4 64 8


0	32	1	33
0	32	1	33
0	32	1	33
0	32	1	33
2	34	3	35
2	34	3	35
2	34	3	35
2	34	3	35
4	36	5	37
4	36	5	37
4	36	5	37
4	36	5	37
6	38	7	39
6	38	7	39
6	38	7	39
6	38	7	39
8	40	9	41
8	40	9	41
8	40	9	41
8	40	9	41
10	42	11	43
10	42	11	43
10	42	11	43
10	42	11	43
12	44	13	45
12	44	13	45
12	44	13	45
12	44	13	45
14	46	15	47
14	46	15	47
14	46	15	47
14	46	15	47
16	48	17	49
16	48	17	49
16	48	17	49
16	48	17	49
18	50	19	51
18	50	19	51
18	50	19	51
18	50	19	51
20	52	21	53
20	52	21	53
20	52	21	53
20	52	21	53
22	54	23	55
22	54	23	55
22	54	23	55
22	54	23	55
24	56	25	57
24	56	25	57
24	56	25	57
24	56	25	57
26	58	27	59
26	58	27	59
26	58	27	59
26	58	27	59
28	60	29	61
28	60	29	61
28	60	29	61
28	60	29	61
30	62	31	63
30	62	31	63
30	62	31	63
30	62	31	63




0	4	2	6
4	0	6	2
2	6	0	4
6	2	4	0
1	5	3	7
5	1	7	3
3	7	1	5
7	3	5	1
3	7	1	5
7	3	5	1
1	5	3	7
5	1	7	3
2	6	0	4
6	2	4	0
0	4	2	6
4	0	6	2
1	5	3	7
5	1	7	3
3	7	1	5
7	3	5	1
0	4	2	6
4	0	6	2
2	6	0	4
6	2	4	0
2	6	0	4
6	2	4	0
0	4	2	6
4	0	6	2
3	7	1	5
7	3	5	1
1	5	3	7
5	1	7	3
1	5	3	7
5	1	7	3
3	7	1	5
7	3	5	1
0	4	2	6
4	0	6	2
2	6	0	4
6	2	4	0
2	6	0	4
6	2	4	0
0	4	2	6
4	0	6	2
3	7	1	5
7	3	5	1
1	5	3	7
5	1	7	3
0	4	2	6
4	0	6	2
2	6	0	4
6	2	4	0
1	5	3	7
5	1	7	3
3	7	1	5
7	3	5	1
3	7	1	5
7	3	5	1
1	5	3	7
5	1	7	3
2	6	0	4
6	2	4	0
0	4	2	6
4	0	6	2


This is the rate 2/3 Ungerboeck code with 64 states for 8-PSK (natural mapping).
The states are defined in typical way. 

d_free^2 =  2.52^2 Es --> 8.01 dB (so gain of 5.01 dB over uncoded QPSK)

parity check matrix in octal:   [074 036 105]

generator matrix: 

[1	D	0
 D^5	D^2+1	D^4+D^3+D^2+D]