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40.47619047619%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 4, auto;}
42.857142857143%,45.138095238095% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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}
div.testarea{
animation:rwdcur84760 2.8s linear infinite forwards;
}
