高考网 发表于 2016-7-24 19:49:54

2015浙江理科高考状元:郑恩柏760分







  
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
    郑恩柏(理科)
  镇海中学高三(2)班
  总分760(语文132、数学144、英语142、理综282、自选模块60)
  他有一个好嗓音
  被称为“镇中小林宥嘉”
  他是温州人,高一考入镇海,他说:“其实我的成绩不算太好,镇海中学真的是高手如云的地方,我最好一次成绩就是十校联考时得了十多名,所以我是很普通的学生。学习经验实在没有什么,关键就是临近高考时能静得下心来。”
  班主任老师的话也证实了这一点:“郑恩柏高一时并不十分出挑,但心态很好,到了高三以后,成绩稳步上升。”
  他的爱好应该说比较多,唱歌画画写点东西都比较喜欢,但都是自己在学在做,基本没有很专业的训练。有意思的是,他还被同学们称之为“镇中小林宥嘉”,在一次学校文艺活动中,他的一曲《残酷月光》萌翻了同学们,成为镇中“那些曾经惊艳全场的好声音们”。
  昨天,还在温州的他,已经接到了北大、清华的电话,今天两所学校驻浙江的招生老师都将和他洽谈。
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