高考网 发表于 2016-7-29 23:18:12

2013年高考 张家口市地区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,张家口市地区天气情况。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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