108 



SECULAR VARIATIONS OP THE ELEMENTS OP 



_ J 

 " 



r [9~.46~26364]AA [1-5514854]^ 3 A' 

 [9.9546226]ZX/ [0.2789339]0/ ~ 

 = I [9.3015115]Z>/"-[0.0792616]/)'/" 1 JL 

 = | [8.9337058] /' r [0.0357672]D'/' r 1 JL 



[0.5477106] A/i -[0.6560482]A/ 2 } ~n 



(382) 



; (383) 



= [8.0240547] A/4 - [0.004566 1]> 3 / 3 

 = [7.9147050]Z) 2 /5 -[0.0035540]^^ 



). (384) 



If we repeat and number the formulae which we have computed, we shall have 

 the following 



Fundamental Equations for the adopted masses. 



A =0+38.0686261.0r+181.867616 ; 

 A=g*+ 23.1730000.^+ 98.3267843; 



72.8326477 ; 



3.4080144.0+ 60.3272452; 

 8.981445 ; 

 9.878552; 



D =^ 2 +44.5049918.^+588.053871 ; 

 .9985959 .(7+604 .943861 ; 



32.948353; 

 g =^+ 3.4291782.^+ 1.69251890; 



6; ) 



; j 



C =^+22.255439 1 [9.4381189J&'; 

 C"= j^+17.6099001|[9.1138076]i' ; 

 C rff =+[0.3976676]&'; 

 C""=-i-[0.4411620]&'; 



E = [9.98()7377]i ff ; 



E' =^+22.2495521 [8.9723624]i w ; 



E" -\\ 7+17.5573735 \ [9. 



E'"= [1.0016537]&"; 



(385) 

 (386) 

 (387) 

 (388) 

 (389) 

 (390) 



(391) 

 (392) 

 (393) 

 (394) 

 (395) 

 (396) 



(397) 



(398) 



(399) 



