@keyframes rwdcur37274 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur37274 1.2s linear infinite forwards;
}
