@keyframes rwdcur229471 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur229471 0.53333333333333s linear infinite forwards;
}
