홍 보 자 료 항상 학교를 염려해 주시고 학교발전과 학생들의 바른 성장을 위해 아낌없는 성원을 보내주시는 학부모님들의 노고에 깊은 감사를 드리며, 2021년 2월 8일 개최된 제4회 부용초등학교운영위원회(임시회)에서 심의된 2021학년도 학교규칙 전면 개정(안)외 13건에 대한 심의결과를 알려드리오니 앞으로도 학부모님들이 이끄는 지역사회와 함께 우리학교 교육발전을 위하여 계속적인 협력과 동참을 바라겠습니다. 1. 개최일시 : 2021. 2. 8.(월) 14:40~16:30 2. 참석인원(정수/참석) : 7명/7명 번호 | 심 의 안 건 명 | 심의결과 | 내 용 | 1 | 2021학년도 학교규칙 전면 개정(안) | 원안가결 | 교외체험학습 연 30일, 개인교환학습 1개월, 단체교환학습 2주 | 2 | 2021학년도 학생 건강검진 기관 선정(안) | 원안가결 | 김제우석병원, 안아파치과의원 | 3 | 2021학년도 부용초등학교 방과후학교 및 돌봄교실 연간 운영계획(안) | 원안가결 | 붙임1 | 4 | 2021학년도 학교안전사고 예방 종합계획(안) | 원안가결 | 붙임2 | 5 | 2021학년도 인성교육 운영 계획(안) | 원안가결 | 붙임3 | 6 | 2021학년도 현장체험학습운영계획(안) | 원안가결 | 붙임4 | 7 | 2021학년도 학교체육소위원회 구성·심의 (안) | 원안가결 | 위원장 곽찬영, 부위원장 임은혜, 위원 윤재형 | 8 | 2021학년도 학교 생활 규정 전면 개정(안) | 원안가결 | 가. 학생 인권 보장, 나. 교사의 권한 다. 학생생활교육위원회와 징계 라. 보호자의 책임 | 9 | 2021학년도 학교교육과정계획 (안) | 원안가결 | 붙임5 | 10 | 2021학년도 기초학력책임지도제 계획(안) | 원안가결 | 가. 1-6학년 기초학력 진단평가 결과 국어, 수학과 미도달 학생 나. 국어, 수학, 영어과 보충 지도가 필요한 학생 | 11 | 2021학년도 학교우유급식 실시(안) | 원안가결 | 실시기간: 3월-12월 보조기간:250일 | 12 | 2021학년도 학교발전기금 운용계획(안) | 원안가결 | 학생장학금 지원 : 150만원 예상 | 13 | 2020학년도 부용초 학교회계 세입·세출 제3차 추가경정 예산(안) | 수정가결 | 기정예산액 432,328천원 증감예산액 19,490천원 추경예산액 451,818천원 공공요금 증액 등 으로 자체 예산 조정 붙임6 | 14 | 2021학년도 부용초 학교회계 세입·세출 예산(안) | 원안가결 | 2020 예산액 194,825천원 2021 예산액 138,542천원 비교증감 ?56,283천원 |
☞ 자세한 사항이나 의문사항은 학교운영위원회나 담당부서로 문의하여 주시기 바랍니다. 2021. 2. 8. 부 용 초 등 학 교 장 붙임 1 2021학년도 부용초등학교 방과후학교 및 돌봄교실 연간 운영계획(안) 가. 2021학년도 초등돌봄교실 운영 현황 학교명 | 전체 학급수 | 전체 학생수 (예상) | 초등돌봄교실 운영 현황 | 비 고 | 참여 학년 | 참여 학생수 | 운영 교실수 | 운영형태 | 교실 형태 | 운영시간 | 돌봄 인력수 | 프로그램 운영수 | 오후 | 방학중 | 부용초 | 6 | 24 | 1~4 | 17 | 1 | 자체 + 위탁 | 전용 | 12:30 ~ 16:30 | 08:50 ~ 12:10 | 전담사 1 | 5 | |
※ 기타 사정에 의해 운영 요일 및 운영시간이 조정될 수 있음 나. 학생 모집 및 운영 기간 1) 대상 및 장소 가) 대상 ? 학기 중 돌봄교실 운영기간: 재학 중인 전학년(1-4학년) 학생 중 한 반의 희망자 20명 이내(상황에 따라 25명 내외로도 운영 할 수 있음) ? 방학 중 돌봄교실 운영기간: 1~4학년 중 희망자 ? 학생 선정 우선순위 : 맞벌이 부부 자녀, 저소득층 및 농산어촌 가정 자녀들의 특수 상황을 고려하여 1-4학년 학생 중 희망하는 학생 ? 코로나19로 인한 개학연기와 휴업연장으로 인해 방학일수 감소 및 감염병 발생 현황 및 추이에 따라 방학 중 돌봄교실 운영 기간을 조정하거나, 필요시 운영하지 않고 긴급돌봄만 운영할 수 있음. 나) 장소 : 돌봄교실 2) 돌봄 운영 기간 구 분 | 기 간 | 시 간 | 비고 | 오후돌봄 | 학기 중 | 2021.3.2 ∼ 2021.7.22 2021.8.26 ∼ 2021.2.10 | 12:30∼16:30 | ※코로나19 및 기타 학교 사정에 의해 운영 기간은 변동될 수 있음 ※휴일 및 공휴일 제외 | 여름방학 | 2021.8.2.~2021.8.13(10일) | 08:50~12:10 | 겨울방학 | 2022.1.3 ∼ 2022.1.14(10일) | 08:50∼12:10 |
다. 초등돌봄교실 개설 프로그램 및 인원 순 | 프로그램 | 대 상 | 예상 인원 | 주당 교육시수 | 운영요일 | 수강료 | 시간당 강사료 | 운영횟수 | 비고 | 1 | 미술 | 1~3학년 | 8 | 1시간 | 월 | 무료 | 32,000원 | 주당 1시간*35주 | 위탁 프로그램 | 2 | 축구 | 1~3학년 | 11 | 1시간 | 월 | 무료 | 32,000원 | 주당 1시간*35주 | 3 | 영어 | 3~4학년 | 11 | 1시간 | 수 | 무료 | 32,000원 | 주당 1시간*36주 | 4 | 바이올린 | 1~3학년 | 7 | 1시간 | 수 | 무료 | 32,000원 | 주당 1시간*36주 | 5 | 컴퓨터 | 1-3학년 | 8 | 1시간 | 수 | 무료 | 32,000원 | 주당 1시간*39주 | 6 | 방학 중 프로그램 | 1~4학년 | 7 | 1시간 | 월~금 | 무료 | 32,000원 | 주당 10시간*2주 | 7 | 오후돌봄 | 1~4학년 | 15 | 20시간 | 월~금 | 무료 | 별도 인건비 | 주당 20시간*44주 | 직영 프로그램 |
※ 방학중 프로그램은 별도 계획으로 운영 라. 2021학년도 초등돌봄교실 프로그램 운영 시간 계획 ( : 정규수업 : 돌봄교실 외부 프로그램 : 돌봄 내 프로그램 : 방과후 프로그램)( : 정규수업 : 돌봄교실 외부 프로그램 : 돌봄 내 프로그램 : 방과후 프로그램)( : 정규수업 : 돌봄교실 외부 프로그램 : 돌봄 내 프로그램 : 방과후 프로그램)( : 정규수업 : 돌봄교실 외부 프로그램 : 돌봄 내 프로그램 : 방과후 프로그램) ? 도서구입비와 재료구입비는 각 프로그램별 성격에 따라 산정한다. ? 강사료는 인건비, 경비, 일반관리비, 이윤으로 구성하여 산출한다. 항목별 산정 방식 및 비율 기준은 아래와 같이 하되, 프로그램의 특성에 따라 조정할 수 있다. ① 인건비 : 돌봄 프로그램은 시간당 32,000원 이상의 인건비를 보장해야 한다. 돌봄전담사의 경우 별도 계약직 인건비 지급 기준에 의해 월별 지급함. (돌봄 프로그램 1시간은 40분 기준, 돌봄전담사의 경우 1시간 60분 기준) ② 경비 : 계약목적을 달성하기 위해 필요한 여비, 유인물비, 연수비, 임차료, 기타 과업내용 수행에 필요한 경비를 의미하며, 인건비의 5% 이내로 반영한다. ③ 일반관리비 : 업체의 유지를 위해 위탁업체의 관리활동부문에서 발생하는 제비용(업체의 임원과 사무실 직원의 급료 등) 등을 의미하며, 인건비와 경비합산금액의 6% 이내로 반영한다. ④ 이윤 : 영업이익을 말하며, 비영리법인의 경우 법령이나 정관에서 정한 목적사업 이외의 수익사업에서 발생하는 이익을 의미하며, 인건비, 경비, 일반관리비 합산금액의 10% 이내로 반영한다. 붙임2 2021학년도 학교안전사고 예방 종합계획(안) 학사일정별 연간 안전관리계획 (2021학년도) 구분 | 학사일정 | 안전교육 | 비상훈련 | 시설관리 | 교내 | 교외 | 3월 | 입학식, 개학식 학교안전계획 작성 | | 학교 교내생할 안전교육 | 연간 훈련계획 설명회 | 매월 안전점검의 날 | 4월 | | 어울림학교 체육대회 | 화재 및 실험실습 안전교육 | 황사·미세먼지 훈련 | 매월 안전점검의 날 | 5월 | | 어울림학교 공동체험학습 | 교내·외 안전사고 예방 지도 재난 안전교육 | 재난대응 안전한국훈련 (화재 등 현장훈련 2회 포함) | 매월 안전점검의 날 학교시설 안전점검 원격연수 | 6월 | | 수영교실 | 수상 안전 예방 지도 | | 매월 안전점검의 날 학교시설 안전점검 전달연수 | 7월 | 여름방학 | | 물놀이 및 식중독 예방 지도 폭염 관련 예방 지도 | | 매월 안전점검의 날 | 8월 | 개학 | | | | 매월 안전점검의 날 | 9월 | | 119 안전체험관 | 안전사고 예방 중점지도 | 실험·실습안전 훈련 | 매월 안전점검의 날 | 10월 | 학습발표회 소방훈련 학교안전위험성진단 (10~12) | | 안전교육 | 화재 훈련 민방공훈련(학기당 1회) | 매월 안전점검의 날 학교시설 안전점검 실시 | 11월 | | 생태체험학습 | 교통, 체험 안전 교육 | | 매월 안전점검의 날 학교시설 안전점검 결과 보고 | 12월 | 겨울방학 | | 겨울철 관련 안전교육 | | 매월 안전점검의 날 | 1월 | | | 겨울철 야외 활동 안전교육 | | | 2월 | 졸업식, 종업식 | | 졸업식 전후 교내·외 안전교육 | | 매월 안전점검의 날 |
붙임 3 | 2021학년도 인성교육 운영 계획(안) 세부 추진 계획 |
①자기관리역량 | | ②심미적감성역량 | | ③의사소통역량 | | ④갈등관리역량 | | ⑤공동체역량 |
사업명 | 세부 추진내용 | 담당 | 시기 | 예산 (천원) | 평가지표 | ① | ② | ③ | ④ | ⑤ | 인성중심 학교환경 조성 | 추진과제 인성 친화적 학교 환경 함께 만들기 | ▷ 흙사랑 생태체험교육 - 생명이 살아 숨쉬는 환경 가꾸기 | 진로 | 4월 | 500 | | | | | | ▷ 자치와 소통의 공간 - 교실 마다 독서, 다도, 소통 공간 조성 | 환경 | 3월 | 700 | | | | | | 학교 인성 역량 교육 | 추진과제1 민주적 학교 문화 조성 | ▷ 함께 세우는 인성교육계획 - 학생·학부모·교사 간의 소통을 통한 의견 수렴 - 교육과정설명회, 전교어린이회, 교무회의 활용 | 생활 | 3월 | 비예산 | | | | | | ▷ 전교어린이회의 - 자치소통중심의 학교문화 조성 | 생활 | 연중 | 1250 | | | | | | 추진과제2 교육과정을 통한 학생 인성역량 강화 | ▷ 인성 학습 교육과정 편성 - 학교 자체 인성교육 요소 선정 및 교육과정 반영 | 연구 | 연중 | 비예산 | | | | | | ▷ 1학기 전교생 대상인성 인권 교육 실시 | | 5월 13일 | 비예산 | | | | | | ▷ 2학기 전교생 대상인성 인권 교육 실시 | | 10월 13일 | 비예산 | | | | | | ▷ 초등성장평가제를 통한 참학력 성장 역량 강화 | 연구 | 연중 | 비예산 | | | | | | ▷ 수업 내 인성 교육 강화 -수업 연구 활동을 통한 인성 교육 강화 | 연구 | 연중 | 300 | | | | | | ▷ 몸과 마음에 활기를 불어넣는 체육 활동 - 아침 운동 - 스포츠클럽 활성화 | 체육 | 연중 | 500 | | | | | | ▷ 학교현실에 맞는 다양한 예술교육 활동 - 예술강사 지원에 따른 국악 교육 - 종합학습발표회를 통한 공연 | 방과후 학교 | 연중 | 1000 | | | | | | | 추진과제3 교원 연수를 통한 인성교육 지도 역량 강화 | ▷ 1교사 1인성 관련 연수 이수제 - 연간 계획에 반영을 통한 시간 확보(연간 4시간) | 생활 | 3월 | 비예산 | | | | | | 가정. 지역사회 협력과 지원확대 | 추진과제 가정과 지역사회의 인성교육 지원 | ▷ 행복한 교육공동체를 위한 자체 학부모 연수 실시 - 학기별 1회, 인성관련 주제 선정 | 생활 | 3월 9월 | 비예산 | | | | | | ▷ 학부모 상담주간 활용 인성교육 강조 - 학기별 1회, 학부모 대상 학생 인권교육 강조 | 담임교사 | 3월 9월 | 비예산 | | | | | | 정책추진 기반마련 및 평가 | 평가 계획 | ▷ 학교급별 인성교육 실태 조사 실시 | 생활 | 12월 | 비예산 | | | | | |
붙임4 2021학년도 현장체험학습운영계획(안) - 2021년 현장체험학습 예정일시 및 장소 순 | 체험명 | 일시 | 장소 | 참가 학년 | 참가인원 (학생,교원) | 예산 | 1 | 공동체험학습 (어울림학교) | 2021.05.14. | 추후 선정 예정 | 전교생 | 29 | 어울림학교 공동 예산 | 2 | 공동체험학습 (어울림학교) | 2021.10.07. | 추후 선정 예정 | 1-4학년 | 20 | 어울림학교 공동 예산 | 3 | 진로체험 (어울림학교) | 2021.10.07.~ 2021.10.08. | 추후 선정 예정 | 5-6학년 | 9 | 어울림학교 공동 예산 | 4 | 생태체험학습 | 2020.11.05. | 추후 선정 예정 | 전학년 | 29 | 차량비 500,000원×1대=500,000 체험비 70,000×29명=2,030,000 |
붙임5 2021학년도 학교교육과정계획 (안) - 2021학년도 주요 학사일정 행사일 | 날짜 | 비고 | 시업식, 입학식 | 2021. 03. 02. (화) | | 여름방학식 | 2021. 07. 23. (금) | | 여름방학 | 2021. 07. 24. (토) ~ 08. 25. (수) | 33일 | 여름개학식 | 2021. 08. 26. (목) | | 겨울방학식 | 2021. 12. 24. (금) | | 겨울방학 | 2021. 12 .25. (토) ~ 2022. 2. 2. (수) | 40일 | 졸업식 및 종업식 | 2022. 2. 11. (금) | | 학년말 방학 | 2022. 2. 12. (토) ~ 2022. 2. 28. (월) | 17일 | 학교재량 휴업일 | 1학기 ? 5.3.(월) ~ 5.4.(화) | 2일 |
- 연간 학사일정 2021학년도 1학기 | 부용초등학교 | 3월 | 4월 | 5월 | 6월 | 7월 | 8월 | 1 | 월 | 삼일절 | 1 | 목 | | 1 | 토 | 근로자의 날 | 1 | 화 | | 1 | 목 | | 1 | 일 | | 2 | 화 | 시업식, 입학식 | 2 | 금 | | 2 | 일 | | 2 | 수 | 성폭력예방교육 | 2 | 금 | | 2 | 월 | | 3 | 수 | | 3 | 토 | | 3 | 월 | 재량휴업일 | 3 | 목 | | 3 | 토 | | 3 | 화 | | 4 | 목 | | 4 | 일 | | 4 | 화 | 재량휴업일 | 4 | 금 | | 4 | 일 | | 4 | 수 | | 5 | 금 | | 5 | 월 | 가정폭력예방교육 | 5 | 수 | 어린이날 | 5 | 토 | | 5 | 월 | | 5 | 목 | | 6 | 토 | | 6 | 화 | | 6 | 목 | | 6 | 일 | 현충일 | 6 | 화 | 정보통신윤리교육 | 6 | 금 | | 7 | 일 | | 7 | 수 | | 7 | 금 | | 7 | 월 | | 7 | 수 | | 7 | 토 | | 8 | 월 | | 8 | 목 | | 8 | 토 | | 8 | 화 | 교과협동학습 | 8 | 목 | | 8 | 일 | | 9 | 화 | | 9 | 금 | | 9 | 일 | | 9 | 수 | | 9 | 금 | | 9 | 월 | | 10 | 수 | | 10 | 토 | | 10 | 월 | | 10 | 목 | | 10 | 토 | | 10 | 화 | | 11 | 목 | | 11 | 일 | | 11 | 화 | | 11 | 금 | | 11 | 일 | | 11 | 수 | | 12 | 금 | | 12 | 월 | 독도교육 | 12 | 수 | | 12 | 토 | | 12 | 월 | | 12 | 목 | | 13 | 토 | | 13 | 화 | 교과협동학습 | 13 | 목 | 인성인권교육 | 13 | 일 | | 13 | 화 | | 13 | 금 | | 14 | 일 | | 14 | 수 | | 14 | 금 | 공동체험학습 | 14 | 월 | | 14 | 수 | | 14 | 토 | | 15 | 월 | <상담주간> | 15 | 목 | | 15 | 토 | | 15 | 화 | | 15 | 목 | | 15 | 일 | 광복절 | 16 | 화 | 학교폭력예방교육 | 16 | 금 | 장애이해교육 | 16 | 일 | | 16 | 수 | 심폐소생술교육 | 16 | 금 | | 16 | 월 | | 17 | 수 | 교육과정설명회 | 17 | 토 | | 17 | 월 | 영어체험센터 (임실) | 17 | 목 | | 17 | 토 | | 17 | 화 | | 18 | 목 | | 18 | 일 | | 18 | 화 | | 18 | 금 | | 18 | 일 | | 18 | 수 | | 19 | 금 | 자치활동조직 | 19 | 월 | | 19 | 수 | 석가탄신일 | 19 | 토 | | 19 | 월 | | 19 | 목 | | 20 | 토 | | 20 | 화 | | 20 | 목 | 개교기념일 봉사활동 | 20 | 일 | | 20 | 화 | | 20 | 금 | | 21 | 일 | | 21 | 수 | 과학의달 행사 | 21 | 금 | | 21 | 월 | | 21 | 수 | | 21 | 토 | | 22 | 월 | | 22 | 목 | | 22 | 토 | | 22 | 화 | | 22 | 목 | | 22 | 일 | | 23 | 화 | | 23 | 금 | 흙사랑체험교육 | 23 | 일 | | 23 | 수 | 어울림학부모연수 학부모 공개수업 | 23 | 금 | 여름방학식 | 23 | 월 | | 24 | 수 | | 24 | 토 | | 24 | 월 | | 24 | 목 | | 24 | 토 | | 24 | 화 | | 25 | 목 | | 25 | 일 | | 25 | 화 | 마을한살이 | 25 | 금 | | 25 | 일 | | 25 | 수 | | 26 | 금 | | 26 | 월 | | 26 | 수 | 마을한살이 재난대비교육 | 26 | 토 | | 26 | 월 | | 26 | 목 | 여름개학식 | 27 | 토 | | 27 | 화 | | 27 | 목 | 마을한살이 | 27 | 일 | | 27 | 화 | | 27 | 금 | (2학기시작일) | 28 | 일 | | 28 | 수 | 어울림체육대회 | 28 | 금 | | 28 | 월 | | 28 | 수 | | 28 | 토 | | 29 | 월 | 교통안전교육 | 29 | 목 | 어울림체육대회 | 29 | 토 | | 29 | 화 | 독서행사 | 29 | 목 | | 29 | 일 | | 30 | 화 | | 30 | 금 | 어울림체육대회 | 30 | 일 | | 30 | 수 | 어울림교직원연수 | 30 | 금 | | 30 | 월 | | 31 | 수 | | | 31 | 월 | | | 31 | 토 | | 31 | 화 | | 수업일 | 22 | | 22 | | 17 | | 22 | | 17 | | 4 |
2021학년도 2학기 | 부용초등학교 | 9월 | 10월 | 11월 | 12월 | 1월 | 2월 | 1 | 수 | | 1 | 금 | | 1 | 월 | | 1 | 수 | | 1 | 토 | 신정 | 1 | 화 | 설날 | 2 | 목 | | 2 | 토 | | 2 | 화 | | 2 | 목 | | 2 | 일 | | 2 | 수 | 설연휴 | 3 | 금 | | 3 | 일 | 개천절 | 3 | 수 | | 3 | 금 | | 3 | 월 | | 3 | 목 | 겨울개학식 | 4 | 토 | | 4 | 월 | | 4 | 목 | | 4 | 토 | | 4 | 화 | | 4 | 금 | | 5 | 일 | | 5 | 화 | | 5 | 금 | 생태체험학습 | 5 | 일 | | 5 | 수 | | 5 | 토 | | 6 | 월 | <상담주간> | 6 | 수 | | 6 | 토 | | 6 | 월 | | 6 | 목 | | 6 | 일 | | 7 | 화 | | 7 | 목 | 공동체험(1-4) 진로체험(5-6) | 7 | 일 | | 7 | 화 | | 7 | 금 | | 7 | 월 | | 8 | 수 | | 8 | 금 | 진로체험(5-6) | 8 | 월 | | 8 | 수 | | 8 | 토 | | 8 | 화 | | 9 | 목 | 119안전체험 14:00~15:00 | 9 | 토 | 한글날 | 9 | 화 | 교과협동학습 | 9 | 목 | | 9 | 일 | | 9 | 수 | | 10 | 금 | | 10 | 일 | | 10 | 수 | | 10 | 금 | | 10 | 월 | | 10 | 목 | | 11 | 토 | | 11 | 월 | | 11 | 목 | | 11 | 토 | | 11 | 화 | | 11 | 금 | 종업식 및 졸업식 | 12 | 일 | | 12 | 화 | | 12 | 금 | | 12 | 일 | | 12 | 수 | | 12 | 토 | | 13 | 월 | 학교폭력예방교육 | 13 | 수 | 인성인권교육 | 13 | 토 | | 13 | 월 | | 13 | 목 | | 13 | 일 | | 14 | 화 | 교과협동학습 | 14 | 목 | | 14 | 일 | | 14 | 화 | | 14 | 금 | | 14 | 월 | | 15 | 수 | | 15 | 금 | 꿈끼어울림축제 | 15 | 월 | | 15 | 수 | | 15 | 토 | | 15 | 화 | | 16 | 목 | | 16 | 토 | | 16 | 화 | | 16 | 목 | 쿠폰마켓 | 16 | 일 | | 16 | 수 | | 17 | 금 | | 17 | 일 | | 17 | 수 | 봉사활동 | 17 | 금 | | 17 | 월 | | 17 | 목 | | 18 | 토 | | 18 | 월 | <동료평가주간> | 18 | 목 | | 18 | 토 | | 18 | 화 | | 18 | 금 | | 19 | 일 | | 19 | 화 | | 19 | 금 | | 19 | 일 | | 19 | 수 | | 19 | 토 | | 20 | 월 | 추석연휴 | 20 | 수 | 다문화교육 | 20 | 토 | | 20 | 월 | | 20 | 목 | | 20 | 일 | | 21 | 화 | 추석 | 21 | 목 | | 21 | 일 | | 21 | 화 | | 21 | 금 | | 21 | 월 | | 22 | 수 | 추석연휴 | 22 | 금 | | 22 | 월 | | 22 | 수 | | 22 | 토 | | 22 | 화 | | 23 | 목 | | 23 | 토 | | 23 | 화 | | 23 | 목 | | 23 | 일 | | 23 | 수 | | 24 | 금 | | 24 | 일 | | 24 | 수 | | 24 | 금 | 겨울방학식 | 24 | 월 | | 24 | 목 | | 25 | 토 | | 25 | 월 | | 25 | 목 | 독서행사 | 25 | 토 | 성탄절 | 25 | 화 | | 25 | 금 | | 26 | 일 | | 26 | 화 | 장애이해교육 | 26 | 금 | | 26 | 일 | | 26 | 수 | | 26 | 토 | | 27 | 월 | | 27 | 수 | 어울림학부모연수 | 27 | 토 | | 27 | 월 | | 27 | 목 | | 27 | 일 | | 28 | 화 | | 28 | 목 | | 28 | 일 | | 28 | 화 | | 28 | 금 | | 28 | 월 | | 29 | 수 | | 29 | 금 | 재난대비교육 | 29 | 월 | | 29 | 수 | | 29 | 토 | | | | | 30 | 목 | 정보통신윤리교육 | 30 | 토 | | 30 | 화 | | 30 | 목 | | 30 | 일 | | | | | | 31 | 일 | | | 31 | 금 | | 31 | 월 | 설연휴 | | | | 수업일 | 19 | | 21 | | 22 | | 18 | | 0 | | 7 | ※ 수업일수 : 1학기 101일, 2학기 90일 계:191일 |
라. 연간 학교행사 내용 및 시간 운영 현황 순 | 월일 | 행 사 명 | 시간 운영 | 반영 영역 | 시간 운영(학년) | 담당자 | 1 | 2 | 3 | 4 | 5 | 6 | 교과 | 창체 | 1 | 2 | 3 | 4 | 5 | 6 | 1 | 3.2(화) | 시업식 ㆍ 입학식 | ○ | | | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 교무 | 2 | 3.16(화) | 학교폭력예방교육 | | | ○ | | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 3 | 3.19(금) | 자치활동조직 | | | | | ○ | | | 자율:자치1 | . | . | . | 1 | 1 | 1 | 생활 | 4 | 3.29(월) | 교통안전교육 | ○ | | | | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 5 | 4.5(월) | 가정폭력예방교육 | ○ | | | | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 6 | 4.12(화) | 독도교육 | ○ | | | | | | 도(바)1 | | 1 | 1 | 1 | 1 | 1 | 1 | 연구 | 7 | 4.16(금) | 장애이해교육 | | | ○ | ○ | | | | 자율:적응2 | 2 | 2 | 2 | 2 | 2 | 2 | 특수 | 8 | 4.21(수) | 과학의달 행사 | | | ○ | ○ | | | 과(슬)2 | | 2 | 2 | 2 | 2 | 2 | 2 | 과학 | 9 | 4.23(금) | 흙사랑체험교육 | ○ | | | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 10 | 4.28(수) | 어울림체육대회 | ○ | ○ | ○ | ○ | | | | 자율:행사4 | . | . | . | . | 4 | 4 | 체육 | 11 | 4.29(목) | 어울림체육대회 | ○ | ○ | ○ | ○ | | | | 자율:행사4 | . | . | 4 | 4 | . | . | 체육 | 12 | 4.30(금) | 어울림체육대회 | ○ | ○ | ○ | ○ | | | | 자율:행사4 | 4 | 4 | . | . | . | . | 체육 | 13 | 5.13(목) | 인성·인권교육 | ○ | | | | | | 도(바)1 | | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 14 | 5.14(금) | 공동체험학습 | ○ | ○ | ○ | ○ | ○ | ○ | | 자율:행사6 | 6 | 6 | 6 | 6 | 6 | 6 | 교무 | 15 | 5.17(월) | 임실영어체험센터 | ○ | ○ | ○ | ○ | ○ | ○ | 영어2 | 자율:행사4 | . | . | 6 | 6 | 6 | 6 | 영어 | 16 | 5.20(목) | 봉사활동 | ○ | ○ | | | | | | 봉사2 | 2 | 2 | 2 | 2 | 2 | 2 | 생활 | 17 | 5.26(수) | 재난대비교육 | | | | ○ | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 18 | 6.2(수) | 성폭력예방교육 | | | ○ | ○ | | | | 자율:보건2 | 2 | 2 | 2 | 2 | 2 | 2 | 보건 | | 미정 | 수영교실 | | | ○ | ○ | | | | 체육2 | . | . | 2 | 2 | . | . | 체육 | | 미정 | 수영교실 | | | ○ | ○ | | | | 체육2 | . | . | 2 | 2 | . | . | 체육 | | 미정 | 수영교실 | | | ○ | ○ | | | | 체육2 | . | . | 2 | 2 | . | . | 체육 | | 미정 | 수영교실 | | | ○ | ○ | | | | 체육2 | . | . | 2 | 2 | . | . | 체육 | | 미정 | 수영교실 | | | ○ | ○ | | | | 체육2 | . | . | 2 | 2 | . | . | 체육 | 19 | 6.16(수) | 심폐소생술교육 | | | ○ | ○ | | | | 자율:보건2 | 2 | 2 | 2 | 2 | 2 | 2 | 보건 | 20 | 6.29(화) | 독서행사 | | | ○ | | | | 국1 | | 1 | 1 | 1 | 1 | 1 | 1 | 독서 | 21 | 7.6(화) | 정보통신윤리교육 | | ○ | | | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 정보 | 22 | 7.23(금) | 여름방학식 | | | ○ | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 교무 | 23 | 8.26(목) | 여름개학식 | ○ | | | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 교무 | 1학기 계 | | | | | | | | | 32 | 32 | 48 | 49 | 39 | 39 | |
순 | 월일 | 행 사 명 | 시간 운영 | 반영 영역 | 시간 운영(학년) | 담당자 | 1 | 2 | 3 | 4 | 5 | 6 | 교과 | 창체 | 1 | 2 | 3 | 4 | 5 | 6 | 24 | 9.9(목) | 119안전체험 | | | | | ○ | ○ | | 자율:행사6 | 2 | 2 | 2 | 2 | 2 | 2 | 생활 | 25 | 9.13(월) | 학교폭력예방교육 | | | ○ | | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 26 | 9.30(목) | 정보통신윤리교육 | | | ○ | | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 정보 | 27 | 10.7(목) | 공동체험학습 | ○ | ○ | ○ | ○ | ○ | ○ | | 자율:행사6 | 6 | 6 | 6 | 6 | . | . | 교무 | 28 | 10.7(목) -8(금) | 진로체험 | ○ | ○ | ○ | ○ | ○ | ○ | | 자율:행사6 진로6 | . | . | . | . | 12 | 12 | 진로 | ○ | ○ | ○ | ○ | ○ | ○ | 29 | 10.13(수) | 인성·인권교육 | | ○ | | | | | 도(바)1 | | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 30 | 10.15(금) | 꿈끼어울림축제 | | | | | ○ | ○ | | 자율:행사2 | 2 | 2 | 2 | 2 | 2 | 2 | 교무 | 31 | 10.20(수) | 다문화교육 | | | ○ | | | | 국1 | | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 32 | 10.26(월) | 장애이해교육 | | | ○ | ○ | | | | 자율:적응2 | 2 | 2 | 2 | 2 | 2 | 2 | 특수 | 33 | 10.29(금) | 재난대비교육 | | | | ○ | | | | 자율:적응1 | 1 | 1 | 1 | 1 | 1 | 1 | 생활 | 34 | 11.5(금) | 생태체험학습 | ○ | ○ | ○ | ○ | ○ | ○ | | 자율:행사6 | 6 | 6 | 6 | 6 | 6 | 6 | 생활 | 35 | 11.17(수) | 봉사활동 | ○ | ○ | | | | | | 봉사2 | 2 | 2 | 2 | 2 | 2 | 2 | 생활 | 36 | 11.25(목) | 독서행사 | | ○ | | | | | 국1 | | 1 | 1 | 1 | 1 | 1 | 1 | 도서 | 37 | 12.16(목) | 쿠폰마켓 | | | ○ | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 교무 | 38 | 12.24(금) | 겨울방학식 | | | ○ | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 교무 | 39 | 2.3(목) | 겨울개학식 | ○ | | | | | | | 자율:행사1 | 1 | 1 | 1 | 1 | 1 | 1 | 교무 | 40 | 2.11(금) | 종업식·졸업식 | ○ | ○ | ○ | | | | | 자율:행사3 | 3 | 3 | 3 | 3 | 3 | 3 | 교무 | 2학기 계 | | | | | | | | | 32 | 32 | 32 | 32 | 38 | 38 | | 총계 | | | | | | | | | 64 | 64 | 80 | 81 | 77 | 77 | . |
붙임6 2020학년도 부용초 학교회계 세입·세출 제3차 추가경정 예산(안) 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)
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