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## Gommatasara Karmakanda-741:
Multiply the six leshyas with four kshayas, i.e., 6 x 4 = 24, and then multiply this by 72 to get the number of bhangas in the Tiryancha Gati. Similarly, multiply the six leshyas with four kshayas and two lingas, i.e., 6 x 4 x 2 = 48, to get the number of bhangas in the Dev Gati. The total number of bhangas for all four gatis is (12 + 72 + 72 + 48) = 204, which is 3264 times the Pannatti.
In this way, the number of bhangas for all the pinda-pad in all the gatis is 3597 times the Pannatti (1 + 8 + 36 + 288 + 3264 = 3597). To get the total number of bhangas in the Mithyatva Gunasthan, add the number of bhangas for each pinda-pad (which is half the Pannatti for each pinda-pad) to the number of bhangas for all the pinda-pad. This gives us (3597 + 3) = 7195/2, which is half the Pannatti multiplied by 7195 and then reduced by one.
The arrangement of these bhangas is as follows:
* **Kumati** and other pinda-pad are written downwards.
* **Bhavya** and **Abhavya** are written horizontally above them.
* **Four Gatis** are written above them.
* **Lingas** are written above them in equal numbers.
* **Four Kshayas** are written above them.
* **Leshyas** are written horizontally above them.
This is how the bhangas in the Mithyatva Gunasthan are arranged and written.
In the Sasadan Gunasthan, there is no Mithyatva pinda-pad. The pinda-pad in this Gunasthan are Bhavya and Abhavya, but Abhavya is also absent here. Therefore, due to the absence of the opposite, Bhavya becomes the only pinda-pad. There are 15 pinda-pad and 4 pinda-pad in this Gunasthan.
The number of bhangas for each pinda-pad is as follows:
* **Kumati:** 1
* **Kushruta:** 2
* **Vibhang:** 4
* **Chakshudarshan:** 8
* **Achakshudarshan:** 16
* **Dan:** 32
* **Labh:** 64
* **Bhog:** 128
* **Upbhog:** 256
* **Veerya:** 512
* **Agnan:** 1024
* **Asanayam:** 2048
* **Asiddhasv:** 4096
* **Jivattva:** 8192
* **Bhavya:** 16,384
The number of bhangas for Bhavya is equal to one-fourth of the Pannatti. Doubling the number of bhangas for Bhavya gives us the number of bhangas for one Gati, which is half the Pannatti. Quadrupling the number of bhangas for Bhavya gives us the number of bhangas for all four Gatis, which is double the Pannatti.
Doubling the number of bhangas for one Gati gives us the number of bhangas for one Linga, which is equal to the Pannatti. Multiplying this by the number of Lingas (1 for Narak Gati, 3 for Tiryancha Gati, 3 for Manusya Gati, and 2 for Dev Gati) gives us the number of bhangas for all nine Lingas, which is nine times the Pannatti.
Doubling the number of bhangas for one Linga gives us the number of bhangas for one Kshaya, which is double the Pannatti. Multiplying this by the number of Kshayas in each Gati (4 for Narak Gati with one Veda, 4 for Tiryancha Gati with three Vedas, 4 for Manusya Gati with three Vedas, and 4 for Dev Gati with two Vedas) gives us the number of bhangas for all four Gatis, which is 36 times double the Pannatti.
Doubling the number of bhangas for one Kshaya gives us the number of bhangas for one Leshya, which is four times the Pannatti. Multiplying this by the number of Leshyas in each Gati (3 for Narak Gati with one Linga and four Kshayas, 6 for Tiryancha Gati with three Lingas and four Kshayas, 6 for Manusya Gati with three Lingas and four Kshayas, and 6 for Dev Gati with two Lingas and four Kshayas) gives us the number of bhangas for all four Gatis, which is 204,416 times the Pannatti.