Tổng thống Mỹ sẽ công bố chủ tịch mới của Fed vào tháng 1/2026
Nhiệm kỳ Chủ tịch Fed của ông Powell sẽ hết hạn vào tháng 5/2026 và Tổng thống Trump tỏ ra mong muốn ông Powell sớm rời vị trí, khi liên tục chỉ trích cách ông lãnh đạo ngân hàng trung ương.
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