2013年高考 舟山市地区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,舟山市地区天气情况。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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