中考网 发表于 2017-7-11 19:54:03

2017花都区秀全中学提前批录取分数线

-->
                       
        2017花都区秀全中学提前批录取分数线
       
http://gz.zhongkao.com/e/20170711/data:image/png;base64,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

页: [1]
查看完整版本: 2017花都区秀全中学提前批录取分数线