@keyframes rwdcur104728 {
0%,3.3090909090909%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
3.4090909090909%,8.9909090909091% {cursor:url(data:image/png;base64,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) 8 6, auto;}
9.0909090909091%,14.672727272727% {cursor:url(data:image/png;base64,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) 8 6, auto;}
14.772727272727%,20.354545454545% {cursor:url(data:image/png;base64,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) 8 6, auto;}
20.454545454545%,26.036363636364% {cursor:url(data:image/png;base64,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) 8 6, auto;}
26.136363636364%,31.718181818182% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhe2WX0heZRzHP8fEMVkjZKMICZKIEWOEBPNmazSTIejYgupihk1wMRaMMCF2E0xwIJs22d1Gd5sWqUzypou9YkGZDuyiPxRbDdN0+fpnvjbT+eniHPXtnY6j1p1feDjn+T3P+f39Ps/vQEwoOY9YQ3lLyVdylFeU7Dh6s+IaDwL+zpClf5sN5AG5wA7gcPRcG5RdSlGmrOWXXpXCaL5NKYn2LjuR0LRv1gelVKnOkO1WGpV6JVf5SEkpzcoTafuyDn1136KeOZVt63RhSdkuJQ+AhCrFSrXypjKgqJxfrLOSpRyN9h1TCjOcW5UPDy8kFII64FvgOgeCIFhWtB9oBPqAH4OA+WipCDgIDANDhNzKBSYAgoB5hSVFMTKQszOxkF5JAS9fxr4+jHhQUF+PJSUYsf60ciiKviAz6gzSxkAaqQCTg+gMOoetrXjyJDY1obN46hQqedEoVPYo2Uru2oyuDpODmJ+P/rU8btxADZ24dCmUnTuHZ86EmVklmLUbX3QAsLwc7/0ZGhsfwukkTt3FqdEoI/exowOV0iUFbswJTYXGa2tx8o8wYmfxyhWcHgsdmYjkbW2ovKNULtZd2b6hDJgKR0EBJn8P3/fuxdQ4zkxiczOeOLFcmooKVJ5Ly0B27AxEDM5Pmz919WpodDqJt24tZ2RyJEr32Evae9SGhjALhGUj6guPZP9Ki6VAyeKkqorhrVthfBIGfoBnd+7mYBk4NMDN7+Hwy59BznHYMcXt2xBsASAACLqdDQIWgPgciI5PVsbd/vydO9jZifYf0ZvlOv6pbW3Y3o6mGrSrYinyjSPD27o6HBkJ09vVhX7zmo51euEC+mC/iokEqzuwwWMIgJK7bx/yblN48Uy0aOq8zp5WcXISlVpdRxuOg4sX0U+OW12NP/92xN5eNNmhPa/b34/KF8p7yp7/xYH2dtRB9VdHR9HvsKcHu7tx+O6rtraGN6DyzMatrVwzQyS9dg0/vl6rX6NfRtewDywuzuBAjNqv3iATyoF/N9Dycqypgce2v01DxwsAPPn4PJ83fsDZs1BZSRXQEgTMxAgTiPlPuIiZGbhzr4b+n56m48P32ZItJS+OUFYGlZW8ASwAC8qxjTP/YQXhlexC+nFT5zQVdcrFf4D/4titoMi0QQz5JjaxiU3Ewj/v4KwIJCPQsAAAAABJRU5ErkJggg==) 8 6, auto;}
31.818181818182%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,43.081818181818% {cursor:url(data:image/png;base64,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) 8 6, auto;}
43.181818181818%,48.763636363636% {cursor:url(data:image/png;base64,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) 8 6, auto;}
48.863636363636%,54.445454545455% {cursor:url(data:image/png;base64,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) 8 6, auto;}
54.545454545455%,60.127272727273% {cursor:url(data:image/png;base64,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) 8 6, auto;}
60.227272727273%,65.809090909091% {cursor:url(data:image/png;base64,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) 8 6, auto;}
65.909090909091%,71.490909090909% {cursor:url(data:image/png;base64,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) 8 6, auto;}
71.590909090909%,77.172727272727% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhe2WX0iVdxjHP6eJyJAuRv8IGStGBIpsgtF2YXFgCCHhxgi2ZNWQsQVjZ7PAkBiGNxFMQdagizaQxooFS7qZRHPOLroopEHQHEhstTmd6THP0crz2cX7dtTjOXnOrDu/8F68v/f3fJ/v8+f3/F54ilBWFWqT02ApsszvSgnQoNQvW4CyE9ivrAOgVzO+E4mQmr/2xpXpJFAMlC7c/T+g1CkfKGUZ67uVrbnsov0zVvU9UilaroBVympgQfTKh8p7yv4sNhuU4hx8BQjqfXICla1hdlCKldZsgjKdF16WhUJ8/Jw9i0q7Urx9Ox49ispnOZxXKo2h6G3K63n7r+57qBJT9tTX49if6BQ6g5cu4ZkzeP48msS9e8kan1ITZuuVsH/25C0grOmsMtLcjPfu4qFDaAKdRlM4MIBT48H7wYOBwF275rIV8qymV5WygjIQ1rempwfLy3H8b2xpwWPHMBlHH+DUGE5PYWIC4//g8eNBRgCV5+dxEYrIb1CFzquUqoaGILK6OmxuxvhI4NwEdnfjg2SwlpxEH6Z7pCiDb3XekYcGpY8FNDUFUZnAysq5XqiuxuREkI3WVkzve4RHjqCyZh5f0VKnK5uIF5WXlC0tLQF5chIHBwMBgBPD2NaGXntTf6v15MkgO9Fouv7FS6U91yguA9YAJbW13Jqdhcn7MDMLL29az7uN4B+DvPoatBz4FTbtg+dSwYguhsuXiQBEfnYmPbILyYBS0XL9rmEZipTonTs4NIRer9erb+noj65dGzbc+Hd6YZ/V1YuPo1KivK+8kLeA3VcSKhXKRoDTpzEeD5qsqwv96R39t9vDh9HhXzTR5sWLc0cvQ0DphaE+lQ15C8gGZeOOHVj2SbsdHejEtzrRpWM/6Og2b97E8Ep+ZtCvPvLcOWz7+nNPnUJHevX7A/b3o3JVefvZCjClpoKpN4CxGN64gcOjUW/fxs7O7CO5cGT5AYnFUP9S71lejnzcoW1oD7a3o465eXOGgDw6P/JEETsjkVBAKbDlxAmuRaOQiDRS803F3N7O2NJ8OZBzSHy57lZ6hEYi3AfiySQMjX3KwO/r5zulqQmULxYFsCwsJgiuY1Pzj5tqejI+PefZiRZcs3msr2AFK1hBXvgPegKiDV8QZLYAAAAASUVORK5CYII=) 8 6, auto;}
77.272727272727%,82.854545454545% {cursor:url(data:image/png;base64,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) 8 6, auto;}
82.954545454545%,88.536363636364% {cursor:url(data:image/png;base64,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) 8 6, auto;}
88.636363636364%,94.218181818182% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbUlEQVRYhe2WUWiVZRjHf5+cbK01JDIjzIsoWwuGyISZyXLELkSGeSOEFGmMMZEIJ5UQGEwpwUpBKNmuhjgYOAfroiCYzo3KixCMWRqobcZWbq6Op7nGfl2837Zz5pmes+xufzic733f73uf3/M87/N8X0SOUhJAQRSRjMeFQEm8/GcUcTnXvdK1KNcbo4iJKeOxxoHJ+HpsPsZzV5emD6dGyiKlKNs9c0lBKdbgfPR/gFoZPRBFTMwB8AxQDIxHERcSOW36cjQNGnv8OHAliqZTgPIERA9GEeOzvVISaUAF8X9iKgpZvZhLSo1Sq6yMxzkpLW1FytPKo3d/IhNEwLIyPHUKlS3KkspKPH4clbp7gWT39h4A8WHZuHMnDvejY+gEHjwYgNasQW9jWxsqCaVUqVJeVF6JS3X+UkqUuqNHA8C+feg4mkJvBYiRgTCurQ0w3d3Y1YVNTczEJMcKmW0cpaS7Gw8cCADHjmFvL6ZuBqPD/eE3cj2AnD0bIKqqMN17zRNC2aS8plS0tqJ/B29PnsRbI3EqUtjcjMkbMxDexhMnQjpm7Vecr+fb4pNeXFMTwm0Kd+/G5HAw1NgYYMaSWF2Ne/ei/wQ4QOWxtD0T+UagQFmSMZUKBi9enPF0dBDXr0c73tDvt9jZGdYIVYOyOP/Tn4UHcHgAe3rQZKktLejv37hnD/rrJb1+Xs9stb5+xjiQmfc5IpCVTllx5Mefp8IYKc/134ChIaBzLdteqIHEMH19ED31LDx0Ga49wunTQHp7T+ugGdf3Avjkwi9Xd5Wu/AjYrCzfv5+fli2DzRvhnW+bYfRhmCxg3Tpw8AwkfqO9sIkNG7KHMO8yjBvQ63FDWRXPFR4+jD0/bLe+Hh3u1L++0JutOrjW3l7U6e+D+UspVF5SypVVypPTS5/XWV2Nle8fsqEB/eNr7dpqe/t0ey66HwBlcQluumMpVkUF+iGuXo0tLTgwVG1bGy5dSv4dLwtAYeP5a4bXazaApK2t2PJlg36AHsG+PtRDmRUA82vBd3u4pia020tXX7W5412Xv/2p7PrMHTvw3Ln5eZ9Tk1BWKAWpFFwZbeCr757nvbc+pn8yVFYyCeXlvJnRgv+T97M2UEqqquKW7GR6qENWUtjRgcri+2M8C0Rs9M48zz2/oAUtaEE56V8BTJBYhnDH/QAAAABJRU5ErkJggg==) 8 6, auto;}
94.318181818182%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe2WX2jVZRjHP6+ddMUYQ1JCQuQQGiZWA8F/q2UOhtiKVFCQIoaN3Uxp7MbhhTBYIImFEA1HF2YXitKqmyyZCg40NwjCQiEvWsvcdja3nS3nn08Xv9/WOactz8lugn3h5ff+ef6/z/M+P/i/QpnzX8jJT8hZzVFeBCT+iSZfhEIZlFIgGS+vhsBorhG+FB4Ngbv5yEs8kOKsUhEyDX08Y16qzAWGgIUQ5oXARK5XSmImg/4egQyFsbeEwFC8ng+sBm4C/cD8mGsoBH6OaQjTxHWm/Rmx+cK4SplSVl2NgEeP4tWrqLyjFO/fjy0tqFTEShbFPBXKZuXJDAPyT1plbv13/SrVyvbaWhy6gd5G72J7O27ciFVV6Bhu2YJKsbJW2aCofDBpWEFQUFYqq5U9SlVDA6Z6cOtW9I94TOCyZdG+Y3jqVLTX0oLHjuG+fRhXS2EVosxRno9Dub2pCWtqIkWHD2NHBw72RkakenBkAEcHcKQfz5xBx6Pr0r+SVQs3okRZrBSXl0ceHjmCySQO/oqmo9HWhuPDONyH6SH0Dp44gZpdXUpJ3sozmBJT0/GckKdx1SpMD0Zj/Xo8eTKiyYjAE1myCozAwvgKlsdsmsbRFHZ1RXOIolFejra/pRe3eOBAlKiAsZy5D8r+mQ5L42/RunWRsMEh+P5HKFu6gldeBX+5xhffwvnPrsGqd+F2guvXIcwD4vclnPN2CNwHCs+Bhss3VZbE66VXruClS+hXb+rFN7T/axcsiMOd+lw/qpvy/KGgPNXY9XvWHTY3YyoVJdnBg2jHDh340sZGtLdbb31iayszG5Cv90pi8vVTVuacrW1txQ1737euDr31qQ63aapde160szO79PJFVg7EDWOyu6UyzyorubAr1FL8QwOPLW9m73s7If0CXDrO8QvnWbOGGvJpbvkgt46ntr2n/mZTE/pxFPJDh7D3ZqWnT+OmTYXnwLRVEM55Z3ryAEyQSEDtSAs2we570H/jGyornyWRa3Yedz9zg4zbsrICKAmBzupqbGyER0re5rW25+iLxe+es4f6ekgmeTkEzj5IaSamjYCyaGfRyORyCfAMwLZt0DPawOWfFtH34Z4p+u5uSCapBZ6Of1D+9S/apAHzX+8cyxUQ9QDvZ5abqqZx1y5UFj+08ixkCzJjkMf+LGYxi1nkhT8BpclhxnYXbeAAAAAASUVORK5CYII=) 8 6, auto;}
}
div.testarea{
animation:rwdcur104728 2.9333333333333s linear infinite forwards;
}
