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2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHLUlEQVRYhcWXa4xdVRXHf2vtvc/jPqedKYU+KEWhsVBj6xuMDyyJJgpi1EhIiEEBtR8IxIpBRFDogIioJSp+UqyQmIAxhmqCWEMQpSoIQqOUR9JKaQuUzvvee87Zyw+XThlmprSf3MnOyT137bV+97/23Xst4RjHJUMDltfbSH0VPS9En5AMDbBq7Vo23HSFHKs/fzRGVwxlljUadEtjrFOhiQcRFMEMqm6JSMXG8zdaKcaJp6zk8us2HBXMGxptXCAWkxpZvcXkZIdVCFMW6LrT6YaEnk+YCoFO4mivXcmBV0ZZte50RoouSb3G16+69Igx5v3yW8djEc94Ce/OAr1K6ZqjMEdXAx15K1Mh0A0JHR/oJAkxyYk+pRMcK967gvpAg+bgIBsu/fS8cXSul1cvwfAeDcoHc3AYzhteI2oRMUMMxAyAqEJUEPFUTig97Hh0N9v++G8MY9NtW+yYALzA+/LIGb7EmeGkwpmhgLrDgcXATDARTBRTpXJC5YSeCN2o3Hn3dmppNl/82Sm4ZpnaR1qRsoASpSygiK6fAnV8dvfkvHJefMaXbTJRplLHK4VSeKHrHKUq6z/wZm7+6sWz1s54sWmV2vo8EnsQYQZE9sWrEB+wynj/ldcecWN99OzLbQKh6x09VQonlA7OW7+G4Q0XzFg7IwXeKR7wST8NPoAnogEmbh/GKkNE2Db8zXlzCvC7+26VrjoKJ3S9UDih55R2I51lO00zvCbYOQsiZQ+sW1EaxAJK6yvRK5Vu5Wh86SoqBFQ568prjqjE6nO/ZoXv74lCBFPhnHUn8aONX5heN63AeUsd4hwhFUKz//Shr0YSIPGR1FWM/HgYkf7G27pp0xGV2PGbG6XwQk+hDFB44VdP7JphMw0QMkfS8vjco7nnQTJCy5GmMgMi05KXNw8TI5gT7tp81xEh9u96hCI4CucofP8vOgvgu2cPmBtIcXnAtxOS3LPh4SlZ80AloRZIc0eSQJZAFiJ1Kdj3w5ugiliEG7b8el6IUpVuIhReKIJQKlx0609tBsBnVtfQVoIbSAkDKY8sOXXaweptPUmHAtmChLTpqNWhnlfUQ8Ezm3+AuH46r936+zkhen/eKqVCmSiVd5R5wp3P7Z+pQGgFQjvFtzO0neHbMw+OU3/bkdryGvUTchrHZzQHHQvSgjpdHvj5NiCCwbfvmxtifM8OysRT5IGYeGJyOA8K4No52spwQzl+UQ19braTk+44KLXTFtJYM8Tg2wZZurbJysUFjw82uOX+xwAwgxvuu3c2hCpVPcXSeQDkbyn696w//5nh63Oe0Cy5fpfUR9u00oUc95bjeM+1AzQ/B5NnLuO6/zxHRBAHN/7hMIR8/iKTZkqZJ5R5Qkw9MX29Ao0KrZdou8Q3SvITFvDoLy6bU84Ftz8pydsnyT40SrW2y7r6dtYN7GZoccHwC7uxqm9387atBqAxgldIPQSdG0DTEtes8FmJNkoaS5YhGDvvv2lOiNqFu8Qv79BRZUgmWBwe503pfhanB7l5Xz9/kYqv3PMz8woEB+FViENzBkAe0TwiLUNyI2k1ECeYM5566MY5IdzJI1KII6NksUywPLzECeEgg2Gc7+/fCVFo1ZqkUuDOPAOte6TmINH+fC1A65anhCyieYm2Sk558W6kVu/nEGPn9uE5IZYs2yuNtKKtHVSf53gdY8iPM+CnuG3/ToJTBgZqpK4kpBCC4IPChktmH8WuViE1Q2oGeSRtNkEhEhGtePqx6+eEuPDsJ6VJScu6OLefhTpJ203QdBP85MCztBoZmY99CFfiXncfHdaiBuQRySu0XbLilc2YGOoVQyimRnhg67vsHw9eMAvk6o/9VRpSkDBGQ8dpyyRN16GhHSZXryB3XTItSF1FKr0Za2fcZpN3nGgaSgggdYMQ2d2+DBS6ved58eWHaQ+dxlSn4L/7nmCsY7w87nlm7zgTFkjeuZwDkuNsKSNVxpjlTMaUriV0oqOwwAvnXzZ/PaC1EmqxP0P/eaJ8DzTS640TY4loQFyFvVqWqUa8ghHp7RilRonJQRr0qEuXmnbJpSDTalbwWQDZp/YIASQxqEUkMTSNrKzdQlGO0a+TlBgjIjbtwsyQCGrC6Pa9CGMEN0VdCupSkGmHGr3Xx56dgkOj+9AiOxSc0AeR1JDEKBX+8tiH2fvi04xOKQenHLv2TbD0HQMcIGHUckYsZcpqeBYxGRMmLPCnT35nzljzVjTlvxZaX41qOjhA14SpKjDeS3hpPGHPSMqekZSRmHDQUsYsZdRSxiQQrQVxIfd8YvO8ceZtzfyaAwJQPdue3vUxQmWOGJWSfkmuCkEjWhmBiCeSSEUWHVvO/eUbdl5z3zqvGe7kETn066OHGLVfDdlM304MNcNLRUJky7n3HlVveFTNqSwam3Y2sm/QKoRY9D+bGeoMV0a+8fGHj7k7/r+P/wEkidO+XYhVjAAAAABJRU5ErkJggg==) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHF0lEQVRYhcWXe4xdRR3HP795nPvsvtiySCFSENqGCrbyiok8lBBIfESMEqNiIjTUCAo+QNSAaYQSRS1EHrVEQCIIAcXWRAMGg5agNCAEkIZHSHnEbhvabrd7955zZubnH3e59HbvlvKXk0zmZM7M7/s5v++Zc2aE91gWf3+l1pseX4mUjYJYKxkYaPLhBYtYc9I35L3Gcwcy6MQV39VsuEnRUCbzrWB675cawCQ+/o9LNJnAksGF3Lz08gOCeddBJ537LU1jGc3RJrttTnbCAgp2kftJynkFxcA0RTMS6m1OeHGY7eVbnDS6lGndwzxb54Zjr9ivxpw3j/3Qt7U64PDzS0bPOp1iCPJ6QS47KWWC3O7uiM8AlI02sVYSqiVq4dPPHMWoG2A0G+KHx6ycU8f06/zAYRer9YJY4dDjT0cKweRg1WPIAAtJ94oSUAvJQDKd/vXHbeb2JY9hgKv+c73205kTQKxl5JCPMHbkydiW4vYk3DTY0mDIsJphku2OV6ED4EBEEC0RLTEErj/yfrIsm0t/tgXHjH1ND3rfGaS6pTFfaIwJ1UMM+YhQjMBfzv/UnOkcCOepWroAVqcxqcQQ+eILp/KL46+dNben42i/Qg8+7EySF7QmaMPQGBMGDoOzTx4iqxgU5YLPnbHfF2swflL3FhdtIVqy8uXP8KOlq3rm9ljgnEPbCW0nZFrRycTUuLJnHB5+ehIRRaxl3Ya/zekpwITdIPuKGyJVV581tkuzSFbo6LyPgjPgDJoZUmbQmsCgYfAIYfBIy9nLB0jGEJvKyjNP328mxvLlapiesSRQ1cTnN5/L6uVruvO6F6dlv1Y1jmQVrAUvpMwgVUNZE2TIMnK0obbIcs5xg2hdaLndXHrqJ/YLcWj7/eqSkqnQxOCBTY1Xu3O6FkhI2FBgy4jkkZ0Tj2OmIron4CYj7IjseCkRtgTWb9lN0oQxhms337lfO5prphlRyzCGhgoN7eU1AEs5XyUlCAnKiC1Lng+/lI27vySmFbCTEbMrINsD488q1dcTD+yaRGOEpNyyee51XscwpMKwWuYlRzM5rtt0mfYAjHEKloQl4TVSWfBSN8DGqa+IaRVkEyX2rRJ5o+S1vwcaryp3Tb6EMZ0k3vrM6r4QT39vqwwnRyMZBlUYVOG5o//cmwFLwhC61ZrQE+TR4qti2wXZ7jbZtjbu5Wm2/qGgoQv42djDWBGSCGufWtUf4tYWw8ExGC2NmbYHwJjQqSQMCZHZ79UjukJ8aOPbLWrbJ6k9NUF2B1j/IncfejMAQuJXm66eBWFSwUFqGUiGoeRopHd+wh2AGWFjAmIKnO9v6UNcLLXKBPXKW4z4LXzwlSc5+Ynn8Vt3cO/gDaTO07Duiau6AZZc4zWTnI2h4LFYslFzNmq+jwWmk3bjCqwLjI41+Okl6/pS/Cm/Ug4ebbNwYU578UbmveIZeHOC5o5tPFi/DjSiItw2AyEGjJa4OIUPLXxoIXG6F0Bsibiia8XhR82HqNz5k/v6Qtz2xo8ljL1OGmzhpzx2p6cyGfF72qz31yCqiAir/3qhulLBBEzRxqY2JrRxodjHAhdwtsS5Au9LmoM1xApGhHt+3h9izUN3i1YClBY/5TGTHt8Cn0c2uFWoKvMqwxhgwbmOWmpjyxxSgY37WPDg1NViDTgH3ir//u0Wmo0KIoq1wn033tsXYu2Nz4kGg+QWP20xbYO0wRTwR7MK7zKalRq2KNC8hFDgQ8EjR+yY/SV0Xslcp7VZYmCkjscgqZPCe2+6qy/EHVe+KSYYTG6xbYctDKYAG2CDvYZGs46UEQkBHwJSxp75XQBrFeMjfgbk0VueJJnU3eHsae3km1/+rF539aWzQH5z0U7RKJjCYHPbA1E/cRxbKlmM2FKR1PuN6VnwFx7+AzUGnNVO9copK5eRTMGuXeM8+8JjLFx8FK3U4uXXn6I0Bcnn7GhvI/nI/NNyUjWQqgHxSswS0XVWwtvt+uXMvR+wLlHxHWHnFVdRNt31OCKJqantpJQ6e4YUISpC6oZQVaaeHsIGgy0tREELgw2gqZONfcVnAax9dbWIS2Qz4upyUtbmXw88wlRripgixhpiKlF5xwnZK8y2f2aYQAckAeEdiH6l77/8imWXq9qSlHUAUpaT/DipWpAqBcMLF/Haf18gmECqlOxqb+OQZZFYK9FKJFUiMQuYLBGskhz8/mOpr9acm4nvnPJ1fRtA3XZS1hFPlYJYLZFmgdZyQjWgtZJUK9FKSagGUpYwWSK6RPSR+8+Jc+q868no0rO+oMlvR7OSWClJlQLqHbFUL2b6SlI1QK0k+YhWItElfnfe9LvG73su2LuseegeURNRG8GkjveiYPYyVQWrMnNAEDRxQOJwABnYt1x0wTKlGqBadLyulKQsINXA7ZeNv+d4//fyP86qcDAZcPxPAAAAAElFTkSuQmCC) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJUlEQVRYhcWXXYxdVRXHf3vvs/e5985MOzNl2optoSCY8ACChj4gSRWVAA/EhxIgvmAaSSSQVBMJraEpTbEooYwgSpOm1UilRRTCgyKIoUFBEPkIaI0oUgRpa9u53/d87LV8uGWm05kp7ZMrObk3e++1/r+z1ln77GM4RRt76DodrSVUgsFphosFo6HGhWPnsfkza82pxktOZtGCn92itYoByciKI2D7OkZBsGSaY1xk1W+v1ywu5uz5i9my4lsnBfORi4a236whKMODKZ2yib1yKYk0sHQx2iGRFlZ6uNji/NdXcrB9gAvGzqCRH6ZmK4xfsv6EGnNODu1apxaD9JrUrr0ISwfo4LSLix0sjWkAibRxsU03XkRP/svKt85kNAwxkqasv3DubNjZBtMfr1OjYJyQXncpakDwgEdIUKOoHlu9AigouYSSjKjCr5e9yvZFT2DUc9vzd+gpATinmFWfRb+8ArFT4lOiAWOmbsqKwahBJCdqhkhGSY+oGXcO/pAkzF2FGTMD225T+9UrMZpjNMdS9H8lx2mH/enqOaOd+8HXtR0PkJd1ejJBUXSQskmMGasPXMuDl43P8J02MH98repNl6Oun5gPIYzmrHl7CK8GNcq6cz5/wgdr/tsXaxG7lHmdGCMiOVpkfKO1mntW3jPNd3oJgsXmFkqHqqImTF7jy1uoUSyw6e/PzFlTgPryF00sun3xso0WGUhJLdRmrJ2kGbnrVvU3XEH0DhKhDAmSRLBmMgtO23zz7VFAgJx151x54jZ+db5SKpRF30VKbqh/he1XbZ/0m/yz5K3fafQO9RC9EH2CeiGmijo7CeHjEda8sxBnCkxscesnV50Y4oWqUvbFbWlAQL6QT/pMlsB3Db4rJK0C37b47U+RdISko9jcInjUBKIbZPyM90AiFsOWN3edsBx2RxebR2weoSwxMU6fB1h6yxr1zUholISWI20K+9dsMAfHVpq0roRWJHQUVU80A5R2gHuX7UNQRISNz26YG0LAFBFfGEJuSTPHjbtX6zSA+V+8HF8vCQ0hrUc+/uifJ/3/s/RzpnqooHJYSOtAWaG0I5R2mAeWvIK1Fowy/tjmWSFkKyb0LEkvodJLCLllt3loegbCREmYKEkPFoSDPZLu9CD7zr3M1D4wDL0nDL4f8c0KpV1I4RawbewV9GioB3ffPSvEwCOeas8SMkfIHD6far4+QBvSuhImhMohIe3MjPPWxSvN8Bttxl5usuilNqNvWKRzFvv3P8vG9iaMUQyWbTvvneGc5IFK108ChMwdB9CCUIe0YUgbhko26w7NK9ddZRb/sWT5410u3Nzk+ktbXPu9QVY8t4xtf/k+Iv11O46BOPeKRZrmEPJk2jUdoC6EupA2lMohYaGvsWXjL2dN55Pfvdqc+Yec855usmDvYYaeW8qn3z2LT/xrIY++9ODRoJadD9+vAIkavCRUW4FKJ6Ha9VR6xwM0IG0q6YSS1g1LTxuF0rLr7tl3vB+8vMpUj7RxJsN0K4S/DrOkexpLuyM8sWcHAFGV++6/XZ1YksJR7SVUe4G0l+CPB/ANxTcNYaKfjXlpiomKEXh089OzQqyNN5rocmwZcM0Kyb4eQ80hTncD/GrPTzAItYEhfB5YfP48at2USi8hzTxp5qcDPL79alNtKwNdYagTef3ZyIB3YPo71y82PDUrxLrs2wZRbO5xjdNx+wt8o8YCU+HpPTtxScLYvHlUe/2HMO0FQuZ5cf07M3fCtCOElpA2wDeEwYEqViNGwBjlsfVPzgqx8dC4MUWC7XlcfQQ7IbhWlUFJ+f3zuxgeGDqa+kDlaAmOtSmAtpI0Fd8S0pbw8tbDEE2/x1VpH2ly+wWb9IFrts4A2fTu1j5EHnCHupiG4joplTJldFQYsgm16Am9hHBM+uG488DNn/q5ukJxueAyxWaRFTctwsRI4/0J9r6wl2XnL6Ho5fzz1b+R00UoOVI/iPrI8gUjxGpGHNiPjqTIIMS0QENBRqQjJTt/9Ke5zwNJT0g6gu8qoSekmfLa5vcBaDe7aFRcYtEiomIQ+o2vBlSVD8o2Nne47gJMu8B0DS7zmMxT0WSG+AyALXuvMWkuuCzicoEi4sqSN+/4N71mFykFZxyllBg1OHX0u34qzD+aBzAxwbaGsc0c0zO43GNyf7z2zBJ8aOuHf6oUEV8KttD+uxwBSrAlyZeEd/fuo7Ad1EQmWoc4238MCRkSCjQtkEqBVA+gAx6pJdz7yG9m1ZrzMLEh7NBESiQqXuPRdPcB1JbgcvKkBYkgIUd9gYQM9TkSSqRS9Mdqh7nnmT1z6nzkl9GdbNUP794gxFkA+qJ9wT5IifqCu157+CPjz/7WOcbW8jUz+bBZwSA4QM1UN6oqqob+R4TBRHtS4nASGTjevpPcrWpLxBYUrt0vQVJCUrBx/32nHO//bv8DNlGvBdMKKGIAAAAASUVORK5CYII=) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHO0lEQVRYhcWXf4xcVRXHP+fe+968N/Nmpr8LSJu2iBgLLYgSjVQDEYQQJEUhGhNNjJqgkoi/YvgHsAikFCmQaFrlP/7jRzTLjyDEKELVBAIWqG3d8EtToLvQ7e7szsx7997jH7usHXe2QGLiSU5mcufe8/3Mufe+d47wPu1b7statJrkeQNjHMbVaKxayrpPrufKnZfL+43n3sukr9Qu0kbeQCqHVoIxBgyIWESE2PMYYMfWXVqmcMKHVvH1bVvfE8y7Tro8PVebspSiKIgzwsbuKThqGFKMS0hdC9Ia3Vzobeky3umw/px1TEkgbWVc9YNLjqux6I9XtraoiCX0hXP8RlxMMSS4mM4DOFPDpQVkNfq5pcwt3YbQLwz5eYH68hzXWsI3vrllUR0zbPDS9tkqKogKZ/JBgkS8CUQiESWiA/PDXKToQBPBJ8rhvyX8/S+RqMrP7/69DtNZFMBKyml2DafpGoL1ROPnZALgAU+kJBLnowQDpYMyEcrUUKWGqSCMjBwlT+1i+gu34NLlH9Uz3SngBQkJEiw2OJKQYUPCj/0di6Zzx+Z7dbotdJuWI5nhzUooM6gK4RMfM2z79sLzMDBwyZpNeiYbkOCQIEgw4B14w6bvn4dJHRKUrdd97bgH65orfquHKqGTKGXTUKWKbxouOLfBdZedN7B2YAusCppENAmzbiM4j1jl+dueQBQMjt9cf8+iewpw+72XybSFsmkocygbhipTmnbhVszTXLxhvW7OPjL3z0GDxXgL3mIrg1QJtso4/SdbMNFicHz++i8dNxOfuXpE+w0hZILPICTK+WtTdl5x4fy6+QycvmoZWvsXMQ3EVMF5NPGQemIa0KQi2C77bnoSEUHU8NB1Dxw3E3+861KpWkLZgrKd0l/d5mFaA3PmAbSeEIsUbY6h9UO8kI8SUz/n1SxEzVMlffbd+BSqHoPloZ2LXzGAV954kt6qFv1VbfzKgmppYyHABZ86Q7VZI7YzYpESWjVG9h6QW/Y/LCH3xKwiZiUhr9BanzLtMnrj00Q8UZVb9zyzKESZOvqr25SrW5TLCsrlBVft+asOAGw85URic1Y4LskYP+k/adq+9xGJyw4Tmq8S6yWhURLyGbpJl1dv2IcYg6hy0+iLQyGmdmyTcmWLanmDcklBtaLBfWs3DGYg1iOxAdoQQstS2jAQZPuep8WvaVF9YJxqxctUS2fotY5S2R7/2PUmKgIYbhodnokjT41QLmtRrWgQmjmhmQ8CVElFmZZUWUmZVXRiuSDIbQ/+SapTm5SbT6B39gzdjS9xeNUoj23K+GXHoqIQ4WcH9iyAEPWU7TpVnlMVKb6RDAJMhorJUDER+kzEHj4Zfrvu2PWYHEjGeG7pOI9//Ai7bniO/bvHmTi/xfZ1JyIasWK4Zf+T8xDF7lsUJ1CbdbUWPeZ5YACmYsnRWDIZPROholje5ppff29oOh/Z9Yzs33CE0TMib5++DNeZod3/A3X/PLevL+aiGrYffEIBTIxgKkTLAR8A6OCZloqOKem4ktUnn0zQwM0P7RgK8fqPXpPuygytpUxVh8n7B8n8KC6+ws61EYioCNc8O6KifYyJWO0g2p/3AYBuUjFTq+hkJdNZSVbUEWdQUbY9eutQiHDx82JMjTJO4vwYqX+DWnidNI5x59qAqtBOMozxZF/9Ajb0sNqZA/mvDPz5rhell3pmMk8nr7j/n/eT1QtUFBHlp48Pz0Q463cSROnFs3DxCM6PY/UtXBzjzrU9EutoNhKsTmOYxsQ+JvaZcKsXPoqnspJurWImK+nXIs1GgQpEBLWG658YDjGx7i7pxUmc72B1iiRMYnWSJEzwi3VdiiLHMIPoNFansTp4w+YBytRTpkqoGXwm3PHyblR0tgDFcKTbYfPdF+sVIwsP52snXSs+noMNk4gexYajGCZx8SidCz+M6PQ8BMwMrB24byfsWKfRCdEpPoXoDD9c+x1CEnl9epw9h/ay6aSNzFDx7JsHCTbBmRpTfSXRjJVbC4IswbsW3rRQqRPJUanjTQokHMo+u3g9EGqCz4RQE6IzxNRy81u7EbFMljPEGLFWiDEiKrNvRRFUgKiExwpEu4h2cbGL6AyG2U8XpxeILwAYu/plic7gUyGmlugsIVFunPwVnd40QSMOSwizBaqqnw3i/XyM8sED2PCO6LEQ1bAjNLwsL+45VaOzRKfE1BISiyZCTB24lAsPb2L/26+BcRiXM9X3ZBedTcMuIbfPEWyBNxnRtIA63jheKr47VGvRiia77zQNiQEnhMSCS4kp4BJwKTbJsUmGS9tkbgmZaVNL2tTNcox7hiAZweao5BxsXbuozqKtWe+LBwTAPrpJZ2t+BZOCkVk/xt7pFSJKkAoXe6h17Gtve9fOa2hfcKyFz+0VTHLMyNz3BRAlMc455/PCsp3/m95wgT39acUZrM2wtoZL2yQ2J3VtxtZsf//x/t/2b7jMUndds9ADAAAAAElFTkSuQmCC) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHNElEQVRYhcWXXYxdVRWAv7X3PufO3JnOdFpoayEtaDCUQCA+KD40gESMaUlKoqCxMRCtEoKKBUlEDRqMJohWilqoLUWsiAgVYhAlRCgqgiioGANolQrS1pbO3L/zu/dePtxm6mVmSvvkSlbuueesn2+vte++6wjHKMffdr2Ojg6RiKfWguhzxtKUd77pLWw+d50cazx3NEbLt35Kx5opdXgzk729GASMwQQhAkEjIpaVP7pOow+sOP5EtlzwiaOCeUOjEzZdrclwZP5QSq8+keJdp1GHgiJ2qHyLUOd43ybUOefvStjfm+LspafQLXqM24RNq64+Yo45Hy7ZvkGteiT/D/Pf9zZsaFPq2eShQ+XblKGvvsqmAfARfAm+5OKDJzLRGGFpc5zrz7lszjxmtpsLNm9Uq4oxysgl5xFxRDOMlRQrKaKKaN9WtYJ46EvsXxuv3Nv8O1v4PUTlCw9u0mMCSCw0LjqP4QvPQaVJNAkRh+NxHCB2CJHDi4roDAhRsLXy1cmf49K5t9qM0iy8bZOOrl2NIUe0h4s9RDNsaGE157mFH567p09cpVQFpioxVYWta0wVMd5zWfJ2vnXxdTN8B26Mbbhd511+MVZ7iFYDEB/5NyQKKsrVK1YecWPZh9aqKyKmqjDe97Wq+eTY+dxwybUDvgMtMBY0OqIZRWWEyDAqI3gzwtYTPNEIIso3/vronD0FCO/dLsbXGO+xZY0ta5wXmkPNGbbTNPNu3KrNtWuRRJFUEKc4yRDtYcixYRKrLT726jCiHqhZf9oFR6zE2O2r1NYeVwWMDxgfef/ESjZ+9MvTftMXi3ZVKqqQgEmBBGRYEeNxsYuhjQ2TuHiAj+8ZRrQmrxt89sxzjwixaOO71VQeW0dMjBgf2X39b6Z9plsQexBqIWSC70GxfQexBbFKqJlPkHGCnSCacbYsOYiqImL54pP3HLEd+tMXcEWBq0psWeKqeuC5ARj5/FaNtSH6vmomTF71Qdm7dEjiFMQW+GqcIMdR20XU9jjuWLQbiASJ3HTvLXP/ziulkStp5mnkEVdUfOab1+gAgFt9aX/1PSFUwvjjj04H2Le8Ib5lCC2h6jWp7QnUdillspiNC7L+/wLK3XfdOivEvp0vS5qVpIXHFRWNXHn4xYcHK6C1HNZMsPVgWw+sSKVuW/weQ/mKo/DLKZPTGHNLuEGfQlQwwI833TwrxPCzHUYKYbxKGAuO8ZgeAaAWjMYZQQ6e4aRqOcrXEopdjs6/TqIcGWb0pVfY9Oz3UVUwkXs23jQDYkQSjrMNJmzCuE2YZw6fjP1NGCPEiMSAxECaV7MthPZKI25PF/fCQYZ/8U+Wf+BFrrzmCdb8zfHkr3aAGowx7Nh44zTEe846WRMvLDRDLLANJg7pAIDNSpIsx2UFSS9nccOyfvMjs5bz4JoxWbrzd7z1Zy9yxZ6cxXvewfBjhqGnX+Lpn2wjxkgMcN/Xv6YARiOurPrJTcp8kzJuXtcCm5d97eXYyR4njQ+hPnDzHTtnhfjTratk1Wgg7H+VNKY0202S3ZO43VM884MtAIgom69dr9QRU0dsu8RmEZcrackgQJLnJL0eSatHmnWZ7ww2Kih8+7uzQ6zfsUZikWFIaNQOm5+OO9DFHOjyzLZbiRFGR8cQr5yxbCGmU2A7ObZXQrcaBNh76VKx7Zw065K2u+x4eZR5VpAgiBfu3Pz4rBAf2v85MQguJjTqFClX4FoFplXwzLbvkDQSxkyKaRXYbonpVZisYsP2nTNPwrTTxU1lJFMdGlMtxoaHEFEgYkW5b8tjs0Ks0++JIcFFR1InSLmin6hb8cdtmxkZGsZkFdIpkU6J6RYD/tMArpeRdtsk7Q5Jp2T7L7uIV1Lpm1S9nJsuukXvvuKuGSBXcq+Y6HDRYUOK1KdiehV0KpZ029CrMHl/9ZINHsUDJ86Z6x5UWyuuAldBUiqXrh6jacAfaPPqb3ex7OTF1K0Ou5/6C2U+hfcVk/v2Eg2cEpqUtqByAVxAk+fRxKLNpP+ZWr7y53/MPQ+4EpJccTkkmTKUK4880CKxStktEA/WGjREIoKI7Y9mRlD17B6vSIIjCRYNgD8VqQOS1Uhez0g+A+APd66SpBTSKjJUKROJMu7guQdbVO0CHz3GGLyvIYZDXhGDBSwAz7sWVvvtkCCHIarAbDJjKP31/aulUXIouWHCwSggL4ywbPJkwkMl0feDqSpgEBHOqhZxymsjnF4txAawwWCinYa4Yc++WeeGOYeJdRc+oAscLHAwkkVGe0qzE6DTImYdfNYi5C3qukv0JZ4KT403fQ3iCTZQ28CXejvnzPOGb0Yb1tyvzSzS7ChDWUXs9gFC3iUWbSrfB4jU0wCRGm+Ua/1Dbxh/1veC/5VP379GGhUkQcEHiP5Q6efoaQRwR5UcjqICr5e7l92isegQi4xY9fC+JIQeQSsu54fHHO//Lv8FyYnXZOBILYwAAAAASUVORK5CYII=) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHYElEQVRYhcWXe4xcdRXHP7/7nLkzO3TbwnYLUgqRIlgejUXbRiDBogRSxGiI0YQYo41KkJiQGNSCfdJUKCgQGkTFhCAmJIKVhwhIUEmEqiQ8ipRCpXHTx+7OzvPe3+v4xyybTne3lL88ycnMvfM753zme27O73cVH9JOuPFhqVWrZFmEih0qUsybl7L81HlsX3We+rD5ouNZNPDNByXLMlykKEyBUgoJBKUCQLDeEwBXPPG8qJLwsTk1tl2w7LhgPnBR7Zq7JBwcJKvW6IrDfmINKhbCihDEnjAWVCZQgRX7X6LucpYtPBGdjzOQJmw+f9Uxa8z648IrbhVfzsjjCHXRtdhyCVSASqQHkAhBNgkwRwgyiMoelQlB6rns9V3MjSKGUsUNZ88OEcx08yMrbxTSCFRAsvyLKO1Qhetb42XyS3JUwhiUaJ5bsphHzjgBj2Lzrn8Is9iMABLHJKdfRnz2ZwnzgsBbQm9APKIVYhRKHfWnElCxQOABA3RRovn5Aks5a81Wf3oLTlt+g5SXXoWpVjBJGVcpY8oVbDnDlMo01iazyrlorC1hkhP5cZR0CF2bgCaha7P6nQX85MIV02L7bpx31vckOOdSTKpwpTKmWsFWMnSpyneWThCHCuvhpqvPPeaDdWZjtwS+TuQbhK6N9p+iEM01773DluWX9MX2tcAqRZwLSdcTt9skrRZRu0Oct7l79yBeQCnFht+/MWtPAf5dO0tFvqdAISvIfQvtW5TT6R2folm19LsSDq7GxuBTMLHCJmCqKXqghq7W0ANVrj+njqCQOOaHl595TCWWHBiR3LcwroX1Bc7lfGF/nfs+/fmpuCmkRcOXMi/xVL2QtCDtCmlHSBsF6fg4Sb1BknfYvmcIwgDCgI3P7jmmEm8ODSttm2jbpXANCmnx4HC/ClNX8xM4KYGhxDOUCnPrf+uBtIRSw1KeGCUZr5NOTHDbvpNBPKiAra++eUyIkR3byf0YxuVY3cGZ7nSAa5ddJyfGwvxYGE4ChlNh5983q788f6WaazzlupBNWCojhygdGiOtT7BtZDGIR4mwYdefZoewBlO0sXoC47pY2+XaZx6QPoCVp32GuQEMJzBc8pxk3piKf/zZNeqjZc9QFwbqQm3kIJX9I8TjTbaNLe7tC0rx4+d/OzPErb9R1jYwpoO3Oc5M8MBgvV+BastTazpqLc9gxxN12305fvnkGnX+gLAs9Zze9Mx/+yCDb71J0NDcdeIpk5mE9X/81YwQ7oFHEdNFTBes7/mRAKWmIWsaKg1NdaKAXE9Lsv53a9SFxnF5Zrmm5li97yDDL/yVAfUSW8uHEVEoFbLxyekQofGguz23ec8nLQLwnfHe1SSYRDOPzq8+dbV6aPEGyXTO/M44Z/h3uedUi//46WzKBliXnItSis0775ObrvyGAojXXiwirlc8mD4Hgh5AC2nW8a1xfOsw1VqJh7++ZUY5v/zOj1Tjv69wqPkaYwv+ycpRy9Bre6ju/w9bDzw3mTVkyx/uFwAlDrwj0AWBzqe8D0DaDVx30tsTzD11HqLgiZt3zAixVnaqZvYyMqfMfEIGR+qcMDJKdniUbe89jUgv7Ppfb5LQgXK2B5DnKFOgjOsHcEUD123h895nXIlRIoh4dq67e0aImxttJUmI0oaFUUplvEVWb1OqN7n93ccREeZkNSLriC9eQtzNibQmyntq9AF8ZfQO5Uwbn7dwRYvm/S8RVRNEAQiP3fKzGSG2vPCWUtYxGCRkuSFttim12qTtgtv3Pk4cx1TSiEBrwkKjipxAF5irfjp9FDvTxtoca9t4qynVMkAQpRA1xmPrZ1bitl+8oCpBxJwwJu0akk5B0slJu5q79j5BLasS5R3CQhMaITSmL34KwFuNcxrvNU667NvwKB7h/XNHs7GX71+yUu781temgey482k1EERkHuJuQdzVPclzTeOUhLiwhMYQFj2QI61vN7uXzwmAx+ARPJbTbvkSEowxevAAb7yyi0UXnEdhC/bs2Y2NA3wSMKY72Ciie3LIqLMU5RhTLmHSEJPG+CjExQk+Uhy+7pHZzwMewaKxeGxgsYFl98aHEKXodDo45wjDEO88IoI4mRxACvAkoyElBZE2hEVOpC1xYQiNIzR6WvFpAN/mKeURfODwWGwALnS8umkz3XYTmQRw3qFwqFD1ZoujBwK4/Tmhc4TGEWlLaCyRNkTaHV17egvet9uDlWID8IHDBq9gkhDKEb4U4UsJ2aqL2LfvbXwSIaWQet7h5CVDjLmCca8ZcwVdwKQRNomxScjbm/48Y61ZTzS3Jp8Up/412ecISUKkHCPlGFdNIUvw1RJ+oISvlHDVlLq31L2m7gwtb9FhgE0iXr/jxVnrfOCb0brBqqgkxCcRlCJ8liBZjE8TpJriB0q4LEWylE4Ada+ZcIYJr3nx3pc/MP+M7wVH2vrxlhKlIArwR24mwSS+6x1KxAsBEBMQK3VcxeE4FDjafrBskUgW40sJUo7x5WRKge33PPOh8/3f7X9fV8tiRXOV6AAAAABJRU5ErkJggg==) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHIElEQVRYhcWXbYwdVRnHf885Z2bu295u6dZCQREIllpFilABPyhqiJIoBjV80GCiFjDBSK2IiClJI0IIYCFYiHwgoRKhCRiKCqIUlTeF8FI1VEGDbYS+d3d7996dO3POefxwm+3e3bul/eSTnEwyc+b5/+b/zDl5jnCUcdFpP9Ck1qBMMjplnclQpdFscvqHj+fmdSvkaPO5I5m06uyrNUkbtAp4u9UlYvqel6USMVzwyae1jIalS+exfv0HjgjmHSd9Z8VKJS7ANRqMHvAMpWexv4CxbsJEOcR40SQvGrR8jQ+e9To795SsWDHCpFeGhiy337LssBpzPly97AJ1lSHK5BjOG/ks+wsY7Qp7u8JoKYx1LWNFcwrgQFknD1UmfQVVy0Vf2sLIQsfIgpQffu99c+qYQTevXHKCinWIWD6++DwygYqBxCqZAQsocWp+iUHVEqMhxl7KTZtO594NSzEO1tz8mh4VgBXLececykcWLUNtm+ha1BzUrJAZyKzizCEAVUHVotEhIkimSKqYCtzys5NJ03Qu/dkl+Ob7F+n5I8dhfYZUzkXqI5jKu5DuQsYKy6WPf25OO5tNr6p2CsA2FZNFTAZfvmgrP7nuQ7Pe7buxcmminzr2BCQmiFYxvoJUPgrNYxn+9KmYNEVVOP/rFx72x5q3OOh0cWn0gC67+F+svax/dfSVwDlHJCdqjsok0XTQ/FmY2Evrd9tREaxYnrpn85w1BRh/28pMcZNCLZu96qcAVi4TPXdhQpAu0eVE6fTqbyfQzh8JrZ0c+M12giqGyON3/+GwEHu3pCINxTTANEDqyvpn3sNV61/ue28K4NzjE3BFD0Bygp0kmEmi6xBMC53YTJx4m9av9wAOYwz3r/vTYSF2bc5E6oprRNxQxDaUR/6zZLADUTyF8QRbEkyX5/eNE0wbzwQhaRHsOHH8t3i/jfFNLUKMGGO46cf/OCyEH1uHna+YYZCaIrX+6Qbg0uVolEjEEygpTcmdr3r5ypMHxJsOwbbwdgzv9qN7H0Ur29j2UIugAYjc8vDcEKYKMk+xw4qrR1w9surnL2ofwDnHQbS9ERLljeT4qQRffbIthelQpuOUbh+l24F/awOL65M8vaGFMT0Tb/zlloEQOx/+vrjhiKlFpKlIU3msfWq/A9GCN9NH//70tScKKWxOnh4gz3Yzmb1Jsec2Tqwr625dhFhBorD2kZcHQnQevRs35LHNgKt67FDoB/DG4I0hGogGRGYv85WPqeSJp5PktGp7GB/awinpU8QlCetfWQxAFLj+kRdnQRQ2YhcoZqj3M7rqoV2058BBYW8MhRjUJYM+hCsfRcYrGfuqGduGE146YzMTF77AfruT21+ZBxEMhjWbXpiCSD5/g3YrQvGsp3wu0H1e6T5/iLHPgUIc3jjqCxZxz63fGmjntQ93JV84Qn7iSTzTXkzCvxmvvcXu5n5u2lojoIgKa351EMIYSqu000An9XRSz6SdUYJS7EHxHsjCE05BCWzccPNAiB/d9V/Z3l1EJzZIaJOEUYJrkbsJbng9QUUREb5x3+9VTYm3htwW5Ekkd57C+ZkOOEprKayjdAnVxjzEWMQIGx+4bSDEA+ueEJ/WsbEk0TaJb4HtEFyXtW84VJX5tQwsuDMvJq9Fuq6kkEg3meHA9RvbgjPgHJpatv31frJ6HUUQa/nFxjsGQvz9jnvFBI+NXaxMYjQHzYGCtVsNaeKo1jMKW1DGLgWeIvHsX/Ne6QMAUJtA6lCbEG1KrXkMJoFIJGC478GfDoR46/prxeCx2sVpjqEAKcB4bvinpVZvEKTEi8cnvY1uekwDsASToEkCieOlZ+4iRoMe7HBGJzp84dtf1KtuumYWyOi1l4vEgNECS7cPYtfJZ6NSErKAmhI/rZGBGf3AdVe8W7EGdRa1FrUJZ5x9BUU07Bob47m/vcIpJ51Gp6O8vH07hcnougq7WzmBhO6yj+FNBS+VnpOkEB2I6V2NgdVnzt0PROfQNEFtbwST8eyLG4gijLdbxBhxzhE0oMET0akEqsrwtlcx4rFSIjFgfM8FNPauM8RnAdx455sScWjSE8+jI48pT/7lISbabUKIGGMpQ0Cn7ZbTk6Sv/RnwGOPBRkzwhyAGxMDWavU1y7VQSxFTugfHeIxMRChixpL5S9i6YwfeZJRpnd3tnHDackqqBJMRTIYnJboUjRaiI179iYFac/Z2V3z3HC1iSh5TcrWMxoIiJhQxpQwVitow3WoTn82jtNXeMBmeCpGUmKREdQRNCFd/Zk6ddzwZXXLVBdqKkbYqZcgoYkIpVcqsQVGbT5k2esJSoXRVgvTKF9Uxec0l75h/4Llgejy47gnJNRDUEJHeGUAM0dhDX6GKGEVQRBViPCJxOAIHZsbyyy9W72oUlToha1KmDbykeFdh13Wrjjrf/z3+B9zbca58IUDPAAAAAElFTkSuQmCC) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQ0lEQVRYhcWXa6wdVRXHf2v2npnzuvf2lIZSoLRYKVKCSBNMMEGNUYzBtAHRBDQSwEiiFZGEhCgvaXsBK0WwNBD0A0SMBQXS8JSgNiIfUEgUaHkWpUjT932dx8x+LD+cS8vpvbe0n9zJypzsWWv9f7PWyZo9whGuC4Y26MBgA1uzdCUQRciOyjn5zKO45vbT5Ujz2cNx+tbAA1qr1XBBaBUFIoJTRSQBFO8jksAl527SQpRFpwyxcs0ZhwXzkU4XDa5Ta5o0aoO0O4EFfhmlKB2juCTijdIWpQXMOevv7B7psmTp0YyWXQaGcoZXfeqQGjPevPTYW1RijaJrOVUuJvgKQkIpSinaE54EGBGlk0BhI21RugksPWczs+dY5i7IufK7S2bUSabbvGT+1RqxCAmnZRdgJWAl9Plo7F3Lg2JDAl6U5/58Mn94fBHRw9rhl/SIANCUM7JzOCX9Mokp0MSjxqFEMhUyFUT6H8oBTrR3BVwKkiq/eugYZG51Jv2pLfjOwit1aXU5ztXBVfGhiro66msEV+WasWzGcp69oKUTRmnZiNQV0wgkQ2DqgXPnv8Pwzz89JbZv46pPXKanV8+n7QQNVZyrE3wNygYf+/4oJhWih+U//uQh/1iLTx3TZFbENiOmHmj8K9IqlK9cuI2bV5/ZF9vXApGMRqo0sohJW6TZBMa2IW3x5l1NNIKI8OjKLTP2FOCNVwfFNnri9X8q+7qR0TJSHcqn+O6n+eFpF+mXmsvAV/DR0nFC20PH5YRyEC0HcWWDk64YARVEU5Zfu/iQlTjr5B26rxsZcwEvkZAEzj/vPe698+z9cft/bDznTiXmSKgiIQNfp/DChBNapUWLJt1yFr7TZPGVu0FTPPD1az9+SIh587apI+BSJSRKjJH2uwdiDrQgm4BslJjtQfMRnvcbyLM2s3OlWfGY6h5sNoLNR9ly23EoESFh/a2vH7Id24t76OYRR8BTEsT13U8AVnx+qWq6D01HSbIRNN/L8Au/ka8+9w3R2k4Gqi3m1DyN+i4qlb2k+Sib15zYgxBl5c9fnBki8Tgt8GmJk4AXz8U/elb7AL64eCE0t8JRbxCbm9kyZ9P++GV/ulRi4z3yxk7mDjgGB3dSq28nS8d5ac2JiAiqwk/v3DQ9xO5bxGcehyMmnpA77nui2V+BmE8QquPE6gSx0UZrnb4cy566SnTgbeKszQzN3sYJc3ZSa75OLSl5cN3xk5kSblr/x2khQvu+3iAzDtT37MMAmo6j+TixMkaojkLSnZJk2aPDEhZuwp/0JHHxfcxf/Bea8/7GzkUtbr27igZFVFi1/qkpEEYc2HLSfM/6KlBt9ywfQ/NRtOIOzgHAeeueluLYl2kveZ6xL/yM4tKv0WneRTzmFVbfPw705sTwvY/th0gXXa5iFMyHxKcA2HavAvkEsTZBY9YgGx64bNpyXnjdOzLWeJ/3ZZzN+2osmLeFuXNfpdF8j1s37Og5xYSb731cAcQoJJEkLUnsAetvQdYipJ1JazH7mBNQFZ584oZpIS5fobJjPKfQKibdR3NgO0OD26k1drPmwW2o9sKuWH2/GgmICZPCXcQ6BNcPELKCYDrEvEswHdJqHTFKRNn42PXTQqy9oSVeDYk4ao2CenUftcoIlcoIax/5N6rKrMEa1njSoz9HmnawaYmV7tQKfPPqPRKsI6Zdgi0Y3/VrbNpAVVDg4Y03Tgvxu5vfFJFAlnSoVLvk+TiV6gR52mLt77eSpin1oZzElhhTIElBYkrcC8unTsJgHF493nhi4smrgyiAClGFRzbeNC3EU7f9VWziSDNHnnbI0jZZ1ibPOqzbuJXBRg2bdTGmwIjD2GkmIdAbEhKISSRY5d13VhIjMHnwGBkfZcU1n9FVd1wyBeSZOx4Wm5RklUhqO6SmQ5p1sLbLmD2e1BQY6zBZgTFFX2zfi+Tu9b2H9kCM4CKcuPBGggq79uzg5S0vsmDB6bSKgi1vvYbzCWVM2LW3jcQq5rglFC1D4ao4V8WFHOdzYrQElxKx7H56xczngRihjOA9FD6h8AmvvLYKVaHdbhNCwBiDxoiqItobPiJCJGL2bMdUBGtLjC2wpiS1BSZxmNRNEZ8C8L0VSO/JE1wE7xPKYHjxlWFanXGi9gB8CKgEVASSXhJRAZTuf7diTMAkDmtKjHFYW2KTg4+v07TggzW8NlHvE1xMKH1C4QwOSxktMWbMrn2Wt/7zNjFaSjXsHWnTnH8CRahQxiqFr+A74EKO9xk+Zrz90OpptWY8TFx3S6YuCKVP8NES1OA0xWtKEXI8GT5WKGMFHyuEUMfHOmWs4EIFXya40uBDxubf/mJGnY/8MvrB9Q2NYgjR4rG4mOE0JcQMr/mkYE7QCsTGfoAyZPzjnrs/Mv/03wUfWr+8aUJQIZKg8YB7nDSIIIpqbychIOIPSxwOowIHr2//ZIF+UAGnKT5m+JDjNeeZ25894nz/9/U/uGeruaa/T2AAAAAASUVORK5CYII=) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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98%,98.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHGElEQVRYhcWXa4xdVRXHf2vv87h37nRmSgYnFFBoA4VANK2A0EQtjwjEQBViVDCQoBWMNRaRCIolaUQI4TElSHlIQKAfIOGDGOVpDPoBbCNKJKWKBNDWdlqYzsztvfecsx/LD7dMezszpf3kTnZOcvZe6//Lfz/OOsJhtut/fJLOb/SRh5SGOuoxMNA/wNHHfZozvjIqh5svOZRJl15/ug71Z9SpoGxiDhjX6DAKf1p3rpoYGTzqZE792n2HBPORk87+wRl6ZBYZ7u/H+imWn5aRFxVpp2SeOgZCRb+p6POefxan4SZ3MbzwDLTTwebzOOWydQfVmHPwlOuWaS0RhlzgrOXDDFIxICXzpaThHbZdMuCraYCGd9Q1UIseK8rrrCCpD5PNG+bEFTfNqXOgmwAcs2qZWhFElEXLF1CJUGJwaqkwYCHG/ZIEsKIYiRi6A590z3Dy+4+AGjZvWKOHBWCtcMSyEUY+8zEKtbRjQkFCJRaHwYklmn2hgmKNkkhERFAnaCXgDAs330GWZXPpz1yCke98To86+1hy62hIpCGOEZMxJCVDVNx08XNz2ukfHFArOg2gbUusDHjDm0ddzqe+e/eM2J4X6crlesx5x5NKoC6BmnE0xDGEcv7QBdRMhqhyxdnfPOjGCqODur+4trqu/Oukb3PqqrU9sT1LkCQJRTQUUeiopR0tLU2ZAl5uvohRwVjhyT88NOeaAtjVk3KgON6QNPpmzJ2mkZXn6rzPLiQxSmIgM4HMROri6TeOQak4xqacM3ABxkQaGlix/JqDOlFeO6J0THdJnKCFZcupl7B0zb4La9qB9KzFVKSUwVJEQyckdEJCO2Y0Q8KkZmyPjleav8UCxhhe/uPoQZ3I7x4TbQuxSIhFghaWxa/8umfONICPgq8MLljKYJl8ZSutYNnjDc2QMxkyxmPGf3zkr1PPEGPEGMOW535+UIjRVz3atNA0aEfQTq9pXYArztcYDT4KLoBzBn/vszL1jQel7ROaIWPCZ4z7nDHN+G+s8XbzaaJXosKW9XfMDVEZdErQpiWWCbFM2HTdtdoLcOaJEA1Eg4aUo99qT8e3rnxA2pVl0tX4wOVsd3X+4YV/a4Pm1OOYvffB67ffOivEDe/ukLgnIRYGbQraFE544dkDHIgGPNPd+F6bqqvuk6JKmCpq7Cz6eKczj1erjB3SYOS9OxEVJBVeW/vIrBD3mza+nRDKi/B6ESF+uRfAeOmK7nVBZObm1pX3iC8sRTthV7PB65NH8mR7mPQty4Kn7utOirDp5pkQsVmh9utEM0BMBonJvuO4z4FouiCVkuqsNzSsWif5pCX/wJK+l7Pr94vYuP48dmweZ/DhdUDEGNi45tFpiFvSVGV3if/EE4TjNqAf7/YDHOj2pFISL4w0hvjeQ/fPamd546gMtxocvz3lhDf28Hbax7b3VzD+5nL6bnseDSCibFzzmH4ooC1H2NHCj7XxY23CeKcXwLqu+Icgi45cQFC4/amnZoXYeuvPZGSsZKAdaaWW3Wn3qO4pUtJbXkRVEBFe+tad6nQJpvRU4wVxd4EfL/CTVS9A4sE6Q1IJqTMM1vuwIgjCXRtmh3jhmVFp+ARnhVZqaabQJqUMKcnal1BV8vnzAMslSULcWeB2l8R2RZgoewFaN98lBkuCxWrKhvfepZHVkahYhHsemx3injfuFW8CpRU6NqUwQoFQYTBrnyfJUvJ6P1V1MaW7EN+q8BMVx20dn+UqVkNCSqpCFoUj8j6Ihhi6BccvHn5yVogbtz0g3gilFYrEUBlDhcFjsbe8SH9fHy4I3gvefwkXvtgTPw1gVUgDpNGSBGH9xr9gdG+Fo9Ce2MPll35ff7r6thkgV+9+QIJEKmMobS/E6WNDODWEkOPUEH3vCes58Mfe8BM1EaxTrFNSr1yzbCnGRSbGJti86e8sXnQ8sd1m22vvYCpPWkaKnbtJg/L5cgE1r9R8JFVDFiMJAYNMP5fyxEHqgSqSll3h1Cu5Vx5/aROiwp7JFjFGkiQhBiUoEAVMN5+q8rehCbyxOGsJolQm4rFEFI+dIT4D4J27bpUkRNKqK55UkayKPP27P9NutQghYI0huoDofith9uV9NduGx+CNJWLxRqchZmuzFhRLrvqRWq9kLk5304rkVaRWRRYuns/Ym9sw3pM7KHZOsiQcTd1F8qDkATIfyKLFqichck781axac1Y0Z172Q81c1wFbKUnRBciqSM0FhqqMegk1H6g7qDsld1DzniwqWbQkMZCGwIXh0Tl1PvLP6AsXrVbTiWROyV0gqyINJ/Q5S1+l5C6Su+7Gqzsh3etAEiNf7fzyI/PP8dXZ1174zaiYoJigmAhGtVuc7vdjoqKoWFRABSKHJg6H4MCB7colV2vDJ9QrQx4iuYtkPlLzhmvH1h92vv97+x8FK6lw3LRj2wAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur72631 1.6666666666667s linear infinite forwards;
}
