9月6日以降の学校再開・分散登校についてお知らせいたします。
- 9月6日(月)~13日(月) 分散登校 給食なし・午前中授業 下校:12:15頃
9月14日(火)~17日(金) 一斉登校 給食あり 午前中授業 分散清掃 下校:13:00~13:30頃
9月21日(火)~ 通常登校 給食あり 通常授業
【分散登校について】 ・各学級の児童数をA・Bグループに分散し,人数を少なくして授業を進めます。
・児童は,1日越しの登校となります。
・登校日でない日は,自宅等で課題に取り組んで下さい。
![](data:image/png;base64,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)
・分散登校グループの割当については,
9月3日以降,タブレットPCで各学級のGoogle Classloom を開き確認してください。
(8月24日の登校日に児童と確認しています)
・分散登校期間の時間割についてもGoogle Classloomでご確認ください。