128 



SECULAR VARIATIONS OP THE ELEMENTS OF 



The solutions of equations (443-454) will now give the following values: 



For the root g, we get, 



#=—5". 170230, 



N' =+0.1213375iV log. 9.0839952, 



N" =+0.0874828iV " 8.9419226, 



N'" =+0.01800280^ " 8.2553402, 



N IV =— 0.0002097093iV " 6.3216176rc, 



N* =_ 0.0002676246iV " 6.4275260«, 



j\r F/ =+0.0002299092iV " 6.3615564, 



iy FJ =+0.00000665906iV " 4.8234126. 



For the root g x , we get, 



#!=— 6".631323, 

 N{ =— 0.2725 185iVi 

 N{' =—0.2210735^ 

 N{" =—0.04781081^ 

 N/ v =+0.000340372^ 

 iV/ =+0.000482200^ 

 N™ =— 0.0002467402i^ 

 ^'=—0.0000150588^ 



For the root g 2 , we get, 



g. 2 =— 17".5137898, 

 N 2 ' =— 5.562224# 2 

 N 2 " =+ 4.103496^ 

 NJ' =+38.24098iV 2 

 N 2 ir =— 0.001733292iV 2 

 N 2 r =— 0.01569197iV 2 

 2V 2 y/ =+ 0.001509355iV 2 

 iV 2 r7/ =+ 0.0001737467iV 2 



For the root g 3 , we get, 



g 3 =— 18".667944, 

 N 3 ' =—6.186960.^ 

 N 3 " =+6.338887^ 

 Nf =— 8.476533^ 

 N 3 Ir =—0.00004491846^ 8 

 N 3 T =—0.0007949226^ 

 N/ 1 =+0.00006740752^ 

 ^"=+0.00000774975^ 



For the root g±, we get, 

 <7 4 =0", and 



log. 9.4353960n, 



" 9.3445366/1, 



" 8.6795260?*, 



" 6.5319537, 



" 6.6832273, 



" 6.3922400n, 



" 5.1777901w. 



log. 0.7452485n, 



" 0.6131540, 



" 1.5825290, 



« 7.2388717m, 



" 8.1956776?i, 



" 7.1787913, 



" 6.2399165. 



log. 0.7914773n, 



" 0.8020130, • 



" 0.9282183n, 



" 5.6524248«, 



" 6.9003248™, 



« 5.8287083, 



« 4.8892878. 



