这些A区院校只要B区线！*
大家都知道，考研报考院校时，按照地区分类可以分为一区和二区，报考二区的院校国家线执行B类，一般总分低于一区A类国家线10分 ，难度略低。data:image/png;base64,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
今天要和大家分享的就是身处A区却执行B区线的4所院校，赶紧马住！
01. 延边大学 延边大学坐落在吉林省延边朝鲜族自治州首府延吉市，是国家“双一流”建设高校、国家“211工程”重点建设大学、西部开发重点建设院校、吉林省人民政府和教育部共同重点支持建设大学、吉林省人民政府和国家民委共同支持建设大学。除专项计划外，其余考试达到国家B类线即可进入复试。
02. 吉首大学 吉首大学是在湖南省湘西土家族苗族自治州和张家界市两地办学，是湖南省属综合性大学，也是武陵山片区唯一的综合性大学。
临床医学专硕中，除内科学、外科学、眼科学及麻醉学这四个专业外，其余专业均是执行B类地区对应分数线。
03. 湖北民族大学 湖北民族大学位于湖北省恩施土家族苗族自治州恩施市，是湖北省重点建设高校。参加复试考生要求：达到B类考生分数线。
04. 西藏民族大学 西藏民族大学位于陕西省咸阳市，是西藏自治区人民政府与国家民族宗教事务委员会共建高校，中西部高校基础能力建设工程一期入选高校，教育部卓越医生教育培养计划试点单位。（并不是名字里有西藏就在西藏噢~）
这4所院校都是捡漏的好学校，但不可忽视的是，随着这几年报考人数的增多，这几所院校报考热度也在不断攀升；而且每年的分数要求也会有所差别。因此，对于有意向报考或调剂到这些院校的同学来说，还需全面考虑，切莫仅因执行B区国家线而盲目决定。
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