高考网 发表于 2016-7-29 23:18:33

2013年高考 徐州市地区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,徐州市地区天气情况。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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