2013年高考 保定市地区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,保定市地区天气情况。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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