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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur38286 2.6666666666667s linear infinite forwards;
}
