Kết quả cuộc thăm dò dư luận về ứng cử viên Tổng thống Mỹ

15:08 08/04/2019

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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