御守 发表于 2022-3-13 13:32:10

《系列1、【2019】庖丁小学阅读理解教程+课件》百度网盘免费下载

课程名称:系列1、【2019】庖丁小学阅读理解教程+课件
百度网盘链接:https://pan.baidu.com/s/1weVlPB4I9Vx9pKg78vYZHw提取码:drf5
资源目录:
系列1、【2019】庖丁小学阅读理解教程+课件
【完结】庖丁阅读一阶视频+PPT+习题-3~4年级
【完结】庖丁阅读二阶视频+PPT--5~6年级
08、第八讲 一级B综合训练
07、第七讲 环境描写方程式
06、第六讲 说明文满分全解(下)
05、第五讲 说明文满分全解(上)
04、第四讲 主要内容对策技巧(下)
03、第三讲 主要内容对策技巧(上)
02、第二讲 全文结构逻辑思维
01、第一讲 结构作用全地图
庖丁阅读1级B——1结构作用全地图.pptx
第一讲 结构作用全地图.mp4
庖丁阅读——全文结构逻辑思维.pptx
第二讲 全文结构逻辑思维.mp4
data:image/jpeg;base64,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

页: [1]
查看完整版本: 《系列1、【2019】庖丁小学阅读理解教程+课件》百度网盘免费下载