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## 148/Go. Ma. Jivakanda
## Gatha 106-107
**Part Increase:** In the same way, when the increase of the lowest innumerable part is completed and before the increase of the highest countable part begins, the increases are neither innumerable part increases nor countable part increases. Therefore, Gommatasar has given them the name **Pravaktvyavrudhi**, but Dhavalakar has called them innumerable part increases because they are inferior to the highest countable part increase. In this way, there is only a difference in terminology between the two texts. There is no difference in meaning, nor is there any difference in the beginning of the countable part increase.
**Gatha:**
> **106.** When the increase of the lowest **avagahana** (descent) is completed, the countable part increase is completed. Above that, when there is an increase of one **pradesh** (region), it is the first place of **avaktvyavrudhi**.
> **107.** When there is an increase of one **pradesh** less than the lowest **avagahana** above the lowest **avagahana**, it is the highest place of **pravaktvyavrudhi**. When there is an increase of one **pradesh** in that, it is the first place of **sanख्येज्जगुरणवढी** (countable multiplication increase).
**Explanation:**
> When the lowest **avagahana** is made equal to the highest countable by **viralan** (rarefaction), the measure of the **pradesh** (region) in the increase is obtained (in the beginning of the countable part increase). From here onwards, the countable part increase continues until the upper **viralan** (the innumerable part measure of **palyapam**) remains half. Here, the beginning of the countable multiplication increase and the end of the countable part increase occur.
> The lowest number is two because the number begins with two and counting begins with one. When a quantity is divided or multiplied by one, there is no loss or gain, therefore one is not given the name of a number. When the lowest **avagahana** is divided by the lowest number two, half of the lowest **avagahana** is obtained. When there is an increase of **pradesh** equal to half of the lowest **avagahana** above the lowest **avagahana**, the last place of the countable part increase is obtained. When there is an increase of **pradesh** equal to the lowest **avagahana** above the lowest **avagahana**, the countable multiplication increase begins because the measure of the lowest **avagahana** doubles. But the places between these two are neither countable part increases nor countable multiplication increases. Gommatasar has given these places the name **avaktvyasthan** (unspeakable place), but these places are inferior to the lowest countable multiplication increase place. Therefore, these places are included in the countable part increase because the places before the beginning of the countable multiplication increase will be countable part increases.
> From the beginning of the countable multiplication increase, one **pradesh** more, two **pradesh** more, etc.
> 1. **Gh. Pu. 11 p. 36**. 2. **Trilokasar 1**