Fed dự kiến giảm dần lãi suất nếu lạm phát tiếp tục hạ nhiệt
Cuộc họp gần đây của Fed cho biết nếu lạm phát của Mỹ tiến tới mức 2% và tỷ lệ việc làm ổn định, thì "việc chuyển dần sang lập trường chính sách trung lập hơn theo thời gian có thể sẽ là phù hợp".
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