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[보도자료] 교사노조연맹, 20대 대통령에게 바란다

작성자: 황유진

조회: 3618 등록일: 2022-03-10

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[보도자료] 교사노조연맹, 20대 대통령에게 바란다.<table style="border-collapse:collapse;table-layout:fixed;border-top:none;border-left:none;border-bottom:none;border-right:none;mso-table-overlap:never;"><tbody><tr><td style="width:476.24pt;height:122.84pt;padding:1.41pt 5.10pt 1.41pt 5.10pt;border-top:solid #bfbfbf 2.83pt;border-left:none;border-bottom:solid #bfbfbf 2.83pt;border-right:none;" valign="middle"><p class="0" style="line-height:130%;text-align:center;word-break:keep-all;mso-pagination:none;text-autospace:none;mso-padding-alt:0pt 0pt 0pt 0pt;mso-font-width:94%;letter-spacing:-0.6pt;font-weight:bold;font-size:14.0pt;">윤석열 20대 대통령에게 바란다!“한국사회의 지속 가능한 미래를 열어가려면 교육대전환이 절실하다는 점을 인식하고, 정부가 교사노조 및 교육단체와 상호 대화와 협력을 통해 교육과제를 함께 해결할 것을 기대한다.”</td></tr></tbody></table>   <o:p></o:p>1. 교사노동조합연맹(위원장 김용서, 이하 교사노조)은 20대 윤석열 대통령의 당선을 축하하며, 대통령 당선인에게 교사노조가 제안한 교육 의제(2월 28일 교사노조 보도자료 참고)를 적극적으로 검토하고 실현할 것을 요청한다. <table style="border-collapse:collapse;table-layout:fixed;border-top:none;border-left:none;border-bottom:none;border-right:none;mso-table-overlap:never;"><tbody><tr><td style="width:476.24pt;height:11.32pt;padding:5.66pt 5.66pt 5.66pt 5.66pt;border-top:dashed #000000 1.41pt;border-left:none;border-bottom:dashed #000000 1.41pt;border-right:none;" valign="middle">[교사노조의 주요 제안 내용] △교사의 노동기본권 확대 △교사의 정치기본권 회복 △교육 훼손 없는 국가책임 온종일 돌봄제 실시 △민주적 학교 운영 체제 제도화 △교육력 제고를 위한 교원의 사회·경제적 지위 향상 추진 △건강 보장 학교 교육환경 조성 △미래 교육 3대 교육재정투자 정책 실현 등</td></tr></tbody></table> 2. 교사노조는 특히 대통령 당선인이 후보 시절 약속한 근로시간면제제 허용 등 교사의 노동기본권 확대와 교육 공약으로 약속한 행정 업무 부담 해소를 통한 교사의 학생 지도 전념 여건 조성, 교사의 교육활동을 훼손하지 아니하는 방과후 및 돌봄 운영 등을 반드시 이행할 것을 요청한다.   <o:p></o:p>3. 교사노조는 또한, 새 정부의 '대입제도의 투명성·공정성 강화, 사교육 등 외부요인 최소화, 미래 교육 수요와 사회변화를 반영하는 새로운 대입제도 마련' 등의 공약은 공교육의 질을 담보하기 위한 과정의 하나로 수렴해야 한다는 점을 간과하지 말기를 바란다. 동시에 지나친 경쟁 위주의 학교 문화를 개선하고 개개인의 역량을 살피는 공교육 정책과 제도 마련을 통해 학생들이 '행복한 국민'이 될 수 있기를 기대한다.   <o:p></o:p>4. 교사노조는 교사들의 노동조합으로서, 언제 어디서든지 교사들의 목소리를 대변하고 교육 발전을 위한 발걸음을 멈추지 않을 것이며, 새 정부 아래서도 교육 발전을 위한 위 정책 제안의 실현을 위해 최선의 노력을 다할 것임을 밝힌다.   <o:p></o:p>5. 김용서 교사노조 위원장은 20대 대통령 선거 이후 조합원에게 드리는 말씀을 통해 “조합원 선생님들과 교사노조가 함께 하는 길이 곧 교원노조운동과 교육개혁 운동의 새로운 길을 열게 될 것”이라며, “교사노조 집행부, 그리고 4만 5천 조합원 선생님들과 함께 현장의 교사들이 생생하게 제안하는 교육 의제를 실현할 수 있다는 희망을 품고 나아가겠다”라고 결의를 밝혔다.   <o:p></o:p>2022.03.10.<div id="hwpEditorBoardContent" class="hwp_editor_board_content" data-hjsonver="1.0" data-jsonlen="91106"><!--[data-hwpjson]{
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



이전글	[성명서] 경기도교육청은 학교 수업 공백을 메우기 위한 적극행정을 실시하라!
다음글	[성명서] 교육부는 등교와 방역 관련 지침을 현실화하라

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