150 
'AB— B 2 
AC -f AB 2 ~ 3 BC 
8 *r K 2 . A 
3(2 ABC + AD — 4BÜ — 2 C 2 ) 
32~A 2 rV2 ~ 
15(2 ABD -f AC 2 — 5 CD) 
\2S~Ä*tV 2 7 " 
105 [2AC —3Ü)D 
5\2A a tV2 
945 D 2 
20‘ISA 4 tV'2' 
!U{AB — B 2 ) 30(AC-\-AB 2 -3BC)\ 
— ./7-777-; 1 77777777 — 77 
32 ,tfK2 
128 V2. A 2 
0)1 ^2 h 
+ 
+ 
195 {2 ABC 4 * AD -4BD - 2 C 2 } 
512 K2 
1365(2 ABD 4- 7?C 2 — 5 CD) 
2048 A*\S2 
f 12285 (2 ACD — 3D 2 ) ( 135135 D : 
"I 77 «r» /15 i/n r 
8192^? 5 K2 
327 68 A 5 ^ 2 
ubi in hypothesi <p( 0 ) = 1 , atque ex casu primo para 
graplii 49:næ 
A = 1.276923! , 
£ = 0.4551409 , 
C ~ — 0.0648239 , 
D = 0, 
Logar, nz 0.1061647 
9'.65S1459 
S'.8 117351 
