27 
2m 
2 m 
2m 
(-ifG, , (- 1 )’"G 3 , (-ifG, , Æe 
111 
m HI m 
ll^ , , //3 5 fSiC. 
liabcutur relationes sequentes: 
^ ‘^ 2 m\-l ' 
^ ~ 1 ! ( 2 »/j+ 2 ]! ’ 
III 
2 m + 1 
2 m +3 
31 ( 2 m+ 2 )! 1 ! ( 2 m+ 4 )! 
m 
//. = — 
2m 4- 1 
2 m-|-3 
+ 77 
2m-\-b 
b\\2m^2]\ 3 I (2m+4}! ‘ 1 1 (2m+6)! ' 
\&C. 
atque 
m I 
IL = 
2m+ 1 
2 ! ’ (2m+2)! ’ 
Ml I 
2m + 1 
2 m+3 
/ ^ 4I*(2m+2)l 2!(2m+4)!’ 
til 
1 ?U 2 m + 1 
MËo = • 
2m + 3 I 1 «02m+5 
+ ^ 7 ; ?0 
6!’(2m+2)! 4! (2m+4)! 2l(2m+6)!^ 
\&c. 
\erbo : 
m 1 
„ .= 
33 
2m-^ 1 
( 17 ). 
1 332m + 5 , , . Ï 332HI + 2H-1 
(2/)-!)! (2m+2)! (2/1-3)! (2m+4)! ‘ ^ ‘ 1! (2m+2/i)! ’ 
^ I 332 m+i 
H ~ 
332 m +3 
L.. - !-Y ^ 332 m+ 2 />-i 
(2/1)! (2m+2) ! (2/1-2) ! (2in+4)! ‘ 1 ! (2iii+2/i) ! 
