Đức: Đảng SPD muốn đảm bảo duy trì mức lương hưu tới năm 2040

Theo TTXVN 15:49 19/08/2018

Ngày 18/8, Bộ trưởng Tài chính Đức và cũng là thành viên của đảng Dân chủ Xã hội Đức (SPD) Olaf Scholz đã lên tiếng cảnh báo sẽ đưa vấn đề lương hưu trở thành chủ đề trọng tâm trong cuộc tổng tuyển cử vào năm 2021 trừ khi liên đảng bảo thủ Liên minh Dân chủ/Xã hội Cơ đốc giáo (CDU/CSU) của Thủ tướng Đức Angela Merkel nhất trí đảm bảo mức lương hưu cho tới năm 2040.

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