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**Past**
316 Further it is written - 'Eyaavaya cheva ganie eyaavaya cheva ganiassa visaaye, etto'avaram ovamie pattai.'' That is, the amount of 194 digits that is produced by multiplying the Shooshaprahelika, is the extent of the mathematics, that much amount is the subject of mathematics. Beyond that, the tendency of the Upamā Pramaana occurs.
To explain the Upamā Pramaana, the example of the Balaga has been taken as the basis. The first name is Uddharapalya, whose form is this:
A Latag of the East, a Latā of 84 lakh Lasang, a Mahalatang of 84 lakh Lasā, a Mahasatā of 84 lakh Mahalatang, in the same way, further Malinaang, Nalin, Mahanalinaang, Mahanalin, Papang, Pap, Mahapaang, Mahapam, Kamalaang, Kamal, Mahakamalaang, Mahakamal, Kumudaang, Kumud, Mahakumudaang, Mahakumuva, Trutitaang, Tit, Mahatr Titog, Mahatru Rit, Addadaang, Ad, Mahaaddadaang, Mahasarad, Ahaang, Kah, Mahamahaag, Mahauh, Porshaprahelikaang and Shirshaprahelika. (Gatha 14-71)
The reason for the difference in the names mentioned in the Anuyogadwarsutra and Jyotishkaranda has been explained in the Kalalokaprakash as follows - 'Anuyogadwar, Jambudvipapraapti etc. are followed by the Mathura recitation and Jyotishkaranda etc. are followed by the Valmi recitation, hence the difference in both.
The Digambar text Tattvarthrajavartika has given the names Purvaag, Purva, Nayutaang, Nayut, Kumudaang, Kumud, Paang, Pan, Nalinaang, Nalin, Kamalaang, Kamal, Tutyang Tutm, Attatang, Attat, Amamaang Amaam, Huhu Ang, Huhu, Latang, Latā, Mahalatā etc. All these names are formed by multiplying 84 lakh by 84 lakh. In this method of multiplication, the Shwetambar and Digambar texts are of one opinion. 1 Anuyogawar Sutra 137