@keyframes rwdcur12475 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 29 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 29 28, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 27, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur12475 2s linear infinite forwards;
}
