@keyframes rwdcur235347 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur235347 0.53333333333333s linear infinite forwards;
}
