@keyframes rwdcur5806 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur5806 0.4s linear infinite forwards;
}
