Tìm ra số nguyên tố lớn nhất với hơn... 9 triệu con số
Một nhóm các nhà khoa học thuộc Đại học Missouri (Mỹ) đã sử dụng hơn 700 máy tính để tìm ra số nguyên tố lớn nhất cho đến nay, một con số khổng lồ với 9.152.052 con số.
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