Last Updated:2025/12/08

The mathematician presented a most-perfect magic square that arranged the numbers 1 through n² so every 2×2 subsquare summed to 2s and each pair of entries n apart added to s.

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The mathematician presented a most-perfect magic square that arranged the numbers 1 through n² so every 2×2 subsquare summed to 2s and each pair of entries n apart added to s.

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その数学者は、1からn²までの数を用いて、すべての2×2の小方陣の和が2s(s = n² + 1)になり、互いにn離れた位置にある数の組がすべてsになるような、最も完璧な魔方陣を提示した。

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