@keyframes rwdcur80453 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 10, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 9, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 10, auto;}
}
div.testarea{
animation:rwdcur80453 0.4s linear infinite forwards;
}
