Berechnung der allgemeinen Storungen benachbarter Planeten. 211 



XXXIII. B^n+r.—n+s); (233) 





11 = o I 



1 



2 



3 



4 



5 



6 



7 



B .o(n.-n) 







1.848577 



2.5 i6o88„ 



1.78769,, 



1.29380, 



0.8654,, 



0.4677, 



0.0879,, 



B^n + l.—n) 

 Bx.oin-l.-n) 





1.087348 

 1.087348,, 



2.056762 

 0.9239,, 



1 . z, 6 1 6 % 

 2.92756,, 



0.6601 

 1-84415, 



0.28^8,, 

 2.673829 



0.3 8 20,, 

 2.181338 



0.2-301., 



1.79237 



0.0282, 

 1-4395 2 



B 0A (n. — u + 1) 

 Bo.i(n.— n— 1) 





1.60560 

 1 .60560, 



0.9769,, 

 2.321 143 



1.99649 

 2043455 



1.86576 

 2-99°S33» 



1.62886 

 2-524563^ 



1-36353 

 2.152010, 



I.O85O4 



1.8 1028, 



0.7989 

 1.48228,, 



B<>.o{n + 2. — n) 

 Bi.o(n.—n) 

 Z?2.o(m — 2. — m) 





i.88445„ 

 1.88445 



1.69093,, 

 2.90065 7 

 2.629475 



0.5686, 



2656536,, 



3.167238 



0.0488' 

 1.63657 

 [3.257819] 



9.8725 



[.91965 



3-654549 



8.41 16 

 1 .83006 

 3-543485, 



9-4954/. 

 1 .66400 

 2.925984,, 



9-571 1// 

 1.46310 

 2.54038, 



B y .i{n+l.—n+l) 

 B lA (n-l.-h+ 1 ) 

 B 1A (n+l.-n-l) 

 B K i(n—\.—n—l) 





2.89 1 1 1 

 2.744689 

 2.744690,, 

 2.89 1 10 1 „ 



2.41 1567 



[2-097535 ] 



3--' 52363 

 2.75871 1 



i-5°59 2 

 2.8482 1 9 

 2.29795 1 

 [3.700742,] 



0.5802 

 3.271819,, 



i-5 62 53» 

 4.197922,, 



0.6797 

 2.874158, 

 1.903 1 8„ 

 4.I34336 



0.8081 

 2.614683,, 

 T.84768,, 

 3-544764 



0.7812 

 2.369188, 

 1.70200, 

 3.177602 



0.67 1 6 

 2.12197, 

 i-5 1448, 

 2.86241 



B 0/ >(n.-n + 2) 



B _ 2 {n.-n) 



B . 2 (n.-n-2) 





2.663298 

 2.663296 



2.803449,, 

 2.461550 

 [2.739863] 



I-9 1 !43« 

 3-367567 

 4.127909 



1.49496,, 

 3.096947 

 4.1 23240,, 



i-437 2 3« 

 2.892592 



3-5 6 545°* 



I-3 6 3 8 4n 



2.678544 

 3.2182 1 2, 



l-23574n 

 2.451784 

 2.916673, 



1.06790, 

 2.21 424 

 2.63040, 



B _ (n+ 1.— n+l) + a 

 Bo.u{n-\-.—n—Y)-is 

 B . Q (n + l.— n— l)_j_cf 

 B . Q (n — 1. — re + 





2 -5 2 795S» 

 2-5 2 7955 

 2.478178,, 

 2.478178 



2.566271,, 

 2.607401,, 

 3 °53 6 79 



2.236962,, 

 [2.097536] 

 2.469736 

 2.7 25008,, 



1.92719, 

 2.659858 

 2.082678 

 2.6769 1 2 



1.62235, 

 2.522170,, 

 1.73927 

 2.045096 



1. 31876, 



i-85i73« 

 1. 41 236 

 1.62624 



1-015 19, 

 1.41029, 

 1. 09314 

 1-25975 



O.7I I 2„ 

 I.02895, 

 O.7779 

 n n t c 1 



xxxiii a. i?,. p . s 



(n+f.—n+s) — b \ p . q 



(n+r.-n+s); (233) (252) 









n = o 



1 



2 



3 



4 



5 



6 





B„.o(n.—n)—b 







2.23519,, 



3.19844 



2.43899 



1.98769 



1. 60701 



1-2551 1 





Bi.o(n + l.—ri) — b 

 B UQ {n—l.—n)—b 





i-5 8 343» 

 I-58343 



2.629569,, 

 1.86538, 



2- 517423,, 



3- 5 t 7548 



1.82626, 

 2.4662 7 



o-93 8 4» 

 3.496631,, 



0.7572 

 2.98935* 



0.8676 

 2.622 16, 





B 01 {)i.-n + l)-b 

 B 0A (;a.—n—l)—b 





2-08393, 

 2.08393 



1.56620 

 2.90707,, 



2.281 28, 

 2-57131* 



2.39007,, 

 3-75972 



2-25346, 

 3.27900 



2.06043, 

 2.93209 



1.84083, 

 2.62479 





B 2 . {n.-n)-b 

 B 2 . {n-2.-n)-b 











[3.658920,] 











5,,(n-l.-M + l)-6 

 5 M (n-l.-n-l)-6 







[2.626315] 



[3-940934] 













B s{n. — ri) — b 

 B ^{n.-n — 2)-b 







[2.844869,,] 















B . {n-l.-n-l)^a- 

 B . {n-l.-n + l)-8- 



b 



■b 







[2.226159,,] 













