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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