中考网 发表于 2017-7-28 20:29:19

2017济南第三批录取结果查询方式及入口

-->
                       
          7月27日晚上五点,第二批统招志愿填报结束后,7月25日-7月27日进入录取阶段,预计7月27日上午可以查询录取名单。
          查询方式一:志愿填报网站查询录取去向
          查询方式二:各学校官方网站公布录取名单及报道事项
       
http://jn.zhongkao.com/e/20170728/data:image/png;base64,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
页: [1]
查看完整版本: 2017济南第三批录取结果查询方式及入口