Morgan Stanley dự báo khả năng tái đắc cử của ông Trump

10:43 07/01/2020

Các tín hiệu về một nền kinh tế mạnh của Mỹ không đồng nghĩa với việc Tổng thống đương nhiệm Donald Trump sẽ tiếp tục giành chiến thắng trong cuộc bầu cử năm nay để có nhiệm kỳ thứ hai tại Nhà Trắng.

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