高考网 发表于 2016-7-29 23:18:22

2013年高考 锦州市地区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,锦州市地区天气情况。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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