2013年高考 南平市地区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,南平市地区天气情况。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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