高考网 发表于 2016-7-29 23:18:17

2013年高考 晋城市地区6月7、8、9日天气情况

新东方网高考频道为广大高考考生和家长们提供2013年6月7、8、9日高考期间,晋城市地区天气情况。提前掌握高考期间的天气情况,合理安排考试出行时间,能够有效避免因天气状况引起的交通拥堵导致考试迟到、影响考生情绪等情况的发生,可以帮助考生顺利完成高考。
       
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