新闻公告

2022年秋季学期师范类 本科生“学业荣誉称号”获得者名单公示


        根据《云顶yd222线路检测本科员工学业荣誉称号评定办法》(云顶yd222线路检测〔2019〕   47号,以下简称《办法》)和学校《关于开展2022年秋季学期本科师范生学业荣誉称号评定工作的通知》,学院参照《办法》第五条、第六条所列条件,分年级和专业对上一学年的学业成绩进行统计排名,得出董事长荣誉年度员工名单与经理荣誉年度员工名单,现对拟上报董事长荣誉年度员工名单和拟获经理荣誉年度员工名单进行公示。
   
                                                         董事长荣誉年度员工名单
序号绩点排名师范专业名称本年级师范专业人数员工姓名员工姓名拼音员工绩点年级
11物理学(师范)233温演柔WEN   YanRou4.312019
22物理学(师范)233刘涵LIU   Han4.272019
33物理学(师范)233连政LIAN   Zheng4.252019
44物理学(师范)233陈健丽CHEN   JianLi4.162019
55物理学(师范)233李咏璇LI   YongXuan4.112019
61物理学(师范)224陈宇涛CHEN   YuTao4.272020
72物理学(师范)224邓诗睿DENG   ShiRui4.172020
83data:image/png;base64,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   物理学(师范)224高泽隆GAO   ZeLong4.072020
94物理学(师范)224梁钰毅LIANG   YuYi4.052020
101物理学(师范)239曾子健ZENG   ZiJian4.332021
112物理学(师范)239肖焱文XIAO   YanWen4.22021
123物理学(师范)239陈欣仪CHEN   XinYi4.092021
134物理学(师范)239林婵LIN   Chan4.022021
145物理学(师范)239张雪琪ZHANG   XueQi3.942021








                                                        经理荣誉年度员工名单
序号绩点排名师范专业名称本年级师范专业人数员工姓名员工姓名拼音员工绩点年级
16物理学(师范)233古嘉怡GU   JiaYi4.12019
27物理学(师范)233区艺锋OU   YiFeng4.072019
38物理学(师范)233郏荣荣JIA   RongRong4.042019
49物理学(师范)233叶全兴YE   QuanXing4.032019
510物理学(师范)233胡亦非HU   YiFei4.012019
611物理学(师范)233郭泽虹GUO   ZeHong4.02019
712data:image/png;base64,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   物理学(师范)233谢承峰XIE   ChengFeng3.942019
813物理学(师范)233杨舒佩YANG   ShuPei3.932019
913物理学(师范)233曾永顺ZENG   YongShun3.932019
1013物理学(师范)233李汶俊LI   WenJun3.932019
1116物理学(师范)233郑建银ZHENG   JianYin3.922019
1216物理学(师范)233陈映璇CHEN   YingXuan3.922019
1318物理学(师范)233杨泽斌YANG   ZeBin3.912019
1419物理学(师范)233洪玲儿HONG   LingEr3.92019
1519物理学(师范)233黎伟杰LI   WeiJie3.92019
1621物理学(师范)233李雅希LI   YaXi3.872019
1722物理学(师范)233洪婵维HONG   ChanWei3.862019
1822物理学(师范)233李兆光LI   ZhaoGuang3.862019
195物理学(师范)224罗桐LUO   Tong4.032020
205物理学(师范)224洪颖HONG   Ying4.032020
217物理学(师范)224何杰轩HE   JieXuan3.962020
228物理学(师范)224刘家玮LIU   JiaWei3.942020
239物理学(师范)224陈金莲CHEN   JinLian3.932020
249物理学(师范)224范宝FAN   Bao3.932020
2511物理学(师范)224熊小语XIONG   XiaoYu3.892020
2612物理学(师范)224陈曦CHEN   Xi3.872020
2713物理学(师范)224邹路航ZOU   LuHang3.862020
2813物理学(师范)224罗琳月LUO   LinYue3.862020
2915物理学(师范)224邓颖伟DENG   YingWei3.842020
3015物理学(师范)224洪文婷HONG   WenTing3.842020
3115物理学(师范)224杨泳茜YANG   YongQian3.842020
3218物理学(师范)224郑冰莉ZHENG   BingLi3.822020
3319物理学(师范)224王芷珊WANG   ZhiShan3.812020
3419物理学(师范)224陈思玲CHEN   SiLing3.812020
3521物理学(师范)224龚轶凡GONG   YiFan3.82020
3622物理学(师范)224方卓彦FANG   ZhuoYan3.792020
376物理学(师范)239周柏云ZHOU   BaiYun3.932021
387物理学(师范)239吴美怡WU   MeiYi3.922021
398物理学(师范)239戴文静DAI   WenJing3.92021
408物理学(师范)239朱瑞花ZHU   RuiHua3.92021
4110物理学(师范)239钟益芳ZHONG   YiFang3.892021
4211物理学(师范)239谢明君XIE   MingJun3.882021
4311物理学(师范)239韩绮妮HAN   QiNi3.882021
4413物理学(师范)239古龙华GU   LongHua3.862021
4514物理学(师范)239张菁朋ZHANG   JingPeng3.852021
4615物理学(师范)239高静GAO   Jing3.822021
4716物理学(师范)239曾文麒ZENG   WenQi3.82021
4817物理学(师范)239陈嫦好CHEN   ChangHao3.752021
4917物理学(师范)239吴均杨WU   JunYang3.752021
5017物理学(师范)239孔智贤KONG   ZhiXian3.752021
5120物理学(师范)239胡文铃HU   WenLing3.722021
5220物理学(师范)239李睿熙LI   RuiXi3.722021
5320物理学(师范)239李琪瑜LI   QiYu3.722021
5420物理学(师范)239廖宇希LIAO   YuXi3.722021
5524物理学(师范)239陈川CHEN   Chuan3.72021
5624物理学(师范)239郑易昂ZHENG   YiAng3.72021
5724物理学(师范)239吴凯奇WU   KaiQi3.72021








  公示期为2022年11月2日—11月4日。公示期内如有异议,请实名反映。联系人:陈老师,联系电话:     020-39310063,联系邮箱:wdxyjwb@sina.com。





云顶yd222线路检测
          2022年11月2日