Các cấp hội nông dân tăng cường công tác kiểm tra, giám sát

20:59 15/07/2019

(Baothanhhoa.vn) - Xác định công tác kiểm tra, giám sát là một trong những nhiệm vụ trọng tâm của công tác hội và phong trào nông dân, thời gian qua, việc tổ chức kiểm tra định kỳ thường xuyên và nâng cao chất lượng công tác kiểm tra được Hội Nông dân (HND) tỉnh chú trọng, coi đây là một trong những điều kiện nâng cao chất lượng hoạt động, bảo vệ quyền lợi chính đáng cho hội viên nông dân.

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