+ 1 11 
263 
&)'<>(■& 
Caf ï. 2 = 104. 45. 37, 67» 
Adhibitis finubus arcuum multiplorum cum de- 
bitis (ignis, prodic v = z — 8 1600', 21 — 5 289' , 40 
4 - *354 ) 5 2 + 326", 7 ^ “ 24", 17 — 19, 86 = z 
— 85252", 36 = 104.45.37,67 — (23, 40. 52, 36) 
= 81. 4. 45, 31. Sed esfe deberet v = 8^4.48^65 
ergo error = — 0.0. 2", 85. 
Caf. 2. z — 90. o. o. 
v — z — 84384" 96 « + 1892,00 * — 86", 66 # 
= z — 82 579", 62 = 90 0 — (22. 56. 19, 62) = 67. 
3. 40, 38* Sed esfe deberet v — 67. 3. 49, 13; 
ergo error = — o. o. 8 ^ 75. 
Caf. 3. 2 = 113. 23. 47, 90. 
Hic invenitur v = % — 77446", 66 — 7824'', 35 
641", 21 4- 380", 29 .4- 39" 32 — 12", 67 = z 
84222", 86 = 113. 23. 47, 90 — (23. 23.42, 86) 
90. o. 5", 04. Sed esfe deberet v = 90. o. o^ 
ergo error = ~' r o. o. 5", 04. 
§• h. 
Ut autem tres hi cafus fecundum Formulam 
§:phi 7 fupputentur, coëfficientes ejusdem in orbi- 
ta Mercurii conflantes primum inveniendae funt, 
id quod, ope Tabelîæ in §. 9. & datarum in initio 
§, antec. quantitatum, facile fit; quo fa£to habetur: 
y = z 4 * 911", do. Sin. z 4- 213 5" 37. Sin. 22; 
— 284', 80. Sin. 32; 4- 54'', 56. Sin. 4z 
— n // ,44. Sin. 5 z 4 - ^,46. Sin, 62; 
ubi 
