@keyframes rwdcur34794 {
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,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhc2WS2gTURSGvztGE62IWXUhhlpwoVRxpeJCpIogrsQuFMHHuiIIroSJmIAg6EatqIiPhfWFVheCq0AFxSe+Sn0UarQqRFpdaPMsc9zkxjvJJDOt9fHDZWbOPff8/z3nzplR768tFAw8zkedjVvuTuEvwfqX5AChiZJvaO/LVdt6Um3TJyTgUTHqdAQk18SxlnCkzlykJ9WmAgt4VIw6HZuDkx881hoB6Dr0qWZez7GzLxc0G9Z4yGMt4cjIcAmAzj1zGOjPcrp7LQP9WTr3zAHg29cSsZZwxKtEngLGQw5w6dwXRoZLjAyXEGDlkhsIVGzdZ74ABBbhW6sN7X2lWEs45OcHcODSDvZuOuuyfUgXij2ptnC9NTWBRaQDWAZcVko9BqwP6ULea7FVlb+tK07gpAs1buW4+4EVwD6l1D2XANu2JZlM6mysB7YDM0Xk6Kkjn7tv3/z2ACiuWjurC/zT9vDej0OjP5yrwNjJ7vm7rzfLJ+AjsBToMjkrsbRBRM4C29++yj7L55wlPlyBMDsaIjYvch9YDmyMx+PXjA3/gm3bIiLnRUTe9o8+ff7ku/wunj/5Lu8HcyIivSIitm27Wn/INCSTSZVIJM5XC2tubq7cZzKZhrtt4JsHSCQSm4EKpwXQ2tqa1RmgzqvpRxzANw8Qj8cvmpwuMs+6TB50BraZRq/dBmpOExVQHf9PkbkgwhgwVn509R4LYHBwcMafFCVC3hDg4gzdeZPIzpsL74YAkpPNXRYgecDRAkzOv3IGyhnQAmpLUAeTJsSrBBWS3iuq6d0Q9F5RTY2IdYPRV6WUa3j5aDiOqwQhk9MCF/kvVHWETCZT02BEBBEJ4FebAc3p9Z1vmAGXRlXbt7z8HMd1BlzxA/1o1GvDevdaSF2/qhKYc3XfgkJB0n7CzPo3Qi7npKlzCGtWi1HUgdfZvlzWafNlaICp01Tq81Dx1up10cOG+RhwQSl13yVAqk8U0P9i9LbxaGnJCqwFi5rWALx6OZrSRso71IFFcBYsamr30NaplDruJVqM0RD6p8PHZ7mI3DLjisguEVlsCh03qolVkMMwWSiTu4ZfJv5b/ASQLueHHmUpgAAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur34794 1.3333333333333s linear infinite forwards;
}
