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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur65163 3.3333333333333s linear infinite forwards;
}
