Berechnung der allgemeinen Storungen benachbarter Planeten. 207 



XXVIII. G ,J-n+r.-n+s)- (112) (113) 









?<( = 



i 



2 



3 



4 



5 



— — 



6 



7 



, G . (n.-n) 







I . I 66048 



0.798 1 90 



1 .506096,, 



1 



304736,, 



1.064035,, 



0.80358,, 



o-53 I2 7t, 



0.25113. 



G< (,(n + 1.— 



*v 





I.383378- 



o-7753 'n 



1.309249,, 



1 



252976,, 



••13534371 



0-9753 8 ,, 



0.78665,, 



0-577557. 1 



Glo^-I.* 







h-73°538 n ] 



1.648657,, 



2.151607 



2 



1 4o 1 /V 



2:034687 



1. 873013 



1. 680614 



1.467658 



6-' .i(«. — )!i 



-1) 





i-73°53 8 



1.277893 



i-55°375 



1 



60 1 649 



1.52S818 



1. 391930 



1.216875 



1 .016682 



Go.i{n. — n- 



-1) 





x -73 538 



1 -644396 



2 -3444°5" 



2 



305554" 



2.1 80779 " 



2.0I 1 O 5 4 n 



1 Q T n A C O 

 1 .0 I j^CO 



1 -39°9o ■ 7, 



G-2. 'n + 2.- 



•») 





1. 317990 



0.7409 1 



0.83758. 







■98332« 



0.97419,, 



O.89S28,, 



0.78081,, 



0.63402,, 



Go.dn.-n) 





1.956669 



1.623598 



1 981866 



2 



■'56563 



2.1 736 18 



2-I09355 



1.995800 



1. 849145 



n fit 9 



K) 





¥ C A n P. I 

 I .64328 I 



2.00^323 



. s - 6 6 1 



2 



.6649 1 o„ 



2.6S41 £ 



2.622470^ 



2-5 1 1 5°5" 



-5 in 1 ! inn 



2.30 / 199. 



G M f»+l.- 



-W + 



1) 



2.1 23470,, 



1.630471,, 



0.68048 



1 



.390801 



I.50l662 



I.487832 



1.408976 



1.288359 



fiWw-l.- 



-W-r 



1) 



2 3 10855,, 



2.147268,, 



2.247 2 20„ 



2 



■4337 2 5« 



2-485537n 



2.44S258„ 



2.354677" 



2.223 ' 2 7« 





-77.- 



1) 



I 986935,, 



1.65831. 



2.342642,, 



2 



■387943" 



2.354183,, 



2.265292„ 



2.138016,, 



1.98293,, 



- G u (n-1.- 



-W- 



1) 



2.380976,, 



2 530850. 



3.O08332 



3 



. 1 64027 



3. 1 66264 



3.O92792 



2.973244 



2.822463 



Gu.i{n. — n J 



-2) 





2.283087 



1.83 1692 



I-037653 







-9 2 937« 



!-346933« 



1.437483,, 



1-413959" 



1.327663,, 



Go.iin.-n) 







2.227 1 9 1 



2.067792 



2-55I789 



2 



.685061 



2.699970 



2.638656 



2.529979 



2.387948 



Go 3 {n.—n- 



-2) 





2.2830S5 



2.352962 



3.O2I987,, 



3 



.108519,, 



3-°779 8l 7, 



2.98481 7„ 



2-8519937. 



2.69 1 62 i„ 



G 0Q (n+l.- 





i-55 3 i3 



1.666047. 



I-78I393" 



1 



■ 7°97°o« 



1.566883. 



1-385557* 



1-1798517, 



°-957 2 5ti 



G Jn-i.- 



n — 





2.030782 



1 2. 2 2 7 1 9 1 



1. 8l I I IO 



1.250176 



8.807 



0.68984,, 



0.70580,, 



o.59i78 n 



G . (n+l.- 



72 — 



1)+* 



*-55 3'3» 



j 1.666047 



I-78I393 



1 



.709700 



1.566883 



'•385557 



r.179851 



o-957 2 5 



G .o(n— L- 



n + 





2.030782,, 



1 2.227191,, 



i . 8 1 1 1 1 „ 



1 



■2501 76,, 



8.807,, 



0.68984 



0.70580 



59178 



XXVUIa. G i jjn+r.-h+s)+g 0:p ^n+r.-n+sy, (117) (144) 





n = o 



1 



2 



3 



4 



5 



6 



G u . (n.-n)+g 







i-55445» 



* 



34784" 



1.85130 



1.78368 



1.63842 



1-45364 



1.24450 



GiJn + \. — n)+g 

 Gi. (n-l.-n)+g 







1.88445 

 [2.171238] 



1 



2 



•53410 

 .256929 



1. 58185 

 2.521708,, 



1 .6444 1 

 2.648844. 



1.64 1 9S 



2.628003,, 



1.57426 

 2-5375637, 



1.46046 

 2.405278. 



G .i(n.—n + l)+g 

 G 0A {n.-n-\)+g 







2.12998,, 



2.24357n 



2 



•86727. 

 .25478,, 



i-93'53» 

 2.71956 



2.06791. 

 2.80662 



2.08761,, 

 2.771 1 2 



2.02859. 

 2.67303 



1.9191-6, 

 2.53585 



G2, {n.-n)+g 

 G 2 . in-2.-n)+g 







2.540948, 









3.2361 26 









Gn(n—l.—n + l)+g 

 G U \(n—l.—n — l)+g 







2 



770456 



3-444345" 











&oj>(n.-n)+g 

 G ,2{n. — ?i—2)+g 







2-75 775°" 



3 



°339 6 3" 













G . (n-l.-n-l). 

 G .o(n-l.-n+l)- 



S-i 



9 

 9 





2 



757751 



2 -534332 n 











\ 



