@keyframes rwdcur227619 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur227619 0.8s linear infinite forwards;
}
