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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur104509 2s linear infinite forwards;
}
