@keyframes rwdcur230626 {
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:rwdcur230626 0.53333333333333s linear infinite forwards;
}
