Phát hiện thứ ngôn ngữ kỳ lạ không có số đếm
Cho đến nay, các nhà nghiên cứu đều tin rằng, trên trái đất không hề tồn tại thứ ngôn ngữ nào mà lại không sử dụng các con số để tính toán. Thậm chí, ở thời nguyên thủy con người đã biết đếm đến con số… 2.
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