2013年高考 青岛市地区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,青岛市地区天气情况。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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