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началом (1) и концом (∞), как свариваются в сплавы разные металлы, например. Тогда между 1 и ∞ должен быть промежуточный слой (звено) из «металла» («сплава») состава 1:∞, т. е. 1/∞. Так могло произойти смыкание бесконечного ряда чисел nR = 1, 2, 3, …, ∞ в бесконечное натуральное кольцо чисел. Так могли возникнуть число 0, а с ним и натуральный ряд nW = 0, nR по формуле (8).

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