首页学历类考试大学财经
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为（），为（）。 </h1><div class="info"><div class="title"><h4><i class="ax-iconfont ax-icon-check-o-gap"> </i> 正确答案</h4></div><div class="text"><img alt="来源：www.examk.com" 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" 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