218 



Karl Bohlin. 



(240) 



B =[ 2.097535,, 2.626315 ic } y\v{ 1) 



[ 2-739863 

 [3.700742,, 



[3-257819 

 {2.097536 

 [ 2.86 1 906,, 



2.844869,, w] r/ 2 #f D 

 3.940934 w] ijiq' t>\ D 2 

 3.658920,, w] r] 2 9* D 3 

 2.226159,, «•] j 



} f 9\ D 2 S~ 1 



9\ D 2 S~ 1 



Hieraus entstehen mit Beriicksichtigung der an der Seite ange- 

 tuhrten Formeln die folgenden Ausdriicke : 



(L57) (158) 



(186) 



/ = [ 1.796505,, 



i-79 6 5°5» 

 2.031568 

 1-796505-. 



m 

 a = 



F- rj(H- G') 

 (159) (158) 



(202) 



A, = 



240) 



2.922590 



2- 655759^ 



2.6 14924 



3- 3997 i3» 

 2.831849 

 1.972597 

 2.736968,, 



1.467078,, 



2.52822 i n 

 2.65 1392 

 2.42 1756,, 

 2.52822 1 

 3-3°5 8 5 2 « 



3.000076,, 



3-45 J 446 



2.888598,, 



2-40593°" 

 3.344216 



2.325 286 w ] 17 r/ Sin d 

 2.325 286 w) rj' Sin A 

 2.472268,, w] rj 

 2.325 286 10 ] tj' Cos J 



3.28629k if] rj' #f I) 2 

 3.14982 ic] rj i/'f D 3 



3.105461,, w] rj' 2 9] D 

 3 8 19090 iv j r-rj' &\ D' 2 



3-372S4S» w ] V 2 &i 1)3 

 2-50-37 7" id] f 9\ D 2 S-' 

 } j* V 3 D 9 S~ l 



1.85548 w i-799 6 3« w 2 ] 

 m 



3.058779 w\ r/ 2 

 3.24107 i„ tv] rjr( D 



2.961428 W] Tj 2 



3.058781,, IV ] f 



\ f 



3.456717 IV ] Tj' 2 V 3 D 

 2.639432,, w)ntf !>\ D 2 

 3.193819 10] rj 2 9* D 3 

 2.930853 to) f i>\ D 2 S-' 



2-o97535n 2.626315 10] rjr/ D 



2.739863 2.844869,, 10} r/ 2 #\ D 



3.621561,, 3.882630 iv \ rjr]' #f D 2 



3.132880 3-55 6 329«^] &\ D 3 



2.097536 2.226159,, w ] j 2 &\ D 2 S~ 1 

 2.861906k ] j* $ 3 D 2 S- 1 



