@keyframes rwdcur110985 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHUlEQVRogcXaTYiVZRQH8N8dhhatRGS4RdR0LRhNLNSNTUKQJblJIjSk6AODSbsuJMFoES6iImvz9omBBbWoIGuhERIIGhElZWkF5ahQGX6NblxocVucZ2Zqxvfjzty5/S93c9/znPM/z3Oe55zn3LemM6jjdgxiPvrRhyvT8ws4iWP4EV9gL/7skP0pYTY24muMYCc24S7coJU+tGRauCE925RkR9LYjUnXlFCbwpg6nsYD2I0dWvYUWshynjXdiUewEu/iWW2uSk8bsr3YgsO4iHla1haSL0Nmj8xazEs6DycbvVVVVF2BAbyP3/C4luOVSRatwEQ0XYfXcQ3W4OeyIVVWYBX2IdOysi3y7SJzXGalcHlfsl2IMgfW41Ws0LJ9+gwrIrMdK5Lt9UWiRQ6sx2YMajnQOXYVkTkgjuXNCpzI2wOrhPeDWo5WNlqzBndiIRqYlZ6cwzC+xx6Z9yvrbLpe5I0N+HiyyckYEPG3otLM18zFU1iN/fgU3yTCZ5PU7OTQEtyN2/ABnpM5UsGJxfgMy0zY2BMd6MUBsWHLY75mGx7FK2LjnS4dE5iDpgiNt2WeLB3R9Fgasxh/jVP4L7ZgmZaVJcTn4hNRFjRFmTAV9AnH5+Oe0tVo2i2i4/lxKuOoi0SyuDDua24Wy7kVb0yR+EQM4RmskDmYKxV54lvcJGXsfzuQ4aKWTbkKYuZHN9RH02U9AfcaPTiKVqLpZVwhVn7Mgdk4IsqDE7mDaw6JTPlaRyhPxhA2yCzIlWi6Cj9hLs6O5oG12F1CfpuI+ZkiT4Tkj5q25UpkTogi8gHGE9lD2JE7KELnYWnZZhhNPKxpboHMDjxIhFAdP2mNJZ3JqHkLf4iN1g1sxdUy63Ilms5hXq+4Se1VXDitpnBGOo2M0gS3F7f3YKk4WS6PKA/2q56kOoHT2K9pTYHMPgz2YIGoUfJwhzj3u41PRV2Vh0OY3yMu4MMFgreI2qbb+EYUhXkYRn8P+rT8UiDYwK+dZFYRw8n25ZH5RZQi/h7rIFzuwyWR+bqN3mS7VfD9u/Ll+X9Dq+BZLRLZhRIV5yjIETOH2cl2ES704KSaGwuEhkVTqttoKDpcgvPJHtHuy98sfCduUt3GEsXHewPHesR5WnRcfS46BN3G3RQ2zRaI4tL92FlyEp0X18BuYQ7Ol3DambirY6REeLsosLqFrdhewmkkcUd0iZcXCDdwSkocM4y+ZKtRwGd54jyGJ/Beiccv4MMuOPAhXizh8p5oy49hltElKR54UEmrb5oYwg8lHOqJ66T/FDK8VDK4gRO4bwbI35t054dOcHhJTr+7jjPoL1GwMBnq5EqsTzoXlti+NnGs5ynagl2FSsZX4qCI1+ls7L6k4wdlMx92dyWOuehNxNaVKguFL4oTY6v28sScNOaUsg07bmtd4lZagA4kxYsqKm6IPHE+zdBG3Jpm94r07Uu/bUwy59OY8lkPG4sSp4GqM7QKvyvbD5MNrcab+CoZvJS+p9Jvb2J1mzr7E5fSf2smYghH23aik58gfzRxmRKGkvfVwqmz5Bcl29M+7VaJEKi2sTtDfl2y2XbY5GFAnAC7zGRIRcjsSrYqb9iqGP2j+4zIhsVlR3vE60nnGW3+0T0V1EUqHxFFVX4VW058edIxknTmZtg8TOVdiVHMEi3uh8Sdea9oUX6PYRN7TXGHbYhSZFD0ZH/FO+I9ibIL/GUxHQf+jdHXbZaKq16//NdtDuFLHXrd5h8Lz68giU51WQAAAABJRU5ErkJggg==) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqklEQVRogb2aQWgVVxSGvxmCC+kihPCIUGiMsdh2iC1x8SQGlBKlQqktVTeWaiGgvtrFRWlDKcNQStJGZhPUFqFaWgSl1EohEkQa0OCAijVMVdqYWihUgqRZZVEK08W5L3lNc+/Me29e/uXMuff8Z+bce8/5ZxzyQRuwFdgMeEA7UABW6/vzwAzwCIiBG8A48Lhex04dY5uBfcDbQKcmNAFMAtN+Ev9aaRw43nqgA+gCepCAp4CvgG+AuVpI1BJAG/ChJj8KnPGT+EotzgPH6wMOADuRID6hyrdSTQBNwFHgGHAWGPaT+M9qnJkQON4aPe9+YBg4DvyTZWzWADYA54E/gJKfxL9VTzMdgeOtBU4ATwN7gQdpY7IEsAs4DQz4SXy6LoYZEThePzAI9APf22zTAjiM5PurfhLfzodeNgSO1w38AHwMfG6yswVwEHgf2NaolEmDTqkfgU8xBGEKYBeSiz3VkA8cby/wMvAismU261tzwDTwE3DVT+LzVcy5FtmeSyyTTssFsAG4BuzIkjaB460DBoA9wHVgDLiF7PHlvb0ZOSs2ATuALcAFYNBP4ocZfHTreXtZsrCXBtAE3AZGsizYwPGOI1vfSWAEeJI2RqMVOIKssbN+Eh/N4Ktfj+mmYotdGsAHQK+fxDtTJlsHXEKeRgkpE2pBAUnVZ4HX095G4HijSHYMla+5FffbkMPkUMokG5GcPAXspnby6LG7gS+ACT23DSXNsa18ofINjAB/+0msTKP1ky8vqO9qJG3Cm5pDj+1NBI4XAquQdFp4Ay1IbTOc4uQSEJA/eYBvkT3/YordMMK1GRYD2AeM2mobvWAfYDlUcsBJ4JfA8T4zGWiOowjnhQDeAs6YBunU2Y+kTqNRAt7RPk04g5TxuMiC6EwpiQeQp1PPgs2KGe1rwGSguXYCbU1IYzGOnL4m7AFsTyRvjABpB9w4sNVFuqNrJitdHlwn+yGVB54A17VvEyaAzS7wPNKnmtAHXM6RXFaMIXWVCZOA5yIN+LTFsAupbVYat5Ci0IRpoN0FCksb8CXowB5gozClfS8Lzbngsih9mNAMzOZILCvmWCzHTVjdBBA4XuPpNAhNwHwxDJ8yGURKzSGlxkqcAZVoRt5Cq8Vm3gVmIqXWW4ymseRiA9GJZe1poWzGReQ+G8FJpJNaaWxCWlATOoBHLnAP0TNNuAK8kiOxrNgBXLXc7wJiFznRek1WxTA8j/SwtlzMG63AlpTmvwe44aJripQJL6AbiBXCEe3Thq3AuIuIqVORUn0W40GkAS/kQs+OgvY1aDLQovAU8LjcD3yNqMTLohiGDxFBdyQ3mmaMIEqFrRo9gMjyCz1xC1K+PlcMQ2NXFikVIypCo7qyw8AhP4mNm4pWsu8j5f1sk74+i+jzx1IcvIYs+hny74vfAD5CFqft6R9DuM7Cf1WJNuBn4KViGP5uGh0ptREpdQPyexMHAR9RA++ajLTMeBt4Af0hpFIXeox0/KdsnopheBd5SiXkm0E9C7ug5yghcoqRvMYJzXHhK45RWiyGYaq0GClVr7T4LvBlntIiVIi7xTBMFXcjpZaKu5eRZmSaxTK8BTn6NyGnesPE3TIW5PViGGaW1yOl9iItaBfLy+uTwJVGy+tlHEZW/LZqgqhEpBR+Ymu37aj4wDGMpOn/4C53UeOkHjgRKdVdM4saodNmAgt5sAeAHlgCxiKl+vOjZ4desGPat5E81PaZ9ZDtnKhEtSkUON4zyDae+TNr2hso4wGyfV0D7kRKhZFSazIzS0HgeGu0bH5H++gmA3nIHgDI3juEnIKrgPuRUudSqlgrAsfrCxzvHFLbrNJzD5HxK329aAHeA24CfyG6vgK2A53FMEyAxE/ixE/iBOlxt2ubi3rMTT1HS60k6vlbpRLl3216EKmyHfPvNveQ3WWcHH63+RcMU745QrMkhQAAAABJRU5ErkJggg==) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRogb3aT4hd1R0H8M8dhixchSEMryB2MpNAbGWqxo1GIWBi0I2hSFKC0hYSqKOZRfDBhC7Ehai86GbwH1lEQRcqGEVUZCgGbCilBkxMW8E6UWiNZEwnAXERlevidzKGce659715M1+4m3d/f77nnN/vnN/vvFvoD1rYii34FUYwjKvS+29xDp/jXziOY/iqT/57whAm8Q/M4ygO4A5soFOipEyPDendgSQ7n3Qnk62eUPSg08KfcS/ewRE6M0uLtlHm3G/HH3EXXsKjulyVgS5kBzGFf+ISrqWzp5p8E5QzlHvClkvJ9lTy1QhNV2ATXsF/cT+dL5qp1a3Az+j8Es/iauzGJ3UaTUa6E4dxkM5hNCTfC8pku9iHD7APb+Q06gYwIeJ9B50TyyfYFOVhis14S+Tcc1WSuQFMiBjYQudMfwk2QXmCYj3eF7n6zFJSVQPYKWa+S/Lt3diOcYxibUqzC5jFKcxQvtLMXnkmDeI4vrREOC2VxJtE/DUMm/YYDmIX/op38WEi/P8kNJQGdBPuxK14FY9Rflbvo9iM93CbRYm9eACDOIHplLB15A/hD2J5p/F1vQ5Yh/0iTF+gfKhepdiXdDbj+4VfF0lN4TY6d+WNtcfwpigL9osyoRcM42mx6nfXr0bxjoiOxxd+ueJtSxwkN+T3+fZvxHI+IrM7dIk/4WHsoDxZLVasFxHya+nEvnIA07hE50C1gfaYSKgH8PryOP8MvxWrsSW/EsVTWCNWfmEAQ/hMlAdnq5Xbp5OTfs38YkzgfsrrqkWKX+DfWI8Ll2uhVJhlyR8SMb9S5InN4BOKQ9Ui5VlRRN7LT8XcfThSrdQeE7vN/n6wrMED4asYy8gcwe+JbbMl6vdcVXlQzE6vu003OJd8HawWKWcoLqA1KDqpY+L0rcIu5Gak35gWOZnDMWwdEG3gB9Vy7d3ihG16SPUDX4fPYndG5jhuHhA97OmM4HZRHqw23sPtmfencN2AaMBnM4LjorZZbXyI6zPvZzEyiGE6n2YER+UHuFL4T/JdgfJTim/gB9H3VT3f6aJH7SPWhO+yrH78kIhlbw5WgWvvGBCXTjlcsIx7m2VgbfKdw7cDOEexMSM0KxuLK4YNsrlXbMS5AXHdlyN4SnRSq42b8FHm/Sg+HxAFWqb6MyPawNXGDvwl835cOr9+h6M12X5RtIGrhXXhM8vpaOKuhfka4cOiA1stPBI+s5zmE3fELfG2jPAozosedqUxjLnwWclnW+K8gEm8XDPijrgfXWm8Fr6yXF7Gg1cqDVlYkqzix6IBXylM4GQNhxTy1i5WnsaTNcqjOCsa8H7jnmQ7EzplGRxNL2WgJeL8mhoD48nRRB/JTySb4zW+RxLHVpWhKbydN7KwEh+LnFhOYg+LmD+pdubLMriZyhkcTMb21htbSOw5se11c06sSzpzeKKhr72JW21lvCkZvrGh4VFxTlxMMzSJW9LsrknPcPptMslcTDoNZr0sg4u5xK0RduJ/GGnmYMHRLjyPvyeH36VnLv32fMh0ZXMkccldOiyJCZzpfhD9fIwkDj1v3RNp9A3Dqa/kb0y+l33u7BQh0DCx+0J+b/LZddhUYZPYAd62oiFlJPk4qYuEbYrLf3SfF6dhTdnRFfFWsnlel39094KWOMrnRVGVqWJriW9LNuaTzcoTtgrLuXIYwh5xS7xB3FUeFy3oLOWiu6ZiozgzxsV15lZx9/Oi+E6iroFfEv26M7n8uc3Noj0dUf25zWn8TZ8+t/kR5+Gy61I/LUMAAAAASUVORK5CYII=) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKUlEQVRogb3aT4hf1RUH8M/7MWRRXYRBhglInYwKqQ1RTKC0EyHSRHHVIKVxURDBQEyqC+kDXZUspJafcRO0SjaKJhCFpl1IESkNxFAkEZ2YqGD+2GJISGJMECy01tfFuRMnM7/ffe83vzfzhbd5795zvue+c88597xXaAfj2ICfYjUmMIYfpOff4AI+x3H8AwdxfljFxRBzl+PXeBi3JUKHcQynqT6bo+p2TGINpoTBJ/Eq9uHyEFwGwjh24yvsxUaqamGXjUnGV0nm+GISH8FT+BK7QtlCic8zZDzJ/DLpGGmb/CpM4y1MtEd8niETScd00tkKNuMiHl084vMMeTTp3Dws+W04i7uXjvw1I+5OurcPQ/6MRXWZRi51ZiFGbE7WD0jer/Ay3hMu8N90XUz3Xo4xAxtx1gDutCopbOg2JrEHV8UGfAI/E4lsWbrG0r0n0pirac7kAO50UYONPSIiQMMN6w9J8E7c1HSF0tidaW53gI09rSbEPhUr1GjVp/FmWt2FYgz78ZFGb8NbiWNPjItEMlEjZA3OGSI69MD2JHNNje4fJo49M/Zu7Gqw8ufwyxbJz+DBJLvmTdiVuF6H5aIeqSkPTGt35ediGz6q4TCeuI7Onvgb7K2Z2BU+v9jYr3Zj2ysi2jUcka0qTYqIMcyGbYox4ecZV7Ixcca1V5K1eI8Ie0uFnaEzyym5PA/hQM3gqwaL88PiptCZ5XQAD3XEMfBwf1nFFryLS0tAfAaXQmexJTPmEKY64gx7LDPw53i7RXJN8Vdsyjw/jjs6olg6nRl4F462x6sxjoqk2Q+nBXdf1/jaUkWfuRgL3VluXxf4H1Wnv5ziW9yA/ywJ7e8xgn9TZYq34rvWD8/tI9/5GRFNpxszY66IUuNCe6QaYTR0dzPhu/ymgwup6dQPp0XjaqkxKRtcyttxoSPafZMZQR9iXYvEmmKdfHifxOcdEU9z4epvuL9FYk3xAN7JPF+Njzui0TrVf1y1H+stfSmxnu7+zJh7cLgjmrIbagS+gcdbodYMjyedOWzAwY5ocZ+kyKXt34uDzFKV09uTzj4oN4nO9vmZBPYqHuk/oTqFV/BCKxTz2B26uqcyYx7Ba3yfJZaLDtiPqM71n1ccxx/xYgtEe2EbdtBd3X9IuQKf4FZcnsnEV/A6yhoFvxCl93n8aUiyc/EgficCSm71S8H1Mtc3iZ7BCYqVVGd6z61OUdwpyusxvDQ07cA2Qf7+vOuUt+AD/HjmzmwDzouDe42fV9MUt+Iv4qyww8LLjDHh83dgqsbvCfftmvVtbW4V+hxuptial1OdolotsvgJC28tnsC/wufryJdbg5vnZt+dW41+iy04RLGW6v280Oq36W08Lfz2XXGSOirqmJkPd6Mi9a8TGXa9iPM/abDqKNcKt70ncbyGfrXqZuFKU/33Qy8UW8QxcE0ivDw9uCIMOoZ3ajLsXPIrReDYgT/P05iZuV3s+HsHM6KXiu4C55Yr8fckoGfozh1oXsR3ONzMndpGuTZ0e0Ym79SdyF4SO/7t2NjVnvYI5lBuDZ226uE2s9H0S/0q0bP8Ao9R/bM5mUFcqLxFhMqbRTD5tG5G5jB/HT7FWtFM+oDieYoVDec2QLmC8vmQ7VDSVUue5gYQ4etZkQWX4ROKfTVVbA3KTZT7QpZlSfaz5oTKxcKoaHEfEY3WA3gS9+G2Wb2bim4V99yXxhxIc44kGaPzxTfDMH+rzMbM7zZToiyY0P93m49FdDmohd9t/g+YSLoU2laC+QAAAABJRU5ErkJggg==) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCElEQVRogcXaTahVVRQH8N+5iFA0EBF5QpQ9FazkVeqknoGRJo0SiWwQRJCgz3IgXKhBhCONm01EK5wUpWBCNpEQiQSViIx6ahrkR0WiPL+JnPRxG6x97fl895xzP97tD2dy9tpr/dc+e6+19ro30x30YTEexTzMxHTcmcZvYAQ/4zi+wgFc6NRw1sHcKXgBL2J2InQYR3GG+k9jTM1BPwYwKBw+hQ/xMa51wKUl9GELrmIHllCvt/dYknRcTTr7JpL4JLyGy9gcxtolfpsjfUnn5WRjUrfJz8Uw9mJm94jf5sjMZGM42ewKluMiXp444rc58nKyubxT8kM4h/m9I3/TifnJ9up2ya/GWRO6ZUptqbPtOLE8ed8iec/hfXwttsCf6bmY3r0fMi07cU4L22luMlhy2+jHdlwXB3AdHhOJbHJ6pqd365LM9TSnv4XtdFGJgz1JRICSB1YtKd6AaWVXKMluSHNrLRzsYQUh9rVYoVKrfgy70+q2i+lJx7BSX8PexHFc9IlEck+BkgGcFxGqWxhKOgdKnIfLmmTsLdhcYuXPY0UXyTfwbNJd8CVsTlxvwVRRjxSUB47pIC6XwBCGCzj0Ja5TRk9chx0lDuzuCSTfwG68VcBlB14ZPekbuVWlfhExOjmwZTE92crZSpYkzrj5SXI93i7CXq+wIWzmckpbnuexp0D4utbifKeYFjZzOe3B8xVxOzrYXFe2EodwqQfEG7gUNrOVOTKH8WgFD4h7ajMsxeddJFcW+/BkzvhRzKuI5HAmR3AAR7rHqzSO4OGc8TOCu98L9lqvos9YpGiUy+33DH9TrzTXk/2FO/BXT2j/h8n4g3pO8Zb9kwY76a78v5iEG9Tuai5SvSZKjZEecWpgiugV5YXvGxWMUJ2TI3RGZOJeY7bc4JLNwUhFtPvyCB7Fwi4SK4uF+D5nvB8/V3BC9DObYT+e7iKxsliGL3LGB3C8IjLa483laruwSO9LiUXUd+XIDOKrimjKLi5Q+Ale7Qq1cng12czDYhyoiBb3KapLc4Q3istGr8rpoWSzCbKlorN9oZHAPsJLzSfUTuMD41zlJgBbwlb9dI7MS6ItfzODTcVp3E/tfPN51ePYive6QHQ8DGEN9Zygks3ASczClUaaviJ+ZKgWGHhGHPoRfNoh2bFYgTfE4cxb/argeoVba4g+/IBHqP2SM/8hUepu0L0vsRpvYhn14eZi2X34Fg9KP0+NLuIuiIv7u/m2asNildZil84bW7uSrsF88ojtWzPqt7WxVejbuJvqqnw9tdPU5uFX8dXabS2eDB31eQWHFtmq4ObtW96OIzlXXDGXUfu2mEt1Fl4XnelD4vZ2RNQxV5LQVJH6F4qsvkjE+Y3FxCFbILbt4/ixyAGilb0Vg9TOFhu46cxKcQUdSIQbzadrwqGj2F+QYceSv08EjrX47LbRnJlD4sQ/0ZoTo1FFvb2pSOS/FPt+23gSOTcx29LEw1QXdMCiTWQLwnZz8uQ7IE1ci33FB7ubyFaFTWvlkKf8XXKuCHe/YU1+nhiNVrdQdq8I43djpTEHdjwUfYEGfsQCEZ2+o/oO1RktMCtANoPsndDtYLJVSJ7yDhBdiU0iC07GSao7C6rYAmRLyXaGLpOT7k161AGZKtry34hG6x6sx1OYTa2O0T2c2WlsfZK9muauS7raQrf6KY2/2wyKVuVMzf9uc0JElwO68HebfwF3BbEOlcfGawAAAABJRU5ErkJggg==) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFV0lEQVRogb3aXYhdVxUH8N8ZhoA+hSEMtyA6nUSY1jLWtC+9MVAwabAvBpFEQsQUUrBTMw/BQoIP0gdRadqXoV/MQxTsQxWMRRIpQzHQzBFpA02a1kDaSQu2kaTpJKB9qNHtw15pJumcjztzZ/5wXu5ZH/+991p7r7XvKfQHHdyPTbgTIxjGF+P9J7iI9/A2ZnEc/+yT/yVhCJN4DfM4gv14ABtKZUJKUkpSwoZ4tz9k50N3MmwtCcUSdDr4KXbjGA6XypnFBLu6klTjvNiKh/Agfouf63FVBnqQHcQBvIVPcUep3FVFvg2SNJOkXbgjbL4VPgbb2mi7AmN4Ef/AI6Xy/TZKTSvweTLFV/AsvoSdONuk02ak2zGNg6VyGq3ILwVJeh8KxcN4FQ/jj3U6TQOYkON9W6k82Q+SbZCk6UJxD/4k59xzVbJ1A5jAY9hUKs/3l2IzknSyUNyOv8i5+sxiclUD2C7PfE/ku7o7sRXjGMXaIqfZFczhNGaS9GLLQZyPQcziQ4uE02JJPCbHX6uw6equx0HswAn8Ga8H4Y9DbCgGdC++jW/id/hFkt5t8hHh9DI2uyWxbx3AIE5iKhK2ifwh7JGXdwofNekE1mGfHKa/TtJPmhQisffhHly78fvNOIDNpfLBBuLr8ZJcFuyTy4SlYBhPy6v+nabVKBTH5Oj45Y3fbqAjHyTfqNvnu7pfl5fzcTW7Q4/4EX6GbUk6VSUU+XASXxMn9sIBTOHTUrm/ykDM/CwexR+Wz/smfFdejU11K1EonsIaeeU/G8AQ3pXLgwtVyl3dM+GkXzN/KybwSJLuqhIoFLfh77gdV67XQrtxrIH8ITnmV4o8eTM4WygOVQkk6YJcRO7mRjH3AxyuUorQ2SOWbYXxKPYUivU1MofxQ/K22ZHr97qq8qA8O0vdbXrBxfB1sEogSTOF4go6g3IndVw+fauwA3Uz0m9MyTlZh+O4f0BuA1+tkory4IT2h1Q/8BFOFIqdNTKzuG9A7mHP1AhulcuD1cbL+FbN+9O4a0BuwOdqBMfl2ma18Trurnk/h5FBDJfKczWCo+oHuFJ4J3wviiSdKxT/KvBf9b3xNXzBggJqlbAG/05SZc9SKP43iKabg/5T6yMG5EunOlyxjHubZWBt+K7DJwO4WCi+WiM0pyYWVxAb1ORecL44IF/31RE8LXdSq4178UbN+1G8NyAXaJXVH2bkNnC1sQ2v1LwfF+fX93Hk+h3mYg+uym3gamEdrjZwOhLcdTDfIDwtd2Crhccx3cBpPrgj3xJvqREexWW5h11pDOMSRmv4bAnOn2ESLzSM+An5fnSl8Xs80cDlBfx4odKQWJIGxTflBnylMIFTDRw6wXXtrcpTeLJBeRQX5Aa83/he2K4MneDwZHD9HDpynH+5wcB4OJroI/mJsDne4HskOHaqDB3A0TojC1biTTknlpPYw3LMn9Iw8+H3aHCsxGAY29tkbEFiX5K3vV7OiXWhcwm/aulrb3Br/E9jLAxvbGl4VD4nrsYMTaIbs7smnuH4bTJkroZO46yHj43BaaztDG3HBxhp42CBox14Hn8Lh/+J51L89jx29GhzJLjUXTosigmc73UQ/XyC/HnL2LonYvStwqnP5DeG72WfO9vlEGiV2H0ivzd89hw2VRiTd4CjVjCk5JA5Gr5aJ2xbXP+j+7J8GtaWHT0S74TNy3r8o3sp6MhH+bxcVFVWsS2Ibwkb82Gz8oStwnKuHIawS74l3iDfVc7KLehckm66a4oedlQuRTbJd7Lv4DfydxJNDfyi6NedyfXPbe6T29MR1Z/bnMFf9elzm/8DB9775cT2+fEAAAAASUVORK5CYII=) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRogb3aW4hVZRQH8N8+DELRg0gMR5BSM7CS6aIv7TEwyqSnJCJ7CCIosLF8CAJ7iPApw/RF7IIvRRmYkL1ESERCuiM0aswyyEtFocyko0S+dNk9fN+R4zj7Mmf2nD8cOJy9vrX+a+91+b61T6IZtLEKd2MZFmIQ18brlzCGn3EMX+IAzs7UcDKDtXPxOJ7AkkjoEI7iVC7/6UpDyc1YjCEMCw6fwDt4DxdmwGVaaGMHJrAb9+fyvJcP7o86JqLO9mwSH8AmnMM2tHslPoUj7ajzXLQx0DT5pRjFx1jYFPEpHFkYbYxGm41gLcbx1GwRn8KRp6LNtTMlP4LfcVe/yHc5cVe0vb5X8utx2iyGTM2QOt2LE2uj99Mij0fxFr4SQuDv+BmPv72FR3tw4nfTCKel0WCtsBFq+y5cFBJwI1Khkc2Jn8H428YoczGuWTyNcBpXI7EHhApQK2GxNSrejOvr3qEouzmu3TqNxB5VUWI34eOad/077I13t1cMRh2jajwN4eltKlLWFhrJDRVKhnBGqFBNYSTqHKqRD+cUdOwd2Fbjzp/Bww2S7+CRqLv0SQgde8fkxfOE/Ujp9kAIm57rcg2MYLSCQztyndu9cCN210jYvbNIvoO9eLWCy248273osJJdpRA642aWsHUxGG0VhpKwiz3cWdDGRIXHu4Sy1y9sxq4KThORu8ewr0L4ounV+Znielys4LQPj7WE09EXRZoSyTocxB99oR7wBw5G20U4hLtbuFU4pxZhNT5pkFxd7Md9JdePYllLaA6nSgSHcKQ5XrVxBHeUXD8lcPdnRaz1q/pMxiDGK7j9meDfXN4q0pJI/sE1+KdPxDuYg79yeeHmLZH8NxC/9I1V0xjApUx2XZFAKr0gbDXG+sYqYK4wKyor35daGEulN5cInRI6cb+xRElxiYOysZYw7isjeBQrGqVWDyvwbcn1xfi5hR+EeWYRPsWDDRKrizX4rOT6EI61hI52T5FUJtuDlfq/lViZy/eUyAzjy5YwlF1VofADPNcItXp4LtoswyocaAkj7hOpdHWJ8CvCYaNf2+mRaHNKJJLVwmT7bKeBvYsnixZkspN42xRHuVnADrydy0+WyDwpjOUvd7B5OIlbMtmZolWp9Bh24s1muF6FETyTywuLSiKZj+O4Cec7bfq88JLhhQoDDwlJP4YPZ0z3SjyMl4TkLLv7Lwhcz3PlG5o2vsedmeyXotWp9HZhq7tZc09iPV7Gmlw+WiSUSBbha9wmvp7q3sSdFQ7ub5RZymSjwl3agD1mPtjaE3UNl5GP2Bk5Xn63NnkX+hoWpNKny7RkspOZbBl+FZ5ar6PF4/g1ly+rSFqJ5GksiBy7fr8aS4Uj5ppM9nUVk1R6E14UJtMHhdPbEWEfcz6KzRNa/wqhq68U6vwrVcQj+eVC2N6DH6scIIyyd2I4k52uMtDlzDrhCDoUCXeGTxeiQ0fxaUWHnUx+kVA4NuCjq68XY0TI+Hun40Q3Uqlc3stSXCb/uRD3r08lU3gSiwu24lAqXd4zix4Rw+aQEvKUOyAu3ID9VYndJGLC7o+2C8kH2XpYKpS73/BMWZ/oxnRDKJHcKJTxBVhnUsJOhaon0MGPWC5Up29S6fZUOr82swokkvmJZDu+iTaWq0Ge+g4QphJbhC44B8dT6fsVu9hSJJLVieR9oR/Mibq36NMEZJ4wlj8sDFr34Xk8gCWZLEf3DGdJvPZ8lJ2IazdGXT2hqXlK5+82w8KocqHiv9v8IFSXAxr4u83/O2wO7AWaMd0AAAAASUVORK5CYII=) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur110985 6.6666666666667s linear infinite forwards;
}
