2020年新课标版一年级上册数学期末检测卷(四)

2019-11-22 11:38:00来源:网络


  

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" width="427" height="586"/>

  

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  以是《2020年新课标版一年级上册数学期末检测卷(四)》的内容,更多小学一年级数学期末检测卷请关注新东方在线小学网。


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