UNDERSÖKNING AF PLANETEN PANDOKAS RÖRELSE. 



35 



+ 2(7.048714) 

 + 2(3.924,,) 

 + 2(5.4310) 

 + 2(3.898) 



+ 2(6.58635) 

 + 2(5.1323,,) 

 + 2(6.66375.,,) 

 + 2(6.11717) 

 + 2(6.66375,,) 

 + 2(4.745,,) 

 + 2(4.199) 

 + 2(4.745,,) 

 + 2(3.127,,) 

 + 2(3.127,,) 



-i(3-M0K sin M5) si ^ +i7 °)= < 7 - 124973 ) 



+ 2(5.5850) 

 + 2(4.135,,) 

 + 2(4.975) 

 + 2(6.42403,,) 

 + 2(7.682448,,) 

 + 2(3.356) 

 + 2(4.806,,) 

 + 2(6.31188) 

 + 2(3.364,,) 

 + 2(4.8704) 

 + 2(3.447) 

 = (7.832321) 

 + 2(6.09871) 

 + 2(7.494898,,) 

 + 2(6.17834,,) 

 + 2(4.862,,) 

 + 2(3.580,,) 

 -l S in^ (^g)sin(/-+J7 )sm(f+JT ')= (4.7182,,) 



+ 2(5.26480) 

 + 2(7.493144) 

 + 2(5.55719) 

 + 2(7.527214„) 

 + 2(5.87541) 

 + 2(3.939) 

 + 2(5.90945,,) 

 + 2(4.4346) 



-JsinZ 



(J)siii(/'+VV) 



cos ( 



COS (+ £• 



cos ( 



cos ( 



COS £ 



cos2e 



COS 36 



COS ( — £ - 



COS ( 



COS ( £ - 



COS ( — £ - 



COS ( 



COS ( £ - 



COS ( — £ - 



COS ( £ - 



COS t 



cos2é 



■ty) 



ty) 

 ty) 



+ 2(8.5490122) sin s 

 + 2(7.292894) sin 2 £ 

 + 2(5.8432,,) sin 3e 

 -f/) +2(7.374642) sin(— e— g') 



■ g') 



■ g') + 2(7. 374642 „) sin ( £ — g') 

 2g') + 2(5.4559) sin (— £ — 2g) 



■ty) 



- 2g') + 2(5.4559,, ) sin ( E — 2g') 



■ 'dg') + 2(3.838) sin (— s — 3g') 



■ 3,9') + 2(3.838,,) sin ( £ — 3g') 



cos 

 cos 

 cos 

 cos 

 cos 

 cos 

 cos 

 cos 

 cos 



cos 

 cos 

 cos 

 cos 

 cos 



cos 

 cos 

 cos 

 cos 

 cos 

 cos 

 cos 

 cos 



+ 2£- 



+ e- 



+ 2£- 



+ e- 

 + e— 



- g) + 2(b.6102 n ) sin( + 2£- g') 



■ g') + 2(7.119878) sin(+ e — g') 



■ gr) + 2(8.3747887) sin ( — g') 

 2g') + 2(4.052„) sin ( + 2e — 2g) 

 ■2g") + 2(5.5022) sin( + a — 2g') 

 2g') + 2(7.008489,,) sin ( -2g') 

 3g') + 2(4.061) sin(± a — 3g) 



-3g') + 2(5.5670,,) sin ( -3g) 



-ig') +2(4.152,,) sin( -4g) 



- g') + 2(6.27980) sin ( - g') 

 -2(7') + 2(7.117245„) sin ( -2g') 

 -3g) + 2(5.8010,,) sin ( -3g) 

 -4(/)+2(4.483.„) sin ( -4g) 

 -5g') + 2(3.079,,) sin ( -hg') 



+ 2(5.97569) sin a 



• g) +2(7.108237) sin(— £— g') 



g') + 2(6.253037,,) sin ( . - g') 



- g') + 2(5.34694,,) sin ( e— g') 



■ 2g') + 2(5.49038) sin (— £ — 2g') 

 -2g') + 2(4.6353,,) sin( 

 -2g') +2(3.724,,) sin ( e 

 -3g') + 2(4.0492) sin (— £ 



-ty') 

 -ty) 

 -3g) 



