@keyframes rwdcur88273 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 9 11, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 9 11, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 9 11, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 9 11, auto;}
}
div.testarea{
animation:rwdcur88273 1.6s linear infinite forwards;
}
