122 SECULAR VARIATIONS OF THE ELEMENTS OF 



r> c i nn 11 ctn.) T. . TV t I 1 1 K(\ iD^ATI A .1 



(433) 



= {0+32.71670 j&; # = 10+17.6040547 J6; ) 

 B"=\g-\- 13. 230 123 \b- j 



C = J0+22.521994 1 [9.4381 189]^'; 



c'= j0+i7.63406io[9.ii38076]&' ; 



(7"=+[0.4188569]6'; 

 <7"=+[0.4623513]&'; 



E = [9.9807377J&"; 

 E'= { 0+22.7962912 j [8.9723624]i" ; 

 ^"=10+17.58153441 [9.7501125]6"; 

 E'"= [1.0016537J6"; 



F =+[8.1679376]6'"; 

 F' = [9.1453586]6'" ; 



F'"= I 0+35.542391 } [9.6907241JZT; 



!; B t =\g+ 0.7124549 \\; \ 

 B z = 1^+18.8176481 16, ; j 



Ci= 1^+4. 1329899 } [9.5433087]6 2 ; 

 O 2 = \g-\-0. 7307288 } [9.43497 ll]i a ; 

 (7 8 =+[0.8644527]J 2 ; 

 (7 4 =+[0.8654649]& 2 ; 



E,= [8.331 7448]& 3 ; 



(434) 



(435) 



(436) 



(437) 



(438) 



(439) 



(440) 



E 4 = [0.9647509]& 3 ; 



Jl=+[7.7244692]6 4 ; 

 ^=[0.3564628]^; 

 J?;=[0+2.7805489j[1.5514854]& 4 ; 

 FI= [0+45.763620 \ [9.4626364]6 4 ; 



^+47.9507108.0 8 +787.5462101.0 2 ) 

 +5098.436146.0 +11226.89493 j " 



9 4 +29.5230351.0 8 +95.0839594. r / 2 

 +51.156083.0 + 0.531357 



The values of J, &', i", and b'" are given by equations (405) ; and the values of 

 ^> &2 b a , and 5 4 are given by equations (406), by merely multiplying the coefficients 

 oftf'by 1+^=1.05. 



If we put equations (441) and (442) equal to nothing, they will give 

 g= 5".1965445, g<= 0".0105949, 



ff,= 6 .6295555, g,= .6629993, 



^=17.4583971, ^ 6 = 2 .9169649, 



9 t= 18 .6662138, g->= 25 .9324761. 



