48 : 
ALGORITHMUS SINGULARIS CLASSIUM. 
II. Determinans —546. 
Octo genera positiva; in singulis ternae classes. 
G 
1 ei 3, 8 ; R 3; R 7 ; 13 
(1, 0, 546) = K 
(22, —2, 25) = 2J5 
(22, 2, 25) — 4 E 
F' 
1 ei 3, 8 ; iV 3 ; R 7; iVl3 
(2, 0, 273) = 
(11, —2, 50) = J.+ 2.E 
(11, 2, 50) = ¿ + 4.B 
yw 
l ei 3, 8; 7V 3 ; iV 7 ; i? 13 
(3, 0, 182) = yl' 
(17, 7, 35) = 
(17. —7, 35) — A+AE 
yw" 
1 ei 3, 8; jR 3; N1 \ N13 
(6, 0,91 ) = A-\-A' 
(19, 9, 33) = A-\-A-\- 2E 
(19, —9, 33) = A-\-A’-\-4E 
V 
beti, 8; N3; Nl; ^13 
(5, 2, 110) = E 
(21, 0, 26) = 3 E 
(5, —2, 110) = 5 E 
F" 
5 ei7, 8; R 3; Nl; R 13 
(10, 2, 55) = + * 
(13, 0, 42) = A-\-3E 
(10, —2, 55) = J.H-5JS 
ymr 
beti, S; R 3; i?7; 7Vl3 
(15, —3, 37) = A'-\~E 
(7, 0, 78) = A'+3jE 
(15, 3,37)—^'+5 JS 
-pr Wfff 
5 ei 7, 8; iV3; -R 7 ; R 13 
(23, 11,29) = A-\-A'-\-E 
(14, 0,39) = A —}— A—(— 3 E 
(23,-11,29) == A-\-A’-\-.bE 
379