2013年高考 郑州市地区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,郑州市地区天气情况。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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