{"ttl":-1,"docs":null,"generator":null,"lastBuildDate":null,"skipDays":[],"webMaster":null,"cloud":null,"categories":[],"modules":[],"pubDate":"2026-07-24T03:55:45.763+00:00","rating":null,"textInput":null,"items":[{"categories":[],"modules":[],"pubDate":"2025-05-20T03:39:52.698+00:00","foreignMarkup":[],"title":"2025 3학년 화학2 자유 탐구 평가 보고서 양식","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/6354261","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>자유 탐구 평가(30점) 보고서 양식 입니다.</p><p>6월 1일(일) 23시 55분까지 리로스쿨로 제출하기 바랍니다!</p><p>- 리로스쿨 - 활동 보고서 - 과목 활동 - 과학</p><p>- 파일명 : 자유탐구평가(학번 이름)</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2024-04-03T00:23:20.147+00:00","foreignMarkup":[],"title":"2024 과학의 달 행사 안내","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5885216","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, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">2024 과학의 달 행사는&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">융합과학한마당 및 탐구토론나눔마당 2가지 부문으로 운영합니다.&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">세부 양식은 아래 첨부파일을 참고하시기 바랍니다.</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">&nbsp;</p><p style=\"border: 0px; color: rgb(51, 51, 51); font-family: AppleGothic, &quot;맑은 고딕&quot;, &quot;Malgun Gothic&quot;, 굴림, Gulim, sans-serif; background-color: rgb(255, 255, 255);\">융합과학한마당은 작년과 형식이 바뀌었습니다. 참고하시기 바랍니다.^^&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-12-11T07:41:51.636+00:00","foreignMarkup":[],"title":"수학과 화학으로 본 코로나 19(수업량 유연화 자료)","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5769836","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>수학과 질병 예측 그리고 화학과 신약 개발&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-10-23T00:10:02.268+00:00","foreignMarkup":[],"title":"[과학탐구 실험] 만능지시약 변색 범위 입니다.","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5702501","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><img 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\" alt=\"\">&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-10-04T04:03:28.381+00:00","foreignMarkup":[],"title":"[통합과학] 지질시대 수업 자료","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5679944","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>지질시대 수업 자료&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-07-12T23:58:36.696+00:00","foreignMarkup":[],"title":"2023 수업량 유연화(1학년 과학) 수업 자료 링크","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5597388","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><a href=\"https://docs.google.com/presentation/d/1dN_FVPXDrrXdPHo5RsNBgIm8ZVqWIk3FIKHh_RYBGJc/edit#slide=id.p\">생체 및 전자센서의 전기자극 시각화 - Google Slides</a>&nbsp;</p><p>&nbsp;</p><p><a href=\"https://docs.google.com/presentation/d/1dN_FVPXDrrXdPHo5RsNBgIm8ZVqWIk3FIKHh_RYBGJc/edit?usp=sharing\">https://docs.google.com/presentation/d/1dN_FVPXDrrXdPHo5RsNBgIm8ZVqWIk3FIKHh_RYBGJc/edit?usp=sharing</a>&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-06-27T01:04:26.555+00:00","foreignMarkup":[],"title":"2023학년도 창의융합활동 독후감 발표회 서평 양식","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5574311","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>참가 학생은 이 양식으로 제출 부탁드립니다.&nbsp;</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-06-20T02:26:36.863+00:00","foreignMarkup":[],"title":"2023 학년도 1학기 과학과 창의융합능력활동 안내","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5565797","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>2023 학년도 1학기 과학과 창의융합능력활동을 안내합니다&nbsp;</p><p>&nbsp;</p><p>첨부파일을 참고하시기 바랍니다^^</p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-31T06:58:21.545+00:00","foreignMarkup":[],"title":"[기출의 미래] 03 지구의 역사 단원 문항 풀이 보조 자료","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5544156","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><span style=\"font-family: 나눔바른고딕, NanumBarunGothic; font-size: 18pt;\">3학년 지구과학Ⅰ 방과후학교 교재 '수능 기출의 미래'</span>&nbsp;</p><p><font face=\"나눔바른고딕, NanumBarunGothic\"><span style=\"font-size: 24px;\">'03 지구의 역사' 150번부터 173번까지의 문항 풀이 보조 자료입니다.</span></font></p><p><font face=\"나눔바른고딕, NanumBarunGothic\"><span style=\"font-size: 24px;\"><br></span></font></p><p><font face=\"나눔바른고딕, NanumBarunGothic\"><span style=\"font-size: 24px;\">'지질시대의 환경과 생물' 부분에서</span></font></p><p><font face=\"나눔바른고딕, NanumBarunGothic\"><span style=\"font-size: 24px;\">자주 보기화 되며, 출제되는 문장들은 꼭 암기해주세요!</span></font></p><p><font face=\"나눔바른고딕, NanumBarunGothic\"><span style=\"font-size: 24px;\"><br></span></font></p><p><font face=\"나눔바른고딕, NanumBarunGothic\"><span style=\"font-size: 24px;\">우리 지구인들,<br>선생님이 항상 응원하고 있습니다. ^^</span></font></p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-23T05:25:19.940+00:00","foreignMarkup":[],"title":"과학탐구실험 자유낙하 탐구보고서 예시","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5532966","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><b><span style=\"font-size: 14pt;\">자유낙하 탐구보고서 예시(ppt 파일)</span></b></p><p><a href=\"https://docs.google.com/presentation/d/1oJw_7xIMpJTnC3m3LImJINbzFY8rEklFW_tCPowEExU/edit?usp=share_link\">https://docs.google.com/presentation/d/1oJw_7xIMpJTnC3m3LImJINbzFY8rEklFW_tCPowEExU/edit?usp=share_link</a>&nbsp;</p><p>&nbsp;</p><p><b><span style=\"font-size: 14pt;\">자유낙하 탐구보고서 예시(word 파일)</span></b></p><div><a href=\"https://docs.google.com/document/d/1m0Cm90yOdZ1XKFa0BPa5MboSJduxxRLeI3wfScBxU0U/edit?usp=share_link\">https://docs.google.com/document/d/1m0Cm90yOdZ1XKFa0BPa5MboSJduxxRLeI3wfScBxU0U/edit?usp=share_link</a><br></div><div><br></div><div><b><span style=\"font-size: 14pt;\">보고서 작성 방법은 첨부파일 참조</span></b></div>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-23T02:23:00.188+00:00","foreignMarkup":[],"title":"[안내] 2023학년도 1학기 통합과학(지구과학) 수행평가","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5532306","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\"><b><span style=\"color: rgb(58, 50, 195);\">2023학년도 1학기 통합과학(지구과학) 수행평가 안내 자료</span></b>입니다.</span>&nbsp;</p><p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">&nbsp;</span></p><p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">각 반 별로 통합과학(지구과학) 시간에 선생님께서 안내 예정입니다. ^^</span></p><p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">&nbsp;</span></p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-19T06:43:08.975+00:00","foreignMarkup":[],"title":"[학평 문항 해설]4월 전국연합학력평가 지구과학Ⅰ 문항 분석 및 해설","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5529621","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">지구인 여러분,</span>&nbsp;</p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\">2023학년도 4월 전국연합학력평가 지구과학Ⅰ문항 분석 및 해설 파일입니다.</span></font>&nbsp;</p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\"><br></span></font></p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\">틀린 문항 만이라도 꼭 다시 점검해주세요!</span></font></p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\">선생님은 우리 제자들을 늘 응원합니다. ^^</span></font></p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-19T06:40:47.771+00:00","foreignMarkup":[],"title":"[학평 문항 해설]3월 전국연합학력평가 지구과학Ⅰ문항 분석 및 해설","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5529612","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">지구인 여러분,</span>&nbsp;</p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\">2023학년도 3월 전국연합학력평가 지구과학Ⅰ문항 분석 및 해설 파일입니다.</span></font>&nbsp;</p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\"><br></span></font></p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\">틀린 문항 만이라도 꼭 다시 점검해주세요!</span></font></p><p><font face=\"나눔고딕, NanumGothic\"><span style=\"font-size: 24px;\">선생님은 우리 제자들을 늘 응원합니다. ^^</span></font></p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-19T06:36:38.906+00:00","foreignMarkup":[],"title":"[팜플렛] 교과체험의 날 「지구과학」 교과목 홍보용","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5529597","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\"><b><span style=\"color: rgb(58, 50, 195);\">교과 체험의 날 <u>「지구과학」 교과목 소개</u> 홍보 팜플렛</span></b>입니다.</span>&nbsp;</p><p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">&nbsp;</span></p><p><span style=\"font-family: 나눔고딕, NanumGothic; font-size: 18pt;\">1학년 학생들의 교과목 선택에 도움이 되길 바랍니다. ^^</span></p>"},"content":null},{"categories":[],"modules":[],"pubDate":"2023-05-12T07:40:58.402+00:00","foreignMarkup":[],"title":"5월 공학 계열 특강 신청 안내(신청 링크포함)","author":"***","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB/view/5520917","expirationDate":null,"enclosures":[],"comments":null,"source":null,"guid":null,"uri":null,"description":{"type":null,"value":"<p>5월 공학 계열 특강을 다음과 같이 안내하고자 합니다.&nbsp;&nbsp;</p><p>&nbsp;</p><p>특강1</p><p>&nbsp;</p><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">5월 25일(목) 7교시&nbsp;</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">대상: 전교생중 희망학생</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">내용: 공학분야(풍력발전)</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">강사: 군산대 총장 이장호&nbsp;</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">특강2</font></div><p>&nbsp;</p><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">5월 31일(수) 6,7교시 전산실</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">대상 : 화이트해커 동아리 및 희망학생 30~36명</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">내용: 인공지능 및 정보보안 분야 강연</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">강사: 안동언 교수(전북대 컴퓨터 인공지능 학부 전임교수)</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\">아래 신청 링크를 첨부합니다.&nbsp;</font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"line-height: 1.35;\"><font face=\"굴림\" size=\"2\" style=\"\"><a href=\"https://naver.me/FlxoKQl8\">https://naver.me/FlxoKQl8</a><br></font></div><div style=\"line-height: 1.35;\"><font face=\"굴림\" size=\"2\" style=\"\"><br></font></div><div style=\"line-height: 1.35;\"><font face=\"굴림\" size=\"2\" style=\"\"><br></font></div><div style=\"line-height: 1.35;\"><font face=\"굴림\" size=\"2\" style=\"\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><font face=\"굴림\" size=\"2\"><br></font></div><div style=\"font-family: &quot;Malgun Gothic&quot;; font-size: medium; line-height: 1.35;\"><br></div>"},"content":null}],"skipHours":[],"managingEditor":null,"image":null,"copyright":null,"title":"공지사항","link":"https://school.jbedu.kr:443/jbbugo/MABAFAFAB","language":null,"uri":null,"description":"공지사항 목록입니다.","foreignMarkup":[],"feedType":"rss_2.0","encoding":"UTF-8"}