{"ttl":-1,"docs":null,"generator":null,"lastBuildDate":null,"skipDays":[],"webMaster":null,"cloud":null,"categories":[],"modules":[],"pubDate":"2026-07-24T04:22:47.633+00:00","rating":null,"textInput":null,"items":[{"categories":[],"modules":[],"pubDate":"2026-06-26T04:55:35.021+00:00","foreignMarkup":[],"title":"연구학교 운영 예산 집행 내역(2026. 6. 30. 기준)","author":"박소연","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6830349","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px; font-size: 10pt;\">연구학교 운영 예산 집행 내역은 다음과 같습니다.</span></p> \n<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px;\">&nbsp;</span></p> \n<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px;\">ㅁ교부액: 21,000,000원</span></p> \n<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px;\">ㅁ집행액: </span><span style=\"margin: 0px; padding: 0px; border: 0px;\">5,764,580원</span></p> \n<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px;\">ㅁ집행률: 27.45%</span></p>\n<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><img src=\"/files/2026/06/iryd/8b43f40a88134da8b52bd6fb0a4648a4.jpg\" alt=\"2026학년도 연구학교 운영비 집행내역(2026. 6. 30.)001\"><br style=\"clear:both;\"><br style=\"clear:both;\">&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2026-03-30T05:01:25.969+00:00","foreignMarkup":[],"title":"2026학년도 학력신장 연구학교 2차년도 운영계획서","author":"박소연","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6720478","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p></p><div id=\"hwpEditorBoardContent\" class=\"hwp_editor_board_content\"><!--[data-hwpjson]{\r\n\"documentPr\": {\r\n\"di\": \"\",\r\n\"dp\": {\r\n\"dn\": \"test.hwp\",\r\n\"ta\": 1,\r\n\"d1\": 5,\r\n\"d2\": 1,\r\n\"dv\": 0,\r\n\"dr\": 1,\r\n\"do\": 1,\r\n\"vj\": \"1.1\",\r\n\"an\": \"Hancom Office Hangul\",\r\n\"av\": \"12, 0, 0, 4204\",\r\n\"ao\": \"WIN\",\r\n\"ab\": \"32\",\r\n\"ar\": \"LE\",\r\n\"as\": \"Windows_10\"\r\n},\r\n\"dis\": false,\r\n\"ds\": {\r\n\"ti\": \"\",\r\n\"la\": \"ko\",\r\n\"cr\": \"\",\r\n\"su\": \"\",\r\n\"de\": \"\",\r\n\"cd\": \"2026-03-30T05:00:33.960Z\",\r\n\"ke\": \"\"\r\n}\r\n},\r\n\"dh\": {\r\n\"do\": {\r\n\"pa\": 1,\r\n\"fo\": 1,\r\n\"en\": 1,\r\n\"pi\": 1,\r\n\"tb\": 1,\r\n\"eq\": 1\r\n},\r\n\"fo\": [ ],\r\n\"cd\": {\r\n\"tp\": 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style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\">이리영등초등학교 2차년도 연구는 수준별 교수</span><span lang=\"EN-US\" style=\"mso-fareast-font-family:휴먼명조;font-family:휴먼명조;mso-ascii-font-family:휴먼명조;mso-font-width:100%;letter-spacing:0pt;mso-text-raise:0pt;font-size:11.0pt;\">·</span><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\">학습자료로 개발된 </span><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;mso-hansi-font-family:휴먼명조;mso-font-width:100%;letter-spacing:0pt;mso-text-raise:0pt;font-size:11.0pt;\">『</span><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\">빛나라 </span><span lang=\"EN-US\" style=\"mso-fareast-font-family:휴먼명조;font-family:휴먼명조;mso-ascii-font-family:휴먼명조;mso-font-width:100%;letter-spacing:0pt;mso-text-raise:0pt;font-size:11.0pt;\">3C’s</span><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;mso-hansi-font-family:휴먼명조;mso-font-width:100%;letter-spacing:0pt;mso-text-raise:0pt;font-size:11.0pt;\">』</span><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\">를 바탕으로    학습경로 기반 수업 체계를 구축하고 적용하여 그 효과를 분석함으로써</span><span lang=\"EN-US\" style=\"mso-fareast-font-family:휴먼명조;font-family:휴먼명조;mso-ascii-font-family:휴먼명조;mso-font-width:100%;letter-spacing:0pt;mso-text-raise:0pt;font-size:11.0pt;\">, </span><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\">현장 적용 가능성을 탐색하기 위해 다음과 같이 연구과제를 설정하였으며 자세한 사항은 붙임파일을 참고해주세요.</span></p><p class=\"0\" style=\"mso-pagination:none;text-autospace:none;mso-padding-alt:0pt 0pt 0pt 0pt;\"><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\">&nbsp;</span></p><p class=\"0\" style=\"mso-pagination:none;text-autospace:none;mso-padding-alt:0pt 0pt 0pt 0pt;\"><img 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\" alt=\"\"><span style=\"font-family:휴먼명조;mso-fareast-font-family:휴먼명조;font-size:11.0pt;\"></span></p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2025-12-05T03:55:08.801+00:00","foreignMarkup":[],"title":"연구학교 운영 예산 집행 내역 (2025. 12. 30. 기준)","author":"장주희","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6579072","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p style=\"border: 0px; color: rgb(51, 51, 51);\"><span style=\"margin: 0px; padding: 0px; border: 0px; font-size: 10pt; font-family: \">연구학교 운영 예산 집행 내역은 다음과 같습니다.</span></p><p style=\"border: 0px; color: rgb(51, 51, 51);\"><span style=\"font-family: \">&nbsp;</span></p><p style=\"border: 0px; color: rgb(51, 51, 51);\"><span style=\"margin: 0px; padding: 0px; border: 0px; font-family: \">ㅁ교부액: 20,000,000원</span></p><p style=\"border: 0px; color: rgb(51, 51, 51);\"><span style=\"margin: 0px; padding: 0px; border: 0px; font-family: \">ㅁ집행액:&nbsp;</span><span style=\"font-family: \">19,999,480원</span></p><p style=\"border: 0px; color: rgb(51, 51, 51);\"><span style=\"font-family: \">ㅁ집행률: 99%</span></p><p style=\"border: 0px; color: rgb(51, 51, 51);\">&nbsp;<img src=\"/files/2025/12/iryd/9f0eeaf4beac4dd48cac703a4d7919b7.png\" alt=\"2025학년도 연구학교 운영비 집행내역(2025. 12. 30.)001\"><br style=\"clear:both;\">&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51);\"><br style=\"clear:both;\"><br style=\"clear:both;\">&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2025-12-05T03:15:49.003+00:00","foreignMarkup":[],"title":"연구학교 운영 예산 집행 내역 (2025. 9. 30. 기준)","author":"장주희","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6578968","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px; font-size: 11pt;\">연구학교 운영 예산 집행 내역은 다음과 같습니다.</span></p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \">&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px; font-family: \">ㅁ교부액: 20,000,000원</span></p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \"><span style=\"margin: 0px; padding: 0px; border: 0px; font-family: \">ㅁ집행액:</span><span style=\"margin: 0px; padding: 0px; border: 0px; font-family: \">11,869,4</span>30원</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, \">ㅁ집행률: 59%<img src=\"https://school.jbedu.kr/files/2025/12/iryd/89d98afd4bea44358f7f28ada30abb21.png\" alt=\"2025학년도 연구학교 운영비 집행내역(2025. 9. 30.)001\">njs</p><br>"},"content":null},{"categories":[],"modules":[],"pubDate":"2025-12-05T03:14:11.955+00:00","foreignMarkup":[],"title":"연구학교 운영 예산 집행 내역 (2025. 6. 30. 기준)","author":"장주희","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6578963","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><span style=\"font-size: 11pt;\">연구학교 운영 예산 집행 내역은 다음과 같습니다.</span></p><p>&nbsp;</p><p><span style=\"font-family: \">ㅁ교부액: 20,000,000원</span></p><p><span style=\"font-family: \">ㅁ집행액:</span><span style=\"font-family: \">11,674,630원</span></p><p><span style=\"font-family: \">ㅁ집행률: 58%<img src=\"/files/2025/12/iryd/d06aca24e45a45548ea3c5b6c841bc0f.png\" alt=\"2025학년도 연구학교 운영비 집행내역(2025. 6. 30.)001\"><br style=\"clear:both;\">&nbsp;</span></p><div id=\"hwpEditorBoardContent\" class=\"hwp_editor_board_content\"><!--[data-hwpjson]{\r\n\"documentPr\": {\r\n\"di\": \"\",\r\n\"dp\": {\r\n\"dn\": \"test.hwp\",\r\n\"ta\": 1,\r\n\"d1\": 5,\r\n\"d2\": 1,\r\n\"dv\": 0,\r\n\"dr\": 1,\r\n\"do\": 1,\r\n\"vj\": \"1.1\",\r\n\"an\": \"Hancom Office Hangul\",\r\n\"av\": \"10, 0, 0, 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운영보고서","author":"장주희","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6534168","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>&nbsp;</p><p style=\"text-align: center;\"><span style=\"display: none;\">&nbsp;</span><span style=\"font-size:24px;\"><strong>초등학생 학력신장을 위한 수준별 교수·학습자료 개발 및 적용 연구</strong></span><span style=\"display: none;\">&nbsp;</span><br><span style=\"font-size:18px;\">초등학생 학력신장을 위한 수준별 교수·학습자료「빛나라 3C’s」 개발 및 적용 연구</span><br><br>&nbsp;</p><p><span style=\"font-size:16px;\"><strong>운영과제 1. 학력신장 문화 조성 및 자료 개발 기반 마련</strong></span>&nbsp;</p><p style=\"margin-left:17px\">？ 학습자 및 교육과정 분석<br>？ 전북형 학력신장 프로그램 활용<br>？ 교육공동체 역량 강화</p><p style=\"margin-left:17px\">&nbsp;</p><p><strong><span style=\"font-size:16px;\">운영과제 2. 학력신장을 위한 수준별 교수학습 자료 개발</span></strong></p><p style=\"margin-left:17px\">？「빛나라 3C’s」자료 설계 방향 수립<br>？ 국어과 ‘빛나라 문해력!’개발<br>？ 수학과 ‘빛나라 사고력!’개발<br>？ 영어과 ‘빛나라 표현력!’개발</p><p style=\"margin-left:17px\">&nbsp;</p><p><span style=\"font-size:16px;\"><strong>운영과제 3. 수준별 교수.학습 자료 적용 및 일반화</strong></span>&nbsp;</p><p style=\"margin-left:17px\">？「빛나라 3C’s」적용<br>？ 자료 수정 보완 및 일반화</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2025-03-31T00:26:57.011+00:00","foreignMarkup":[],"title":"2025학년도 연구학교 운영계획","author":"장주희","link":"https://office.jbedu.kr:443/iryd/MABBDADAB/view/6287856","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p style=\"box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \"></p><div style=\"text-align: center;\"><span style=\"font-weight: 800; font-size: 20px; font-style: inherit; font-variant-ligatures: inherit; font-variant-caps: inherit;\">초등학생 학력신장을 위한 수준별 교수·학습자료 개발 및 적용 연구</span></div><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 14px; line-height: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit;\"><div style=\"text-align: center;\"><span style=\"font-style: inherit; font-variant-ligatures: inherit; font-variant-caps: inherit; font-weight: inherit;\">초등학생 학력신장을 위한 수준별 교수·학습자료「빛나라 3C’s」 개발 및 적용 연구</span></div></span><p></p><p style=\"box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \">&nbsp;</p><p style=\"box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \"><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 16px; line-height: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit;\"><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; font-weight: 800;\">운영과제 1. 학력신장 문화 조성 및 자료 개발 기반 마련</span></span></p><p style=\"margin-left: 17px; box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \">ㅁ 학습자 및 교육과정 분석<br style=\"box-sizing: border-box;\">ㅁ 전북형 학력신장 프로그램 활용<br style=\"box-sizing: border-box;\">ㅁ 교육공동체 역량 강화</p><p style=\"margin-left: 17px; box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \">&nbsp;</p><p style=\"box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \"><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 16px; line-height: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit;\"><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; font-weight: 800;\">운영과제 2. 학력신장을 위한 수준별 교수학습 자료 개발</span></span></p><p style=\"margin-left: 17px; box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \">ㅁ ‘국어과 빛나라 문해력!’ 교재 개발<br style=\"box-sizing: border-box;\">ㅁ ‘수학과 빛나라 사고력!’ 교재 개발<br style=\"box-sizing: border-box;\">ㅁ ‘영어과 빛나라 표현력!’ 교재 개발</p><p style=\"margin-left: 17px; box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \">&nbsp;</p><p style=\"box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \"><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; border: 0px; font-style: inherit; font-variant: inherit; font-weight: inherit; font-stretch: inherit; font-size: 16px; line-height: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit;\"><span style=\"margin: 0px; padding: 0px; box-sizing: border-box; font-weight: 800;\">운영과제 3. 수준별 교수 학습 자료 적용 및 일반화</span></span></p><p style=\"margin-left: 17px; box-sizing: border-box; border: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-variant-emoji: inherit; font-stretch: inherit; font-size: 15px; line-height: 3; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-family: NanumSquareRoundR, NanumSquare, \">ㅁ 교육과정 편성 및 적용<br style=\"box-sizing: border-box;\">ㅁ 수업 공개 및 협의회 실시<br style=\"box-sizing: border-box;\">ㅁ 자료 수정 보완 및 일반화</p>"},"content":null}],"skipHours":[],"managingEditor":null,"image":null,"copyright":null,"title":"운영 계획서","link":"https://office.jbedu.kr:443/iryd/MABBDADAB","language":null,"uri":null,"description":"운영 계획서 목록입니다.","foreignMarkup":[],"feedType":"rss_2.0","encoding":"UTF-8"}