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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