@keyframes rwdcur161380 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur161380 0.53333333333333s linear infinite forwards;
}
