1kFYxVOC2J582esMZ5F3Hkav+wtzW4yy1T5AGNQ/syTd04nU/a2q11GpRHIpbHwsAtNFFJ7vIVAc/vTyyyG0/ftz4myzuY2fxB15m7sbDXNj5DC9P5XyoeXpDEfXqYXHYSwREADK59tYyDg/AJw8+Y44+eq1W1CxfV/DXm17gpV8d5KLsZ3v8FHP2ljURQ+2w1Ixa+QOAKijoh12KoEc36F1WxF13vGlOds5xYr7L2YsT7PngOVrXn8K2/sXM5C/X0oaccEGNv+QcEJBrTtf36fo+HZ+/EzsUD39JzWI3xWuDMF6ivfs8rd3nSba8xczM0VEi1Ac1LihxxoJ5eyoGAB1fkfs+HSnJff9SrrE9ffpbuRENsaZgYmdEc8siE+0lspkltuz8yQC+PfFrTNyHqCaMymEHvv65BVN4SyElua/42iPxpkT88f4zxpuaJLNkrZJ0uks20yOdzNm660freA1qNKzwpkKCmkV7+/BKmHtL6Ry5c9Ti3sk1VsQfvv+siQJLPB2SNvskzYKkWZA2+1y998GVpLREw4owtGg4ZiWsxVF7Ty1C4ZUvPjTENVbEsz/8mYmaAUlTiBt94qxP3OwTZSU79n6POKsIE4smFRpWA9iB6XLXkRUSK6Cycn30q0N8Y1e8D9x5t1YLnipvYIsGtkqxZYq4CF/GiES8de4rA/iBiakCtQNxYF2AdQGfPhyNcmKkGy/+4iHChiHKasKsIkrqlbePLGFmh8iHBDxyN0YFnAQrLrgA50Nu+XY2ik9HnLxy7Ahh7AljuyIkWblGcT2qxmg7P/NAoOoCvKy44GyIJ8JJBJLw/H3nhzA3H/w8lW9QlzHVksflYKsUVyY4m/C3l+4byTW2n5/4TqLWG5wLEIlQDfEaIxrjfYqQoJIhkpFJm9S3cdKkdhm243E9wfZDXJ3w+nM/GMuz4Y7mo4cmFRMiEiFEiCR4jUESRFNEMlI/Q6otkCa1NLA51F3hlWNHNqw/9r9gLX53b8+gBiVY2S+shrD26RLUCKorTwIcJjabIof/4t/ww9/co15jjCS4VSdiP0WqLX7/4GNXXO9/Hv8BgpAc7vW7qKMAAAAASUVORK5CYII=) 15 15, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRYheWXXYgkVxXHf+d+VHV1dVfPzGZmE3azkoDumnUJQpAQAllBxIeohBXRmORBgg8SY8SIHw+CiaIrGCGuQdAnMQ+iQVFhX8Sg+IFBEme/MpuIYUUTs4s7Mz093VV1q+71oXd7p6e7d2effPDAoaHu/Z/zq3OqT9WF/3eT6xUc5nfBqZIgjkqV1KYc/uqCU92PX3fMHW3+AC8GT0V5yYMqcVsAal1Q6wJncjAlmJyVf31xR/GvueEBfTrkvqIIbhJAFzg9oFYlwRZUdkBlcsSUeFNClPPq2aNXzaNmLXy69ffwicYrQUQQBYICFPaSJIQtMSVQ4UFqRGqCqgjaoeKKg+/6FEC4rgo8uXguFC7QdTWD2pFXnkHtKILjl9wxU7d/6akQohwf9dFJgUlybOowTfjL8e9N1U1cOLbv9TCoKgon5K6m62r6VckPirdfFXqrvXX/54NNC2xaYFsB01ToRPjDj747oZ1oQdtqMmvJIkXDajKrSbTloejM5S0zy3nZXj17VEyzHCZPFaatsKlM1Y4BfOb2C6HdUGSxJos1nVjTiBSdyJBpy4Nm5xAnfv+MmJYiyhRRW2Ebnvc99vCEdlSSJw+uBieBSgID5bm78vRcYCP39MuKbu5ZKxyrZc6z9aEJ/Sx7z6OPBKVKghQ4KQji+O23nhvpRhVoVGrotdCqFEdO7+aviWZXqplLLJ2mYi62NK3lQ7K840r8+uljUqo1CtmgVF1ytTG2PgJIgpB5RVZrssoA8O3lRTmhDC9nhj2tiKXUsrvRoGkt9/LCjiFy1WWgVynVJk56YxoF8MNbeyGrFImHLAifO9sZib9+epcsOs1Ja7llIeLmTsy+ZpOmTjisfrMjiIG+SCFr5GqdXK1x4AsHxiuQBiENwlytaTo9EeBLZxZkj7OsOMs/WxEHb0p4W9YipsFti9+5JsTy0Rek0D1q2SRIgVLVOEDir3jmpwd55JVMbi0stw1i+i6hs3ued+9ZJD5whjsff+81IbQqEVUSVAlSjK4bgLRS2FnKLXbktVSWbyqCDYF5r3CRY+X+n3PiwjqHvjzHySfWLkNM/jtUDij0thsca0GzFlI/8/UAwO1vxLJ/UJNWr3Ny8cfcfcNe9t5Yks1vcMc3osvbJioh4lAMq4B24wBNP/SWCOmMFmw1vZ7Kuc5LhPQ8C+U8+5pzdFqetFVy11OjG9gKEZS4UQtEtgGkQYiCkNbDSmwVzoI49Np9EtorqLzJXtthKWqSxkLS8Nz19Lj+nV+LMdahdI3gIdTjAG95M5a0FqyHdqXoLVRbc82EeP/x50UKy5zKWLApc1FEbIXEwD3HrugjW6ONx9oaG1WceqI3ZRJ6RdsroiAk9UQfZkJ88JM/kVQ1yHRCWyek2hIZsFsgtPHoqELrGmXrMf0IIAqCqT3a10ioCO3BjiEePPInaUtCRzVoWUuqLVYNIQ4/A8Z4jBqCmG3P+BWAVS0SKobugJIqu7hjiM9+eEUSFdGUmNhqImWwCowCZYYQGM+fH6/GHrJtPOWl5FDRp9A9Lt7w8jSIqSBf+cg/SFU09G0QRsEfH52cD2MAqjsnIQQq+pTGUao+hd7kb3ufn5YvTHG+ef+/iYiIlSHWmsgorAKZMV6mvs97C+dCRc7AblDoPr2oS9/8h9X4Ai5e494Xvzqh+elz9/Bmvc4aXbr1gF49YNOXbFYVha/4xcN+aq6ZHxTnl06FgV4lN5ts2jU27Trr8XnE9glxl7C0gr+5ATdG+N0Q5tdZDV3WfI+L9SZ9n9OrC/qUPPtQPjOPmbWwdP4dAnDylp+F0uQUOkfEE7QDtUwwjdFe5RW1U0RWY0STKEOF4fsfu3DNL6arD36GE8/J8AAyTO7BqpFSfAAP4jUagwkWK5ajH31jR6eu6z4b/urOx0JovQS7IvxShCxZwi6Lz3rc98Dx6473P7f/Au7uYjsm9HwLAAAAAElFTkSuQmCC) 15 15, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqklEQVRYheWXW4hdVxnHf+uy19777HPOzGSSyXSmCaFeKURbIkVbi4iXom2ah1jsBR/UB8EbWmjrLa2oNCXUQKgE9EF9sFQbEWqUUuqLWKoPDUi1oC1YKLRqQ0Izc+Zc9lrrWz7MJTlzznROfPHBDz7YrLX+6/vt/9pr77Xh/z3UZSt+sD9hBXTEarAu4rRQKuHfd7182XNONNgeuy6JjaAFsYF1AG0TzgqFhtIIpUnsVhVzuskTh/840fzbDii+d32KJpBMROxqYiNYuQQgUBlL2yh26ybzNFk0LeZ0g/sOnXrTOlt2TN//4RRVQHQk2EDMLgVYd8DjXKKhhcrAnMlZMC0WVIsF02JWKaaU51MHT29Za2zj7iO3pkAgqpqoAtFEYlYTTSDce2ZL3Q2n3p32qCkWTYsrdcGM8rQJZCueg3c8PVY30rDnm59Mq4UjUUUCAwKeznd+v61r63H0idvSLuWZSp6iW5M6Hr0cuOXuZ0a0enNDljKy5MiSwySDJceojOqB968PSdsBfP3QKdUmUHRrWKrRSzVpyY/VDhFd/bXPpqiEqISYaoL2BGq8iXg1wJsu3fufndiJ0yc/kNSFAaobYSWQ+pFbTj4/pN24OHDPF1PQghCIKuJVXF1/5fGqptY1A9XHZz3635oc4rf3HkisBFwdKAaBLCbe++iLG7qNJciSw4kjTyV5Knnp6E9x4nCS46RY6yvIvCM7et26bNvluPnYGdVe7jPVHdDsBqq+H+rfAMhrRVEbXMzIowPgbw/9WJWxoJCSQirKWJKnClfn6OMHJoaY6gxoL9c0u6t5qUYDfPTTX0luRcg7kaIj/Onh4xvi54/9SDWlRSu2aEiLKjYpY5usZ+Dk1RNBtHs1VdfTHNRUK56zN+4adkCWBJYFtZIwS3FkgueOnVDtfoMZP8OM38mMn6Xd34Hxlmt+vj3EvidfU+1BTdXxlHWkrC/W0AD+QqI+L9TnBX9uFADgDye+r1qvROb/lbH33Cxv6b2Tudf38kCxjz8fvmpbiEavpoyesu8pBmGj3QKr2wQQ2Uq+Gk8/fkLddOBzqQyaK/pN7jx3Kx96LKfR/SrxbVOYly6sQ4zsDrvx7A0zagBbC1kt5EEo/HgH1uOpMz9U73r9Kj746n7ec/5KOjYxKE8QOl+mnpsbXwVIXg3lEIALkHtFXmuK2r65DcCD/7xHLfSmyJPGLzsG5VsJxdsRezf9+fvGQaTUN1sDFD6j9DlVXdCoiyHwrSA+Fg8prSNS5wS7k+Dmifki4nbTXzgypK+v2EmMhtRfy7AJ4FcvPKKK4GiGgpYv+cK+b08EcW28WakI0n8WsTMEu4NkdiF2jv7Cdy/evdwOPY2E1bQvvzH6JmzWBYXPKeuC0ueba229xd44rKTvCLYimTYxa5PMNDGbprf40FqVJkndRZLbSWKG9BsALjjK4KhiThUKHtz1yMQQC6/coSQ8QzRNkmoTTRv0NGKn6e49TlLVGkQF3DmkHdouR+YfTk4sRixlcORi+fzSZzbX2/IDdG7/35OK57Ghgw4XUKkHsoJKXXSoAU/x2pEh/dB5oIw5jVDQiDm5WEpxPFb+YpwTY92Y/cs7SKogqRKxDZIqQVck1UBsNVJ8BOAbZ7+kcrEUwVHKqgNZzPiN/fW4emlMMvvCtUSTj4HIxro21s6fNH+WcrFYsRRiyaIiSxlOFJbE9Xx8RPPq4qOYKmDKGzCxgw59tCwDXXTwNP/xickPpQCPF79MeTRYVgEsCScOS8KSyEwiM+BswBYeXdRkeUQ3elj9PlTsYeIAlXq0X/zI5R/L1+MpczqZZDbu3mKwJIyRiwBuHSBgyoDKb8TEDjv+es22848cSjfHTfGg0lz6fQhrwk1SsYgYRDTI7yYqDv/Fv+FzPJksBmMEYwRnAyZLWFez5+xtl/+v+b+O/wCQwY4ri8T8ugAAAABJRU5ErkJggg==) 15 15, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.5%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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98%,98.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur71290 6.6666666666667s linear infinite forwards;
}
