called Dhr'uw0-ऽddhara and) is to be used for deriving the several 2Zero-corrections (Dhru।va.s) to be used for calculations which will be emunciated below . The first Dlrt14 (is to be calculated) using this quotient itself (4grim10plhald) , while the further cight (Dltruvaऽ) are to be derived from this Dhruva reduced increasingly by 1 (M100n-Sentence-Numbers) 29 7. Divide the remainder (in the division in 5) by 6845 (5iwordnta ) The quotient obtained will be the first Moon-Sentence-Number (Yakyasaikhya).1 The further (eight Sentence-numbers can be obtained) in the same mammer from the division by 6842 (5ivadura) of the successive remainders to which 1,88,611 (paryaptalrday0) has been added . (Zero-M0ments) 8. Subtract (each of the mine) remainders (obtained in 7) from 6845 (5iy0dt0). Multiply the (mine) balances by 12 (priya) and divide by 1369 (d}}rtalaya). The ( Imine) results obtained will be in 14liks and are (to be called) Zero-Morments (Dhruvakald-s)." (Zer0-Corrections) 9. At the end of 5105 (71am10/ka710) (cycles) of the first (D/hiruva ऽadlu710, wi८., the Agrim10plala of 5-6), the Zero-correction, beginning with minutes, is 5-249-27' (softworyan rai710}}). For each increase of 1. Rationale : "Thc remainder (of the division in 5) is, in fact, the number of days in the current anormalistic cycle multiplied by 6845 (४iwadata) ; hence the division of this remainder by 6845 to get days. It may be noted here that since 188611 the further 17ak५८s०१ill yds will successively 68-45 increase by 27 or 28. 6845 - 1तduka.
