@keyframes rwdcur189741 {
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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:rwdcur189741 1s linear infinite forwards;
}
