@keyframes rwdcur105513 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur105513 0.93333333333333s linear infinite forwards;
}
