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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur159330 1.8s linear infinite forwards;
}
