@keyframes rwdcur230920 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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50%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur230920 0.46666666666667s linear infinite forwards;
}
