@keyframes rwdcur67400 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 29, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 29, auto;}
}
div.testarea{
animation:rwdcur67400 0.4s linear infinite forwards;
}
