Berechnung der allgemeinen Storungen benachbarter Planeten. 201 



XXII. ar^(f, g'}', (90) (91) 





11 = o 



1 



I 



2 



3 



4 



5 



6 



7 



1 Qo.O 



n.—n] 







1. 166048 



I 



.191187 



1.6 1 2 247 



i-379 1 74 



1 



.121592 



0.850569 



0.571020 



0-285573 



Qi.o 



n+h- 



-n] 





1.592318,, 



I 



.610407,, 



1.326358,, 



i-038755« 



0.747802,, 



0.45401 7,, 



o.i5787 i« 



9-85975« 



Quo 



n-l.~ 



-It] 





i-59 2 3 l8 « 



I 



•856350,, 



2.267 1 68„ 



2. 1 89 1 8o„ 



2.047053,, 



1-867655,, 



'•663959,, 



i-443i87« 



Qo.\[n.-n 4 



■1] 





i-73o538 



I 



.6 10407 



1.295527,, 



1.567638,, 



1 



.532728^ 



1.4067 1 7,, 



'•235°7 6 « 



1. 035686,, 



Qo.l 



n. — ii- 



-1] 





I-730S38 



2 



.0 1 2409 



2-488333 



2.398566 



2.249437 



2.065447 



1-858513 



1 - 6 35339 



Q-2.0 



ii + 2.- 



-n) 





1.6556^0 



I 



.660562 



1 .36600 1 



1. 070-267 



°-773 I 73 



0.474420 



0. 1 74240 



9.87279 



Q-2.0 



n.-n] 







1.956669 



2 



.197441 



1. 693381 



'•237797 







56816 



0.01502,, 



0.32158,, 



c. 27460,, 



Q2.0 



ii'-2.- 



■n) 





i-655 6 39 



2.T54884 



2.548670 



2.639985 



2 



624447 



2.544590 



2.422498 



2.270725 



01.1 



~n+\.- 



-n + 



1] 



2.227191,, 



2.1 2 I 600,, 



1.667030,, 



1.099833,, 



9 



8281 1„ 



0.4 1 0087 



0.44 1 90 



0-3 2 795 



Qui 



[n-L- 



11 + 



1] 



2.227191,, 



2-33 OI 4o„ 



1. 51240 



2.3204 1 2 



2 



434747 



2.4 1 1074 



2.320044 



2.187856 



Qui 



n + 1,- 



-11- 



1] 



2 . 2 2 7 I 9 T „ 



2 



47°437» 



2-33458i n 



2.15 7 7 ! 4« 



1 



955 '77™ 



i-7349 6 5« 



1.50 1 8o6„ 



'•258750" 



Qui 



n-1.- 



11- 



1] 



2 . 2 2 7 I 9 I „ 



2 



700023,, 



3.160604,, 



3.216417,, 



3 



i79257« 



3.085278,, 



2-9533 2 9« 



2.794310,, 



Qo.2 



n.-u + 2] 





2.283085 



2 



1 306 1 



1.647662 



i-3753°2 



1 



4281 10 



1 .465 260 



1 .430900 



I-341947 



QoM 



n.-n] 







2.2 2 7 I 9 I 



2 



■349433 



2.372603,, 



2.666 1 8 I „ 



2 



7 1 ' 258„ 



2.659069,, 



2 -55 2 34 2 « 



2.410160,2 



Qo.*\ 



7i. — n - 



■2] 





2.283085 



2 



699046 



3-205831 



3.220977 



3 



158-87 



3 046865 



2.90247 2 



2.734109 



Qo.o[ 



n + 1 . - 



n + 





I-853855 



2 



227 191 



2.1 04900 



I.938674 



1 



744235 



1.530287 



1.302089 



1. 063041 



Qo.o 



n—1.- 



n— 



!]-• 



I.853855 



2 



227 191 



2. 1 04900 



I.938674 



1 



744235 



1 5302S7 



1.302089 



1.063041 



Qo.o\ 



n+1.- 



n- 





I-8S3855*. 



2 



227191,, 



2. 1 04900,, 



I-938674« 



1 . 



744235» 



1-530287,, 



1.30 2089A 



1.063041,, 



Qo.o\ 



n-1.- 



ii + 



i]_,v 



1-853855" 



2 



227191,, 



2 104900,, 



1.938674,, 



1 . 



744235» 



'•530287,, 



1 .302089,, 



1. 063041,, 



XXIIa. ar^-( f , r/); (90) (91) (117) 

 3/' 





11 = 



1 



2 



3 



4 



5 



6 



Qo.o[n.-n] 



i-554447« 



1 .680259,, 



1.982419,, 



1.85 2089,, 



r-67973 1 " 



T. 480744,, 



1-263354,, 



Quo\n+\.-n] 

 Qudn-l.-n] 



2.05 1 1 00 

 2.05 1 1 00 



2.154049 

 2.377233 



1 .942040 

 2.6736 1 



1.717031 

 2.68028 1 



1.48 ( 284 

 2.6 1 5902 



I.236784 

 2.504828 



0.9851 1 

 2.361 195 



%,i[n.-ii + l] 

 Qo.i[n.-n-\\ 



2.171235" 

 2.1 7 ' 2 37" 



2-154049™ 

 2 -5 2 3932« 



0.93077 

 2.880663,, 



1. 954961 

 2. 882800,, 



2-053893 

 2-814329,, 



2.0I 6009 

 2.70OO73,, 



1- 91396 



2- 5541 1 7« 



Q2.0in.-n] 

 Qi.o[n-2'.-7i] 



2.540947,, 







3.160430,, 









Q ui [n-l.-n-l] 





2.92 1897 



3-599312 











Qo.i[n.-n] 

 Qo.2tn.-n-2] 



2-75775°" 



3-23i938 n 













Q .o[n-L.-n-l]_ 

 Qo.o[n-l.-n +l]_8 





2 -75775i 



2.689303,, 











Nova Acta Reg. Soc. Sc. Ups. Ser. III. 26 



