高考网 发表于 2016-7-29 23:18:42

2013年高考 丽水市地区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,丽水市地区天气情况。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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