Công bố chỉ số PAPI 2020: Thanh Hóa tiếp tục nằm trong nhóm trung bình cao

HT 10:13 14/04/2021

(Baothanhhoa.vn) - Sáng 14-4-2021, tại Hà Nội, Chương trình Phát triển Liên hiệp quốc (UNDP) công bố Chỉ số hiệu quả quản trị và hành chính công cấp tỉnh (PAPI) 2020. Theo báo cáo, năm 2020 Thanh Hóa tiếp tục nằm trong nhóm trung bình cao.

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