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## Gommatasara Karmakanda - 768
149
Multiplying the number (4) by itself and dividing the total wealth by the resulting amount (4096/6444) gives 56, which is the measure of the *chay*. This can be understood using the sutra "Vyekapadardhanachayaguno gaccha uttaradhanam". Multiplying half of the *gaccha* minus one (3 1/2) by the *chay* (16) gives (7/2416), which equals 56. Multiplying this by the *gaccha* (8) gives 448, which is the *prachayadhan*. Using the sutra "Chayadhanahinam dhavvam padajide hodi adithdhanam", subtracting the *chayadhan* (448) from the total wealth (4096) leaves a remainder of (4096-448) 3648. Dividing this by the *gaccha* (8) gives (3648/8) 456, which is the measure of the *bhavas* related to the first time period. Using the sutra "Adammi chaye udde padisamayadhanam tu bhavanam", adding the measure of each *chay* (16) sequentially to the measure of the *adithan* gives the measure of the *bhavas* related to each time period. Adding one *chay* to the measure of the *bhavas* related to the first time period (456) gives (456+16) 472, which is the measure of the *bhavas* related to the second time period. Adding another *chay* to this (472+16) gives 488, which is the measure of the *bhavas* related to the third time period. In this way, the measure of the *bhavas* (results) until the final time period can be understood.
In terms of numerical representation, this example can be understood as follows: The results of downward movement are equal to the measure of countless *lokas*. Multiplying these by countless *lokas* gives the *manadhan* related to the *apuurvakaran*. The measure of the cases related to the *apuurvakaran* time period is called the *gaccha* (568 552). Dividing the total wealth by the square of the *gaccha* multiplied by the number (4) gives the measure of the *chay*. 520
Here, it also means that the result in the first time period of the *apuurvakaran* is equal to the measure of 488 countless *lokas*. The results in the second and subsequent time periods are also equal to the measure of countless *lokas*. 4172 However, the measure of the *chay* keeps increasing. Here, the *jghanyavishuddhiparinam* related to the first time period is infinitely pure compared to the *vishuddhiparinam* of the final *anukrushtikhand* at the end of the downward movement. The total sum of all the results over eight time periods is infinitely pure compared to the *utkrushtparinam* related to the first time period. Therefore, even here, a six-place increase in the measure of countless *lokas* is possible. This makes the *jghanyaparinam* related to the second time period infinitely pure. In this way, it can be understood until the final time period. The results related to the higher time periods are never equal to the results related to the lower time periods. Therefore, it is called *apuurvakaran*.
In the first time period of the *apuurvakaran*, the *jghanyasthitikanadakhat* has a dimension equal to the measure of the number (4) of the *palyopam*. This is because the *jghanyasthitikanadakhat* of a living being that has come with the *sattkarma* of the most *jghanya* *antarakodakodi* measure of *sthiti*. However, the *sthitikanadakhat* of the first time period has a dimension equal to the measure of the *sagaropama* *prithaktva*.