2013年高考 临沂市地区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,临沂市地区天气情况。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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