@keyframes rwdcur71288 {
0%,0.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe2WT2gdRRzHP7/Z2X15SfoSq7SvClW0EDBiVYRCqYoFqx7ai6LgoQepHhQMEhAbUwQrptZLW4oeLGiLelBExNJ6UE8ehZ4TPHkwtdo0L/Ul773ZmZ+HZ9amcZPn+3OyPxjYndmZ32e/v+/OLNyIG/F/D8kbuHnskPpE8JHgkwhfjPARaGzwsYAFY1PCgcncNVoJmzsQwDgFQOspITYQWVQDBAVMJ3nXB0hcoIFh/thbqwdPvAvBEw5M9g7AupA7yaSe8MoErFHCViNXR+sgbuhykqz1HX4bEwROHuk099oAxdST/IsKtUOTiAuI98iHU9ozgEJdGWj47P7O5yeyZO7gG4i3qBc2fjLZEURuDR/Z+6oGA85EpNbgrFBLDNOnpwRoJn3/HcrDV9lRuMjXT33Ulh9yFRhMA8W6sqHm+OmLowxVHTctOO575jXNwF+aYKOpMWJ/5bOzD7SlRC7104++rCrClz+czPr2PTZGsFAT4btzxzIlLnx/F+X4T4rGMbxr7j8psdbD175RluyFB18kSlM2LKW8N30m6w/nS0ihOUV2X20ZohUAub7v6K3PUl6osk3PsbMaMojG6U1EiYMBiPZdaQmiHeMowPkoYtNg4JaHy9z+zWwGUTteRgYU6fckz/2x7vrtbOgC8KT3mIIhVBpc2nFvZsy+sYtQMYR5S/3U5nWN2e6JIgD3X/JI8ITtNa48PppBFMZnkQWBiqH+wZY1ITo50gTgjh/nCfM10qqlsnfkH4jXZ9GqQAXqJ/IhOj5M+Lv2v42PYi9APOQofTWTeWLxza1ERQcxFMZnl/Np/dRmJNauAGQQczvvgeGAHUwpfX4dROQgaSpTO15GEoW4OwqsgLi8e5S438EQlD69BuLgVkwxRRJFrSKJoNo9BVZAzO25GzuQQv9qiP6pXwCoH9nSdQVWQFSeGEFK2oT4eGbVZlY/fBvEoUs/ditDAIa+nYZFYBEW9m9b9RX4NEIb0hOADKJ0dgYclM78vEppdUJYsj0DAODynlE0zanykkFT6YkHAPT3XduxSYr2KdY0DUkMUaG5Jyy3nimgDymaStZwgAMf4uwaB38B7yQ7GKn6pngAAAAASUVORK5CYII=) 18 19, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
1%,1.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfklEQVRYhe2WTWhcVRiGn3PO/ZmbODGxiaEItUVsix1UKmgWgihao8YKUWjtQhBxoS6qdKEuxIrbUGvVIgUFq7gRxcY0lFBRESUUrbRE1CzUKIgltJpMZjJz7/lx4xyCyYxjZrKyLwzMnDPc9znv993vXrioi/q/S9Tb2L9x2KWBohoqUqlIoxAbJZRjRTlWzKEox5LJsZG612hGQb2NSGv/3QUCYwzCGAIjUcahAgNWtuLdGCCwFpFp9v/8wbK93bc+gSJkcnxk7QByWlNVK6cbZoITnxyEBiVsVnUzzKWanLY1E/95/NqHiLVl+I69rXr/CwCTdKSTy9YPnz2K1BUirbll8Cm3ZgChdMTC+N+v9t7pzY589SZJBYQVbNn1bEsQdWt4rCd0xgiMUmgNmVJU3QCPzp0UgAO4e8eTTPd1cG5dSPHQC6vqh/olUJYkMiTC8GBxkUsCTbf8grd78q4GPj5xkEoEi5fn4fXDq0qiLvWn/TgrJLf9bv3ayV6JdZAaydCf2ieRf+sAHUFGrFJ+2f3cf0qi0Z+XnsibndoESgpy3RHbvq769QdGH2bRJGROMTH8StMQzQCIf679dH8f+YF+Eluk8+kZD7F3dAdzNkdJSt7b+WFTEI1mae3eXwa86f1Zoh9Tgt4Ue7rL98TLOye4KrjABhZ47NhdTfXEaieZA6geXU+wuYzrdgRb530SB0YHmJcBCyZm5L6PG3q0MkodgPm8B9mvKWYhXdsueIjXjt9AyYUsupjn7/2srk+rs9wBuKk8JnH8sZjQV5j1EEfGtlNyIVWheGboyxW9Wn6YeIjpTkompuhC1l9zzkO8cfw6KgRUXMi+ocman9s3ejvaqYZN2KwEgNhcIhel5KRl5swVvjEfuecMHVaTuIyXPrrJAe7FsZvpFBkJaVsSqMkBlL7roWwCSoRsLPzmk3hnvEDZRmRCUDYhRkoyZFsBPMTc1DrKMmAhjbj6+l89xLsnCuwZnALg0NiNZMi2lGCpBMClhfPkpCaWhulvNtTKIfYMTvkDx86QE1nbATxEz9bzJDIjloYfTl+5bChFaHLOrQmAh+grzBKFmi3bZ5aVuivJiGVa/52wHZr/9jL0kpeapcrHBkV75sBKcub7PFUUmVBUM0XFBlStomoVmVNUjaCYBmuXgJSWUIJJFVGgsQ5cKnDi7zMrBZHmL6nSTC3cK6rzAAAAAElFTkSuQmCC) 18 19, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
2%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe3VXYhUZRjA8f/7cc7ZnW1nZzbJ6iKVSKwob7oI7KoPr8Tuuqo010RCrEQWpMUwNWEDc2MZJPUm1siI6Cqv8iKii6CgDxai/LozJVjX/Zhz3q8u1j2TTWecdnau8oEDw/u+zPOb53neM3An7sT/PUTRxqWhSnDTBlN3+HmLqTtMGrAZZBnUrWTeRzx/Pi38jnZCF22o3ij/nIWADgGXOqRg4QGUd53kbg2Q5RiA1aemmva+XQ8Y2HTRdg+gB2Kc+PfqSuDZ3zy0aGG7IQt3+kvIgdJikvz5+RmFjuHrhztNfRtA9L1A/djbtP7YV44oEegYzj6kQtcAqs+gq40eX3l/bZ5s/TcBHYEi8NGqckeIwh5Oj6wNWAhG4Kwi3BCEDYIVQ78IIACce0RycbqfC8kGDp//cknzUFyBskENGsSgY3Bskuh+QzRp+HPHo2ER/vSkZ5aEa9W7eeG515dUiUL17KlVAaBv6HJjbXwNGHBzivJbv+eVeHLjXmZjRaYlv35x5D9VotXhv/+iPFl69j6CDsiqJ37iar5e2bof5QPSw7WJg20j2gGIf675q2Vm0Jz8bjV7Nv2QI5I3jiCMQ2cZMyfeaQtR/B5o3P0msLxnmp+uVPiDEhs/35vPRHpsH1m1RL16F8muw23NRCtAKxhPPX6Buo8pScuDZ97LEf7QHmxvD6a/Fz08elvEUgA5YmzzObTMGBApK0/XcgQHduP7YkISIfcdbYlYKiBHfLa5RqIsPdpQmTjRQIzswiURPtbIkWJEx38m3BzAdZ+OMmVL3HAlZl/alg8m79bAWVTmcAffXMwX9PAoKnPLAsgRD3xyjBnbw5zvof7y1lsR3oPxcGA3cuQoOJDOLhsgR9z78ThzPiF1mnTLKw3EaA0yD8GDXUiOW54WNCFWTBxnPsS4FOrbt92KGH5t4eTbH6D88rWgCVGZOI5xGpsJ0leHml5mHBqH4Du6BUUhAKZe3InGIhJF/OHJ5lsgJQjZFUCOuL5lJzGObMf25kpHEuLuAQBYebqGlKb4gJBdmQGAsObMGHWvMU5hHFgW5sEbj5WSkDrIujMDAEQhQ+NQwiMUKOEQiUJGEu09IlEQS/4CgxM7Sz69C9AAAAAASUVORK5CYII=) 18 19, auto;}
2.5%,2.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
4%,4.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
4.5%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADc0lEQVRYhe2WX4gVVRzHP+ecOTNz791711aXyGJhF120VTIRMtA3H3xYXzYJpB6qhyghkopCY8Ey0wql3sqHIIigfwjSP1CILMgUVsQswqUoxN0NJb1evTN3zpnTw21n4653d9t79ym/MDAzZ5jvZ76/3/xm4JZu6f8u0XTl8UNOaokfSFRBk8sL8l0eHYsknV6FLnkV3xvj8JbXm99jDpJNV5KUNEmpJWBqKTUDtWqKqaYkLsDgAboVbwC8mQAA0kOPEQMxUAbGgTUffYiVisNb9rYM0DwBazKIRkVGcGxoO8xUwlYBZGKgZiZNsq20532qFcd9n77XqvcsAMbUIRpUHn6YqGyIbcjQkf1uwQBUlKCTODsW297KzCaee4jydYFNNINHNrUE0RTAswYZ1Qg3v+KCzXudqsbIrQcd/9T910cf5LrIEWB4Y6Rv3hBNAbSxBNaio4T4qxcJKxX8yg2CwX0ZxLGh7ZRkhZV9VxhJS/OCaNrFt28cdgAT3+7Jzi3eOAwKrBBc+fplATiAP2pL6HQKjSQfjP2nN2Omi//9RJnZ8vt3onEUXMKpEwey8+XvlqECCxoKa36bM0TzOTAdUgCc/34f6xZVWWcvcGDDHVk5ShtGiX7OY0c15S/651yO+QwSB7Br7TJ6F1+mt/sqmz5IsyQunV2FOuVwOUfXtp9mvf9cEmiUAHh1ZBRfGawTnHySLIklq38kXpFgJzSX3xmYNYlWRqkD+PIBRbFkKXQK7n3TZUmMHe1FdoTIH3y6d5xp6tPqLHcAxx+BsAi5gmL1fptBXPy8B9kRooqa7rXnburV8sdk0uzEE+AHEN7mcfduMwXx2V2ookYGPt3rf5n0c3+9O0Dqza8HGiUA1r8NJoXkhuXc7iDriaWDFzDlGvZalfFv+h3gLp1dhSl7iEi0JYFJOYCRp0GXFF7OY+WuOEvi94/vROcVqkMhfI3TGuGrtgJkEGeeF+i8QgYeK3ZGUxPzk6X0bL0IwJ/H+xC+bjvAFMQL9RR0UdD/bCQa18eP9iB81ZYeaJQAuOc1C86QXHOcP5ibNg9M2WArdkEAMoiBl+oQy5+pTks6jQ1pZGb4KW2DTu8QpPHN12zqIDYL0gMA7uRT4ElQgcDLSRBefT+UiEChQoXz9QImYCDVQOxAgBcabOwhRYoEnKjX6W/BpjyLURBSbAAAAABJRU5ErkJggg==) 18 19, auto;}
5%,5.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2VT2hcRRzHPzNv3r7NLtloYt1EIZRaLRjQViJSQYqih3oTL+qph6KiRcnB0JZWsaQW66VIEUEPKh7EkwUpPdQevAhS0B6KJOZiDt22UrP5t3/evJmfh+2+BJdd12z2ZL8w8N7Me+/3me98Zx7c0R3936XaDYy8cFxcqHBa4UyAy4a4MECiEJcJITLovMEfPtj2G93IdBrQiYABsQneaNABIgLie6nZHUDGeeJAU/72ROvg1McgHn/4YP8ATNJ+lton+Jm3oMMSdivdFsBBaKVZJG3ZAzNo62H6bK+1OwMMiCPjWl2ofXEMFVuUd6iZz6RvAJEV8t6l9zv2H02L2c+PoKoOqTuGv/q6J4i2a7hv35R4DZaARGlsoKgFmtkLpxTQKHrsE0YfzvNENMe5F09uKg9tHSjmPCOhsM1YLl86zVBsubtu2f3MtKTgM28wrFfJmcuc+P6xTTnRlvrA02+KKMWXl9bD9spzb5MYWLWK8xfPpE6c++UBto+uMjhg2XHXX//JiU4Pb5xRWuzVyZfRSZ3BaoWPZi+k/d4W8KbxilErXUN0A6D+2Xf6wfsYjZbZWazw5A8+hYgX7iXIWshDkF/sCqJtBljf+y3A079fY1uuSpQR/jg5lmYiM34Tey0iKWWIS/d0lYlOAJ3A2P+zQ0cavxJz89AjKUR293Uoa/yioT5f/FeIzQCkEHu+cyhx+D01Ft+dSCGiyRJqSUFZU/9trCPEZgFSiO0flvHLNZIVw9IHu9Yh9paQNQVlqF9pD9Hzz4TbAbzxzQTmCoTDlsI7c2kwKxfHCfIWQogmS816Up8vojLSkwNNKYDiS1dRVUVSNSyfeSh1IvfsAm4thArUfxoTQGq/jkIMEqstcaApAbh1ZIJw0EIBCoc2OHF+HJ1PUBlBjKAyCpGtcaApBTBy6ipJ1UAVls9ucOL5BfyaIdpbIvv4daiASrbWgaYEYOn9XaghgQEovDbXcpjVf7wfQr+lDjSlAIbem4UKDSc+3dmyC1wcILHqC0AKUTg6BxYKr8+3OC2xwq+ZvgEAcOv4BGLbrHJVI7Y/GQCQP6cexWQTZEAwJoEcYCDINc6EZuubA/KUIIlCbKNhgQScDRvXt9vfUpZGaNamZJYAAAAASUVORK5CYII=) 18 19, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
6%,6.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
6.5%,6.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
8%,8.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
8.5%,8.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
10%,10.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe2VTYgcRRTHf1XdPV/J7E72e1RWE5cEshh1FQRxEUElKhEkFy8ehJBDAoqXQEQhiCjEi4gfB08SETwtyp4kiYiCBgLBQAibgyR7SEzMx+7s7mxPV1c/D+PWhJ30OO7MnMwfCrqruvv93r/eq4a7uqv/u1TawuBj74r1FVYprPawmQDreUgQYIMAAh+9ySc5ti/1G+3IT11QoBMBDWJjEqsBD/EFJOkkZnsAGUmI0Cyceq95cfcnECQkx/b1DsBvkaWWmGTmDWixhe1KpwJYCBJZC+JGbvp9tE1gz6edxm4NkNeWzB1cCH9+B2UMSizq1S+lZwBFXyh61t1ve/RtF8z8dBgVWiSyDBz+uiOI1D3c8/RbYhIIjUct1lStIkQzd+ZDBdSDvvI5Y1Mlnti5wHd7D2yoHlIdGCwkDOWFctHw6+mj3Fc0lLOGqUcOiQOfOcDAsCb0T/Da7NSGnEilPvjMQUEpPjvZKLb9z72J8aFqFN8e/9g5ceTMg4yMLZPPG14v3fxPTrR6+PaMXLD9j7+ItpcpZlf56Lc5N38i6cOo+iu71VLbEO0AqPVzR5+9h7GBChMTVZ78IHEQZ6MRYs+wAkx7t9qCSK0BGr3fBHzo+GWGB1fJ5oVLJ8uuJnZlrjFgsgzFGU5HQ23VRCuAVmC88IVFZzTJUsS1r3Y5iAdyf1JC05/4nK+N/itEJ0epAFz8vkRu6wjZ+YAtL51z23G9VsYAK8BE9kpqnI04sKZ6xi8vkCyHxIs+iz/ucE4MZa+QF0UJuFQrpzrR8c+EfzK++sck/u8QDBv6nrrgnFiujhN6BgOUG07I+dooRklHDqxJAYxuO4cKFfGKT+XUdufE5sI8ORtQAK7XnZCL4RgBEIjqigNrEoAbM5MEWwz0Qd9Uw4nq0jhREBMrIRLBKIWIdBXAQdyc3YlfiqHQDFEozgONIu02gINY/GEHql/qEA9daDrMFmv3Yki6UgPrpQD6n5+DVaAKlbMTTV3gWQ9fepF/QwJI5Zft64MLICuV+6W6NC69cMDpxuwkYlKyXNVI1N0uuF3y1zcP42+KkZzgZ2PIAwF4mw31HqyPnjkg04IYVR+RAgMYsLXAXWPgb2xGQYTuYWJ4AAAAAElFTkSuQmCC) 18 19, auto;}
10.5%,10.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
12%,12.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
12.5%,12.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
13%,13.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2WXYgVZRjHf+87n2c/XIwk0sq6qA2DMnXZNCNTIfpYvSgvhLwJwoMFupWldNFChFQiBYVLXgR5USgVWxEUJRq57bJeFERQXribhLi7B93d8zkz7/t0IWcMd8+67Tle5R/mYt5nmOc3/+c/7wxc13X936VqFbLSKr4oAjS+KDzj0CIOC9E0iaLNeCxC09F8puY95iK3ViECUAJiERTgEGGJRNFUV8s5AgiWCE2vnpxW+7hyMzHQ0XymbgBdqxDHDiIyY60IbG4egVlGWDdAVHKIS161SXr0RDdSwfJpZUm9vWcHSAoBcXH6hHr8cYpKKGA5UbhjZosaAVCe9CldDNPzbfkb0mZ7/VHyIsTA3xPtdUHUnOEjA3eJ9gyuJ4SBwQ0TnAVljizMKUAA+gpLWVNu4fTUGGtuH51XHmo6kB/LUBgPyY+G9LWPMH4+w8TZNrqGF0sVfHPzCAMWWvIX6f+OeTlRk7rzqw0CMNj1Q7q24usVOMrgBzEnN/6eOvHNYZ/CBYfEaLZ2F/6TE7Nd/O8nSps92vcKnizA10v5fNO2dH3f9iX4gUUrS/d75+cMMRcAdeXaytePMjJU4cJvOcxfO1OIl7raCVoMvpvQc3h4ThDzCY4AuO29kJvkFm+C4XNvphDZ9csJMxG+n/D2F39e9f41QziLFEDyRxZHYkqJ5sG796TB7D32C+WpJianmtj52D1XDeZ8AFKISu41rIVCpHl85e7LED+eQpUCykWfHRvunRVivgApxFjuDcqxIl9yeLrzMsTBk4M4lQAb+Wxfd39NiEZ8WAWg4869LGo1tIWWT/r3p5l4fvUmrDqH8YQPT5yq9pNdTyzD0aYuB6pSAEOn91GMFcVY8czD3akTH/z8JVrdihu5ZB9aJYBk1y8nil2i2G+IA1Vd2ifue5XW0NKaMXx0/EDqxAtrt2CTs4g2iCuINigtDXGgKgXw7a9vERlFKdI8u+7F1In3fzqKdm/jYP/QpZAaB2vdhjpQlQA81bmbpsAQunDo2IFpm9mO1Q8gqjEZuFIK4LPBd6hEmooRntu4a9pboPRiFDddE4AU4sjAfqLY4dD3705zWnkZtA5r/5Q2Qk+uepnYzDxlrUOs25h9YCbJ2mV7aPaEjCf4riXwLZ6GwBM816KSBDHla+eAWIhFcETAKHSiUZ7BMQqlFL7ywIF/AOJYUUAn/fS5AAAAAElFTkSuQmCC) 18 19, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
14%,14.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
14.5%,14.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
16%,16.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
16.5%,16.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
17%,17.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2WS2gdVRzGf+cxc2fyqESpj6LFRjEuxCioC8EXpQhxX0XFnYqgiC6qaYuihEZCqQsrWoUuxEU3QsHHwlLQbUA0ooIoqaUl3CSNTZs7t5nHOcfF3IyNyVyvmZuV/WAWc84w3+/8/9+ZOXBFV/R/lyibOBztcD1Aj/EIgf5MEyKZTA2BiZDJMqGJePqWqPQdnUiXTURYQIJKwXh4OkOnHonw8IRCSxC2knd7gKZw4Cwv9p5eM3e4fhsZmqcGG5UBZNlEQ6U5xDqKhcfz22egTQsrA0QtiJZJcX11YYgHNbxf317Vuz1AA8t5t7YCI1f9SkNCQsDRUwPrl6grAMIQSVvcvxTfUJg9MvAzD6kQIzyOTalKEKU93GkGnA8Io/CBPqfodYIjQV0ADuCjs9vom5+FOXjyUbOhPJRWYEkYLgrDBZ1w3D/Hgk44IzN2x1vdCvhzN86gY0c8H3Jo/PoNVaKUetj1O4ApsVSM3ev68YHAKU7KxaISe1+4laWFkKSpOfLF9/+pEu0evnxFhdkdF6/GxIr4z4DpoTPF+Cu7XsbSxBLz3olPOoboBED8c2z4y11sNQ9w/vgQ3x19vIB44q499AQWv2b48Nt3O4IozQB/7/01wFOPnWDL7J3M/WYR4oMiE8d+mKC+qDm36PPMPXs6ysRGv2QO4Nq7P2X+p4heE9GwrxaV2Dm4l9C31HzLZz9OtPWo8il1AML7GD+9RF8tYiEeLSAe3jFKTYPvOT7/5Z1Sn3Yt+DcJAJc+S4YkNR7XBWNFO745Nc6lVNBclowMjZa2o/r/tLXiUB6ix4vxVEq9+UZRiftv2oevLb4SfP37gRU/t3v4NaS2XQEoILbogwQqxvdizjbeXgWhlcOTcHL6ACO3v46SoIXrGkABMaAn8HVCoBNOXwZx37b9aOXwtUUJga8cSnUXoIC4pjZOoFI8Zfhj6a1VEJMzY0C+UxCuUgjXkwBYiEdJjSKzkpv731wJppicGSsWnFowttouaAsxF+/LIZxjMIdYpcwIkkxuCkABMbu8H2c103kbVmk5yyE2CwDIs5DZ9S3STOKc6HoIV+T65EGEtIQqRQhHoBOEEHitA1RNOYTcnAy0lL/akK80sxrnHGnr4GQAZ+EvO2NCZ06n1AUAAAAASUVORK5CYII=) 18 19, auto;}
18%,18.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
18.5%,18.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
20%,20.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
20.5%,20.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
22%,22.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
22.5%,22.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
24%,24.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
24.5%,24.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
25%,25.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
26%,26.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
26.5%,26.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
28%,28.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe3WT2gcVRzA8e97M/N2dpMoFT1oDupBIxG12kj805MUBP/0JEL9k1aUNqSFtNrEigcVkYLWaMVijBRrUdQqBVF6klBBSwM5eIkHL22QokkbbdfsZnf2vffzUDMRt7ON2eRkf7CX91vm95nf+72ZgUtxKf7vobISbfKSKEnQWJQkBM4SSBlNESVlIjeL5ndOtExkXmMxEWanDKLACyiEAIUnREkISpqpuTiAR9AYivqVutzV1fVAwomWiaYBOisR1EJEsu60wGTLKDTYwuYBc5poLpgvkv6uTLbiCWmvPtBs7caAXEkTluvTZ8w+RBXw5Lm+dGfTw5AJMMWQ+OzCiFwxuzstNm1GECkAEfec62gKkbmHNx7fJy7ySCS4XIKNhcplwsyqQQUIwLWl++ioTDHx52lOXTe9pHnI7ED+dEh8JiCe1kx27CQ/VeDyX2KuOTkk8/DJllFO+Xbi2bN0HmNJnchUd3/9pQCMPfxIunbHNwdwKqGWS/hp3ba0E11HDLlSAFbzw4bSf+pEoz//847SYve/8xVRSTC/aQ7vXZ+uP7i7HTEetOfIjqlFIxYDUP9ee2jNF7ROVsn/McOHrj9FbHiugyTnEGM5/PLJRSGWMjgCsDEcJkeRtqvO8eavr6WInt7V2DjBGcvnr/980etnDmGDUAAf2V4Iajir2XXTjnQwDw7/SGulgCkWeLz/5osO5lIAKWKk+iLiQScxA2t6U8TI8DitLoepGHr6bm2IWCogReydeRVf0wRzMQPdT6WI9z4YI1/LkfeGTVtuz0Q0/TLh771/4YZBXFsRH5fZc+xgOhNbN92NN5YEYf/I+Hw9eWx7JxK4ZQGkiOdv6cfHZWyhzFvffbKA6LkXMQ4XWt4fHqendzVOe1QgywZYQNzWh4/ncPkKQ0c/TRHbnlyLjywSOpwWEnF4tbyAFDHYtRlvqnhTZejoZwuIJ9by7sffA7Clt4uaX54ZuCBioPtpXK4CYY2h0UN1D7O+Z+5CtGvqFGSFAnhjbD86iRAXsn3do3WnQCUBykYrAkgRe44fIKhFvP3tobpOKxuhrW70Vdx87OzajHLugjlt9fmv7BWqLbs6n0WiChIl+NDiTQ20Q8wMPh9CcP5ErNQWgBdEAkRClAvRNkREo+wqVNWhrELZgL8AmqJZS8dBfqkAAAAASUVORK5CYII=) 18 19, auto;}
28.5%,28.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
30%,30.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADS0lEQVRYhe2VT2gcVRzHP7+Z93azmybdVkk2CiparDZQpRTEghGh0gpCLbaKB0WwSlG09NCCohcpKvUipVRBb0Y9VIqKoIL1kIMghCpCwRQP0ku0f5LstrvZyZt5Pw/JjrbJpGt292S/MId5v+H9Pu/7vu8NXNd1/d8lWYW9N7yhLhGSRNAkJE4sPglBLT6xKIY4MJzwezLnaEUmqxAaIFAAYo0JfIAQEqui+HZ6tgZgch7mAj6YeXNR7SmOEOM54fd0DyA02avUIOa4fwWW2cJWFWQVcgZyVptN0ufpnkMEgedJjrbbe3kAX4gIc8mi8Y8bryPiUEnYJR9q1wA0XyfpraXvB25/LW32iXsVKwmBJjy6drQtiMw93P/gM4oPCZ0hiC3i8kijh3cm3hZAAXZzjFq5hN2a58vRx1eUh+wt6DuPFmq4viqHx4/hVk8Rr7nAwXtf1ib4cV7Erw1oPGDY9PX7K3Iik/ql3Q+pqHD08x/SsX07HgZvkNkS733/WerEHT8f4nJ5DleImSq99Z+cWO7jf68obfb8C5uJgxjXN8vouxPpeL/fi0oOgEtypGWIVgDk6rFdh2/icrlKdV2dH7f4FGJg7glcGAK9TIcftQSxkuAowMg3IY0BT+XGMhO3TqYQ5cY2VIokUuBC7tNrzp8ZwmUkAGOPJCRBgPFzPHduYxrMP3u+I6CK8ZcYjHZeM5jtXKUKcNcfJXzPABvyli/WnE6dGIpGAAv0Mpn/KrPPShxoSgB+u22GwDcoxYatlfWpE5P5MUTrwAxD0fZMJ9r+mbCw4uG/NnO3meWcdYz1n0mduKV+Hy7MA5bJ/MlmPx2MdqJi23KgKQE4PThOUYRVseH+6p2pE2eLP2GTCKgzFI0ooOXGNsAh6jriQFPzR/TiMNPWUQHGr3BiE3GQR8WiahDJoaodBUghdkxtYNrE1JeAOFs8BfwT0k4DpBDbK+upiDIL/DIPcUX95mgLHtORDFwtAfh29QRFoABsrK5bdArCJEHUdQUghTjZfwYL/Nr/+yKnRWOMj7oGAMBjF4fJ6dK7HNBANO5KBgD02fP3UDMxNVWihUA6oBo6HDB/S3bmHlhSp3QVVoWcClZloR0UE4uFBRzH3/TKO4TWP+7dAAAAAElFTkSuQmCC) 18 19, auto;}
30.5%,30.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
32%,32.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
32.5%,32.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
34%,34.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
34.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhe2WT2gdRRzHPzOzs7svaV4wNShpCESSok2laQ/Wo0IuFeIhHv0HPYhSQrCWin+hlqgEPORQCIIHiQcVtNCLCr1YBGuilh5SsIKlJU1SiW2Spnlv384fDzHbarppmvdysl8Y2J1Z5vuZ32/2NwP3dE//d4m8gY855qXUEAY4pUkLglJdQHmLpNSoWGqSTIcBnx/vzZ1jPZJ5A44KzqXIikMah6pAUHEExqFTjzSgq3H+R0E+QArAfncAEpbbAjADR7u/RFnJ6PHezQMwmNzBoAxDJ/tgjRSuV7kpMDLBkKyYZG2k+BlhyfP23q+q9b4TQAUjk1X9Ly88R1g2RInlQN8Jv2kAqVoi0eXsfVgMZmb9V56lsADapvT0VweRm8Mj9a94HCivEV6gbR2BCznojgjAAxzu+ZqxPQGXnmrljyf2bGg/5EbA6go2qpDqG7yVDLMYX2UpvMYH0SG/Aj50so/FJslcdwtFd3lDkcilfueB5z3A0SujN/u2vgBIhFW8N/dJFon7Kz+j/BySlOlo311FYq2Pb11RZvZG5zN47UjrJ/lofDzr71gYxCoNaC7Uv7puiPUAiP/2Dby4j6m6WX7omGT6tekMouuvl0h1DNRxvvjhuiA2snE8QPebHVxsLzHfHuJ6LmQQO2dH8GoM7wucazp2x/k3Wsk8QMOn21h6MMTeVwePTWQQ22eGKKhfMDJkYuvomh7VlFIPoL5pxTYUEPVb8LvPZBDt0+8SyyKhHOds8xe5PtXW8uV9cqoT4npUoYB99McMom3qdWLZiFYNTDT339ar6sMkgzi9A8KQIG7E7Pg+g2idOoxWRUIZ81vzoRU/33VtP7ggvxDdhZYnffwcGLBpmWjiyaxYTbYMUTHzlOw822fe94DfOTtCYG4gRLkmEVjRciR+7UbpIkFQIHnkuywS2y4OoHSMUg1oEaF9hBJhTQEyCHF2L0rHBLJA+eFvM4iWSwNMtQ0D8NCfg2gR1SQFt0oA+F0/4dMEbxPi870r6RBTbcPZgo0rU3HlmgNkEHbXaQwWny5S+P3pVQeVMdex9vqmANyE6DqFwVLqPLEq1caVMS7JvxPWhOLMbnDpbce8dRhq+xf8a37GuiEAoSJkEBGgsmclIpSK0T7ezAik4DSeBBCYICSwCU6yfA3yAgT8DdJgPCLkQ7/pAAAAAElFTkSuQmCC) 18 19, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
36%,36.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe2WTWgdVRTHf/djPl7Sl4/GELroh0jpQm1N1dKFIIqGKm0EEdqu7EYXFrRdKAgK7UZQCka0UoQuqgutG+0zLRIs6kZjLVZiQOxCraLQRlvyvmfm3rkuNPPEl/d8Ji8r+4e7mHuG+f/uOWfODFzXdf3fJVoFth7a4PxYE0YeXizJxT790qdfBKhKgLpmkVeqHJmebvmMTqRbBSLfNC6cRltLPbX0SItUFqsVclnW/wJgdIoTCV8d+rEptv/xe/C04Mjn0ysHUA8NXqQWD/oJE+9+DG1K2Klka4CYODQLJtl68InNVFLDU/vuX653e4BKaCj3xE37Z16fYd4YjG84OHa3WzEA5yniwGbXa1+7ITN7743zxF4d4Qme3bR3WRAta+idyjthLcoqMAaVKHoixZXH5gXgAA7sGaPn/Aje5SEOlyaW1A8tM5CGCpvzsTlBbW8Ns0pTGkjJv5V3C+AT70xB3SdfG+FVji0pE62pP1ntZCpJ7/2tQftRP6QgY4vZWc4y8VL+BEmPJg4Uh3/a858y0e7mv58oM+PcWoQS+OEA0c0z2f6jjxQIaxadOI5OPdwxRCcA4p97wz+MM5LfTimXcqn3uQxi7GCBsJgiy5L3T453BNGyB2i8+03AczcWiP3vifUQfel01hNTL49z9SZNeR08sP9URz2x1EnmANZEx6nqjTg3QFFvzjKx/ZUCuigJypazLz7U1mM5o9QBDNqzGDmCVzJc7bstg7j92Gm8iiOoOj59fldLn+XOcgeQdxdwNiR3rc7c8GgGsfX4JF7FoeqCz57ZuahXFz6of5r1ulmCisUrweU1WzKILSdOo2vg1R3TBzIId9/TBZRxXQHIIFaZb8mVDH4x4pf1dzQg3vwAXQMdwRdP7uKuFyZRiUPGadcAMojBygy6avEqgl83NHrilrfP4FdTRCLwqhZpJNJ0pwRNEEPzF9BViV+O+XnjnQ2Ikx8yu3sHANuOTiKT9nNgKRIAv/ePYkKJDSTrLn65MCfE7O4d2YFt4EhC0XWABsTgrSQ5iQ0E67871zSUjA8udCsCkEHMDY9ifI9Lm7Y1lTrpyxEHsvU/YTe0uvg11izeZrYvANX9JlyQy9tvUBGoRKCiBF1PUdFfKwGROHTFrFwGUinAUygbY3wNqUO4GOEkkKIQmF7NHzCuTaZPFRSLAAAAAElFTkSuQmCC) 18 19, auto;}
36.5%,36.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2WTWhcVRTHf/fjZWYyTacpaVHBqlWMZNEoulK3xUWLoAgu7Eqsi6JgA/0wrUrbmEBa4kJBqkGsHzs3Bl1IV7pQFwZNQVAIbaNtiUmxNZOZzJs39x4X6VwaJzNMM5mV/cNbvHPee+fH/55z34Xbuq3/u1S9xH2FjwSKRG4JKGIreTQlXLKDgrtKqXyNgpujcP+Zut9oRrZewpNBA4mByEHFJkRJQqSyGLUAWqF8S7UbA4jqxAvMZF+syT04+x6WFIvbP24fQGKyRG71XKSyXNl2AhosYbPS9VNZEpOtFglX7z9vgP2BbbMnW63dGMDTiUiuJv577gToHGm66L7wqrQNwKksXm8I93fG34Viv3afJGN+IlJpzNRTLUHUBzAbSUwXPeU/pKc8LZ4cd5S+F26s+9SWcazNgBfMNzvWDFG3iTb6okAZgAW9iW53CeM8ShaZT/UpQAD0j4/TOT3PhrmE2YGLt9yUdV/okooA5JW9KVYEEozEXNdbA0Tf4ANszmfIlC1nT/98SxCNHr7Z1lBs87UFTCEmPfM3fz7RG+L79+zEp8EbePf02aYhmgFQ/431j33Nlt8cOyeXODT5fIA4+OjD+E1pXDbFOxPfNgXRYB8Is18DPDWwi/6rntyc5301FBpzdPIX7OUeOmauc/DJx5pqzLXuZAIwvvUz3PxlCuovBvxYcGJw+9P4jgq+4xKj5841rNHIgUZSAC/N7UGjsb6DkdS+4MTw+QlUHGGW7uFw366GTqwVIEDslQNoIiKXYii9N0CMXPgSlVh0yfB67+66EK3/T2/YPqYPEEcFElPmzeJ4WI4jdz+Ltw5lHMPTX1XryaFH+vGRXReAAHHK7ic2BeIo5vjimRUQYgS0Y/j8BIcf2g1aEOXWDSBAjNpXKNuYsi1xfPHTAHH0rucQ45fdUIIYhxhZV4AAMZLaR2JKOFPhWP6TFRBDV74AlidF1Pr0wKoQb6depmITvHZViBX5wXufQZRvaQrqSQEciT/AOIuI4q2uF2qmQDmFrpi2AASIo6UPsd5wLP95rdMVg3K6bQDAci9ob1bN6YpGSXt6AEBO6dfwWkjMEqKEsi2hlELM8klXTAJatc+BqrkaixKF9REignJVRwx44V+PrEQtuJnxGAAAAABJRU5ErkJggg==) 18 19, auto;}
38%,38.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
38.5%,38.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
40%,40.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2WT2gcVRzHP2/mzcxmY3Ylic3GYpW2tEhArQpCkRahHnqpB8W7WCtWsAZsqdJF0KK1Ofgv9NJDLwoevBR6UCke20vBFBFJqId6MGltTXbt/pl9897PQ9xJcJl1zSYn+4UHM7/fzPw+853fe/Pgru7q/y6VlSiPvCjKBijr41tNYHP4NiCQiMBGaCK0N8hBN5n5jF6kszOCeAkAiQie8/HxEBEc0k/N3gBcaPFa8N7Slx25zziOQzjoJjcQQNvMmxLP8oYrQ5dP2Ku8zIxOkCBpF0nHydwrOC9hmnK/tbsD2AGHC5OO+InmWYyKscpxVk313QyZAFK8hS3cSM/f2XogLfa2OYNVDazEnBv+oi+IzG84eWCvYBx+bPCaCapm8JoP8OHsBQXL0+AM76NL2/jlqYiPzj+/pn7IdMCN5JHRAUxpiNOXrmC2FDGbb3HsicekDX6YMrVhj5mi5vFTF9bkRCb14defEU8ppqe/T2NHXn0WjEbVDZ98dTF1Ytu3P3BnawkzNMAfpXv/kxPdLl79Rmmx/YeepOklLA41mJmaTeMFt4SoEIA/Vb5niF4A1D9j959+kGoppL59FLf7cgqxqfUzxo+Ae1j0N/UEkb0OrMz9DuDfjl2ncV8OiULGr59Ie+Jm+DCRWSBM5hltXeupJ7oBdAPD7v8Rz4touSqP3Hw5hVjI7cajgnaLjMVX/xViLQArELu+wyqh6XYxsXg0hZiP9qBUBY8K4/GVrhBrBUghlh76nKaropM77KyUV0HsQ0kNWGI8vpwJ0ffPhL8bcOLGOdAzmGCYucK7aWNuqZ/H+INAyHy0p11PxuKriAr7cqAtBfDT2Eso1UQnDXZUP0id+DX/HIGtATXG44sCSKl5CTAoaa2LA20tO3H7CCYYAorMFY6ucuJrEm8QUQEiAUqFiMi6ONDWshMjn6KTJlBnR3VqlRMvoF2N+WgfC7m9QA2lknV1oC0B2Fk5jqgCkGeu8GbHYrY5/gaHXlcH2lIAs8VTQB2os736cccs8G2MErMhACnEXOEkYLhW6Nw5KzFoV9swAAAmbr+Fks5dFYBHAyVmQ3oAQB79/TUSHSGSI9EayAMBxh8AgnRsmAMiT6MkSQcYwBDYlWMw/AV8YkhtghddMgAAAABJRU5ErkJggg==) 18 19, auto;}
40.5%,40.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
41%,41.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe2WS2gdVRjHf+eced1HXtUgpah1oaG0WFBIrZT6oJZAooKWoq5TEBVi240PKK0gbqoIihSrBXHjssbbRorV6sYQFFQiPhA0vqDEpuTe3MfMnDPHRbgTMZn0mnuzsn+YxZxvmO93/t/3nRm4qqv6v0tkBTYf3WKdyOKHgiCSFCOPXumxQfl0Wx81b5CXahyfmMx8RytysgLak0ACWIQ1uMZQTwyhNSTKgFTItlJfASBxBLEQ/HL0u2WxA0/eQ8ERHD87uX4AOnBQYbJiLBQxJ099AquUsFXJrEAUgA5kM0l67XziVhYSzdhT97Wbe3UAHXhE+eUGff7GN8xrTc1qDu67y64bgHVdjK/S+2tf354mO//mF8zTQLiCZ7cMtAWRWUP3/d1WmBhlJOgYFYMKI+YPfCUAC/D06F7yFxLci0WOVU6vqR8yHUgCF5PLY3IO9Uen0MUcUW+Brnd32Cb4q2+dg4ZDV72PExxakxPZ1BeGrEwEyb0TS7Qf7YHEIqMYPfJZ6sQ7Xa/g5HsQfoHHfn3kPzmx2sP/3FGajKn9CCXwgj7CrSfS9ef2jZOrG9zY8sy5h1qGaAVA/Hut/+eXuK5rkEpOMVO4O4XY+/A4PXFCr5ScPP1ASxBraRwLcEv5FBV/J9X6AOVemULsGi0RlBPchmVi/MErvn+tJ5kF2Bj+RE3fhJ2zlK93Uog7xsZxyhK/bjj/3uoQ7RylFqAvMui/JO7lCnNbu1OI2w+fwa1b/NDy6dv3Z+bJHMMWJAAuewpciII8/VOz6Yh++fIwUTc0inDn46XMEe3AB3Vxx4U/LH65ijtb4eLujakT258/g9MAN7JMvjbSzGf37B9HGduWA00JgOomQeQFJMWATR/PpE58/eIwOp8QB5YdYx9YwO4aLRHnBVHQGQeaWuyJ76s45RruXJU/hzanTmw7dhavniBigRsapJZI3VmAFOKa6XmcuRpeZYHfhm9egnjhQ6aPDAEweLCE1O014UoSAJe29aCLASbvc0Ppx2Y5xPSRoXTDxrfEnug4wBLEbX3EhRwm73Nj6YdlU6BdsLnONGEmxOxgP9rxmBkZWFbqOJ8jcmX2P2EntOHbMqahV4yZgg+q803YlO363aAWQlQ9RsUhTrWBqoWoeogKY0QjxqlF6+dAIiQ4Lso3aOuBkyByFmEX20EBGvgbq31PTj5qhxYAAAAASUVORK5CYII=) 18 19, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
42%,42.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
42.5%,42.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
44%,44.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
44.5%,44.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
46.5%,46.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
47%,47.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
48%,48.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
48.5%,48.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
50%,50.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhe2VTYgcRRTHf1XdPdMzszuZ3ZDZyfqRJYkE3JCoBIQIigeRIHjQgJEcFAkeElQ8KBiSg6II8eJH4kUvC96MB0XMRUUv4kHxIBF2UdElsEk0m91kd5zu6qrnYZwiydjZcWfnZB4UdL9X1PvVv169ght2w/7vpvICR+9cLyqxKGMJMkvUsgTGEmVClFpCC6HRHHAud41eLMyNRCGiNACZCDpwBA7ECK6fjL0CuLiAbqW88tNCV+ztKjgLB1z/KPkAhXxxMqV5NnFwnSPs1XRupBQipaiTxI9Xb45xkeZ4ud/UKwDYuIQrFbr8R860MIHCKsV7kZKBAchQEVup+P/DD272yV46Z7BFhdXCB6OP9QWRe4bPH7pPyByBNWiToRKDbrZ4/ZNpBQjAu0WojTxF4e6H2Pvxo6uqh1wFmmEZUyqRVIY5NvUdZnQdpj7Ci/vvkA74wQT0aIOvWiF33fvpqpTIpX7k0P0SKMWHx7/0viefe4AiIbEyvPXm516JLft+YGm4gSmUmD9R+09KXG/ylTvyyXY9fQ+ZDvhreIjpNz7z/uprDknby11+WfUM0QuAutY3fuwJLjXGaW7didu9z0PU308xaQDLcPGFoCeI1RSOAASn3sHVJ2jEO5ib3OQhGidbyLLCLiv+PFhYcf38RpRvCsDueQatC6SxY8f5731hnt0bo0cgrDnGppIVC7OfVioAtV9/o74YE00YTo/c4pXYeCoBAyzD3OPF3DyrUaBjCmBh8wStoiPMFti2eNErMbeniCoL1GDjR/lK9P2Y8M+OJ789B7ctYYINzNSqXolbv25imgEYmHvYKyFjUwli1JoAeIjt86dxjJLZCjMbroHIAkjbyjROthCjIF0bBa6CmLzwCyZaD0uamfErIL5pkjU1YhSSCipTiMiaAniI2+dnyXQNmnRBzO5uv+OdIl1rAA+xbfE8ksZtiE3VrmZ20xcJLu3vFuSZApheV4eigzJs/f1S1y0IQouKZCAAHmKmWoMIfr5agfaEUAjLbmAAAExemEUp+68xXWlDDKIGAGTnHz+ShUOIxGRhCRINBkzS7gmdMTAFZHoMJSlKDEpSiIAIIm39NxH8DR8HNkKdpW89AAAAAElFTkSuQmCC) 18 19, auto;}
50.5%,50.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
52%,52.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
52.5%,52.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
54%,54.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
54.5%,54.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
56%,56.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
56.5%,56.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
58%,58.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
58.5%,58.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
60%,60.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
60.5%,60.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
62%,62.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
62.5%,62.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
64%,64.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
64.5%,64.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
66%,66.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
66.5%,66.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
67%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRYhe3VT4iUdRjA8e/v37yz4zY7a8IWUSpCRWXWJTpHRgdRuhRB7fZHScOKliK2IinLBaE95KKIUhAqKdGhS7cCDx2DMIJAS8GDuBa7287OzPv712F2382Gd5p2Zk75wI8Zfr/3necz7/M8M3AjbsT/PUTewfrKxThnPXVvcSLgpSUqC8aBTpGmjklqNC7syP2MTkLnHQwYlb2vuZQYNV57QGbLB5V3e/eASkECcGl2w8pmfen15u/BgPttW/8AQwWNED7nVBIuPwptSthpyLyD4RKsLcnlJNlSxXNgNYyc7TZ3e8BPJcPl21pr7OubEd6A06jbv4l9AzCvcFdXKrTjzitZsljdAlYTo6K8+fOuELmAm6JgwCoevGsubrnnj3i+bBi971pkue7zD4HTCGXZ9Pg7q0bkAtZYRcUqKl7w489rKc8bzlnDvQ/8niHClUdIBqoMr5th62tPrQqR28VPrq9GgDOX1mR72zdWsUBdeb47XxZABNj6xsMUVBUlU76e/OU/TUa7i//+jbJkr9zawMTIUJDsu1rI9kffq+CjIiI5tX+mY0QnAPHPvWPlgNELDG04yxM/bFvBTSZYL0hTzacfLHSEyJ+CldlvAe+alySVi5jSDF+99VjWE4cmGgyXUiqDdfZ8lHTUE+0A7WA8/ev9hEIVaUucntqUISbHA6WiY3DAMn5Q/ytiNYAMsf3bvchUIxpDnDw6kiE+fBUGC4Giibw5JdsiVgtYQUx/iXIJ2hY58VklQ+zbC4nxJDow0QbR9Z8JSw145uO7caVZfOlPnh2rZo25/zA4B9YrDrzul/PF8YMa61VPABnii0N34IoLuGSR50br1yFCABua5ZmYkjjAO9kzQIY4deQWQnERKxs8P9bIEAcONwEhgF9K7uhNCVoQJ46vI5oai97z0gv16xBvv9y88N1PIPSwBK2IYxW8ttSCY/eLjZYfs/enm0+jmynICwHwzK5Z8JqiERw5XmiZAimXVh8AGWJs5xwyFNizM2150kY2V78AAJw8OoK0+Smk7H0TLkc8Pb2RoOt4bfFYUI5acKQhIKWj4SO2Tz3QFKQGvEZ4hYoCERRFIyhISQiaRAmMhL8Awu03yZPXTsoAAAAASUVORK5CYII=) 18 19, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
68%,68.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
68.5%,68.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
70%,70.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
70.5%,70.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
72%,72.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
72.5%,72.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
74%,74.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
74.5%,74.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
75%,75.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhe2WX2gcVRSHv3vnzsxuwm7/JLWJ1iK2WDBS2ygIQilCC0bog/iiTz4Y+tCAVcRoiyJIUUkRRFoR+lhBBKEoPlql+lDEYEWQkuKLCm6MtNms7exm79x7fEgypllmu2aTJ/uDCzP3DPd8c87vMAO3dVv/d6m8wEOv94lRDqUcOnBEoSMIHGEohKEjNNBrNGdHfe4Zncjkkxm8aDTgUsFpDwEYEcR3k7JDAPER6CbfvVltiT3+PoQezo52T9IGIDeEpJpzz3to08JOpfMCDoOXcClJtvadKOC85tCpblPfAkC74kIbVujb1xpYqxCnePqMknUDMFIicKXsfu/xe7NkF45ZGk7RdMKxjzZ3BZHbw/0vHhKPxQYNUj2PUwnoBpfenlKAADz5AQxvHOD+6iM8deSzVfkhtwI9vo+i9FOyg0xOXKRktxHbQfaMD8sS+LkjsEVvxpxv8MXwyVVVIpf6sbExUQq+OnU62zt49DAGi1UJX773SVaJSzvOM3B9B0VbYuO1vv9UiXYPL3+jLNnDTxwmbWjq1RJTP5zM9mfKnlgWjtvwt+oYohMAtXLv7jsnMLUB+pOdfO8fzSB+uqNJbAN6gW2zQUcQuR7g39lvAf79j3EK9S1EEvPK4K+ZJ3bPREzHluko5XJ/syNPtANoB8ZlN0KkNbWm59ndMxnE/ukCVQ2zxjO5df6WEKsByCC+dnsRp9jT8LwwNJtBHKjEzClFVcPFwfYQqwXIID6s3kOt4bluUl7dNZdBjFRibiihCnzTBqLrjwmLBjwz9Cc/YthkQ05cKWfG/HR7Qq8NCIEDlXgpn0xunScStSYAGcRzD1xjk4dSanhjBUS0CDFSibkw0CAURcTaVOAmiLGhq5RsSBk4vgzi4+0JPakmEoURIVYKEenKAyulAE7/3EfdpCTAW/fVMk8881sPifGMVGIOThe4AVi1di1YLgF4adccZVH0AC8vVOKm+Od3zRP67qYgTwrg3akN1IEEmNhZa5mCZuBoqrVtQQvEO1fKWGD8l3JLpa0SEuPXDQCAo0NXSXN+mup6AWI9PAAgow/+RSE1FEQwqaEIhEBxcRyX1rpVYJ8IVi1bgAXS0GXXFvgHaco9D0TT/98AAAAASUVORK5CYII=) 18 19, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
76%,76.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
76.5%,76.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
78%,78.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
78.5%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhe3WTWgdVRTA8f+de2fedz6Ep9GgoBRBkGIhlVcrdGNtK7YlUjeRoovShhiFLtouu1IxxaAUpFYEtUgFK9q0oC50UaSB4EcRrKZBweIn7yVtkvc9c+91YTKxvs7zmZes7IFZzD0w58c5984M3Igb8X8PEZWYWHPQJnyPuEmTridIBkmS9QSKBOBiZZpASbzCpshntBIqKlFy54EM6BqudpA2hnQNqmbBAUwdSLRTuzmg6J3Hige4/+JIQ85m3gc8vMKmtgFOZKJLUYmfv37SWJy5rdBkhG0DbDaGuSW+WCS88tljaFnDZsbard0cYHriiKzbsJ7ND1JWPuCjuz+1qwrQvanwfmxbLizWMfMUWhiEFVR7ptpCRM7w9Jv9VlQ0tmyhGCCu+Di/V3n03c8FYAFMx8f4qXuYTHexdqpzWfshsgPFDOhehVgTY+fhj+DeNHp9N6cPbLaLcGduK4F3E5PJOp/dfHlZnYgE/GynuVQvsGPnKQB27PmQP+6qczWXZOzUrhCR+ilD8Yc8F6aneZ4v/jOiWdv+/rCw7QMn76RsfWZ0iXO7r4Trw95ZnMBD4PCKeajlcbQCEP9cu+M1QaWoUDO389tzP4aIJzIn8II4rpUcrz7WEiJyBCyd/Qbw5X2WWtEjYbvZvH8oHMc787spxmYpyhJPpk62NI5mgGYw5g6XkNbDFzU2bn86RLx3dQ/ziVnKqsxA+u1/RSwHECKmXhjHEBDrFvRt2BsizhSGqbglKm6FxzvfaIpYLiBEnBt9C5mSqA7FurVL4zhbeJZarETVK9PfdTwS0fbHhIUN+OCuYaq/BthZly+/PRpuzG23HkHpGCrw+GBmcLGeHUidQAixIoAQkXt4iFpe49YSTFx8OURsuW0ET7tgFGfyz9Df+ToKB1e7KwYIEX0bB9HzDm49zsT3o9cgpFFIo1CBB8ZB4awoIESs69uHU/HwjMf4dy8tIXpf5JNfDgGwPXsUtcIduBZx3yDK/2v245NHGl5mj/SMIo1q6xREhQD4+sIxtPTR0mfD3QcbToF2ArQTrAogRHz1zatYqRm/NNLQaS30qgIA6MvtxUj/ujkjNVroVdkDADa3ZYigbNAliwwkQruohRMgjIOjXRyjon/L2w0ZE9hAQGDQxqCsQVsNTgBG4S505k92wk0tsJzjAAAAAABJRU5ErkJggg==) 18 19, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
80%,80.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
80.5%,80.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
82.5%,82.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXklEQVRYhe2VTWhcVRTHf/fjvZmkSdtIE2qohbSmEYRGwUUR3QhFwYJLFRe6KYIL0S6iscXSEloJpVJcdOGqIriQLlyohYLgrhvBqK1obENaO0mntpOk8zLzPu49Ltq8WpOZxkyysgfu4t0D9/zu/3/uefAgHsT/PVSjRNT3u0A7LijgKXDTZtQ0bHKXcVE7Sd0yGwmD0faGZywndMOMj4B5TBqjienMLEYEFcQo49BolGqpNgC2UUJJDfGwbnLHotz0jl/Apuys9rcM0FABk9ZQUlsaLqiztdQPTSxsGQAiTFpbKJKv8sAsJfqY3vprq7XvA+AjRCqLtnt+28BGNBTrXOyakDUDUK6K9vP5d/zwt3mxvvNdXG7bggmEb8xYSxANPXRdJwQCnAEIENOBqHaK0y8pQAD+7L3I2LU5xinzjnt+Rf3QVAHlqtikSvjXXmxSQWdXibtPyQL4ltJ2ZiRmqu06b2w+viIlGgNIgpIIPTcEgKm8RRBXCOvX8BtP5BCv+V2c33yBye4Jnn7yzf8M0Uy2fx6Wyz730BCxSbhZPM3AlSv5/u6334V5D4nn7GefLNuO5QCof+99/cIg7tluTj9a4dTLP+QQTwy9StGvo+ACvv/45LIgmsyB/O0vAn7xzBhTj69n3JdRJ4Pcjh9Hv2DGTjMT3uCpodeXZcdKJ5kA7Py8h5+j66hoPX7fbK7Etg92E/o2Ql/gp9Evm9ZoZZQKgPpUIbU2ClEH8XA5h+gbfg5LgUBCLnz0VcM6zSy4XygA2SugHS5IKY705nZMHP2OVNWo63kGhvc0tKP1/+mdG+vjHQRxOyYNmP/waq7EI/ufwfoQo0L+OHJmoZ4MvvcK1utVAcgh7LEuTFwkiEOqhyfvgTBi0QRcOnKWx97fg8agxKwawF2I0U3YJMQmBaqHJ3KI3gO7MGKxPkQpg5EQs8oAOUThaA8mLWKc5dahS/dAlEbOAbdfipLWmnCpUADxcBlnUrzO6Dy4baExVWnkXH5hT4rHrTrAXYj9UziTIeLoPNi/6BU4lZHpZE0Acoj6gRLeCrcOjS+yOiPGqWzNAIDbveB1tmQu0ymiVmcOLBWij21Ae41JiyhR2KSAUgojAQBGCmj0GiqwcLJ2iBK8dYgITqV3Eh6P52/SxE3hbozHNQAAAABJRU5ErkJggg==) 18 19, auto;}
83%,83.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
84%,84.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
84.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADX0lEQVRYhe2WS2gcdRzHP//XzmZjI2mShlYNmrZRG185pVrfCOKjHiIEUQ+iB48KXhTpxScoCoVe6klQPIgSCIai5FC01VClpdg9VMVqqMlWbFKTNMnM/B8e0kwk292u2c3JfmFg+P+H+X7m9/oPXNZl/d8lKu58cE2Q0pOTEmUsTULSqhWd8gq61JVcKzeyVed4bvdQ5XfUIFlxxyu8lyQErIcEz6xPmPeWuZASY7H1OF+QrgYA4J/9jRiIgRmgRImNn95GLB3P7x6qG6ByBGzIIFZrlkX2DYxCtRTWCyCtBquWTbKr5ePNTIcFBj/vr9f70gDSlmdo5ulJ/rYpUy7m3eGBsG4AKo0w8QqA2Ls1Mzvz1AQlZphNHcP7H6gLoiKAthqZGPJv9IXozb6g4gj5fk/gQt5PDP7KlDgP5y1HH+5eM0RFAOMiIteESQvErx4jP1cgN99M9PYtGcS+gVHkH3N0j5/Db25ZE0TFKu7c82AAOPP6l9la2577AY8TlnOvHRJAAEjaXySoVpAR0eTL/6kzqj387y/KzLa/8gQmGJrTAt+/tz9bn9n2Fco5IKX51GM1Q9QCIFavPfTMC8wXE/pPb+OdyZcyiLO9JzFpAszT8lN/TRCVB9FK75cBH/hwL13TrbQttjAiR7OaaCteT5L7EWc2MbWjWFNNVAOoBsZHv7xF3ubwwnGEsQyi/cSTxOkPONPO2d7xS0LUM0oDwGfqAJvcBjYITV/YmaVj8rphZD5B5u6i43hnRZ96Z3kAOMjXFBA0Kc3N7vYMYqJrBJlPUCalozh4Ua+6D5NlszG+JYcgrz077K4ViKu/QJkEmQt0nHx82S9M957Ck6ypBlZLAOzkDiyW1EExOpTVxJbTj2ITg1swlHqGAhD+uukTrC4gRKEhEVhWADjKdxiVonXgxvieLBK/XzWCUaBUjDCeYCxCuYYCZBDHxWGMAqkdNyzenUGMbxmha+IRAP7sHkIY33CAFQh1GK0DRqT0LN5XNsxKXcMIZRtSA6slAG51u8BCGgw/Nx0smwfWGpyL1gUgg+h1d4KF7Qv3lkXaW4m3sspPaQN0TIzhufgwdMGDletSAwDhCN+g0Sjh0TKAJrsXyqLUUiesYwQMHgdBAh5tA05LpF86gAJLHfAPrwZCfSXtF+wAAAAASUVORK5CYII=) 18 19, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
86%,86.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
86.5%,86.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
88%,88.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
88.5%,88.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
90%,90.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
90.5%,90.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
92.5%,92.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
93%,93.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
94%,94.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
94.5%,94.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
96%,96.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
96.5%,96.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
98%,98.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
98.5%,98.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 18 19, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 18 19, auto;}
}
div.testarea{
animation:rwdcur71288 6.6666666666667s linear infinite forwards;
}
