@keyframes rwdcur15591 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLUlEQVRYhY2Wy4tcRRSHvzpTuV46zTx6JslEBqKJE02E+EAUjLgxO1f5G0RBshERXGQlQbLwv3DhwoW4cxNQg0RM4lt8kBnIo50kY6YzGSdNc1NzykVV3am+6R4sKG7d2131/c6jTpXh6JEr/P7Hm8BX7NDuF7MArWW/5fYbmRMoASwIQAX9Hr5XgH28uru501p5M4DnpRf7fHfx9XEibhedOQftEhZsALeJAoIGbNBABawD3QH09lW91f8loPPDJXpvnxoS8eeuadkEWTTyhIM5Cx2CtVYwAljFS4TX3xWfRHUdrM5WvQvXihk5UN3VsQLm/rmJ3ujWIv4uOhccfrqFWShgbwTUMMFYQBRvc0HZt/R/KrgOXHCwvr/qDUaH4LlnHT/+ZAE6R48s/bp0+7UC5gUmbQMegQ8JSOOGNwSwDlYsXK7g6p6q1x8WEJLwDeD8jWKmaGHmFfYWIc4CiANrt0XkFtsYipEisrE4WBnARQtL+zJPmDS4WXTsJGba4RdchNth+BA0esE2hYwTAEwA1zbhXB+/sljddaQ4AUyGBecI2a2AOlALLr2P6HWL7h7XJ6LXDrXhlSt+q55bCxjg5x2+bTHOBrDaHcCKrzshMRkHj/ki8X9PHzf2xJCA+8XstIWWxTiHV4LVqad3dZkIwSAYFcwo65P7J/LvMU8K4OBa0TkIIPeLWenjSxtCoBajFqNxnAtxeTgUr9EDyYuj4EP5oniJoVi0sPd+MSvSRYsWpt2w1kW4hpBsC3GZZ6IXaIAtsItGwcprRezPb+Cn7QLCAE8ZrY4/qsOLDZMkjqOhXlzYIS6Lf9oBRYI33C5RRO6xaYd3FmjZ8MFFmNrhhCIKqeNfYnBh72tWjgvgkablaY0cHsezk5jDNgJ0EKzRMsJjHtRCojCXcoWQ2a0IbgG7s1jbfG4Epvc0bgNtu4mXNsaVQXVqDx0cjXAMLKZyAXQYmBFMEStiDWoA8yaEk7OwAH28trYtzludE5mQXOBJwbyg+HW2d0ckGB0BzlsBlLaNqeLLOAEAuolHQSfj7nD494G3gOsxCQeCqTTUkQTXxjrN5lI83SjoBp7JuDva27tEHf408A7h8lEC7XQYSdyySUhzzYwzADZk2W9VG/iRlU+zInTNb8U64E8D7wGVBFGS3AmUii8UXwqmAIpRh1ac03dw1R4yE7oR1OYeUIDpzOoDZkId/oMIH0RLERDdXjitk2qEJk9kWzaJ7pcYEcBt4qvMcgdoFx3yisOfifD8dERBJLuopN60OrsppVvV98t+65bsrtZ4FHGNhd0C4r72DxTA4T8E3gWcYFyyPhdBo+ciBNMsxauKXzn2YL0SgN3VWtUQUFuYwVWykOQJFanNW1ItpnFREWB5qup9k+YyRgTHjT2bWd4Eq2wvIDEUmZ4hoGSCloDPrxQzMiQginBntvrJ8o8IW+0hyyXCM/en8dAhFN2e91XBfAvcWYzX9PpOmLd7RecsIeESfGh7MnxhccFDON1+1rmU1YNV4BLwyVTVW0msIQ9E+ALwKnAnWS4N12ff6hZfJEvItL5E+M/Apzl8pICpqtcFTgHnCPFSzcCJNaK2ypjnEvAl8PFU1bvenDQyBAD3is5BwZxQ/EngmGBKgotVR4Qj/x7dvg5cHsAXJfw2VfXujOKMFQCwVnQmFcoiHDpPCublCC0Vr1ndRzBO8evxeV4wf62in7Uwbn/Vq8YxdhTQEPOYhaeAeeAZQv3vxJPwqmD+VfwvQLeC7p6qd+v/rPsfPErAiDwadfsAAAAASUVORK5CYII=) 0 0, auto;}
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}
div.testarea{
animation:rwdcur15591 0.66666666666667s linear infinite forwards;
}
