@keyframes rwdcur65619 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur65619 0.66666666666667s linear infinite forwards;
}
