@keyframes rwdcur202509 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur202509 0.66666666666667s linear infinite forwards;
}
