高考网 发表于 2016-7-29 23:18:41

2013年高考 温州市地区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,温州市地区天气情况。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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