Nâng cao chất lượng kết nạp Đảng trong Khối Cơ quan và Doanh nghiệp tỉnh

Bài và ảnh: Nguyễn Mai 19:29 21/05/2021

(Baothanhhoa.vn) - Công tác bồi dưỡng, kết nạp Đảng đạt kết quả cao, vượt mục tiêu kế hoạch đề ra được đánh giá là 1 trong 5 thành quả nổi bật trong nhiệm kỳ 2015-2020 của Đảng bộ Khối Cơ quan và Doanh nghiệp tỉnh Thanh Hóa. Xác định đây là nhiệm vụ quan trọng và thường xuyên, Đảng bộ Khối đã tập trung chỉ đạo nhiều giải pháp đến tất cả 177 tổ chức cơ sở đảng trực thuộc.

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