@keyframes rwdcur234583 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 7 31, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 7 31, auto;}
}
div.testarea{
animation:rwdcur234583 1s linear infinite forwards;
}
