@keyframes rwdcur55011 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 20, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 14 20, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 14 20, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 20, auto;}
}
div.testarea{
animation:rwdcur55011 0.4s linear infinite forwards;
}
