26 



"• 



n 

 (i> 



L 



dL 

 dh 

 dL 



dk 



y- 

 II 



L 



dL 

 dh 

 dL 

 Tk 



Aristides Brezina. 

 /=(1T0); 



= ö H- e; P = £ -f- ö; S = — 7; 



^ P — X5 ^ = — ^ -+- X5 H = ^ — ?; 



= « -4- /3-I-47 — 4d — 4£ + 2Q; /ir= - 2(7 — y 



[«] 



= 47 — 2^ — 2£; 





p ~ X 



.27-2^-2. :-- = -a-i-x. 



2, = (201) 



= /3;v = aH-47-i- 4£;n- = 4/3; 

 r 45 + 20; P = - 2|3; 2 = a -}- 2r}; 

 : — 2p -t- 4-;^ = ^ — 2x; E = T -^ 2tP; 

 : 4 r« -f-/9-f-47 — 45 -i^4£ — 20); /f=r +^2^ — 2'^ -4x; 

 dK 



4 (]3 - 2 5 



^); ^^^2pH-^; 



--=2(«-.- 47-45h-4s_20); 



^ 



^/A- 



<P 



— 2- 



W :- (021) 



|x = ß-f-47-i-4ö;v = a;;r = 4a; 

 II = — 2a; P = 4£ -4- 26; 2 = 2s h 0; 



<I> = tp — 2x;^= — 2a-+-<p;H = r — 2y; 

 L = 16a; AT ^ — 4.7 -+- t; 



</Z^ ,. dK ^ 



— =^- -— na; — = — /i a -i~ (o. 

 dk ' dk ^ 



Durch Substitution der nnmerischeu Werthe der Elemente 

 a = 0-6366; h =\\c = 0-5582, 

 e = 94° 15' 12; fi ^. 116° 47' 10; C -= 87' 52' 22 

 in die Gleichungen 3. erhalten wir 



a =. 3-20938; /3 -- 7-91931 ; 7 = 2 46755, 

 Id == — 0-32786; e = — 1'26822; = 0-18713, 

 |p = 2-45398; a = 0-79690; r = 3-20495, 

 \ = 0-10290; ^ = 1-26048 ;x = - 0-00581. 



