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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur259413 0.8s linear infinite forwards;
}
