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26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur66949 1s linear infinite forwards;
}
