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## Gommatasara Karmakanda - 781
There is evidence for the **niseka** of **dvi-chara** and others. Similarly, the evidence for the **guna-hanika** of the second and other **guna** is half-half. Therefore, the **pracaya-dhana** is also half-half. And their **sarva-dhana** is also half-half. In this way, the statement of the **Anga** is to be known as true. But the special point is that here the evidence is to be known as it is said. Here, 288 is said as the **adi-niseka** from this point of view that above it, the **caya** increases and further **niseka** are formed. But in reality, this is the final **niseka**. The first **niseka** is 512. In this way, it is to be known in the further **guna-hanika**.
**Savassi payadiinam, niseya-haro ya eyaguṇa-haani.**
**Sarisaa havanti naanaguna-haani-salaau vocchaami.** || 932 ||
**Meaning:** The **niseka-hara** of all the original **prakrti** (nature), the **dvaiguṇa-haani** and the **ekaguṇa-haani** are both equal. And the **naana-guna-haani** are according to the **sthiti** (position), therefore they are not equal. So, those **naana-guna-haani** are further explained.
**Micchattassa ya uttaa, uvariido tini tini sammilidaa.**
**Agunena-unaka-maa, sattasu raidaa tiricchhena.** || 933 ||
**Meaning:** The **palyaki** square **salaaka** related to the **mithyatva-prakrti**, taking the half-section of the **palyaki** as the **adi** (beginning), the half-sections from the first **mula** (root) of the **palyaki** to the half-section of the **palyaki** are said to be two-two in each square. By establishing them, from the first **mula** of the upper **palyaki**, by joining the half-sections of three-three square places, they become 8-8 **guna** less in sequence. And their arrangement is separate in seven places in a **tiryak** (diagonal) form.
**Special Meaning:** The half-section of the first square root (256) of the **palyaki** (65536) is 8, the half-section of the second square root (16) of the **palyaki** is 4, and the half-section of the third square root of the **palyaki** is 2. By adding these three, the measure of the half-sections is 14. By the formula "**Antadhanam gunaguniyam adivihinam ruunuttara-bhajijam**", the **anta-dhana** which is half of the first square root's half-section from the half-sections of the **palyaki**, when multiplied by the multiplier 2, becomes the measure of the half-section of the **palyaki**. By subtracting the **adi-dhana** which is the half-section of the third square root of the **palyaki**, i.e., the eighth part of the half-sections of the **palyaki**, we get the eighth part of the seven times the half-sections of the **palyaki**. By dividing it by the multiplier 2, i.e., 1, the same result is obtained. This is the sum of the above three quantities. 14 = half-sections of the **palyaki** 167, i.e., = 14. In the same way, the half-sections of the fourth, fifth, and sixth square roots are said.
8
Half-section of the fourth square root of the **palyaki**
=
8
6
16