Đức: Tỷ lệ ủng hộ ứng cử viên thủ tướng của SPD liên tục tăng

(TTXVN/Vietnam+) 08:44 08/10/2021

Gần 2 tuần sau khi diễn ra cuộc bầu cử Quốc hội lần thứ 20, tỷ lệ ủng hộ ứng cử viên Thủ tướng Đức của đảng Dân chủ Xã hội (SPD) Olaf Scholz liên tục tăng.

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