
METHODE ZUR BERECHNUNG DER ABSOLUT. STÖRUNGEN DER KL. PLANETEN. A161 
(+0) = (8) + |) — (10)} cos 45° 
kl — c,)= |(4) — (475)! cos 224° + |) — (Pr)| cos 674° 
k(,+c)= (8) — |) — (4Fr)} cos 45° 
k(,—.c,) = \(4) — (775)} sin 224° — |(43) — (#5)| sin 674° 
(+5) = \(4) + (475)} sin 224° + |(43r) + (45)} sin 674° 
(8) = (25) + (8)! cos 45° + (45) 
(+5) = |($) + (5)| 605224" — Gr) + Gr) cos 674° 
(5) = (Br) + (r)} 605 5° — (Her 
3) Wenn man den Umkreis in 2% Theile theilt, so wird 
en Er er En a a 
und die Werthe von Y sınd 
Der An a 9, Era re. 
Sei nun 
0419 =Y,+Y, (.6)= (0.12) +(6.18) = (0.12)— (6.18) 
NHA)=Y,+Y, (.Nn= (1.13) + (7.19) 4) = (1.13)— (7.19) 
2A)=Y,+Y, (2.39)= a 14) + (8.20) "fr (2.14)— (8.20) 
12a) =Y,+ Ya (5.11)= (5.17) +(11.23) (= (5.17)—(11.23) 
dann wird 
6 (+26) = (0:6) + (2.8) + (4.10) 
6 (,—2c,) = (1-7) + (3.9) + (5.11) 
+) +) — o)} sin 300 
6 ( — 0) = (7) — Gr) cos 300 
6.(c, + c,) = (0.6) — |(2.8) + (#.10)} sin 300 
6(c, — = |(1.T) + (5.11)! sin 300° — (3.9) 
120, =) + 
(+5) +) sin 300+ ($) 
6, +) cos 300 
6(s, + 5) = |(1.7) — (5.11) cos 30° 
6(, — 5,)= {(2.8 — (4.10)} cos 30° 
12, =) -HM+R) 

Sei ferner 
Gr) a ı 3 14 
(++ = kr Yy 
