2019年北师大版一年级上册数学一课一练:《加与减二》

2019-10-22 17:24:00来源:网络


  

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" width="504" height="345"/>

  以上是《2019年北师大版一年级上册数学一课一练:<加与减二>》的内容,更多北师大版一年级上册小学教学一课一练请关注新东方在线小学网。


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