FOR ANY COMPOSJTE MODULUS, REAL OR COMPLEX. 
327 
= 3 + = (1 + i) (2 + ^) 3 N (m) = 90 cP (m) = 32 = 2 a 2'5 
H.E. = 8 ^ = Y (mod 3) rc = X + 23 ( Y — y) (mod 30). 
Generators 23 + 2i, 21 + 2i. 
0 0 
1 1 
0 1 
21 + 2i 
0 2 
29 
0 3 
1 0 
23 “1“ j 
1 1 
20 + 1 ! 
1 2 
28 + ^• 1 
1 3 
1 + ! 
2 U 
15 + 2i ! 
2 1 
17 
2 2 
G+ i.' 
2 3 
13 
3 0 
26 + i 
3 1 
10 + i 
3 2 
25 + 2i 
3 3 
ll + 2i 
4 0 
11 
4 1 
24 + { 
4 2 
19 
4 3 
27 + 21 
5 0 
16 + 1 
5 1 
7 + 2i 
5 2 
5 + 2i 
5 3 
14+ i 
6 0 
18+ i 
6 1 
7 
G 2 
3 + 2i 
G 3 
23 
7 0 
13 + 2i 
7 1 
17 + 2i 
7 2 
8 + i 
7 3 
4 + i 
t i 
0 3 
1 1 
0 0 
1 l + 2i 
1 3 
3 + 2i 
b 2 
■1 + i 
7 3 
5 + 2i 
5 2 
G + 4 
2 2 
i 7 
G 1 
7 + 24 
5 1 
8 + 4 
7 2 
10 + 4 
3 1 
11 
4 0 
^ 11+24 
3 3 
13 
2 3 
13 + 24 
7 0 
14 + 4 
5 3 
15 -|“ 2i 
2 0 
16 + 4 
5 0 
17 
2 1 
17 + 24 
7 1 
18 + 4 
6 0 
19 
4 2 
20 + 4 
1 1 
21 + 24 
0 1 
23 
6 3 
23 + 24 
1 0 
24 + 4 
4 1 
25 + 2i 
3 2 
2 b -|- i 
3 0 
2 / 2i 
4 3 
28 H" i 
1 2 
29 
0 2 
(8) (4) 
( 8 ) ( 4 ) 
