Cục Dự trữ Liên bang Mỹ quyết định giữ lãi suất ổn định ở mức hiện tại

Fed giữ lãi suất ổn định ở mức hiện tại, đồng thời cho biết lãi suất dự kiến sẽ giảm 0,75% vào cuối năm 2024, trong bối cảnh cơ quan này ngày càng tiến gần đến mục tiêu đưa lạm phát về mức 2%.

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