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27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 1 9, auto;}
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29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 1 9, auto;}
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}
div.testarea{
animation:rwdcur106376 2s linear infinite forwards;
}
