2013年高考 巢湖市地区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,巢湖市地区天气情况。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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