2013年高考 龙岩市地区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,龙岩市地区天气情况。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]