@keyframes rwdcur131609 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 18 10, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 18 10, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 18 10, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 18 10, auto;}
}
div.testarea{
animation:rwdcur131609 0.4s linear infinite forwards;
}
