A293512 - cp's OEIS frontend

A293512 Numbers k such that the smallest pseudoprime ( > k ) to base k, A007535(k), is a Carmichael number.

n	a(n)
1	348
2	355
3	358
4	383
5	388
6	427
7	448
8	455
9	478
10	479
11	485
12	490
13	491
14	497
15	499
16	508
17	509
18	511
19	515
20	520
21	521
22	533
23	535
24	541
25	545
26	547
27	551
28	553
29	556
30	557
31	559
32	560
33	679
34	708
35	759
36	765
37	777
38	796
39	807
40	808
41	822
42	828
43	838
44	839
45	847
46	862
47	891
48	906
49	928
50	931
51	933
52	951

[348, 355, 358, 383, 388, 427, 448, 455, 478, 479, 485, 490, 491, 497, 499, 508, 509, 511, 515, 520, 521, 533, 535, 541, 545, 547, 551, 553, 556, 557, 559, 560, 679, 708, 759, 765, 777, 796, 807, 808, 822, 828, 838, 839, 847, 862, 891, 906, 928, 931, 933, 951]

cp's OEIS Frontend

A293512 Numbers k such that the smallest pseudoprime ( > k ) to base k, A007535(k), is a Carmichael number.

Table of values

List of values

n	a(n)
1	348
2	355
3	358
4	383
5	388
6	427
7	448
8	455
9	478
10	479
11	485
12	490
13	491
14	497
15	499
16	508
17	509
18	511
19	515
20	520
21	521
22	533
23	535
24	541
25	545
26	547
27	551
28	553
29	556
30	557
31	559
32	560
33	679
34	708
35	759
36	765
37	777
38	796
39	807
40	808
41	822
42	828
43	838
44	839
45	847
46	862
47	891
48	906
49	928
50	931
51	933
52	951

n	a(n)
1	348
2	355
3	358
4	383
5	388
6	427
7	448
8	455
9	478
10	479
11	485
12	490
13	491
14	497
15	499
16	508
17	509
18	511
19	515
20	520
21	521
22	533
23	535
24	541
25	545
26	547
27	551
28	553
29	556
30	557
31	559
32	560
33	679
34	708
35	759
36	765
37	777
38	796
39	807
40	808
41	822
42	828
43	838
44	839
45	847
46	862
47	891
48	906
49	928
50	931
51	933
52	951

n	a(n)
1	348
2	355
3	358
4	383
5	388
6	427
7	448
8	455
9	478
10	479
11	485
12	490
13	491
14	497
15	499
16	508
17	509
18	511
19	515
20	520
21	521
22	533
23	535
24	541
25	545
26	547
27	551
28	553
29	556
30	557
31	559
32	560
33	679
34	708
35	759
36	765
37	777
38	796
39	807
40	808
41	822
42	828
43	838
44	839
45	847
46	862
47	891
48	906
49	928
50	931
51	933
52	951