高考网 发表于 2016-7-29 23:18:27

2013年高考 大连市地区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,大连市地区天气情况。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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