Bầu cử Mỹ 2020: Ganh đua quyết liệt ở khu vực Trung-Đại Tây Dương

(Vietnam+) 08:14 04/11/2020

Hãng tin AP dự đoán ứng cử viên Joe Biden đã giành chiến thắng ở bang Virginia cùng với 13 phiếu đại cử tri. Trong các cuộc bầu cử năm 2008 và 2012, Virginia là một bang có quan điểm trung lập nhưng đã dần chuyển sang ủng hộ phe Dân chủ trong những năm gần đây.

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