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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 2 0, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 2 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnUlEQVRYhe2Xf2wTZRjHP3frtt7WbrttXQvZso5tbHTAUGA4RoQ4Hb9JAHUw/gAhASOoSDASjfqPqMGIYgKaGBBDBBSQaIgQE0fEID/UIUOwo2MEu6xbt7Xb2t26teX1j7FlIGE/SvjD8E0uee997+753PM87/PcwQCpBkUYlRjBA5TcN5gw3ibWv7yRBQsWkGRQRB/Q+II8kWVN74dSDYpQb63fV4BLf12RDh06hM/nY/PmzfR5IhjoJl6v9Bs2paVhzcrifkHIA08kSaKhoYHKykpKSkoAcDc10dbWRsWKFQBcq7tBe3s7S/ZUsuabMxFD3AZgr3FIjY2NOJ1OFEVh3vz5AHT6/fx2/jwzZ85EAuZ+fJQZVhO6E58yIX9MRBDynRMN7lYpEAhw+fJl7HY7SxY/DUBzczOtra1ULH+GYDhMQ4fG2LE5eDyeSOz/FwDA6XJLer0eSZJQFIUv9+5jy5YtaJrGjJe2snxSJsffWEneoueIjomKKBTSvRbzc7JFsprInNnzKCgogILpnHN68Hz9EdmrXiVKkojVRVHtauPb1U/g9Xfd83nDBoDebffO+++R81Q5OSlG6tu78GpBWrQA/3g7CYTCfL6sGGBEAHcNwUCZLaM5feoM6YlxpMbHIjvr6LxwmhhZJlYXReXrzw/X5m3SDXbBzXA0y9/ejqPZh9YTYpQ5mYlFj/Dd/sNoNQ6idYaIAAb1gNGgsqZkKte9fs4e2UcoHCDY4cWYEI9erycsJFYfOMeSPZURgdxVqkERG45eEGWzFglbTr7YsHatcHdoQoS6hc/jFzs/2S22nbwqMkc/dl/Lc7/x/Ow8kWTIEBnmXFE8eZrY8fPfot7jEyLcI4QQwqsFxaaN74rZT64cMYDcZ0w1KCI+Vif6xgsXLiQY6sZWkIvBGMP0t3bh8nWx483X2L9nL+KmwCDrGGvLZlxhHuaM3BG9qJyRbhGpFjOTp0yhoqKCNLMZgJSUFJKTk1DidJTvOoAMxMfo+LPqIqGJpUiyhC4a8sblkmpOIi3NNKIGpfO3tZM9KQuHw0FtbS2hYBBFUVBVlQ8PH+fE7g+YaEnEmhjPD5/toEsLs3f9Kq7OepzSOWUc/P4ov549w6O2fC79MXwPSHArBKqKLMt4vV7KvziJVY3jl20bSV+3lcQYHSdeWYYpxcK0ohlUV1fj7fShN8ZhslrIt43D527lqr2GUz/9OKyCpIPeCub1d/VPdofDYvuyUkLhHsrXSXi6Qnh9Gi1tDvw9PTidTpJUlTnFUymbW4Z5lIVjx45RVFSEy+XCceWSGCrEXQvR7meL+2/eubiIPi8B2GuqUZPTuClCuJsb6QkE0CGhxOoJ9HSjKAqjM8fAjbohQQxaiPp0y0u9h8dNMBikqqoKu91OfX09S5cuxWq1UlhYiMlkIjMnb0hJOWSAO2Faml1omkZdXV1v8oZC2Gw2NE3j4u/nuFFbM6RcGLQX3Esxej3Xrl8nKjqauAQjCQkJHDn41fCTcKSSZZmOjg6amprY9OILwPBb8rD790ClpZqEwWDA29I4om+BiGU0Gh/oT8xDPdT/U/8C433tVKWcHRAAAAAASUVORK5CYII=) 2 0, auto;}
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71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 2 0, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhe2WXUxTZxjHf6c9pX37IZxSWuhEykdboDicEjU6rzSKy1wUZ5bBoskudr2bJVxuWRbDYpbsbsnMplliNBlZTGDzI3Khg21ma7YitFVb1CLKR1sZAm2hnF0ohjmGfG1LFv/JSd73vG/e53f+z5vnPDBHilmoR850qfyL0swO3mv3q591Bsl8fYw8s1BngWp8XrXUtfYJlGIWqvJ4fTUkzZ14PRWqu6yUrVu30tLSgqzVYnc40Ol03O3vB6DAbsdkMnGrr4/kw0lp3lOXIM3ciSRJDAwM0NHRwfbt2wEYGhzkwYMHNDY1ARCJ3mZ0dBR45MZKAf7yBU57vmoymaipqcFoNPJtezsAbrcbp9NJW/s5igpt7N+/n0wmQ1fX93SHost2QvP0i4GhuJRKpejp6SEUCtFw4HUAhoeHicfjNL55iHQ6TTgcxOOpIJFILDf2/AAAsXtDksFgQJIkhBCcPPEVzc3NTExMoNfrOXr0IyYmJpAkCV2OdkWpWNC6yopy1arkUr/nFXw+H72hIK2trdRt3MTdgRiyLGMyGTl//gLAsi6lvNBi6GZEUsxCbTpymPsjSer3HqB4XTUDd++j0ykEAgFit+8sNeafNG8K5spR6KTz8g9UV9dQ4lpHeXkpJa4XEEJgNBqRdfoVASzoAMBMVsfGl7bwY2cXvycT+Hw+vO4yspkphBB0XLqyIoBnOmAxK3zccgy//2fuxG4xnU2h0c5gWWPCYDCQVSWKijb9MwCKWagjiTE2bKij59o1wsFe9Dla8m157Nq1E2uBDbvDyfj49OoDKGahOhzrGB0dJRgMkpuby8jgEJPjYyBJmHNNNDQ04Kn0UlntXRnA7A/GpJfV2fG+ffuYmk5T7XNjtuQwmohzPRzmy+MnOfXFCdSpLDZbHp7qcqpqvTiK3csDKF5bqB4+dYVNdXU0NjZidzgAyM/Px2rNQxhlCmwKWkmDoij86v+Nqz/5kXRaZB14q9zYHHnY7QXLKkjaQ8cvvh/85F0ikQjRaJR0KoUsy+zYsYM9u3dhMGmp9FTwVmMTwmAi1HuTkeE4N25GkGSZ09+c4bsLbVR5yrje20MqM/3BUgAkeJwCRUGj0ZBMJhFCsGH9i0iyBn/3LzisdmbSMxTkF7Jl88sEAgGS42MYLEYKXIVUVlcxNhTneijM5UsXllQR592omIWqN65hOptB5OhIp6cQeiPZbJbi4hJisRh5ikJ9fT279+7GUVRIW1sbAGfPnuVGb/eiIeYtRMmHkxIPJ5+CSqkAoXAAxWpnRp1maPg+mVQKGQmhN5DKpBFC4Cwpg9tRdTEQzyxEc6GePIkhpqam8Pv9hEIh+vv7OXjwIC6Xi9raWt749DQlFd5FXcpnluK/g4F7qmK1E41GEUJQ4fGwrf41xso307xz/Zx9C2vRDsynHIOBSF8fxm2vEtNYGBxP0bxz/RO3FnPGslspxSzUt093YtTJhD//kIvnHl3C1WhUF613Wq+qZa7SVW3TlySLxfLfBH6u5/pf6Q9r/Kepa+5auwAAAABJRU5ErkJggg==) 2 0, auto;}
}
div.testarea{
animation:rwdcur231124 0.46666666666667s linear infinite forwards;
}
