@keyframes rwdcur45510 {
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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;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur45510 2.6666666666667s linear infinite forwards;
}
