高考网 发表于 2016-7-29 23:18:14

2013年高考 承德市地区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,承德市地区天气情况。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。
       
http://gaokao.xdf.cn/201306/data:image/png;base64,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
页: [1]
查看完整版本: 2013年高考 承德市地区6月7、8、9日天气预报