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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