2024年河北省高职单招各类录取控制分数线
2024-04-13 22:33:35 来源:河北省教育考试院
经研究,确定了2024年我省普通高等职业教育单独考试招生(简称高职单招)各类录取控制分数线,现予以公布。
一、各类录取控制分数线
(一)面向普通高中毕业生各考试类录取控制分数线
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)
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)
二、成绩查询及成绩复核
考生可通过河北省教育考试院网站登录“高职单招综合管理平台”(或直接访问http://gzdz.hebeea.edu.cn)查询本人高职单招考试成绩。成绩查询较为集中的时段,网络有可能拥堵,请考生错峰查询。
对考试成绩有异议的考生,可于4月14日12时前,携带本人有效居民身份证和准考证,到本人高考报名所在的报名点提出申请,填写《2024年河北省高职单招成绩复核申请表》(报名点领取),成绩复核申请须由本人(或考生父母等法定监护人)办理,其他人员不可代办,逾期不再受理。省教育考试院将统一组织成绩复核。
成绩复核内容包括考生个人相关信息、是否考生本人答卷、是否有漏评、小题得分是否漏统(登)、各小题得分合成后是否与提供给考生的成绩一致等。评分标准和评分细则的宽严问题不在复核范围之内。成绩复核不提供考生查看答卷服务。
4月16日9时,申请成绩复核的考生,可通过河北省教育考试院官网登录“高职单招综合管理平台”,查询本人成绩复核结果。