Thăm dò bầu cử Quốc hội Đức: SPD tiếp tục dẫn ưu thế so với CDU/CSU

(TTXVN/Vietnam+) 08:49 01/09/2021

Sau 16 năm cầm quyền, liên minh Dân chủ/Xã hội Cơ đốc giáo (CDU/CSU) của Thủ tướng Đức Angela Merkel đang phải đối mặt với nguy cơ lớn trong cuộc bầu cử Quốc hội dự kiến diễn ra vào ngày 26/9 khi liên đảng bảo thủ tiếp tục mất điểm so với đảng trung tả Dân chủ Xã hội Đức (SPD).

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