Quan chức Mỹ: Fed cần duy trì lãi suất gần 0% trong ba năm tới

Theo THX 08:04 22/09/2020

Chủ tịch chi nhánh Dallas của Cục Dự trữ Liên bang Mỹ (Fed) Robert Kaplan ngày 21/9 (giờ địa phương) cho rằng chính sách lãi suất gần bằng 0% có thể sẽ cần thiết để duy trì trong 2-3 năm tới.

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