Quan Hóa đẩy mạnh đào tạo nghề và giải quyết việc làm cho người lao động

06:15 26/09/2022

(Baothanhhoa.vn) - Xác định công tác đào tạo nghề (ĐTN), giải quyết việc làm (GQVL) cho người lao động (NLĐ) là nhiệm vụ quan trọng góp phần đảm bảo an sinh xã hội, những năm qua, huyện Quan Hóa chỉ đạo các ban, ngành, đoàn thể, các xã, thị trấn trên địa bàn huyện triển khai đồng bộ, hiệu quả giải pháp, các chương trình, dự án nhằm tạo việc làm mới cho lao động, từng bước giúp họ tăng thu nhập và nâng cao chất lượng cuộc sống.

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