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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:rwdcur179473 1.3333333333333s linear infinite forwards;
}
