@keyframes rwdcur109495 {
0%,39.9%,100% {cursor:url(data:image/png;base64,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) 29 0, auto;}
40%,66.566666666667% {cursor:url(data:image/png;base64,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) 29 0, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 29 0, auto;}
}
div.testarea{
animation:rwdcur109495 0.75s linear infinite forwards;
}
