@keyframes rwdcur54969 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAg0lEQVRYhe3XsQmAMBSE4V+xSGkZOwdwiezhrlnCISwt02lha0jyQES4gzQJHB/pDpQf5iwcD7jassEiCC483scUARZgA/aart4CKKTpB94ANEUAAQQQQAABBBBAAAE+B1hSGiYrMNeWWYbJxD0+fOZ9B1JtWWcAOGAkPz4ScLQgPs0F2EsbCTHyhRcAAAAASUVORK5CYII=) 16 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 3, auto;}
}
div.testarea{
animation:rwdcur54969 0.4s linear infinite forwards;
}
