Numerus constans nutationis. 



t59 



0,000056 Sin27''GosA 

 -f 0,000073 Sin(C +25— r')Gos/i 

 4-0,000079 Sin (2 C — 2 F') Gos h 

 -f 0,000070 Sin (2 C - 2 Q ) Gos h 

 _ 0 ,000068 Sin (2 5 — 2 Q ) Gos /i 



— 0,000081 Sin (îi-C -2r')GosA 



— 0,000094 Sin C —25)Gos A 



— 0,000035 Sin25GosA 



4- 0,000036 Sin (3 5—7^) Gos A 



■ +...] 



— 0,079576 (1 -tf:^)Sin25Gos A 

 4- 0,îi'7748i^:Sin(5— J)Gos^ 



— 0,18568 ESin(3 5— r)GosA 

 4- 0,07957 ESin + GosA 



— 0,33821 E^Sin Cosh 

 0,3 5 8 1 1 E» Sin (2 5 — 27) Gos A 



In his formulis, brevitatis causa, longitudines mediae Solis, Lunae, 

 perigaeorum et nodi lunaris, relatae ad aequinoctium médium cujusque 

 temporis, indicantur per 5, J^, 1' et Ç2 . In integratione primo loco 6 

 sumebatur constans et ipzzz^t. Accuratiora vero quantitatum O et W 

 prodeunt pretia, si in formulas has: 



dxfj — I (1 4- 1 -h 0,99212 <o) Gos^ 



4- 6). 0,08967 Gos {i;t-^L' -\-xijy-^ -^dt 



atque 



de — ^""^^^^ëf^^^ [ « . 0.08967 Sin (// < -f I' 4 xp) Cosâ • • • ) t// , 



