为加强新生班级建设,夯实辅导员助理工作基础,将新生引航工作常态化、长期化、持续化?1?3日,工学院召开18级辅导员助理工作推进会。学院相关工作负责人及全?8级辅导员助理参加了此次会议、/span>
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)
本次会议以推进辅导员助理工作标准化、目标化、常态化为主线,对辅导员助理工作做出了周密部署。会议强调了辅导员助理的岗位职责,并对全体辅导员助理提出了三点要求:一是要发挥个人年级优势,尽可能多地为新生班级提供各类资源,帮助其全面成长;二是将学情督查工作落到实处,引领新生班级养成良好学习习惯;三是认真做好班级舆情反馈,发挥好桥梁纽带作用?nbsp;
与会辅导员助理表示,将认真履行辅导员助理工作职责,积极落实学院的各项部署要求,为学院基层班级建设贡献自己的光和热、/span>
据悉,辅导员助理是学生工作队伍中重要的一环,由学院高年级优秀学生担任。工学院素来重视学生工作队伍的选拔、任用及培养,通过调动、发挥其主观能动性,帮助新生尽快适应大学生活,引领新生成长成才,在全院营造以老带新、新老共进的良好氛围、/span>