高考网 发表于 2016-7-29 23:18:19

2013年高考 临汾市地区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,临汾市地区天气情况。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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