@keyframes rwdcur229803 {
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33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229803 0.6s linear infinite forwards;
}
