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[詳細講解]2015年深圳積分入戶分值表最新 積分測評表標準.doc

eJzVXc1zJKeSv+9fodC7PEfYPcU3Ne/yYs/eiL2vNjak/pjRs6zxzsgeex3+37cgoQqyKBrolo0OE9W/UUEWmUlCkgn8fvs/H384/nb7/vfb+9

[詳細講解]2015年深圳積分入戶分值表最新 積分測評表標準.doc

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