@keyframes rwdcur120364 {
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33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 1, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
}
div.testarea{
animation:rwdcur120364 0.3s linear infinite forwards;
}
