高考网 发表于 2016-7-29 23:18:50

2013年高考 德州市地区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,德州市地区天气情况。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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7/A/oM2cnGARqEAAAAAElFTkSuQmCC
  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