Thứ trưởng Bộ NN&PTNT Nguyễn Hoàng Hiệp kiểm tra tình hình mưa lũ tại huyện Quan Sơn

Hoài Thu 17:39 04/08/2019

(Baothanhhoa.vn) - Trước diễn biến phức tạp của tình hình mưa lũ sau cơn bão số 3, chiều 4-8, Thứ trưởng Bộ NN&PTNT Nguyễn Hoàng Hiệp cùng đoàn công tác của Bộ NN&PTNT đã đến khu vực xã Na Mèo, huyện Quan Sơn để kiểm tra tình hình mưa lũ và chỉ đạo công tác khắc phục hậu quả do mưa lũ gây ra.

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