高考网 发表于 2016-7-29 23:18:17

2013年高考 衡水市地区6月7、8、9日天气预报

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,衡水市地区天气情况。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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