For if Ω′ were consistent, then as a well-ordered set, a number δ would correspond to it which would be greater than all numbers of the system Ω; the number δ, however, also belongs to the system Ω, because it comprises all numbers.
因为如果 Ω′是相容的，则作为良序集合，数 δ 将属于它，而它将大于系统 Ω 的所有的数；但是数 δ 还属于系统 Ω，因为由所有的数组成。