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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur134897 0.66666666666667s linear infinite forwards;
}
