CLB Thanh Hóa chia tay hai ngoại binh, giữ chân Lê Phạm Thành Long

Mạnh Cường 20:57 04/11/2020

(Baothanhhoa.vn) - Thông tin từ CLB Thanh Hóa chiều 4-11 cho biết, đội bóng xứ Thanh vừa giữ chân thành công tiền vệ trẻ Lê Phạm Thành Long với bản hợp đồng cho mượn thêm 1 mùa giải nữa, đồng thời chính thức chia tay với 2 ngoại binh Josip Balic và Gassissou.

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