中考网 发表于 2016-7-10 13:43:59

2015济南中考槐荫区一模化学试题答案

2015济南中考槐荫区一模化学试题答案
http://jn.zhongkao.com/e/20150423/data:image/png;base64,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
http://jn.zhongkao.com/e/20150423/data:image/png;base64,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

        相关推荐:
页: [1]
查看完整版本: 2015济南中考槐荫区一模化学试题答案