Sôi nổi cuộc thi “Tìm hiểu 90 năm truyền thống vẻ vang của Đảng bộ tỉnh Thanh Hóa” trong ngành giáo dục

21:00 26/06/2020

(Baothanhhoa.vn) - Sau 10 tuần phát động, cuộc thi trắc nghiệm trực tuyến “Tìm hiểu 90 năm truyền thống vẻ vang của Đảng bộ tỉnh Thanh Hóa” đã và đang tạo sức lan tỏa sâu rộng trong các tầng lớp Nhân dân. Đáng phấn khởi, cuộc thi đã thu hút đông đảo cán bộ, giáo viên, đặc biệt là học sinh tham gia và đạt nhiều giải cao.

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