Đường liên xã Yên Tâm - Yên Phú xuống cấp nghiêm trọng

Đình Giang 09:19 19/04/2023

(Baothanhhoa.vn) - Với chiều dài khoảng 5 km, tuyến đường liên xã Yên Tâm - Yên Phú (Yên Định) hiện đã xuống cấp nghiêm trọng, mặt đường xuất hiện la liệt “ổ gà”.

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