高考网 发表于 2016-7-29 23:18:30

2013年高考 鸡西市地区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,鸡西市地区天气情况。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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