高考网 发表于 2016-7-29 23:18:33

2013年高考 常州市地区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,常州市地区天气情况。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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HMMGOHaCk1vf+1FRwrC/6RBf8IApXdcRW9D2GGGTtES6np/a+t4FhZ8I8s+EcQqOyOq+h9CDPM2CFaSk3vf20Fx8qCf2TBP4IkKsNgMBgMBgtsd6kce4kAQRAEQVBPoDIEQRAE1UX/ByTfxcxf4E88AAAAAElFTkSuQmCC

  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