Fed cắt giảm lãi suất lần thứ 3 liên tiếp
Fed đánh giá hoạt động kinh tế của Mỹ tiếp tục tăng trưởng với tốc độ vững chắc, tỷ lệ thất nghiệp vẫn ở mức thấp và lạm phát vẫn ở mức cao.
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