Disclaimer: This translation does not guarantee complete accuracy, please confirm with the original page text.
Gompa Karmakanda - 123
Adding these, we get 49. Multiplying these by the number of sahanani 2, we get 4902 = 98. These are the adhastana shalaakas. Multiplying these by the number of sahanani 2, we get 196, which is the number of uparitana shalaakas. A196284121498196. Similarly, we should know the same for the three types of madhyavartis, namely dwiindriya, triindriya, chaturindriya and asipanceendriyas. Their sahanani is 4-1-2.
Further, the four types of positions of saji jivas show some special characteristics.
Saniss hu hetthado thidithaanam sankhgunidamubaruvarin. Thidiaayamovi taha saghathidithaanam va aabahaa. || 150 ||
Meaning - In the four types of sanjnipanceendriya, from the bottom, i.e., from the lowest position band of sanjipatika to the fourth type, the number of positions (types) should be known in a multiplicative order. The position dimension (time) is also multiplicative, and the time of obstacle should be considered the same as the number of positions.
Special meaning - Just as the number of positions and position dimension is calculated based on the ratio of many parts and one part, the number of obstacles should also be calculated in the same way.
The highest position of mithyatva of a sajiva is 70 koda kodi sagar, i.e., the number obtained by multiplying the number of palyas by the number of sahanani twice. The lowest position is antar koda kodi sagar, i.e., the number obtained by multiplying the number of palyas by the number of sahanani once, in comparison to mithyadristi. From the highest to the lowest, there is an increase of one time in each type. Therefore, the number obtained by dividing by one, plus one, gives the number of all types of positions of mithyatva of sanjnis. Dividing this by the number of sahanani and separating one part, the remaining many parts are the number of positions from the highest position band of sanjiparyaptak to the highest position band of saji aparyaptak. Reducing this by one, the remaining number of times, when subtracted from the highest position of 70 koda kodi sagar of sanjiparyamak, gives the highest position of sanjniaparyaptak. The one part that was separated, when divided by the number of sahanani and one part is separated, the remaining many parts are the number of positions from the highest position of sanjniaparyaptak to the lowest position of sanjniaparyaptak. Subtracting this number from the highest position of sanjniaparyaptak, we get the lowest position of sanjniaparyaptak. The remaining one part is the number of positions from the lowest position of sanjniaparyaptak, one time less, to the lowest position of sanjiparyaptak. Subtracting this number from the lowest position of sanjniaparyaptak, we get the lowest position band of sanjiparyaptak. This number is antar...