GDP 9 tháng của năm tăng 4,24% so với cùng kỳ năm trước
Mặc dù GDP quý 3 chỉ cao hơn tốc độ tăng của cùng kỳ các năm 2020 và 2021 (trong giai đoạn 2011-2023) nhưng kết quả trên cho thấy xu hướng đang dần tích cực so với các quý trước.
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