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## Gatha 564-565
Samyaktvamanga/663
**Doubt:** Why are all these classifications one?
**Solution:** Because all these classifications are one in an infinite way. All four of these classifications are non-grahyas.
The **Pudgala Dravya** classification of **Anantanantpradeshi** atoms, which is the most excellent, becomes the **Aahar Dravya** classification when one digit is added to it. Then, by adding one more in sequence, it becomes the **Aahar Dravya** classification of the last **Aahar Dravya** classification, going through an infinite number of **Abhavya**s and an infinite number of parts of **Siddha**s. This is a special increase from the least to the most excellent. The proof of the special is the infinite multiplication by **Abhavya**s, which is the same as the infinite part of **Siddha**s, and is also the infinite part of the most excellent **Aahar Dravya** classification.
The **Aahar Dravya** classification of **Pudgala Skandha**s suitable for the **Audarik, Vairyik, and Aaharaka** bodies is called the **Aahar Dravya** classification. When the **Aahar** classification is divided into countless parts, the **Aaharaka** body-suitable classification becomes the **Bahubhag Praman** classification. When the remaining part is divided into countless parts, the **Vairyik** body-suitable classification becomes the **Bahubhag Praman** classification. And the remaining one part becomes the **Audarik** body-suitable classification. | Dhavla Pu. 14 p. 560 | This is the fifth classification. 5.
When one digit is added to the most excellent **Aahar Dravya** classification, the first **Agrahan Dravya** classification, which is the most inferior, is obtained. Then, by adding one by one in sequence, it becomes the most excellent **Agrahan Dravya** classification, going through an infinite number of **Abhavya**s and an infinite number of parts of **Siddha**s. This is infinitely multiplied from the least to the most excellent. The infinite multiplication by **Abhavya**s, which is the same as the infinite part of **Siddha**s, is the multiplier. Thus, this is the sixth classification. 6.
The **Agrahan** classification is the name given to the **Pudgala Skandha**s that are unsuitable for the five senses, language, and mind. When one digit is added to the most excellent **Agrahan Dravya** classification, the most inferior **Taijas** body **Dravya** classification is obtained. Then, by adding one by one in sequence, it becomes the most excellent **Taijas** body **Dravya** classification, going through an infinite number of **Abhavya**s and an infinite number of parts of **Siddha**s. This is a special increase from its least to its most excellent. The infinite multiplication by **Abhavya**s and the infinite part of **Siddha**s is the proof of the special. Its **Pudgala Skandha**s are suitable for the **Taijas** body, therefore it is the **Agrahan** classification. This is the seventh classification. 7.
When one digit is added to the most excellent **Taijas** body **Dravya** classification, the first **Agrahan Dravya** classification, which is the most inferior, is obtained. Then, by adding one by one in sequence, it becomes the most excellent **Agrahan Dravya** classification, going through an infinite number of **Abhavya**s and an infinite number of parts of **Siddha**s. It is infinitely multiplied from its least classification to its most excellent classification. This is not suitable for the five senses, language, and mind. Therefore, its name is the **Agrahan Dravya** classification. This is the eighth classification.
When one digit is added to the second most excellent **Agrahan Dravya** classification, the most inferior **Bhasha Dravya** classification is obtained. Then, by adding one by one in sequence, it becomes the most excellent **Bhasha Dravya** classification, going through an infinite number of **Abhavya**s and an infinite number of parts of **Siddha**s.
1. Dhavla Pu. 14 p. 50-56. 2. Dhavla Pu. 14 p. 56. 3. Dhavla Pu. 14 p. 60.