Golden number
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A number that indicates the number a certain year falls into in the Metonic cycle*. Since Dionysius chose 1 BC as the origin of the Metonic cycle, if the Gregorian year is year J , then mod (( J + 1)/19), or the remainder, is the Golden Number. Source: Asakura Publishing Dictionary of Laws Information |
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ある年がメトン周期＊の何番目に当たるかを示す数．ディオニシウスが紀元前1年にメトン周期の原点を選んだので，西暦年を J 年としたときmod （（J＋1）/19）つまり剰余が黄金数となる．
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