Tỷ lệ ủng hộ Tổng thống Mỹ Donald Trump cao nhất trong 2 năm

06:15 01/06/2019

(Baothanhhoa.vn) - Kết quả cuộc thăm dò dư luận do Harvard CAPS/Harris Poll công bố ngày 31/5 cho biết tỷ lệ cử tri ủng hộ Tổng thống Mỹ Donald Trump đạt mức cao nhất trong vòng 2 năm qua do sự lạc quan của cử tri về nền kinh tế Mỹ .

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