高考网 发表于 2016-7-29 23:18:11

2013年高考 石家庄市地区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,石家庄市地区天气情况。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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查看完整版本: 2013年高考 石家庄市地区6月7、8、9日天气预报