高考网 发表于 2016-7-29 23:18:34

2013年高考 连云港市地区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,连云港市地区天气情况。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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