Numerus constans nutationis. 



157 



Ad integrationem membrorum periodicorum, quantitatibua m/, //, p/, 

 m, , p, et ^, occurrentibus in coefficientibus quantitatis i, hos tribui valores 

 numericos: 



m/ - 83,99685 



// — — 0,33782 

 p/ — 0,70994 

 m, = 6,28308 

 p, = 0,00005 



I 0,0002* 



(Unitas temporis t est annus Julianus.) 



Hac via accepi: 



Q ■^'^JÉ^£^±zEL { 0, [ 0,26563 Gos Q Gos A 



— 0,005936 Gos2q Sin A 

 -f 0,005878 Gos2CSinA 



+ 0,000522 Gos (2 C — Q ) Gos h 



— 0,000192 Gos(25 -QjGosA 

 -h 0,000753 Gos(3 C —/''jSinA 



— 0,000330 Gos(C H- /'OSinA 



— 0,000090 Gos (C-l- Q —O^os A 

 -I- 0,000088 Gos(C - Q — r')GosA 



— 0,000030 Gos ( C — Q -f/'') Gos A 



— 0,000068 Gos(2r'— Q )GosA 



-f 0,000150 Gos (3 C—2^-t-r')Sin A 



— 0,000056 Gos2/"SinA 



_ 0,000073 Gos ( C + 2 5— r') Sin A 

 + 0,000081 Gos(4. C — 2r')SinA 

 -f 0,000094. Gos(4 C — 25)SinA 



Mém. yi Série Se. math, et phys. T. III. '21 



