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12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJZ0lEQVRoge2Ze2wcxR3HPzO7t7d3Pp8vvovxIzGucQwJ5RJCXoqiKBRQeZSU9oCGV0tb0VRUVIVziihQVCFUQc8ChBBC0AaJRxXQRRSRJqFVgDSFlmfk8AgJCsE4wTh39vl8Pq9392b7h8+J4yTEIa/+ke9fO3Mzs9/Pzs7vN7MHp3RyJQ7bIhvXgXogCOwm2pE/3qaORAcApLK0APeWiyvaiIeA2nJZAW8Q7XBPkL/DSo4tpLLMAN4FrlBCu2JQhD9eKqxbEFSPaV89fpCTKTmufD9gzKy+2jyz6mrT0XzmVIrLfsjQcgQ6IzPQe+JtHlr7ALJxWRSV9QUtIqNeE83edBZVXKXX+L3QFK8443avO/kLctv2e32ycfNkmB6rsTNQm6ciXxIag8plKx8RIsSFxg3GtMoptTVaT3Or17kqlWEO2bhONj4bWEA2Po9sPPj/ABDB86TQheXDj+PleX7oefW68zEXaEv1c8LLWnU/LcATd7LrN0C43C8INJ5w52WNBeiRYAqQBgbD9KuiI9Rn9ubC6+4mNUvMZ3HotnqtItrsx77p12R/crJMj9U+gGhHpppeu0Kz5FQthuN12ZMp5vyqVOgtbtyxxn3WHi75mOv7WdgXbGgM4Cz5lei9wxDUAJ0nHwDQPceo0Zp1CQyrz+2o2tPd5HXd5C8NdnXmt+38x/DTBZthvuNLmA2hqVO6Ccy7hKH75wh31knyf0AYNStlne5g4ylGoo3HBuAygfdR0XIyr1nP5TP0cL62VH+LYGQ9gabveJmHUxmmnHD3jAFIZQgBMiAqsXFGAVRbjGJbjOLv+VZCQ21yhslstlZl+rUv+GfVMh4LNajJMhMC/prKnPjFvBfgLdGyeLtojPWVXBQunocCrL0tox3qvmj2hqiXecxv5bvfGXiyq1N2cLnvEnlu1bJWoVEDrExlTmym3guQE9r5Fpr8r5WTWVUEcIHi+A5tMVLA/a5N5r2B1Z1rS2uZKRbIGVVXtghJPfB0KsN+eSFttdemrfYH01b7j48bwBle8Ys9wjAHPcUW+0v6vYgsiDBk4wd0aovxDJD8yqm2/z6wrfAurzNHLJatVUtbhaS5DKGP6TIPmA1cl7bax6+7o9Lem9SQt/Z4ftWjHHrVEJ+q6pCCGiAOdBwEYkMq8+XP6xUPbx3oqlbBhsZqtUQ2VU5q/XzgWZRyV5KNvw+8CLwGNAMfJMykOi4Ae0T4bCFQ031hWnxVfGgrdwjNBQ6532mLsTGV4Z6gN/eRnO1ZrlYww15cNoSs1q6BVep6Ci3PEHo5YSbzwEOHGidttYcAM2EmM0cKMDKd2bjMYTS/UBWufkB8xSTNoJG+3FQGtgHvfd0AbTFeCulzduBJVSjtsS2GOF3Mk7HwrJZZ3o5Qyuu4eAI+lgF3HKn5fQAQG0IGl+SKRQI6nzh9hOh3J3s9PRM5vPi1qY9LEeoe9Pzk1B4b2cci/QeGL0At8NNUhsMluqeAu48GwKrG2Vbjudb0/hKNWgQxsv8Pf13nMVqtiUm3DqhcZ3Z4U89m5y8FPwHmBn8Zkzrhogg9Oj4yjVXCTLoJM3lAxJs4QLQjH/WKW1rI5e6vPJsGPYKQ6EBoIoMkzKR9VaDtpdsqn5zmuu++UhjcvfNNtU61MoO6youaNoops7pE/Sqy8VnlM/Yx074o5PVsBYqVQsPENzoDh3xqaavdAOYATcBHQEc5wtyCx9ovBjbs2FrV3HK+/K7sCj6qby0aS5Zi3feSZ94L/OdYAYyNyRkAl2GloY/OwEEB0lZ7EHgY+COwvHx9T9pql20xisAKVaLwbvHJfJ48F/ivNHTpBWsYvvBaUWg6VubHA/QAOJ6DhjY6A4cKoTcCM8bVLQEuBRgQkW4Ax8L4l7uK02kgEV4ip9LLbHZc83WG0la7nrbaJ7r29gPoBhjGUhINBBIwUwePzOcBKE/Il3MzzxqttD13/i3ZhrssjPUD2qRYXdVC43z9OhwUiCIV3oDCwz6Mp/uAVeVX9LDauwbaRNy8iy69y+lVM3wOSKGDByPZuGdcvwzQIoWnZgd3dgF4Xknvdd5YGpJ2OOD31cwyLg3OlGezh07WDj+krGKvzcjmcMVhPL0K7EqYycOB7g8ANDrobr/apRzPoyTCOvQfFKDkqTUKbxEg63y5Aghs9VXjkNwSPCNwbuQcMVeWcHm1tMbtK762u+Qigd3Aj9qi7Pw6QwkzuQ5YNxHz4wEMD2FZnuX2qUEqaNXzvA0QG21Qfp0ary4+3XuzsfBvca3uoqAwqv1qsKvPTau54Quqq0tNfMLHfGit6w0M57qlRxF4tC3GUxM1dSQaC9CpwOpwIobubafeiMjyOlicyrAYmAk0KSHN2+k2SvaLnS+L8BP/ZlLmt17H7Cp/bGG4dAZfis/YkX9+a0XJdRkJr8m2GF3Hw/z+ANGOPNnTink0GrUQHpZkZAe5XAhymkFE8xEO6i1mSMXYNbQ9dLabu3e6UJsa/Ncs0LVgJFPyk/dqmKx/P9Zbenl1Mja8/HgZPxAgG6/pEoOxmOfqDg6tvihbghgxY2FtgzyzPkotk6gmQABLs9mufVb7trPeqnLO+p4uKoNSSCkQOAwqv5wSnGxea8DKwxpIW+0R4HpGti3PJczkzm8GAEUDFar0XDXdVy2nMYVvmw9KgUaOPnrJ8Hlpm/u5valQ4asLztcvN643lptvin5zqNRnD5bq5Ib8OcwLd6sgwwS0lpoJergeuKp8XQfc8s0Aoh2F6b3+dxRa45DWpe9Gsd3toMfZWHRtupW773hZ5CvWm5trpgevrankPPxa0Oi3K9jlhLGVTwWl7UphKoDyCexGYD4j0SydMJObx3gYm7QiR2J+fwDA5w0vBy7e0rt6tMoFPsXjU+B9YCOwDfiDY7Foi/1cb10w0BIR0/RWw+Xm0zbQ7w64AsNm3znid8BF5euzgAVpq/3WhJn8oFz3HCNPPgI8cqQAB/uDIwL8iZGd6ONtUV47WMdUhkXA3bqINcUCVzQGtXrTUbZbUpYlhPGRIU+7jJHEteYg3dckzOQDR2p2QgBHonJeaJMEr6vQZxmm1rwtoLe+oImK1QkzaaWt9lpgFYCtNGnI0uh5eFPCTN55VM7LOiqAUaUyhNpiFA72W9pqX8lIOB6r+xJm8pVjce9j8onjUObLWsFIQgMoAH8+VuZPqNJWe+hYfxM6pVM6pVM6paPW/wCQyq4jsI/6CQAAAABJRU5ErkJggg==) 4 4, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJDUlEQVRoge2Zf2zU5R3HX8/z/d73vne9tte7oy0FSgNYELAiQ2BOURGNGc7NdJtK5pxRZ4wzbOuhI27LFsOMoQ2ZvyKJS7aYTbPt4hxxuqlMGWMuoLKK0HUiFDoo9e56/XHXb+++3+fZH9dCKT87YU0W3smlT67fz/O8X/d5ns/zPHdwQRf0qSSOtlINQcBppnUG8Ojwu2viUTonwtjZqgiQapgF3PYZ4U77IgdXSZTVTqWcT0dOanV7PMofJtbmqSWH/9YCk97V5jdbqQrGQldbi4LzTdPUNrBxfUo8NIEeT6sRgB3A3qtkYSArDUq8Sq41L2dJ6EHLLqmI/VnUP9KUrn59cvqSp0k1xCbS8FgVAaKtfURbn1ikM+/VMaimmRW08SFS2dzsf9i+sSQcnCR76m7WvSt+RMecibV8vOTRVqrBsnXBjZhOzhY2fV6Gt4Y2qi7+ze3WKnNh2S2zLrYOhAJkn1ybij1EqqFsAn0flRzV/monZbVpHbDKRAlaDihjqD//174nu7frLWqBWMKVoe/UDNpV9R7G/beIwU2kGr5MqkGesvf/gUYPbgm06ZdKTpYVKN2Zl1qlPZfMnkyi/TX3l3m/LuVv+brgXnNSbR/GouUivz4s9KwJc8/xAL+dQn9urlWBQjGkOvJo0kCTVnR19+5of3Poqb47A7O5014uK0zbDqEicb13fXOS4MQDRFv7ojrpRuVks0AerXAB0GwGVgK73Gz6wEHvxbTPcLjHv1xeV1IVGpSBBk+YL383NXkOqYYYqYaJAWhOEgJkQJSSpzACoOIxcsOv24HNxmDu0PvOC8mscYRlxgo5s2RxbUpG5/jwfrNSOMuBhScbKOG0hBJOyzlfL6M7jA2IcuuDoX76dJYeXSEHRDmkGqyRB+IxVgO/cIdIv5/9U/dudnKZXCpnBhfXSKnL5unMw8tEYeroCpVwWuyE07IeeAXYlHBabjhfAJUGHgaG7FGDeNogh19R3KWPKh6j2WLoMeG6md3ZrV0f8g5LjcVyTmjJVEPq2FKdWhune3TIN4DFw+0Q8EjCaYmcD4BYQA/k5/mjeHgoLVwXwwVqxgZ9L5r/ebnuuT/sJjs/yb66f79op1ZfJRcE7q6t9y+rny4DiUvT8+qGH595knFnnA+AMECJ8KNQDGjLPEIgiKCGVMP8sYHxGJuF1k0+b2Z+YKjM6dWDRMUkKnxzIuXWTVfUifLtpBrCwPtjQh2g7VwBmGMBfPgIGzYG2o2KoW50qAuIkWoIEm3NjYHY8qvsF3ajdU3OSzkDBO0qowJlqODnzVjuqqFt64AHgQhwHdANPN1oNw2M9JFwWmxgw/D4axvtpv2fCsDAABQBPeQMaisz/D8Fw2V1jPzGNOmqzKGM6019IX09d1b+jqlGFM+aGukfYtm+gaZvxWM8ATx1Cg8NwNzh9pXAuABGTyF1rCkIiaxroFwgD3xMtDV/ij7aTBnuKjdF112x53OG6HUL5KmVU6UvQDVwV3OSBafxsBPYCuwC3hiPeTg+A2kAlwImJn4cWaUdB1G1jWjr6fp4Hljgk5HOrE6GlSqYGdHp1hvTzYXB+2LbCxv7lMuG5iQr4zFyY4Mb7aY88Mh4jY9odAYyAB4uBiZCYgKhM5in0W7aBawG/uiTZW946kDbJ7lff7yp8HvV7fjxB6+tE4JKivP8nGt0BpIAjs7ToxyEwIRTn3ESTksNcAPFMvkh8OzXA2vTzUmCjih58+Vs2p1r7rRuFQvlwdDeWf0DByLNKf4Rj/LMuQQYnYEkwBGvX73tdIxk4KQACadlFrARuAtYBtwPPJlwWmLxGLn3RE2iGje3x0uqUlPyOWuVZfiIAY83pzihJJ8rgG6AiDRYVXLZSAbsU8StBsZeaKZS3HUxtdpWST73WZ1R7bzCZKpZVHq3STHj684XQBfAkHaUxACBBOzm5PEBCafFYrjsHc6Xh57tvuaKQeUbmYqXNSf52mK9d0O9cTh/ael0eY2xigKKQfpGujhVNRvp/7aE09JytgBH10A8Bs1J8o7uUxbWSAYAKuHY4abRbsonnJY+IBIxs86C4IEDAVlwtfbMnLdroZAsUIFJtRf7VoamM4N/eh3s815STjadp7gLrzmDp/cY/jDHBQCghXB25TtVperCk+Um9J4AMKw3ga/4pesuDX3cCVDQn8xwxE77ovBNZZPVAlmgwFbvdXXIaesu8XLK0nQCt8ajp9+oGu2mdqD9vwLIUapSSpFRWTxxkVn8toWjX6MMT6da4BmKa+B6QHo6G+x3tzG3dEl4NvN5R+xg++CrmfyQyGiEI1At8SjPna2p8eg4gCD9yRJCeZ8Q9hRzkuwsroNlzUmWAZcCdYC1b6DJBdoCRv0D1YH75MHsT24wbGfNFG7kA72DPX0vtAlVYgqs/T3Yax6P5neeD/MnAAitB6aJQwOX+GNl7bpLdhaPvfcJQcawCBs+yoJmvV1CFYdzf4l0FDIv92R/+GIAVVdiLCxLukFSWivpKbeU3s3xGA+cL+MnBUCQUy4RB4egKMEKYsWsK6qnyNk1UaqpIEKAAApFZ+mS2jW9r6mZqu+eRdaVdkhU2b1K4OoYEWtlZTq/6e3zbf5EAKjVCjQes5jDHHuDFBhk6CFNkg6v3e3Ibx0o8U0OzpbXW4+FbpHvunsqfapamSIoNRqtXWUbM0Jlvqvb4OwYhq+ZtY1207jXyViALq3hIO0MUsO/3Fa6C1tybp4u5R47iOU4wj7/wZqgeXlkBnOlK8ql0BpPeKCFAuFG/TdnzhaAYmG4aLzmYfTvA0BzihDQwbEjhAt8hOYjijerLRRL3I97RHTFYVEarrBKw5cbXzLLRRlKuPS6h3OeznbdEfrZ0atkwmkJASuA/Y120zld0GLsG80pwsB6ihfwjfEob50s8Aepihuz2OsUojLs8wfn+W8Ke0q42cLe7v7C39d9O5p8dhTA9ymWXIB7h2v9OdHYKUQ8Sga490yBj0Z7XoulL9l9h0426UJ6xb7CM61Sey8Bz53k3F81qh1jHBvVmXQCwHiUjHxwYAOsbk4SiscYOM2jPwXuBvYC73yaMS/ogi7ogi7ogv6v9B9z8ZswUpGJ3gAAAABJRU5ErkJggg==) 4 4, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJl0lEQVRoge2ZfWxb1RnGf+f4+vr6I25i35Q0LSGUNnShuB9AgQ4xvtXBxsQyNtA2bWwDtEnsQ/aEELAJoQoBtoAxhhBoG9sQTMzrytYiysaqbhpd2aAEKIWFNYU2TYOdmsRxrq+vz9kfdtskTakjEGVSH8l/3HPPee/zvO97znnPMRzDMXwgiKkN6TwLgNvrjz9Mxdn10VKaGSYJSOfpBp4HzHqTC1ydirP+oybWKOSU5ztHRbN1ckuPtSL2dUsaWErIh27Jx1YfFXYNYJKA3WLOgtvoMEfdWZzKci6MpsyRwNzZ/xSzv5vO8Vg6R+RoET0cDgrIJ2JDBNV18j0vLsO8wkugA1wa+Ip5SThqjfqaVwLr0jlOP3p0D8VBAfHe4RbtFgM+5c4z4ryn8vyh9JDKsZeLfJcZCyPndQrLvwB4OJ3jG0eP8mRMSqFOvauw0HjHbRWzKOp9ynOr3paxp4Zf1i+oU8RSzgvf0B4Mz5oP/CCd40dHifMkTJ3ElpAYfkxG9dtuHzF3tGo6fxt9Nbe2staLE+fTVira3NQ1H7jy7rx4aN7wqTHyCeNokIcpc2CfiNtNMmEqFOXqTrdFuyNBKjdFKQ8VSnsH1zl3Fco4rDK/FWptPqNrn4hfdJUeWrNEVM8jn2g+ugJgxXbR0tYk5xgVXLTCm6/fGbbVu7+bq/acOU8P/H187L1dG0qrc0Ps4ZPy8+a8cHfnoAgvPl0XH+gR46eTT7STTywgnwhN/VDWyUSyTmZqxD8wDmxk6RwRBM8vbPl89xJxhlw7dtNQxWEwZbNkQp/7gAv8Fvbi0DVtMdXJI+MbKFYGhuPaGXxDNN22TltDgAf8g3ivyjqZpUAS6KC2MT4L/LTHSpY+DAEHPFIV/tn7iIdGq4qB6j7K2gJwJnZO2XwPeLTikHtl7Be7dohXuD64is9GT2v2y2r0FF248VxRiQIGEMs6mQ4gUycPtR3+MuDmD4P8JAF5Yl2jWOZoVUlPK0qEAA7xUsomDdzplcntLP6uf6fvBT7lO1cubzq73Se1fZou3DpX6HMQhIAv1MXw+nibvc8LWXUz52SdTPuHIeDA6uFgdL4mmmJO5T1sRhBaeUyJwAQRv0nnGKhWuLNv5CmMJn/ncnG+FGF73ubSq9GVKv+1ZwiqqlatPiFRWsg/j5zSvcjaM3DxrG19dTPtwEDWyVwCXAiEqNVhT/RYSTVjAWHKZpSQayBDUkBQj7lA8XADUzbPpXMkqxV53+B4uVA2Cs0xuuXp1nHNcfcNI1R58QoBjwLLpdDqi7Et/2r2ldwJJvqzTuYq4NsT2hLAycCPGxVwIIXiOuct0XuHPhPqZJEZx9CVw0ZggohNs/znPx7gJKNUzTslxmgVcU4yuyLLZCW2q7R62X4nHOcfLQVk1asPXQMMA1+bxux59bkzMwFVYcT8eComQ1Tx0AoPGDmSgVjg0gGfiA6gpSpW33UdxokLGzu8tKOqCyt2l+59HtgEFIB+4EHgJ9RSKASwbXyO/deRRZ0TzHY1KqCWQvlE827yx1tUrK3ldznRsEEiaSwTtxuyeVArZShdbBtVe/HJdnO5scJ4NvinNnf8nZ4dxeQ1KZtbJw7KOpkBatGJdAf35LqDe3ITXm9rVMD+CLR7yOI+gtZWN8e/nb2M02QB0QZs/Av4o1/GdkkRGkJJb0hvdKLCYlnoOlv5/VHgnnSOSZtbfaI+MI29NT1WcmCmAooeouhHKY0iJEz8siLhyPV/j5UESAPX+qV9Q66cXZ8be6ZvY3W9yjtBiv4zO8sy3A7cM83Y9cAPgXXARuAO4N5GycPBVWggiPdWmLKzNDibxcYCNhQd6cEhJcH7iHgTeDOd4zklfE9vK7422BqIti8WCbkztLuTsR2Xp/O8nIrzsyljtwBbZkJ6ImoRiPd6x+uBrTGdL7X4pAphISQGDQjIOhmTfEKST9jkE2ZKJCIvc8LjVSVKfZWtju03WRX4ounzYwN3pvMsfh9bMutkzsk6mcuzTqYh500sroYAKrqCDx9CYADW9MNqxLNO5h6l9TN3WZc9CCwGzgKWDglzCGCWNya366dpZw4nh79qKCEN4P3O17fV3yeBx7NOxnyfvocIGAQoa0dJfCCQgJXOTT8QOAdYXqEami0jZ11sdLUD8ssUP7dcD6/2SR1qCy0wLjCuooJiXamfAjFJraCbziGxus39aJ7yPC0O7MQpG9I5XEePKBNzfwQAZpNPFIH5wJvEe/cTeLvmAaEU2kXtKiUZujksy/ODltm20FgVWiq7KbCbv5TvVyd4I67UnkNt0k6HQv0Xm9DWfyQBU+tzp1B90/XjxyeDBwXA14ErqRVnAPRYyT7gRgP52797/bcuUf3fbAmML102a2XnJf7rQnNEGxu89d5fRh7eNT42PCCV1wssS8WnJ1VfVu8D9u8Pv+6xkv89koCpR8FSRe/1PDyaxKlGiS1oIWzqF11+gXlHjo6UXfN+j5XcDGxO51ghDbpWhK+1j9ddvMBL9DobCm5ZFAxCpWbt3J2y+eWRyPRYyY1ZJ7MRMHus5LSpdiQBRa1wy5Rpkq1yr0AK9LnfF7kTfFp1tep8BEimc3jAduCmlE0/sFIaROfSwets5d+jz/ZrJfDw9b/FrNuftIefa4RMXQQcZp40JkDjuTgERURSy/vrdxCJnOIveGGzYoaMLivMcewp/S1WdVmTzvEksFD6sEKEGVVDXkCV3VFC2zLMvg3oO+SrHyImCxCUlEfMwSEkwpghTNtc2fZ92SVbmUMLMYIEUSj2NJ3dsdn9vT1S7Puy1ijTN8cyCZCrvuhG9IgbESOPEx/c2giJ+nJp9ljJw5bvh8PUSdyR13G5rvQGC1jE1dY98hJ5lTyeEylRZGt1s/fE+O2Fdd7PXT8BLje/E+puuXKRESDWKlea2yoOqqpr4df8YwbkHwPWZJ3MvJkKmJpCgxFdVMcFxhngbf7j9TJU2VTyXAaVVzteKuGTufGSUQjc3twdvnr2aWKl7IgsaB9URcZ0FVTYheFiym74Wt6ktuabNFY8TsLU6/UIsJODJYQH9KHpA14CNq2Vn5gXQK9epbaXhMRoiXR3nuW/wmpnLjv1Dv5cuHu7VvSmbL7UKIm656M9VrLhMnpaAXURzcDd1CrRh1JxNk7qkE8ARNO6NwHcCrQbAWILQ1e0Dbk7R/JjL/YB96dsfjWF5GeA3h4r+fZMSc5IwExQLzNSwNXUTm9rgEdS9qG3GVkncwuwoV59frzwcfzf4BiO4RiO4RiO4f8C/wOiOtSjPXZrWAAAAABJRU5ErkJggg==) 4 4, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJjElEQVRoge2ZfXBU1RnGf/fu3d27m83mY9cQYsSYxiAYVkCkSNUqtSBj1WJkROto7ZSZjo51nKy2jrVOx1JH3a1jP2wpalU6ZdqyMuI4KiOM2lEzQIECZRD5iCEJMewmm2Q/7t69e07/2E1IYgLZEYud4fnr3HvO+57nOfe857znXDiLs/hCUMa+CMVoAB4vPD4Y9NHxv6VUHEYJeLS3Ym4O23sSxVFOr7DJnNmvVKx8XJ63Cd/u+JkieTKow6VYoHYA1+p/4XP32qc7ziu9Wc9oJXonZWuWKem/EQtUn0GeE0IdUa61k3PbFUmpLKNBXsTlnu87XHabu1xmZz/K0TWhKJ4zxnQCjBSQAKUnoMbFNXodCXs756tV3Om6VZtbOqWy3NbXCLwRijLvTJEdDyMFHNalaTk1K1WvVZHM9fFq6mmRtcVZYb9dm+Vd0ag5aQDWhKL84EwRHosTAny7U+WyV1SovcKneDkmYuLjjE+83P9GYr35llCytcwrua/GVVJWDzwQivLzM0f7BPICYgGNWGBBn+LzKzY0Ow76RLcpUVKGsJlbkp8MbLI2i6RlY6ke9JaXNtYDy0NRVoeiXwUB0AQs7cBbrRJwCAQu5bBZLQejZZiPVct0V6/RG91prRvIYHCd44fuKWWXNSoKVxxVaj44t3fWz4gFAmdSQAJAQWrl6hQtiwk5aVXIWKpOdLx4vuy8bAbtW7TUZ+2bUquiPRxjsXabo7Z8UeOg4mhYJJN3L1CsRSfrKGKEHV+GgOGN7JZYQ/1cjr4xu+KGxiZlnroh+dOerEF30M8lQ21CUZ4FFtl1/PNKVlY30sTG7Ftie2JvtEoOdJTK/mVBP+1jiDcA9wMzgQFgM/Bcs94iToeA4SBeIA8KBSmyEiyySIkAjJGNg37uB17OGkS3Da7p2EUrN9mXqs3lV/q9ar8H+POPYtPqiAUuIhaoeSH9y1rgGSAAaEAlsBx46HSQHyWgU5na1E+ZOymk2pnrRyqqBaTGGgT9hIAnLZPo3oF1bR/Jd7hEWaDOLLulQdi02lIy6wJKbhrQ2C+NFYAX4JhZ5skIm1ZwsyRihE/LpjjkkDT2eicWmqKRI4chXNhJGuMZBf38JRSlK5flyYODG7F77XUBrlIHPfaGgcQHXYtF9JFepeoXKsqMIZvX4nMCs93t7Qs8hzsKA1cXMcL7gDuBbwJuYBv56fW5gZsIw1+glIwGYENDILBJ06IQ3BOI2AK05LLEP022Rbdl+6gQ89SLXXfU+rULGm+Vx39iytzOofZ3+T/YWiAPYAEHgCBwN1APVAM3AOFiAn5YgJ+Y5SJjqtjwqBqazFqMiYFxRLzvVM8PlypX6KlczEiRxEs5dc6rq3xKqk7L/GEO5NNxl5q1RpiuJT/i1wPkpKKmhX1oNswkHzPFCbBhebJoqg0bcZHisKz1ZBSXeSoHNe4fH7Qp3i6kKvpzfeZnoh+fco5a65ldJ0Tf/I7kU3uA1wtCdgHhZr3lJaBhyEdroqH27f6mxhFuG5kkhmMgSanLIh9kQsI2vJXXkPFA+lQ+9mtqeZcUQtNkotqmDmJR4vi6tsix3rWrps+w7j6U/PX9v/F1hsbaDRW+UfpJu5Cj6vZNVoB6oiCOA1hY2BWNpcqxHr88fsov0Ky3xIFVdrWyTVXcPYic2SnXp7JSYYbzpkppUz062Sduj32teoxdAlg33P+Jo9VWYHfRAlwy2a2TMQUWThyU2BLA5PL/Zr3lHeB6u+pf0p3+0/p4csfhD8VmUc+FTHPPqrYpsnw6x58ex+6PQBjYTn7UXwYeKWaT00aUox45YPpsDqbixU5WtfKBNik06y0GcCAU5V4kb0ZT29sPldTWXaouVPtcbTVaOnptKMY9QR/PjbHbCGycbD9jMfI8EAWwZEbY0FBUNIoQMISgnxTwoMNKxT/OvJ54LtnKIud3HZbm9puK/mQoRtNEthEjXBcxwg9FjPCqiBFeWKyAHoCszGLIHIqCBujDtbHA59bmiBG+I2KEX4gY4cVjqtoBHJlBbabeQYX04bR/SzvMFD2juD83lQq+vMCz5JfWK4AnIkb4lKe/kQK6AfpFSqxN7sJQ3BqgN/Y2eYgF5gMLiQUCxAJqocMaYCX55fCBoc0nFOUO4DXVhrfGu9CxxH4LhrQwC6uZhTbR/J4HlI95d9IMd5SAoB8AExJiZckCXEpKBZhJZjYnplIlUFUoRzmxU3cdSbQ4QlHWKioPuzzemVeU3Vs/X7lRXZNsZYv1O5Eytpu1xFMlcuDeCbj0jPPulMclbcyzEc8dMMs1j8OmujRIUyGzfnDFx9o06y1mxAjfBcwGWoFn7DrXXuD+TtVc5SrVIstWuck6V3zUbSXTeKELuDXoo20CLvuAt4Elhec24NViBaTSstfam+1EpUn7j3K8qpZ+C7y1gMOjyN0Py0OORwqNm/WWKPBOKMp81cZVl5asrJ5OE/vZw47U8z3ZND1aPh35fdDPSycjUlg6fxUxwn8ln8Hua9ZbrJPZjCcgYQhd7BFdlDorVafSLQTqt28mHdCQtRfLHtMpUyIUxSK/kz4c9NMGLMRh8+rCzx5lOzvja/dJgSA/qi1B/+SvJ5v1lrbJth1XgFsOGteV1HNAptQGebQ8qXhXlJHFbsPtdEi1wt7oKGEKx1L/rMyZbAhF+QdwYVLxet5MHWa6u9cqkH8/6Gei+X7aMFqASqrTqvZ/lDlCpcOBw42jxtnknysvUCupok6twYULgeBY6eXTWs1X/QOJg9+TEnGOpmvLXVfyd/OxofTjvcmSKKxo3ma9Zf8pG4/ByGWUDK6GuHCqaWlSYk3lNv0ZdbGyQp2hNmJXLXblWq1X0qviG6wXTTtObnTc455ZsfwizUnlOep8xyErg5VLDwn4sAjy64DVESN8dbECRn0BJ+l2LxkxoHyG1ErYbLXSk30/ZZl0C4tUSil1HMFXTjpu9jrD6tySm/yXKgvVaZ6Gmh4RZ1BYkHMakEoUMe+9E5SLF4Dkvql035hLdru3JoH8yekgkoPAzk4qOj5UPLPmyPTVqYzdu9tcFz3q+XfdAvsyfY46i3b1CGaiLw6jbyZOhma9ZX/ECD9WIP9WsQLG+8FRDjxNPhNdHfTx7nBlfheeB4in2KurUjwK1GhOKi90L6vuMT8diCV3HAR+G/Tzyki/ESO8AtjRrLccKJZkUQKKQeFaMQjcRv7OZwPwfCGhG4WIEQ4DrzfrLe9+kT6/FHwV/xucxVmcxVmcxVn8X+C/e2Xb/EVqPsAAAAAASUVORK5CYII=) 4 4, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur225127 2s linear infinite forwards;
}
