@keyframes rwdcur101442 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 22 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHQUlEQVRoge3Vy48cVxXH8d89de+tRz+mu+dhu+fhxHacYDsTJzhKFomEQkgUAkII2LDiX0CssmSLYIGQWIQFAokFO3YoUYKS4MiPjIxjmTwsMnEmM8lk3NPd011dXXUf57IwiViAZMJDQurPvkrnWyWdA8zMzMzM/BvE533w22fXaWwMjctSTsoSxnuyHKioDDgEQAjEUrIigVhJnssybqcJt3TqfnPlyv8+4JunT0kjQn08rZqSqCNInDDM91XO3W28X/EhtByHlnFecghgZkQkSgJGkqhfi/V2quS7wuPa1nC4udRs5EcX5/NOa754/qWX/nsBR9vNTjNOu6lWp6SSj1fWr1vmY5HWS/VGU+tYg72HtQ6eHcABHBjeeTjv4ZjhnIN1Dp4DQgg5mDczpW40suRC6fxGS+vtbqu9u9LpFD9+8cX/TEC3kS0AYp2Ink6VfkyQOCMoagopsdxdxvKRwxBCoCgKHIzGcEUoVuXxcrm7hrlDTURZhOADXGlpNBjho1sf4oPBX5K8GiYeAZW1yCcTAw7bjSS+Fgm6kMbq8spc652ajvd+fekSf66AI1lWh8CjUUTfUFJ+ScnoPqJIEkXQWqOWpji6uoasUcfHvX6htxb6Z3uP6PvVPfKuL3dd5/F5yo5noLkI4AB34FHslHRra4jdD3u0N9w11w8u4O3xRmtiJvrj3j48eygZFQRxgwKuM/OrXzh06Pxalm3+7NIlc8cBy1myxsD3lJTfmq/XTrZrtaSepiCKUAVG5Rk+BGilYJ2HmjZ2T0we3l4fPdI6K453V7+YZc1TBL0oQCmAEMBTATOIkPcVDgZkbk1G5V7e41G8z9fTl/Vb+ZX6zu4uGkkMJRVYgA/yYq8y1TuS6PLdC53fr7XmN37+2mv5Pw04Xq8TReGsD/ycEtGTq51Oa21pCZ1mA2kcwwfgoCwxnJYYVxWmxsIxQ1Js6qpjDteO4Gi6Wi6LjjkUMjfvM8QygkeAd0BlIx55gT4cDbIxTbmUngzv4O3mvv2gPikKeO/ADAQAHBjGOVTW5ZEQ240kvt6pZS+3kuSlrf3hzd9dveo+C1hfWCBNeExR+Mniwvz6mWPH9V3dFbTbLaRZhkhKjPoDbO/sYDCZIC9LFMai8h4+BFAUIU1SxHHMsUpYRxqZvv01RUTwziP8ba0GAow3MFUF5y2sNWSsIe8svPfwnuGZwRzgQ4B1Do49vPdOCFGIgF3n3ZVJWb2QW/eHkbXbspXIOgf+QUx46KmnnqFnnv06anEMk4/gvAN7xt7ODorJBOw9JBFSfXurcABAAlIqaBlRFDHFiqE1I04AIQBrPSIixFkKpTUEgAgCSZpCao1ISpAgeGtQVSVMZWCshXcORVlinOcoplNpnWt65roQ4q6I6KvWuRsB4afi3FJbCiGeiEj8cGlu7uzpu48lq0e6qNVq0HGMSBAGwyE+7t3CYDLFqCwxtQaV8+AQoERiOvFht5B0ea7TorSTQDckCQkYY9kWDjxmuAnDTCtUboIiDGBRkKOpjiKiSEYAAjgEeL59Q3wIsN7DOQdmNkKIYSzlVhbrqyGECyGIiyfbnU0BACfnG1JAnMu0/n631XlyZX6+06rXoZUCkUDlPXr5BINiiryqYJwHADRpvn9U3l8+oB7m9fgBt/LoEao9nEq5KolqRN545/uO7Xue8rcs9t8fc2/c40/MNj7i98yf+IW1CmNtnUME3P5lQsB6j8o5GOsKhLCZxepqXcrXO3F6vp2kN370yiufbSYJADf2x+704uJF4/1zvUn+Zun9d+p5fqqWpDpWEi4Ag6LApDLQWqPdqmM4HuNg35ejAzJ9a/SontfN4WGWtQtNY5IUBwjnIEYWdsu76SabvXfzcru/xz060P25wuypMe1Ne3CmQivLEEUEFgLTyvS8NRvsw0anVvvj4Xq28asLG/07ugMnF9tNHalzWspnlZJfU1IdU1JKEUUwzkFIhZVuF1mWYTSZ8Ce9QSGGWXlifA/dS0ewnNbLplYleQd2FYwvaehMssM++yAa8SfJRzxQ24lFmRVVhaKq4LxHJMjIiG6kMrporXt9tdO6vFyfu/nLN94o7vgOfOrehQWSQEcocSaW6ulanDyBKDqbV0b3pyU67TYOLcwj0zGEEAgICADyycSx96UQcMzM3jky1iJw0CSEhhDSOYdpZVBUJSprORJiN1NqI1P6VSFwcalR2+ymtd4vLr/h/tFsdxTwqfvX5qguGvVanHQSpc+V7L8yrsqHjONjhrlFSlGiNGKtkaTJZy8MzGBmWOdQVhWMs6isg7EO1lkWHLZqWl1r17LXGf4148LNlVZ7dLjRLJ4/f/5O5r6zgL/33QcfpJEz0jAnkmhFIJwpjD19MJ2emBq7YDgkAkF7vr1NGAEIgYHgKIiipvXuYrP+50zHV43na3vjg1G3Nedatdj99vKb/9LQMzMzMzMzMzMzMzMzMzMzMzMz//f+CqOqA9o054UWAAAAAElFTkSuQmCC) 22 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 22 15, auto;}
}
div.testarea{
animation:rwdcur101442 0.4s linear infinite forwards;
}
