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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;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur259416 0.8s linear infinite forwards;
}
