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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 0 0, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur208421 2.1s linear infinite forwards;
}
