1교시) 창체(적응) '학교에서 친구들과 하고 싶은 것' 활동자료 5쪽 2교시) 9:30 EBS 통합-봄 방송 시청 '봄이 오면' 봄 교과서 72-83쪽 3교시) 10:30 EBS 수학 방송 시청 '덧셈하기(2)' 수학 62-63쪽 4교시) 수학익힘책 40-41쪽 봄 책 97-97쪽, 활동자료 9쪽 5교시) 창체(동아리) '신나는 종이접기' 활동자료 6쪽 ♣ 슬기로운 생활(코로나19 감염병예방교육) https://www.youtube.com/watch?v=VWuSYfBEOQI ![그림입니다.
원본 그림의 이름: CLP000032340633.bmp
원본 그림의 크기: 가로 211pixel, 세로 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) ![20200520_174915_-412611371](http://school.jbedu.kr/files/2020/05/kimje/bddd482bd44e411b886438d943f23b58.jpeg)
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