A289628 - cp's OEIS frontend

A289628 Compound filter (for the structure of the multiplicative group of integers modulo n & prime signature of n): a(n) = P(A289626(n), A101296(n)), where P(n,k) is sequence A000027 used as a pairing function.

n	a(n)
1	1
2	2
3	5
4	8
5	9
6	12
7	14
8	41
9	19
10	18
11	27
12	50
13	35
14	25
15	63
16	99
17	54
18	40
19	65
20	86
21	102
22	42
23	90
24	203
25	134
26	52
27	101
28	131
29	135
30	128
31	152
32	342
33	228
34	75
35	250
36	221
37	230
38	88
39	250
40	399
41	275
42	182
43	299
44	271
45	295
46	117
47	324
48	517
49	323
50	185
51	403
52	295
53	377
54	146
55	462
56	623
57	525
58	168
59	495
60	549
61	527
62	187
63	698
64	728
65	663
66	343
67	629
68	460
69	738
70	370
71	702
72	889
73	740
74	273
75	523
76	590
77	858
78	370

[1, 2, 5, 8, 9, 12, 14, 41, 19, 18, 27, 50, 35, 25, 63, 99, 54, 40, 65, 86, 102, 42, 90, 203, 134, 52, 101, 131, 135, 128, 152, 342, 228, 75, 250, 221, 230, 88, 250, 399, 275, 182, 299, 271, 295, 117, 324, 517, 323, 185, 403, 295, 377, 146, 462, 623, 525, 168, 495, 549, 527, 187, 698, 728, 663, 343, 629, 460, 738, 370, 702, 889, 740, 273, 523, 590, 858, 370]

cp's OEIS Frontend

A289628 Compound filter (for the structure of the multiplicative group of integers modulo n & prime signature of n): a(n) = P(A289626(n), A101296(n)), where P(n,k) is sequence A000027 used as a pairing function.

Table of values

List of values

n	a(n)
1	1
2	2
3	5
4	8
5	9
6	12
7	14
8	41
9	19
10	18
11	27
12	50
13	35
14	25
15	63
16	99
17	54
18	40
19	65
20	86
21	102
22	42
23	90
24	203
25	134
26	52
27	101
28	131
29	135
30	128
31	152
32	342
33	228
34	75
35	250
36	221
37	230
38	88
39	250
40	399
41	275
42	182
43	299
44	271
45	295
46	117
47	324
48	517
49	323
50	185
51	403
52	295
53	377
54	146
55	462
56	623
57	525
58	168
59	495
60	549
61	527
62	187
63	698
64	728
65	663
66	343
67	629
68	460
69	738
70	370
71	702
72	889
73	740
74	273
75	523
76	590
77	858
78	370

n	a(n)
1	1
2	2
3	5
4	8
5	9
6	12
7	14
8	41
9	19
10	18
11	27
12	50
13	35
14	25
15	63
16	99
17	54
18	40
19	65
20	86
21	102
22	42
23	90
24	203
25	134
26	52
27	101
28	131
29	135
30	128
31	152
32	342
33	228
34	75
35	250
36	221
37	230
38	88
39	250
40	399
41	275
42	182
43	299
44	271
45	295
46	117
47	324
48	517
49	323
50	185
51	403
52	295
53	377
54	146
55	462
56	623
57	525
58	168
59	495
60	549
61	527
62	187
63	698
64	728
65	663
66	343
67	629
68	460
69	738
70	370
71	702
72	889
73	740
74	273
75	523
76	590
77	858
78	370

n	a(n)
1	1
2	2
3	5
4	8
5	9
6	12
7	14
8	41
9	19
10	18
11	27
12	50
13	35
14	25
15	63
16	99
17	54
18	40
19	65
20	86
21	102
22	42
23	90
24	203
25	134
26	52
27	101
28	131
29	135
30	128
31	152
32	342
33	228
34	75
35	250
36	221
37	230
38	88
39	250
40	399
41	275
42	182
43	299
44	271
45	295
46	117
47	324
48	517
49	323
50	185
51	403
52	295
53	377
54	146
55	462
56	623
57	525
58	168
59	495
60	549
61	527
62	187
63	698
64	728
65	663
66	343
67	629
68	460
69	738
70	370
71	702
72	889
73	740
74	273
75	523
76	590
77	858
78	370