高考网 发表于 2016-7-29 23:18:51

2013年高考 厦门市地区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,厦门市地区天气情况。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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
       
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 厦门市地区6月7、8、9日天气预报