@keyframes rwdcur101323 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 14 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 14 16, auto;}
}
div.testarea{
animation:rwdcur101323 0.4s linear infinite forwards;
}
