@keyframes rwdcur43162 {
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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur43162 2.6666666666667s linear infinite forwards;
}
