2013年高考 忻州市地区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,忻州市地区天气情况。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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