2013年高考 马鞍山市地区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,马鞍山市地区天气情况。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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