@keyframes rwdcur227 {
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25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur227 0.26666666666667s linear infinite forwards;
}
