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1.1799410029499%,1.2274336283186% {cursor:url(data:image/png;base64,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) 5 5, auto;}
1.3274336283186%,89.723008849558% {cursor:url(data:image/png;base64,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) 5 5, auto;}
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}
div.testarea{
animation:rwdcur157542 11.3s linear infinite forwards;
}
