Tổng thống Nam Phi công bố những vị trí chủ chốt trong chính phủ mới

07:01 01/07/2024

Tổng thống Ramaphosa cho biết phải mất một thời gian để đảm bảo “sự ổn định của Nội các” và các cuộc đàm phán cần có thời gian để đảm bảo rằng Nội các phục vụ đất nước một cách hiệu quả nhất.

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