@keyframes rwdcur26016 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur26016 2.2s linear infinite forwards;
}
