Bewegung vom Typus 2j3 im Dreikörperproblefn. 



385 



I.Grad. Coefficicntcn in Q,: 



n — J__ J + IIOO I _ Jl.O o , 11.0 o >l-'-'-"ß 



^2 — ^ ^;i;i.O l'l^^ r, '^ÜM.üVi^ r, '^ö. 0.0 1^3 r, -i-l-O l^l 



3 3 3 



- — lx.43.o.oT6 + 3[j.>lü.ü.üT4+ — M'.ti'.Ui- -^ MSu'.ofi 



1 



„ _ j(+n , _L j + i.i.oß , J_ ji.o ß j ^1.0 g ^~i-i<'3, 



3 3 



+ 3 [1^0.0.075+ IT M!Ä"i Vi- V ^"^370.1 'fi 



?. = ^^'.{,-y4:S.oß4 + |^^irßi-|M3.o.oT.+3M6.o.oT„+3^4-n-^, 

 ^. - 41'!.+ { '-ifTlir ßi+|4ioß. + Y^^}:r ßi+|-MUUx-f M^i^Ui 



ö- — 4( + n . _ 41.0 ß _i_ L 4+1.1.0 ß , -JL^i.o ß 

 52 — '^3-1.0^ P '^6.0.0 Ha ^ ,y '^0.1.0 In ^ ^ ^o.o.oPi 



+ 3(i-4+'.!.T,+ -!A--i,,.o.oY4 



Ä = 4V.\+{4+i:l-°ßi + |^i:S.oß3 + |4+J:l°ß. + |41oß. 

 9 



+ 3!J'4V.\Vi+--IJ-A.o.oT5 



^i=47^1.+ |41oß. + |^^l:rßi+ |4ioß2- |m..o.ot. 



(28) 



& = ^[r^\+Y'^i;o.oß5 + |^^i:!"ßi+|4ioß3-| 1^-^-0 075 



- 3 V-At^\ T, + 6 p. .4',T ;;. , Ti + 1 ^r^Io' i° ßr 



2. Grad. Coefficienten in ().,: 



q, = ^4,.,.,,+ 1 -i-l;i-"ß.+ |4:S.oß. - l^ili" ß.+ -^ ^^!:i-"ß2 



3 93 



- — M3.0.0Y21 + 3 Mo.o.oY, + \ MfjTi'.o Ti- — ia4:i'.1 T4 



50* 



(29) 



