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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:rwdcur93398 0.53333333333333s linear infinite forwards;
}
