The Universal System of Astronomy

Siddhānta-
Sārvabhauma
9
0
Sa

One should obtain that very value 7 in two ways as the residual; by nine... 688... due to being filled by the "flavors" The word 'rasa' represents the number 6 etc., 6725. 9 in order.
By the "white" (1), nine, eight, "Ramas" (3), "mountains" (7), and "flavors" (6), 66389. Zero, zero, void, sky, void, "mountains" (7), "void," "sun" (12), "mountains" (7), and "flavors" (6), 64800000. Son 9 8.
The elapsed intercalary months adhimāsa: extra lunar months added every few years to align the lunar calendar with the solar year, the days of the elapsed intercalary months, and the measure of lunar days—these are determined sequentially. By their own nature, or by various methods, many...
these are the elapsed lunar weekdays 9. From these, the stated residual of omitted days avama-śeṣa: the fractional remainder of 'lost' days when converting lunar time to solar time is divided by the numbers: zero, zero, void, zero, void, and "arrows" (5), 540000.
By the "faith," "mountains" (7), "void" (0), "worlds" (1), and twice "three," "Vedas" (4), "sky" (0), "twins" (2), "mountains" (7), "fire" (3), and "moon" (1), these are 8172.
647339 713 10. In the calculation of the solar fraction results, that which is multiplied by the earth and the movement of the circles, 1228.
167. Multiplied by the previously mentioned divisor, the stated residual of omitted days with its fractional parts is obtained. 11. The elapsed intercalary months, subtracted or added,
is the lunar measure indeed established previously. By the "principles" (24) and "mountains" (7), 3600. The results obtained are the Sun original: "arkaḥ", being the residual of the elapsed intercalary months. 12.
Multiplied and multiplied again, the lunar era's months, along with the fractional parts of the intercalary months, these two, subtracted or added to their own result, are equal to the previous values as before. 13. If the day-count ahargaṇa: the total number of civil days elapsed from a fixed epoch, like the start of the Kali Yuga is sought for a desired weekday,
one should add or subtract one to the residual of omitted days. If it is joined with or subtracted from the era's omitted days, then from the sum of the sun's days etc. 14.
It becomes the residual of omitted days for the desired day, divided by the era. Here... 15.
By the "mountains" (7), "men," "Ramas" (3), "fear," "twins" (2), "fire" (3), and "void" (0), 51220360. And there, zero, void, "mountains" (7), void, sky, and "twins" (2)... 8400150020.
Having obtained the elapsed lunar days original: "gatendvaho" and dividing it by its own, many elapsed lunar weekdays are given. 16.
The elapsed lunar days, multiplied by the era's intercalary days and divided by the era's lunar days, gives the elapsed lunar days; the sun should be subtracted, together with the fractions. 17. By the musical notes (7), Ramas (3), and principles (24)... the elapsed lunar days multiplied by the sun...

Rama
19