Tỷ lệ thất nghiệp của Pháp giảm xuống mức thấp nhất trong 37 năm

(TTXVN/Vietnam+) 08:08 14/08/2020

Cơ quan thống kê INSEE cho biết tỷ lệ thất nghiệp của Pháp trong quý 2/2020 đã giảm xuống mức thấp nhất trong 37 năm qua.

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