2013年高考 福州市地区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,福州市地区天气情况。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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