Đảng của Thủ tướng Merkel thất bại nặng nề tại bang Hessen

Theo TTXVN 08:40 29/10/2018

Ngày 28/10, khoảng 4,5 triệu cử tri bang Hessen, miền Tây nước Đức, đã tham gia cuộc bỏ phiếu bầu cơ quan lập pháp mới của bang.

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