2013年高考 大同市地区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,大同市地区天气情况。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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