GMT+7
Rau công nghệ cao của Hợp tác xã Nguyên Khang tiêu thụ khó khăn
(QT) - Nông nghiệp công nghệ cao chính thức có mặt tại Quảng Trị vào năm 2017 với sự hào hứng của người sản xuất cũng như ngành chức năng, các cấp chính quyền. HTX Nguyên Khang, thị trấn Hải Lăng, huyện Hải Lăng là một trong những mô hình đầu tiên của tỉnh triển khai sản xuất rau quả theo công nghệ hiện đại này. Được sự chỉ đạo và hỗ trợ tích cực của ngành chức năng, sau gần 1 năm đi vào thử nghiệm, mô hình cây trồng thử nghiệm ứng dụng công nghệ cao ở HTX Nguyên Khang mang lại những kết quả ...
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