高考网 发表于 2016-7-29 23:18:25

013年高考 辽阳市地区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,辽阳市地区天气情况。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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