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[Twelfth Body-Chapter] [107 [3] Regarding the Audaric body, it should be understood in the same way as the two types of Audaric bodies (bound-liberated) of these (Naryikas). [612-3] (Their) (bound-liberated) Audaric bodies should be understood in the same way as the two types of Audaric bodies (bound-liberated) of these (Naryikas). [4] Similarly, the two types of Tejas and Karman bodies (bound-liberated) should be understood in the same way as the Vaikriya bodies (bound-liberated) of these (Naryikas). [912-4] (Their bound-liberated) two types of Tejas and Karman bodies (statement) should also be understood in the same way as the Vaikriya bodies (bound-liberated) of these (Naryikas). / 613. And so on until the Stanitkumara. [613] All the bound-liberated bodies up to the Stanitkumara should be understood in the same way. Discussion - The bound-liberated bodies of the Asurakumara etc. - The present two sutras (Su. 912-613) describe the bound and liberated Audaric etc. five bodies of the ten Bhavanapatidevas from Asurakumara to Stanitkumara. / The bound-liberated Audaric body of the Asurakumara - They do not have a bound Audaric body because, like the Narakas, their Bhavasvabhava is an obstacle in this. / Their liberated Audaric body should be understood like the Naryikas. Description of the bound-liberated Vaikriya bodies of the Asurakumara - Their bound Vaikriya bodies are innumerable, equal to the innumerable number of Asurakumara Devas. In terms of time, they are equal to the innumerable Utsapini and Avapini times. In terms of space, they are innumerable series in measure. There are as many bound Vaikriya bodies as there are space regions in innumerable series. Those series are innumerable parts in measure. / Here, the Shastrakar, while describing the measure in particular, compared to the Narakas, says that the Vishkambhasuchi for the measure of those series is the number of parts of the space region of the first square root of the measure of the space region of an Angula. For example, by assumption, the measure of the space region of an Angula is considered to be 256. Its first square root is considered to be 16. The Vishkambhasuchi for the measure of the series should be understood as the number of space regions in its number of parts, which is five or six by assumption. From this perspective, the Vishkambhasuchi of the Asurakumara Devas is innumerable times less than that of the Naryikas, because the Vishkambhasuchi for the measure of the series of the Narakas is the number of space regions that are the first square root multiplied by the second square root. / In fact, the second square root is innumerable space regions. / Therefore, the measure of the Narakas is the number of space regions of the first square root multiplied by innumerable, while the Vishkambhasuchi of the Asurakumara etc. is only the number of parts of the first square root of an Angula. This is also logical. Because, even in the Mahadantaka, all the Bhavanavasis are called innumerable Gugahan of the Ratnapraba earth, the Narpika 4. From this perspective, their innumerability compared to all the Narakas is self-evident. Their liberated Vaikriya bodies should be understood in the same way as the liberated Vaikriya bodies of the Audhika. /