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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:rwdcur259425 0.8s linear infinite forwards;
}
