@keyframes rwdcur113097 {
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:rwdcur113097 0.33333333333333s linear infinite forwards;
}
