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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 3, auto;}
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}
div.testarea{
animation:rwdcur73419 1.2s linear infinite forwards;
}
