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9-Month GRDP Increases Over 10%

9-Month GRDP Increases Over 10%
2026-10-05 09:21:00

baophutho.vn In the first 9 months of 2026, the gross regional domestic product (GRDP) of the province is estimated to increase by approximately 10–10.6%...

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