@keyframes rwdcur245205 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
10%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhe2WT2xUVRTGv3vfmzfDUGpTqSCQohA3/lsYFoYoiBvj1kRdm7gjMY0JiSYmRBJjCIbEhIULoysTNbgwuDKYoFLDgoWKCkITCS0UpoV22pm+d9+953wu3swwxOlARaOLns2duefN/X7nzz1vgFVbtVX7j82s9AffH3xtLIpLe20peQBADCpUNWPwUyrh6NNvHHnzXwEYf+/1p6hyjCpDVAJU2FICYyNQBVSBhgCqBJJ79uz/8OQ/BjB+aOwlkp9RBRQByY6ojVsQ4qGqhV8FcaX68u63Pvj8rgHGD43tAvBt9+EqofO5nYl2Vtq+ZGAQ4v3uZw98/F2/820/55lPj1hjo29I3ioefBGxBIj3kNxBQ16sPoeGYs9Y8+WTD27oq9HXuTA5cZAqcciWENIGQtqAuBQqARpCS6wQltxBvIMEDw0eJKEhDB148ZmxvwXw/COjsUp4IZufRd5YQMiWEFyGkC3Bp02IdwWIz6G+K3qfA0AHCtS9O7aOxMvpLOvYPrIuyeZmNwEAqDcbT1plIAshJawRKAGSMMYgiQANefuZ0ZZOWBHAhVq9AmsrFCk2yJsQJIIohESLAwBgDJBYA5UAtCCNMTHJKoDsjgGee3iL7faRBFncAh8EXhSiCu0StwYwxsBRYYx2QRkMVpIVl8AOlJMYqopWn5BE6lwReUs5qMIY0/nehjDGdDdXfr3p4sc2D8dnLt/4Sxl6AiiBeuqseHfFxskWAMizDM4L2rGpKnJRmNYoacNYAxgUaxxZrC2XausqJdRT1zvSXpskFUA+M1c/akwh0HQeQhbTjkQuijwovAgIIoksotazkTWolGIMr61grulO1FMXlNBeWstew42D1eyj8XOfiHcN9TmCFqlX4pZVlMhDkQ1rgHIcYU0pQhJbuCB65MQv7yuR/TY9d+cAx89d1koSh3IpWjg9MbUf1kK0uAXttRJbWINOI3ZnJReF84LjZ6f2uSALJPPlAl02A3tffSVLvcx/fXbq1E8Xpw8L2RFrN1q11dxs+UgiqCL1glN/1A6fnLj6A8l5UfacAcBtXka7Hrq/SnKTEqOPbhre+cTo+reTyNrIGlhb1DzzAYvOdxrPBVk6fWn2nR8nZ0+V4+hi0/kr52v1njMAAKJ+AKPDAzKybo00Mi+1xbT+8+Ubx4aqSTmJouHY2lIS2SiJI1TiSBedn/l1eu6Lr85cere2mE540St5kGvna/VmP43bvo53btsQA6iKchjAxsiaoVy0Yg0SL7StaadBNUTGLCmxEFlzten8rBKNiZl6z+a7owwAwORcUzcPDfjt993jRNls5iElmYoiI5lF1jS9aoPkjBetDZRL0wtZfl2JbGKmLrc7f0X/CXdsHYm3rR9MLtTqCclEiXigHFsAOp/mmSgzkvn5Wn3ZprsrgG57fPO9lihKoISKEr9fm++b7lX7X9qfTlwl+XgUUYkAAAAASUVORK5CYII=) 16 16, auto;}
40%,69.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur245205 0.16666666666667s linear infinite forwards;
}
