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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