logjve 发表于 2023-12-20 15:45

学校上学时间调整

学生入学时间调整,满足让学生多睡一会,本意是好的。
但是双职工家庭呢?谁能那么晚去上班?(公务员8点半上班除外)
学校是否可以让早到的学生进入学校进入班级呢?


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


0422315 发表于 2023-12-20 17:13

解决问题,制造问题?很多不切实际的规定,还自以为是为民办实事

您好,12345 发表于 2023-12-20 20:30

呵呵,同感

真州第九景 发表于 2023-12-21 16:16

少布置作业就可以了,非要修改上学时间。都是一帮闲着没事干想出来的,每天都会小学门口堵成狗,前进路维修明明可以封一半留一半,某些主管部门图省事一封了事,简单粗暴老百姓跟着受罪!

xw. 发表于 2023-12-21 20:58

你们是小学吧!
我们孩子初中,每天都想多睡一会,改时间前是7点到校,改时间后是7点半到校,孩子晚上睡的迟早上起的早,改时间后合理多了。

南京笑生999 发表于 2023-12-22 09:22

还是太矫情!上学时间(恶劣天气除外)都不能遵守,晚上弄到11、2点,打疲劳战有什么用??人的生物钟进化没了?该工作的时候睡觉?该睡觉的时候看书不是扯淡吗?

仪征宝玉 发表于 2023-12-23 11:52

   研究生人数报考创历史新高
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查看完整版本: 学校上学时间调整