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[564]
In the case of the great number of competitors, in the division of competitors, the number of competitors in the lowest [yogasthan] is equal to an innumerable part of the innumerable parts of the series. That is one [yogasthan] which is the lowest [yogasthan]. [186]
According to the description of the place, there are innumerable parts of the series, which are equal to an innumerable number of competitors. [186]
Thus, there are innumerable [yogasthanas] which are equal to an innumerable part of the series. [187]
According to the description of the infinite, there are few competitors in the lowest [yogasthan]. [188]
In the second [yogasthan], there are more competitors than in the first. [189]
In the third [yogasthan], there are more competitors than in the second. [190]
Thus, they are more and more special, more and more special, up to the highest [yogasthan]. [191]
The measure of the special is equal to an innumerable part of the innumerable parts of an angula. [192]
According to the description of the series, from the competitors of the lowest [yogasthan], they have increased twofold by going to an innumerable part of the series. [193]
Thus, they have increased twofold, twofold, up to the highest [yogasthan]. [194]
The number of the one-yogadugunavadhi-hanisthanantara is equal to an innumerable part of the series, and the number of the nanayogadugunavadhi-hanisthanantara is equal to an innumerable part of the palyopama. [195]
The number of the nanayogadugunavadhi-hanisthanantara is few. The number of the one-yogadugunavadhi-hanisthanantara is innumerable. [196]