Giải bóng đá Thanh Hóa – Cúp Huda 2019: 4 đội bóng xuất sắc nhất lọt vào trận các trận chung kết

Mạnh Cường 20:58 15/07/2019

(Baothanhhoa.vn) - Chiều nay (15-7) trên sân vận động huyện Thiệu Hóa, đã diễn ra 2 trận đấu ở vòng bán kết giải bóng đá Thanh Hóa – Cúp Huda 2019 - nội dung dành cho đội tuyển các huyện, thị xã, thành phố trong tỉnh.

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