@keyframes rwdcur123968 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
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}
div.testarea{
animation:rwdcur123968 2s linear infinite forwards;
}
