高考网 发表于 2016-7-29 23:18:39

2013年高考 衢州市地区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,衢州市地区天气情况。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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