Điền kinh Thanh Hóa tại SEA Games 31: Nhiều hy vọng

Mạnh Cường 09:02 13/05/2022

(Baothanhhoa.vn) - Ngày 13-5, bộ môn điền kinh SEA Games 31 chính thức bước vào tranh tài. Góp mặt 4 VĐV, 1 HLV, điền kinh Thanh Hóa được kỳ vọng sẽ tạo sự bứt phá về thành tích tại kỳ Đại hội lần này.

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