2013年高考 阜阳市地区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,阜阳市地区天气情况。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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