@keyframes rwdcur9593 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB70lEQVRYhe2XwWrbQBCG/x2tTFh6KD0EkYvvPpjcSt6glNJLCumb9CnyGqEt5BL6DH2IoFPIKYeQCtlCy+78PVgOtkNlWSqYUv8naaUZPs3u/qMF/neZQcHG2OU1yTAcZweVZTl79+Hrr6IoKufcNEmSN33y2O2vvJQxxqqqkCqqKs65UwBSVVWxayWkD8BKnJAUa+1xkiSv++TrC7AqjTHO+wYPBjBm0Dr+KxU4ABwABumFETX22gpmjBmt3pMUAKPN8Rbp0rDWAMqynKlqp6qIyBHAubV2lOf5ZTOmXWKzLDur6/ouxvj4DGCMsZ8+/wikCjpNDed1/cqdX9zMQTZtrZsnOOemALSqqmKtAt+v3o8WHk8BoG0mY60dnV/czK+/fXQhBE9yqymRBACZTNITEcmBjSnIsuytc+7UWnvcZq8kJc/zS5AIIfjxePwlTVMHoDDGtE5DkiQuhPCgquUaAMlQ1/U9AGkaS5sWi80svipNU0ey9N7fAvBbYhFjfKrr+p5ksBsPHquqKtBhFywWnFmWvfDe385ms58ktwLgT7sA6Pdn05Tdk/QdAZ61dyM6ABwA/n2Axl73B4CFc7q+wb0OJgA0y7Iz59x0MklPQggPMcYnAJ3a8WCApm/cAVARyVW1XHr7rrn2fjj9DWvO+lYuiIwlAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBklEQVRYhe1XvW4TQRCe/TkLb4VS5B1MgSIalAZZihwqinPrE5ILi8I9VHkEXsDv4DuhE40DKFDAI1iKaIhSBCwsdLY57Wb3JgV31p1B9t0mUkD461a6b+ab2d1vbgH+dxBbouu6QAjh2RoRdRAEleNQ2+S+7y++R88eDYfDWb1ev8cY23Fdt3IsvvmT35FWTgFgBwCoEGIPAGgcxxEA6CqxrDqwwqOc813G2F2beLYC8kiMMT9tyTch4Fr45wVMb1vAtbEVUDCinL2uFUYIqeXXiEgBoEYIqbXb7TJ5k8y6l7Mgs9dNyXO402yNDk6OD98CgMoClyF6nrcvpTwzxkyXHSCE8GZr9KRk8gwPmq3RQRXC+zeP3/V6vacAkMRxHBW24OT48DX86gCFzdXU/tCBEkDa7/ePKKWfAVbOgOd5D4UQe5zz3XX2ioh0MBi8TJeq2+2+cBxHAEBECFkrnDEmtNbfkiSZFwQgopZSngMATQfLOhQOoeM4AhHnSqlTKNENY8wPKeU5IuqlgCAIwHXdaTpSy9yCfKWRUup0sVh8RMQy27G8BYUtSP9oNs7z1auWtl0hovJ9v8J5+AuMaCtgK2Ar4CYEUMaYsCUzG1Kj0SBhGIbhq+efJpPJpdb6Qin1RWv9dTwelxrJGaxeRuncOOt0Ovdns9mHJEnmmbdXjXXrj9MrkGbpy4iTnzQAAAAASUVORK5CYII=) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur9593 0.26666666666667s linear infinite forwards;
}
