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9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 31, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 0 31, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 0 31, auto;}
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}
div.testarea{
animation:rwdcur11713 1.05s linear infinite forwards;
}
