@keyframes rwdcur48022 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 6 27, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 6 23, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 7 20, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 6 23, auto;}
}
div.testarea{
animation:rwdcur48022 0.4s linear infinite forwards;
}
