高考网 发表于 2016-7-29 23:18:14

2013年高考 秦皇岛市地区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,秦皇岛市地区天气情况。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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