@keyframes rwdcur119552 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur119552 0.53333333333333s linear infinite forwards;
}
