@keyframes rwdcur108154 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur108154 0.4s linear infinite forwards;
}
