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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur190965 1.75s linear infinite forwards;
}