\ 



THEORIE DEB KLEINEN PLANETEN. ZWEITES KAPITEL. 



33 



(0) _ 



Iis 



A 



■^2-2-0 







1 T^'" — pT 



2 -^4-2.0 '^-^4.2-0 





^(23) 



123 



2 -^4-0.0 "-^4-0.0 







1 l-l-r'*_ 1 "T-l-I-0 



2-^2 











2 ^4.1.1 ^^4.1.1 





!£24 



2 ^4.0.0 ^^4.0.0 





= 



_ 1 "T-l-I-O 1 1 "J-i-o-i 

 2 -^e-o-i ' 2 ^6-0-l 





C = 



l~4-i-i-o_ i "T-l-O-I 

 2 -^2-l-0 2'-^2-l-0 





kr.' = 



^2.1.1 





i_ ■T-i-i-o_9'T-i 



2^4.1.1 -^^4.1.1 





2 ^4.0-0 ^^4-0-0 ^1 



225 = 



i~I-i-I-o_ 1 "T-l-O-I 

 2 ^2-0-1 2 ^2.0-1 



2g = 



2^6-1-0 2 ^6-1-0 223 ~" 224 



c = 



-^2-0-2 





2-^4-0-2 ^^4-0-2 



„(26) 



226 



2 ^4-0-0 '^^4-0-0 Hx 



2g = 



2^2-0-1 2 -^6-0-1 — iA-o-i +i-äg.;"/ 



= 2i+225 



„(0) _ 



■ ■^2.2-0 



„(0) ,4—9 



2si — ^4-1.1 



127 



2 "^4-2-0 2 -^-^0-2-0 ''-^4-2-0 



/7(1) 1 "T— 2-1-0 1 1 "T-2-1-0 1 T— 2 





_1 /jl-0 „(2) 



2 -^^2-0-0 Hl 



^(28) l^l.Q _A _ (4) 

 !l31 2 -^2-0-0 -^2-0-0 22 



- „(83) 



"27 



2 ■^4-0-0^^^-^4-0-0 Hl 



itSl 2 2-0-0 1 -'-^2-0-0 Ii 



S27 = 



1 "I+i-ro 1 "T+l-O-I 



2 2-1-0 2 2-1-0 



qI — i~I+i-i-o __i "T+l-O-I 



i31 2 0-0-1 2 0-0-1 



028 



■^2-l.I 



ISI 2 0-1-0 2 0-1-0 330 



= 



1 "T-2-1-0 1 "T-1-2-1-0 0 1^2 



2 ■^4-l-l 2 -^0-1-1 ''-^4-l-l 



232 •^-^4-0.2 



„(81) _ 



1u — 



_ 1 /( 1-0 ~(2) 



'2 '^2.0.0 — Ml 



f 1 ) 1 A —9 .1.0 1 -1 A -—9 1 ^ ■ ^TT*— 9 



ä32 2 ^6-0-2 ~ 2 -^2.0-2 1-^2-0-2 



„(34)^ 

 128 



2 ^4-0.oT^'^^4-0-0 Hl 



^(29) 1 /ll-O _ ^(4)' 



^132 2 ''-^a-O-O -^2-0-0 — Ii 





1 "J-f l-I-O _ 1 "T+l-O-I 

 2' ^2-0-1 2 ^2-0.1 



(35) _1 /jl-O 4_ J ^(4) 



^32 2^ -^2-0.0 ^2-0 0 22 





1 "J+l-I-O _ 1 'T+l-O-I 



2 ■'-^2-1-0 2 -^2.1-0 it27 



— 1 T+l-I-O _ 1 "T+l-O-I 1 



!iS2 2 -^0-0-1 2 ^0-0-1 ^£31 





"7-2 



■'^2-0-2 



^(0) "T-2 



Ü33 ^6-2-0 



C = 



1 ■T-2-l-0_ 1 "T+2-1-0 oT^2 



2 -'-^4-0-2 2 ■^0-0-2 '-'•^4-0-2 



283 2 ^4-2-0 +2^8-2-0 +-^^4-2- 



„(32) 



Ü29 



_i Jl-0 _^(2) 



2 -^2-0-0 Hl 



/v(27) 1 /jl-O 9 4 ri'*' 



?133 .2 -^4-0-0 ^^4-0-0 Hl 





~i ^4^0-0 + 2^4.0-0 = ""^1*' 



^(30) 1 /l 1-0 rt<2) 



^£33 2 -^2.0.0 Hl 





1 "T+l-I-O 1 "T-fl-O-I „I 



2 -^2-0-1 2 -^2.0-1 I28 



aI — jlT-i-i-oj- lT~*"'^ 



!l33 2 -^2.1-0 ~ 2 2-1-0 



ho — 



^4-2-0 



^(0) "7-2 



5lS4 -^6-1-1 



(/"' = 



i "^-2- 1-0 1 1 "7-2-1-0 _j_ T^2 "5/1-2 



2^2-2-0 ^■2^6-2-0 T ^2-2-0 «^-^6.2-0 



^(1) — 1 "7-2-1-0 1 1 "7-2-1-0 1 9~4-^ 



234 2 ^4-1-1 +2-^8-l.l ^^^i-l-l 



fl(27) 



MO 



2 -^-^2-0-0 ■'-^2-0-0 !l2 



^(33) 1 1-0 9 4 



234 2 ^4-0-0 ^^4-0-0 Hl 



0(33) _ 



"iso — 



1 Jl-0 1 J (4) 



2 2-0-0 1 -^2-0-0 ^12 



^(31) 1^1-0 = 



^34 2 -^2-0.0 Hl 



ii = 



1 T+l-I-O 1 "T+l-O-I 



2 ■'^O-l-O 2 -'-'■O-l-O 



fyl l~4-l-l-0 \l~4-T.-0-l 



^34 2 ^2-0.1 ~ 2 ^2.0-1 



1 "7-1-1-0 r JL "7-1-0-I — ^i 



Isi — 2 ■^2.i.o ~ 2 -^2.i.o itss 



Abhdlgn. d. K. Ges. d. Wiss. in Göttingen. Math.-phys.. Kl. N. F. Band 2, 2. 



