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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 17, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 12 17, auto;}
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}
div.testarea{
animation:rwdcur98335 0.6s linear infinite forwards;
}
