Đoàn kiểm tra của Ban Nội chính Trung ương làm việc tại tỉnh Thanh Hóa

Minh Hiếu 17:22 22/08/2023

(Baothanhhoa.vn) - Qua kiểm tra việc thực hiện các Nghị quyết, Chỉ thị, Quy định, Kết luận của Trung ương, tỉnh Thanh Hóa mong muốn Đoàn kiểm tra của Ban Nội chính Trung ương sẽ có những đánh giá khách quan về những việc đã làm được, chưa làm được và gợi mở những giải pháp giúp tỉnh Thanh Hóa thực hiện tốt hơn trong thời gian tới.

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