@keyframes rwdcur170213 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur170213 0.4s linear infinite forwards;
}
