444 CALCVLVS OBSERV. TRANSITVS 



Pofito sOi^irsO?^-;» 



Log. sz:: 3.0017377 Log. j- ^z^.oo^i^srT 



L.cof.^O?rr9. 9545 184 L.fin.sO?^ 9.63819^9 



L. O R— 2.95625^1 L. cot. O s -=9^57737 



OR = 904"=i: 15' L. u =::i.8057o83 



z^ =: Si°. 25' Ci3=:<J3", I wz=:i' 



O? ^y^: 25°. 47/ 



L.fin.2;?i=:9.995io84 L. ^ ^ 0.3949551 



L. |=:o.39984<^7 L.fin.O^-y^^.^^SS^^S? 



L. ^ =:"^495 5i L. ^-Ji —0.03341 3<^ 



L.cofO^-y^^. 9544574 L, J =1:3.0017377 



L. ^z=:o. 2^9^12$ L.T.^O-y^-S. 031^759 

 ? (0= 2. 2357. 'TT ^Ov=z s¥ 



Hinc Oi^=:ioo4,o-2,23()7.7r AOi^— 28°.5'. 



Tab. V. jvjunc particula i^X pniebet decrcmentum 0.8822. r 

 ^^^' ^^'eti;Y augmentum o 4707.^, vndc diftantia cen- 



trorum correda 



100^,01-2, 23S-j.ii~o.Sii22.x+o^^joj-j-9'76.o-\-l»^ 



vnde oritur 



{j.=i:28,oi- 2, 2357. TT-o. 8822. .V 4-0. 4707-/^ 



at fupra inueneramus 



[kzzoj 40 — 0, 5493. TT- o. 09CO. A'+o. <Jo32. y 



quorum valorum difFerentiu dat hanc aequationem 



o — 



