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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