2013年高考 绍兴市地区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,绍兴市地区天气情况。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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