@keyframes rwdcur54340 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur54340 0.4s linear infinite forwards;
}
