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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