'bludios of Eclipses by the Edito 3928 Modn': true jaily motion PreceABion of the equinoxes ... Sum's declination Sun's scenaional foroncis Sun's day Bun's longitude at aquatorial Suriso Deduct he asce:Bional diferenc0 758 30' 65 1B Ib 55 1P 2,857 १ 2a 5; Romwindor Deduct correction to sun's equation of playe 18 long. It shrike or the latiture of Enloatta Moon's longitude, mc2n equatorial sunrise Deduct correction for sun's equation of play !4° 11' 3’ 27 Remainder Deduct correction for sun'8 |scenional differen:e 4y 52 1’ 5 Moom) 's long. at Bunrise at lcutta Title of true conjunction Sun's longitude at that time Moon's Mode's 29' 1B 1X 1 25 2] 25' 1” ° 42, 25 Determination of parallax in longitude Longitude of the orient = !iptic point Orent-sine Sun's l11 8Dglo east Orgido of 18c 1arilian ecliptic point Meridian gine Sit of ecli le 2em; distance SD४ of ecliptic altitude Divisor Longittle of the meridian ecliptic point 10 14 ५77‘‘2 898 + 11 * $() 32 " 287 28:7 ३42B 862 | l 50 3; " 4' 25° 62’ x0' 14' 4B 58 18 38 4* 53 Interval in longitude ['aral]ax in longitude nne of tr® conjunction Parallax in longitudb Tine of opperoot objunction 12 40 For bhis time the value of parallax is found out, and opeating the process for successive approximations, we have at the fourth approximation the following vals93 Orient ecliptic point Orient sine Meridian ecliptic poina Meridian sins Bine of aeliptic zonth distance 8ine of eclipli: altitude DiviBor ॐarala n longitude Tio of Arct onjun•tion paralln , in latitude for the middle of the eclipse Moon's j४itude 19 57' 808 2° 45 155•B 150 84547 800-25 J* •a4 () 12* 44 88 17 41"N
