2013年高考 濮阳市地区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,濮阳市地区天气情况。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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