@keyframes rwdcur46966 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur46966 0.6s linear infinite forwards;
}
