== 439 == 



Limae 15°. i^. ^C^, «;; Latitudo per ■+• 10'''' coxYed.a. 37''. 49^'',.!; 

 Paiallaxis in Longitudinem — 42''. 51^^, 7 ia Latitudinem 

 32^. 11''^, 5; I Diameter Lunae apparens zz: 897'''', 8, unde 

 Latitudo Lunae appaiens 5 . 36, i ziz 336^^^, i; fumma femi- 

 diametrorum per — S''^ 5 correfla — 1854^2; ParalLixis 

 altitudinis —3216^'', 3 angulus a circulo Latitudinis et 

 verticali comprehenfus 52°. 54^ 26^^. Ex triangulo igitur 

 3 O B habebimus 



/^B zi: 2, 5287882 ^OB=: 10^30'. o'' 



/^0= 3, 2681566 O^B^79. 30 o 



/fin. 3 O B — 9, 2606316 zLTT — 52. 54. 2<S 



3 OBrr 10°. 30". o^^ 0^011=26.35.24. 



Triangulum reflangulum O 3 O dabit 



/30 = '^, 2681566 /30 = 3,2681565 



/fin. O^ O == f , 65C9350 /cof. 030 = 9, 9514399 



^00=12,9190916 /2)0=3*2195965 



^ L = 3, 6S79123 30=1658,05 



Itang. OLo = 9, 2311793 L 3 = 3216, 3 



GLo = 9°. 30^. 50^'' L 0=4874* 35 



Denique triangulum L O O dat 



^00=2,9190916 L 0=4944^ 5 



/fin. OLo = 9i - = 45^682 ^0=2693, 2 



/Lo= 3, 6941234 Lo + Mo = 7637,7 

 LO = 4944^'', 5 LO — MO=225i,3 



/L0 4-Mo = 3, 8829626 

 /Lo--Mo = 3, 3524334 



7? 2353960 JLO 



