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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:rwdcur255457 0.8s linear infinite forwards;
}
