@keyframes rwdcur67941 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur67941 0.66666666666667s linear infinite forwards;
}
