Đức: SPD chiến thắng cuộc bầu cử nghị viện bang Hamburg

(TTXVN/Vietnam+) 08:22 24/02/2020

Kết quả kiểm phiếu sơ bộ cuộc bầu cử nghị viện bang Hamburg ngày 23/2 cho thấy mặc dù giảm đáng kể so với cuộc bầu cử năm 2015, song đảng Dân chủ Xã hội (SPD) vẫn là lực lượng mạnh nhất tại bang này khi giành được nhiều phiếu ủng hộ nhất.

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