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22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur186914 8s linear infinite forwards;
}
