@keyframes rwdcur95399 {
0%,27.172727272727%,100% {cursor:url(data:image/png;base64,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) 1 0, auto;}
27.272727272727%,99.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
}
div.testarea{
animation:rwdcur95399 0.91666666666667s linear infinite forwards;
}
