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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