VENERIS 1»EK SOXEM. :42S 



Hinc fit angulus O ? i? =: 2^°. £6' + f w et 

 calculus ita fe habet 



Log. j rr 2,9859325 Log. s =12,98553^5 



JL. cof. J2t G ? =:: P p52(J 1 7 2 , L. fi n. 2: Q?— 5^. 5Pi^5 3 57 



L. 0^—2.94854-97 L-cot, 0^=10.1 147580 



R — 888^' " I 5' L. 0) ~2.5p92 252 



Os-=:37'. 31 ' w^ foo-ct ^(azzzti' 



? s — 37°. 1F ' '5; Q •?,=;. 2.3,, 2<5 



G'? V — 23-. 3-8^ 



L. fin. s ? —9 7821324 L. -^::i:o.i8i979i 



E.(|-- I )= 0.3 9984(^7 L. fin.G?i'"9<Jo3Qi<J5 



' L.-^^zzo.i^i^^^i Lvf -9.784-9957 



L.'coCQ?1' = 9.9^ 195^9 L. -y u 3:o.7S49957 



L. i-i!L — 0.1439360 L. X =2.9859325 



Ergo ? 00 =: 1.3930,71 L.tang. ^Gi^zi^-^P^o^J^^ 

 ct Qv^^^JS, I ^Ov— o^ 21' 



-1,3930. TT BG ? = 47. 17 



vnde colligitur augmentum tx vX oriundum =:o, 

 5828. ;i: -4-0, 0455.^, at augmentum e% vY ortum .^^j^ ^^ 

 = o? ^^o^-JV + o, 0073. ex quo diftantia centrorum pig. 19. 

 correda fiet 



9<58, 1 — r, 3930, 7r.4- o, 6828. x -V- o,.7305. y 

 •0.0528^, quae quum ob contadum externum ae- 

 Tom.XIV.Nou.Comm.ParsU. Hlih quari 



