“Tiếc thay”, không phải “thương thay”
(vhds.baothanhhoa.vn) - Một trò chơi về tiếng Việt trên truyền hình yêu cầu người chơi hoàn thiện câu ca “Thương thay hạt gạo trắng ngần/ Đã vo... lại vần lửa rơm”.
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