Lang Chánh đẩy nhanh tiến độ thực hiện Chương trình Mục tiêu quốc gia giảm nghèo bền vững
(vhds.baothanhhoa.vn) - Xác định, đẩy nhanh tiến độ giải ngân vốn thuộc Chương trình Mục tiêu quốc gia (MTQG) giảm nghèo bền vững là một trong những nhiệm vụ chính trị trọng tâm, huyện Lang Chánh đã và đang tập trung cao độ trong tổ chức thực hiện, phấn đấu hoàn thành theo đúng kế hoạch đề ra.
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