Tổng thống Vladimir Putin khẳng định sức mạnh của nền kinh tế Nga
Tổng thống Putin chỉ ra rằng tăng trưởng Tổng sản phẩm quốc nội (GDP) của Nga trong nửa đầu năm 2024 đạt 4,6% và kỳ vọng GDP cả năm sẽ vượt qua mức tăng trưởng của cả năm 2023.
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