진로위기학생의 진로역량 강화를 위해 진로교육 교육방법 및 자료 개발, 연계 프로그램 개발을 포함한
진로교육 실천과제 공모를 다음과 같이 실시합니다.
진로교육에 관심 있는 교사들의 많은 참여 바랍니다.
■ 운영 대상 및 분과
- (운영대상) 초·중등학교(특수학교 및 학급 포함) 교원
- (운영분과) 개인분과, 공동분과 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)
■ 운영내용 - 초·중등학교(특수학교/학급 포함) 교원 대상 진로위기학생 유형별 진로교육 실천과제 공모 - 지원규모: 개인분과 30개 과제(개인당 150만원 지원), 공동분과 30개 과제(연구팀당 300만원 지원) ※ 참여인원, 공모주제에 따라 연구·운영 경비 등을 차등지급할 수 있음.
■ 연구공모 기간 - 접수 기한: 2020년 4월 30일(목) 24:00 - 연구공모 선정 발표: 2020년 5월 8일(금)
■ 주최 및 주관 - 주최 : 교육부 - 주관 : 한국청소년정책연구원
■ 문의 및 접수처 : 한국청소년정책연구원 청소년진로개발센터 - (개인분과) 044-415-2168, seulbi@nypi.re.kr - (공동분과) 044-415-2121, jpark@nypi.re.kr ■ 기타 사항: 세부 연구주제 및 운영절차, 시상내역, 신청방법 등은 첨부한 안내문 참조
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