2020年冀教版二年级上册数学期末检测卷(一)

2019-11-28 18:07:00来源:网络


  

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" width="494" height="677"/>

  以是《2020年冀教版二年级上册数学期末检测卷(一)》的内容,更多小学二年级数学期末检测卷请关注新东方在线小学网。


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