@keyframes rwdcur67398 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur67398 0.4s linear infinite forwards;
}
