A293188 - cp's OEIS frontend

A293188 Unitary pseudoperfect numbers: numbers that equal to the sum of a subset of their aliquot unitary divisors.

n	a(n)
1	6
2	30
3	42
4	60
5	66
6	78
7	90
8	102
9	114
10	138
11	150
12	174
13	186
14	210
15	222
16	246
17	258
18	282
19	294
20	318
21	330
22	354
23	366
24	390
25	402
26	420
27	426
28	438
29	462
30	474
31	498
32	510
33	534
34	546
35	570
36	582
37	606
38	618
39	630
40	642
41	654
42	660
43	678
44	690
45	714
46	726
47	750
48	762
49	770
50	780
51	786
52	798
53	822

[6, 30, 42, 60, 66, 78, 90, 102, 114, 138, 150, 174, 186, 210, 222, 246, 258, 282, 294, 318, 330, 354, 366, 390, 402, 420, 426, 438, 462, 474, 498, 510, 534, 546, 570, 582, 606, 618, 630, 642, 654, 660, 678, 690, 714, 726, 750, 762, 770, 780, 786, 798, 822]

cp's OEIS Frontend

A293188 Unitary pseudoperfect numbers: numbers that equal to the sum of a subset of their aliquot unitary divisors.

Table of values

List of values

n	a(n)
1	6
2	30
3	42
4	60
5	66
6	78
7	90
8	102
9	114
10	138
11	150
12	174
13	186
14	210
15	222
16	246
17	258
18	282
19	294
20	318
21	330
22	354
23	366
24	390
25	402
26	420
27	426
28	438
29	462
30	474
31	498
32	510
33	534
34	546
35	570
36	582
37	606
38	618
39	630
40	642
41	654
42	660
43	678
44	690
45	714
46	726
47	750
48	762
49	770
50	780
51	786
52	798
53	822

n	a(n)
1	6
2	30
3	42
4	60
5	66
6	78
7	90
8	102
9	114
10	138
11	150
12	174
13	186
14	210
15	222
16	246
17	258
18	282
19	294
20	318
21	330
22	354
23	366
24	390
25	402
26	420
27	426
28	438
29	462
30	474
31	498
32	510
33	534
34	546
35	570
36	582
37	606
38	618
39	630
40	642
41	654
42	660
43	678
44	690
45	714
46	726
47	750
48	762
49	770
50	780
51	786
52	798
53	822

n	a(n)
1	6
2	30
3	42
4	60
5	66
6	78
7	90
8	102
9	114
10	138
11	150
12	174
13	186
14	210
15	222
16	246
17	258
18	282
19	294
20	318
21	330
22	354
23	366
24	390
25	402
26	420
27	426
28	438
29	462
30	474
31	498
32	510
33	534
34	546
35	570
36	582
37	606
38	618
39	630
40	642
41	654
42	660
43	678
44	690
45	714
46	726
47	750
48	762
49	770
50	780
51	786
52	798
53	822