Kết quả cuộc thăm dò dư luận về ứng cử viên Tổng thống Mỹ
Thượng nghị sỹ đảng Dân chủ Elizabeth Warren ngày 7/4 đã đứng ở vị trí thứ ba trong cuộc thăm dò dư luận về khả năng trở thành Tổng thống Mỹ trong cuộc chạy đua năm 2020 ở chính tiểu bang Massachusetts do bà đại diện, đứng sau thượng nghị sỹ độc lập Bernie Sanders (bang Vermont) và cựu Phó Tổng thống Mỹ Joe Biden.
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