Po-o-i = 2V 2 f* 2 « 
#1.0-1 = A-lf*' 
#2-0-1 = #2-2^« 
4 
#3.0-1 = #3-2 f* 
#4-0-1 = #4-2 f**« 
#0.0-0 = P*.**' 
Ko-O = Pl-«^« 
Plo-O = #2-3/* 
THEORIE DES MONDES. ANHANG. ERSTER GRAD. 91 
t/o.O ^0-1. + (ff 0.1 -S-L12 + #0-1 ^„Jfl 
4" (/" ).! -5_,. u 4" / 01 -5,. u ~f" /o-2 -^-211 "1" /o-2 -^2-U "f" /o-3 5_ s-11 
+ ff 0-0 Bo-12 + ff 0.2 -5-2-12 + #0-2 ^2- 12 + #0-3 
+ -S-1.13 + ^0-1 + Ä 0-3 5_ 3 . 13 ) f* 3 + (/o-4 + 5-4-12 
+ Vo 5 0 . 13 + K-2 -5-2-13 + Ä 0-2 5 2 . 13 + /i 0 .4 -5_ 4 . 13 ) f** 
+ (*, + l[ B vli + k 3 B_ S .J n*\ii*a 
I fi.o -5,.„ + (/;. 2 -5_ rn +5f,. 0 i\. 12 J5_,. 12 ) fi 2 + (/;., B_ 3 . u + g vi B_ s . 12 
+ Köhlis + Kt^-i-u + K* 5_ 3 . 1S ) f** + (&., 5 0 . 12 + g[., B t . lt ) [l « 2 j p* 
I Uo -5 2 . u + fft-iB wt 1 + (f*.i -5i.ii +/" a .2 5 0 . u + / 2 . 3 -B_!. u + g 2 . 0 B 2 . l2 
+ #2.2 -5 0 . 12 + -5_ llia ) f* a + (ä m + Ks 5_,. 18 ) f* 3 | ^ 2 « 
j/a a -5 1>u + #3-2 5^,2 + (/ 3 . 4 J5_!. n + 0 3l4 J?_ 1-12 + Ä 3 . 2 i?,. 13 + ^3.4 5_,. 13 ) fi 2 
cc 2 cc 2 1 
+ /3-0 -5 8 . n ~2 + ö's-l -5 2 .12 f /* 
r r J 
I L* ^2.11 + /1.3 ^1.11 + #4.2 -5 2 . 12 + # 4 . 3 + K 3 B vl3 p\^cc 
{f s .tB l . lt + g 6 . i B 1 . M + K i B 1 J(L'> 
+ 4 Ä0ii £ 1>2 ft a 2 + (4Jc 0 B^ + 8h 2 B t J f* 6 
+ (2f 0 . t B„ + 2f 0 . s B 3 ., + 4r/, 3 B 3 . 2 ) ft 2 a 2 i ft 2 
t/;.o ^i-i + ( 2 ^i.i -5c, + fo,'., 5 2 ,) p + 0» 5 0 , + /» w s,., ± 5,., 
+ 5 3 , ± f, 3 5 S , + 2g M 5, 2 ± 2(/, 2 B u2 + 2gi 2 B, 2 ± 2r/, 3 BJ ft 2 
+ (3A,., JS 0 , + J5 2 . 3 ± 3Ä,. 3 JB S .,) ^ 3 + (± f ht 5,, ± 2^, 
+ 3A liP B vs ± Bh Ui B v3 + Sh[. 2 B 3 . 3 ± 3ä m 5 3 . 3 ) ft 4 | ^ 2 « 
I /2.0 5 2 ., + (/ 2 . 2 B^ + 2g 2 . 0 B 2 . 2 + 2g 2 . 2 B 0 . 2 ) ft 2 
+ (± f M 5,., ± 2^ 2 , 1? 2 , + 3Ä 2 . 0 B M + 3Ä, 2 J5, 3 ± 3Ä 2 . 4 2? 2 . 3 ) ^ 
+ (2p M 5,., + 2^., 5 3 . 2 ) ^ « 2 + (4/ Co S M + 4/c 2 B 0 . 4 ± U 4 BJ ^ 8 
+ (f2.i5 1 . l +^i5 3 . 1 +^ ? ^, 1 ±4 ? ^+ 
{ L Ki + *J,i 5 2 -2 f* + (fs-i 5 2 .i +/",,5m + /s.3 5 0 , + 2^/ 3 , 5 3 , 
+ 2g s . 2 B t . t + 2g 3 . 3 BJ ft 2 + (3Ä 3>1 5 2 , + 3/,,, 5, 3 ) f. 8 
+ (± f^B^ ± f^Bn ± 2g s . i B u ± 2g 3 . 6 B 2 . 2 + 3h s . 0 B 3 . 3 
+ 3V 2 5, 3 ± 3Ä, 4 1?, 3 ± 3A». 6 £ f > 4 l P'« 
