剑桥雅思真题
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感谢分享 谢谢分享好的 感谢分享好资源~ 感谢分享 感谢分享好资源~ 感谢分享好资源~ 感谢分享好资源~ 感恩资源分享！ 十分感谢楼主慷慨分享好资源！！！
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