UNDERSÖKNING AF PLANETEN PANDORAS RÖRELSE. 



107 



+ H"(0, c) (n)t cos 00 



+ \Q"(2,s)— J#"(O,s)jcos2G0 



+ C"(3, s) cos 3(e) 



-!<3"(l,c)-gyMsin( £ ) 

 + H"(0, s) (n)t sin ( £ ) 

 -\Q"(2,c)— |fl"(0,c)iBin2(e) 

 - Q"(3, c) sin 3(c) 



etc. 

 _3£q p(0,s) 



cos i,,d(e) 



+ \Y(l,s) + V'(0,s) + l\ cos 00 



— V'(0, c) (n)t cos 00 



+ \2T(2,s) + jF'(0,s)|cos2( £ ) 



+ 3F(3, s) cos 300 

 etc. 



etc. 



-|r'(l,c)+ F(0,c) + ^|sin( £ ) 



— F(0, 5) (»)f sin O) 

 -|2r'(2,c) + f F'(O,(0|8in2( B ) 



— 37(3, c) sin 300 

 etc. 



- |B»(1, s) - (1 - 5 -f) H"(0, s) + ^h\ cos ( 



t- | J?"(l, c) + é E»(Ö, c - (1- £) H"(0, c) - (1- £) -g & x | sin (.) 



+ 1T'(0, c) (n)« cos (s) + (1— c f} H"(0, s) (n)t sin ( £ ) 



- j#'(2, s ) + f (5-2e *)iP(0, S )-|^ä 2 | cos2( £ ) + \B%2,c) + ^RXO,c)- e i^K\ sin 2( £ ) 



— | JT"(0, c ) O)* cos 2(e) — | £"(0, s) (»)* sin 2(e) 



— |22"(3, s) — I" S"(0, s)j cos 3(e) + \R"(S, c) — ^ S""(0, c)| sin 3(e) 



— R"(4, s) cos 4(e) + E"(å, c) sin 400 

 etc. etc. 



2v = 2C — e H"(0,s)(n)t 



+ |<2"(1, c) + fl"(0, c) -^- } h\ cos ( £ ) + K>"(1, *)+■(!- O A"(0, *) - ^| sin («) 



— £T"(°> S ) M* C0S o) 

 + i|Q»(2,c) — e ^"(0,c)icos2( £ ) 

 + J Q"(3, c) cos 3(s) 



etc. 



+ |r(l, c) + Zj cos 00 



+ F(0, s) (»)* cos ( e ) 



+ jr(2,c) + |F(0,c)|cos2( £ ) 



+ F(3, c) cos 30) 

 etc. 



dl = K+^HX0,s)(n)t 



— J7'(l, c) cos 00 



— i JT(2, c) cos 20) 



— | J7'(3, c) cos 3(e) 

 etc. 



+ H"(0, c) (n)t sin ( £ ) 



+ \\Q"(2,s) — e H"(0,s)\sm2(e) 



+ i <2"(3, 5) sin 3( £ ) 

 etc. 



— e F(0, 5 ) (n)t 



+ | F(l, s) - e 2 F(0, s) + I] sin ( £ ) 



— F(0, c) (»)* sin (c) 



+ !r(2,s)+|F(0,5)jsin2( £ ) 



+ Y'(B, s) sin 3( £ ) 

 etc. 



— \n'(l,s)- e fH'(0,s)\sm(e) 



— A JI'(2, s) sin 2(a) 



— I JI'(3, s) sin 3( £ ) 



etc. 



