高考网 发表于 2016-7-29 23:18:10

2013年高考 上海地区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,上海地区天气情况。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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