@keyframes rwdcur22190 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRYhbWXXWgcVRTHf3N3Nlm33W6zEms/kKIoolCstKUWP4JiFBURH+qLovhgK7TiS0urLQWhIEjxQaTVgp/VNgp+Yh+aUNEE8qaNtjEVY9JKs22yu0k2m92Z2bn3+DAz6WabpkmtBw47lzn3/v9zzrl3/xdmNhX6/27WZYBrCZg6v6YWix6ampoOJhKJVbZtn/c8zwUSoTcAdkg2cgC5pgRSqVS8sbHxQENDw5ZEIvEYcL3WelxEJCTREMZH2bkmZKZKsGjRIrVw4cJ+27ZXGmNwXZdKpYLrur9Vq9UO4AfgPOCE7oXu1/i8SzSVAdd1ZcGCBVY8Hn+0ra2NYrHI2bNnEZElxph7jDHPARuAxUAhJB+Vxw7XsgiyI8wxK7HagVKqVyn18vr16xPbn36NpbcvobOrExHB931LRJYC9wLPAWuBZA2ZeEhIcbFn5kUGQGUymX0rVqwQf8hI8U0tf/3+t6xevVrS6bTEYrFosVp3gR+B7cAa4HZgJXAjkAEWEjSzzQxbO1Y3FqVUH7B12a1L1Z32KhJfpdny4WaK1XFOnjyJ7/sYY+rXWAk8DDwL3BmCFbjYvFGZ6s+XGTOjUqnU4UwmI+75qhRu9mX0Pl+8XiNHjx6VTCYjtm3PlIl6Hwe+BTYDdwG3ATeFmVlck5lLLZlMrkmn03Lw4EGZPKSlgC+FZl8qx7SMjIxIa2vrXElEPgJ8CbwArKohc8OMBACVTCZ/SqfTUhwqSeFuPyCBL6UDWownsnfv3vmSiDwLfAZsBO64HAGSyeSTqVRK9u/fL+Wv9RSBAr6Mb/NFj4l0dHSIUupqSAjBuXL/ZQkAdiqVOp1Op2UsOy6jD/rTSIw+5Uv1jJEzZ85IS0vLfMFPheV4on4X1JppbGw0xpjHm5c1s+6pdfif1rztA69daHpoMY+9+Aj5fJ4TJ07M9kGRDQPvEZym5dkIYFnWKcuyNrW3tyc3v/ES9kAS+moCRkAbwXmgyPLly7Esi56entmWLAPvAzmgBIzPSkBrrW3bTovIfc03NrNh4waqH0zfurKpykDyTwYGBgBoamqir69vpuV84GNgACgSnBMjVxIdRmv9jjHG2bFjB8PLz6Genx5QXDJKNptlaGiIbDZLPB6ntbV1prW+AU7XgOeAwhVVj+d5w8AREeHzts+47pXpU/KpC+RyOfL5PBMTE5RKJbTWZDKZ2rCfgW6CtI+FBApAcS6yy1iWtQ9g9+7dDDefI7Y1eCHPaPJmhImJCRzHoVKp4Hke2WyWQqEQze8FvieofwSeC5/Lc9J9ruv22rZ9LBaLcaTtCInNgYzw1lZwHIdqtYrjOGit8TyP3t7eaOoQwaETgedqwQFvrsLTKKX2KaXYtWsX2QX/YG0zuLeU0Vrjui5aawA6OzujOUXgo/A3qnshBC8RbEN/zsq3XC4fV0r9ppTi8OHD8KyLs6xEpVLB931EhOPHj0fhHvAJcKEOvBCOIyU1L+ntW5b1NsDOnTsZNH9RaZhEa40xhv7+fiYnJ6PYL4B+LjZdrgbcicDnSwDXdT+vVqtDAIcOHcLzPDzPY2xsjK6urijsGPBrCD613erApwTFrAdRvWmtBWgUkYe6u7tpaWnBcRz27NkThfxCoAEmgFGmN90kgXq6RM3Mx0RETgFbgXipVKKnp4fBwUGAQYKmm2R6xxdCQh6g6xesvxnNxRTwLoHSiSwHvMX0mp8Pfy+p+38lAIGi+SMkUwJeJ/hSPyQwzPT9PiM4zL8EkY1yUee9GpKpEqS6AOQJNGGFIO2XleVXS0CAcwR/zt+FIA5BusdrwKtc4bZ0tSWAIP0JgstJIhz7IZEyQdNd8ar2L7pW3ei7/uOfAAAAAElFTkSuQmCC) 2 2, auto;}
}
div.testarea{
animation:rwdcur22190 1.3333333333333s linear infinite forwards;
}
