@keyframes rwdcur216618 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACjUlEQVRYhe2TzW5TVxSFv72vjZXID8CkjZNSgyoauXF+oEVMWqrMEOIJKrWP4FEHfow8AKOOmFMkEEqJo8gRctUU9YeECQ+AKIlz792LgXGoAnFMnMy8pDu4+9y713f2OgfGGmusM9Y3f1/wK3/M+FHrhdM2vPL7jEuqAnNetLqky1bgJrB3JgB9Q0tszpw6UCOzMu/23Fm7+OyD5iMBLHWmr5nZbUmzZlY2BwV40bAEJKEMFGoP6nNkNsdpfXZ7FVgB7gIv+vVIRaSCOPh0c1AfOynA//X1X595dLWCU7O3M1UGViADvj2TCPpaejLtkppWoHYwz+g97r712+f/HGkOI0QAsLhR8eiqSbBsiUGAmT3V2/FHFgPzHxpg7sGn1w/Xrv454z7pTZ+w5X5NGS1JPxHsRCryXQ3Mf2gAS+zW/OpUtf8+/3jKldE0Z9lLhhccd295yRprF5/tA7+ak3nROiMDLD2Zdi/arCX2PfTG7kVrKldv5wER0YqIxuPqv/sAynUfZ6v15dGHb2iA6KoaXZUj1Y36wymPrprKWFYu8l0RqVqxqwNzgPXa9g7BL8f1hiFugU/YvHKhfc57yVasZDUAcgFq4dZYr23vH/5vvbZ9/1QA8pdRT8pOJAKomYMlRkArfxWN9sLOe+Yfo4EAX937xLNXMauApOwoFUoFzlMr0Ghffz6SORxzBpJJr1pi5dgLYi+Ibi93pbpEcGdxo/LjwlqlcmYAPmHzhbKTTDpmhvLeBNTbd0UZPwA/L7Yr350UYGAEfs7rnIP8dWAOyaRnSrUFtBVsAp2NqzvHXrUTAdQfTXnsxRdWtI5PWDv+06aVrLOxNJrh0ADmkO/qZnvhdA3HGmusw3oDHggg7lRIZrgAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur216618 0.66666666666667s linear infinite forwards;
}
