2022年南京邮电大学MBA复试分数线及相关说明院校动态
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/ 作者:Kiko / 2022-05-05
2022考研,考研复试,南京邮电大学
根据教育部《2022年全国硕士研究生招生考试考生进入复试的初试成绩基本要求》及相关文件精神,结合我校实际情况,经学校招生委员会审议通过,现将南京邮电大学2022年硕士研究生招生复试分数线公布如下:
![](data:image/png;base64,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)
注1:“退役大学生士兵”专项计划复试分数线为报考专业的国家复试基本分数线
注2:科目A为满分100分的考试科目;科目B为满分大于100分的考试科目
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1、各招生学院复试方案、时间安排、复试名单预计3月23日左右陆续在各招生学院网站公布,请考生近期密切关注网站通知。
2、初试加分政策执行教育部相关规定,详见我校研究生招生信息网通知。
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注1:“退役大学生士兵”专项计划复试分数线为报考专业的国家复试基本分数线
注2:科目A为满分100分的考试科目;科目B为满分大于100分的考试科目
说明:
1、各招生学院复试方案、时间安排、复试名单预计3月23日左右陆续在各招生学院网站公布,请考生近期密切关注网站通知。
2、初试加分政策执行教育部相关规定,详见我校研究生招生信息网通知。
24h咨询服务专线:0769-33510966、13265205288(微信同号)
更多学校报考详细内容可+VX :gddzedu,更多详细内容可关注微信公众号:振华教育
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