2013年高考 三明市地区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,三明市地区天气情况。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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