A349537 - cp's OEIS frontend

A349537 Least positive integer m such that the n numbers 33k^2(k^3+1) (k = 1..n) are pairwise distinct modulo m.

n	a(n)
1	1
2	4
3	7
4	7
5	13
6	13
7	13
8	13
9	13
10	31
11	41
12	41
13	61
14	61
15	61
16	61
17	61
18	61
19	61
20	73
21	101
22	137
23	137
24	137
25	137
26	137
27	137
28	137
29	137
30	233
31	233
32	233
33	233
34	233
35	233
36	349
37	349
38	349
39	349
40	349
41	349
42	349
43	349
44	349
45	349
46	349
47	349
48	349
49	349
50	349
51	349
52	349
53	349
54	349
55	547
56	547
57	547
58	547
59	547
60	547
61	547
62	547
63	547
64	547
65	859
66	859
67	859
68	859
69	859
70	859

[1, 4, 7, 7, 13, 13, 13, 13, 13, 31, 41, 41, 61, 61, 61, 61, 61, 61, 61, 73, 101, 137, 137, 137, 137, 137, 137, 137, 137, 233, 233, 233, 233, 233, 233, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 349, 547, 547, 547, 547, 547, 547, 547, 547, 547, 547, 859, 859, 859, 859, 859, 859]

cp's OEIS Frontend

A349537 Least positive integer m such that the n numbers 33k^2(k^3+1) (k = 1..n) are pairwise distinct modulo m.

Table of values

List of values

n	a(n)
1	1
2	4
3	7
4	7
5	13
6	13
7	13
8	13
9	13
10	31
11	41
12	41
13	61
14	61
15	61
16	61
17	61
18	61
19	61
20	73
21	101
22	137
23	137
24	137
25	137
26	137
27	137
28	137
29	137
30	233
31	233
32	233
33	233
34	233
35	233
36	349
37	349
38	349
39	349
40	349
41	349
42	349
43	349
44	349
45	349
46	349
47	349
48	349
49	349
50	349
51	349
52	349
53	349
54	349
55	547
56	547
57	547
58	547
59	547
60	547
61	547
62	547
63	547
64	547
65	859
66	859
67	859
68	859
69	859
70	859

n	a(n)
1	1
2	4
3	7
4	7
5	13
6	13
7	13
8	13
9	13
10	31
11	41
12	41
13	61
14	61
15	61
16	61
17	61
18	61
19	61
20	73
21	101
22	137
23	137
24	137
25	137
26	137
27	137
28	137
29	137
30	233
31	233
32	233
33	233
34	233
35	233
36	349
37	349
38	349
39	349
40	349
41	349
42	349
43	349
44	349
45	349
46	349
47	349
48	349
49	349
50	349
51	349
52	349
53	349
54	349
55	547
56	547
57	547
58	547
59	547
60	547
61	547
62	547
63	547
64	547
65	859
66	859
67	859
68	859
69	859
70	859

cp's OEIS Frontend

A349537 Least positive integer m such that the n numbers 33*k^2*(k^3+1) (k = 1..n) are pairwise distinct modulo m.

Table of values

List of values

A349537 Least positive integer m such that the n numbers 33k^2(k^3+1) (k = 1..n) are pairwise distinct modulo m.

n	a(n)
1	1
2	4
3	7
4	7
5	13
6	13
7	13
8	13
9	13
10	31
11	41
12	41
13	61
14	61
15	61
16	61
17	61
18	61
19	61
20	73
21	101
22	137
23	137
24	137
25	137
26	137
27	137
28	137
29	137
30	233
31	233
32	233
33	233
34	233
35	233
36	349
37	349
38	349
39	349
40	349
41	349
42	349
43	349
44	349
45	349
46	349
47	349
48	349
49	349
50	349
51	349
52	349
53	349
54	349
55	547
56	547
57	547
58	547
59	547
60	547
61	547
62	547
63	547
64	547
65	859
66	859
67	859
68	859
69	859
70	859