高考网 发表于 2016-7-29 23:18:25

2013年高考 白城市地区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,白城市地区天气情况。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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