1. 6/27(목)은 자율 야자하는 학생들 교실에 한 군데서 모아서 하고자 합니다. (장소: 1-11반, 황성용 선생님 학급)(변경가능)
  2. 여름방학 방과후는 10명이상이면 강사의 의지에 따라 개설이 가능함을 말씀드립니다. (현재 화학(마감), 수학2개, 역사2개(총 5개)모두 개설가능)
  3. 6/27(목)-6/30(일) 여름방학 야자 신청 받습니다. (성실히 참여할 학생들만 참여할 수 있도록 훈화말씀 부탁드려요)
  4. 2학기 수련회 장기자랑에서 학급간 연합팀도 있다면 2-3분 공연이라도 허락하는 건에 어떻게 생각하시는지 의견주세요.
  5. 방학중 당번 9명이 필요합니다. (연수나 기타 정해진 스케줄로 참여자체가 불가능한 경우 회의시 공개 바랍니다. ⇒ 그 외에는 본인 날짜가 확정되면 날짜를 서로 바꿔서 조정 하시면 됩니다.)(3학년은 사다리를 탔다고 합니다. 2학년은 제비뽑기나 사다리타기 미정) ⇒ 김종훈 T 당첨.(제비뽑기)
  6. A.I. 교학공 예산 계획서와 운영계획서 2팀 것 공유드립니다. (최종)(상시 확인 부탁드려요)

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)

2024 AI·디지털 학교 안 교원학습공동체 직무연수 예산계획서(1학년부).pdf

2024 AI·디지털 학교 안 교원학습공동체 직무연수(덕원여고 AI 활용 맞춤형 교육 탐색 및 적용) 계획서 및 명단.pdf

2024 AI·디지털 학교 안 교원학습공동체 직무연수(덕원여고 창의융합형 AI 교육 탐색 및 적용) 계획서 및 명단.pdf

이상입니다.