Ông Trump sẽ phải trả gần 8 triệu USD để kiểm lại phiếu ở Wisconsin

(Vietnam+) 08:47 17/11/2020

Ngày 16/11, Ủy ban Bầu cử bang Wisconsin của Mỹ thông báo Tổng thống nước này Donald Trump phải trả bang này 7,9 triệu USD với hạn chót là ngày 18/11, nếu ông muốn kiểm lại số phiếu bầu tại Wisconsin, nơi ông bị đối thủ là ứng cử viên Joe Biden dẫn trước hơn 20.000 phiếu.

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