A385811 - cp's OEIS frontend

A385811 Numbers k such that there exists a partition of the sum of prime factors of k (cf. A001414) into bigomega(k) (cf. A001222) prime parts where the product of parts is more than k.

n	a(n)
1	20
2	21
3	28
4	33
5	39
6	40
7	42
8	44
9	51
10	52
11	56
12	57
13	60
14	63
15	65
16	66
17	68
18	69
19	76
20	78
21	80
22	84
23	85
24	87
25	88
26	92
27	93
28	95
29	99
30	100
31	102
32	104
33	105
34	111
35	112
36	114
37	115
38	116
39	117
40	119
41	120
42	123
43	124
44	126
45	129
46	130
47	132
48	133
49	136
50	138
51	140
52	141
53	145
54	147
55	148
56	152
57	153
58	155

[20, 21, 28, 33, 39, 40, 42, 44, 51, 52, 56, 57, 60, 63, 65, 66, 68, 69, 76, 78, 80, 84, 85, 87, 88, 92, 93, 95, 99, 100, 102, 104, 105, 111, 112, 114, 115, 116, 117, 119, 120, 123, 124, 126, 129, 130, 132, 133, 136, 138, 140, 141, 145, 147, 148, 152, 153, 155]

cp's OEIS Frontend

A385811 Numbers k such that there exists a partition of the sum of prime factors of k (cf. A001414) into bigomega(k) (cf. A001222) prime parts where the product of parts is more than k.

Table of values

List of values

n	a(n)
1	20
2	21
3	28
4	33
5	39
6	40
7	42
8	44
9	51
10	52
11	56
12	57
13	60
14	63
15	65
16	66
17	68
18	69
19	76
20	78
21	80
22	84
23	85
24	87
25	88
26	92
27	93
28	95
29	99
30	100
31	102
32	104
33	105
34	111
35	112
36	114
37	115
38	116
39	117
40	119
41	120
42	123
43	124
44	126
45	129
46	130
47	132
48	133
49	136
50	138
51	140
52	141
53	145
54	147
55	148
56	152
57	153
58	155

n	a(n)
1	20
2	21
3	28
4	33
5	39
6	40
7	42
8	44
9	51
10	52
11	56
12	57
13	60
14	63
15	65
16	66
17	68
18	69
19	76
20	78
21	80
22	84
23	85
24	87
25	88
26	92
27	93
28	95
29	99
30	100
31	102
32	104
33	105
34	111
35	112
36	114
37	115
38	116
39	117
40	119
41	120
42	123
43	124
44	126
45	129
46	130
47	132
48	133
49	136
50	138
51	140
52	141
53	145
54	147
55	148
56	152
57	153
58	155

n	a(n)
1	20
2	21
3	28
4	33
5	39
6	40
7	42
8	44
9	51
10	52
11	56
12	57
13	60
14	63
15	65
16	66
17	68
18	69
19	76
20	78
21	80
22	84
23	85
24	87
25	88
26	92
27	93
28	95
29	99
30	100
31	102
32	104
33	105
34	111
35	112
36	114
37	115
38	116
39	117
40	119
41	120
42	123
43	124
44	126
45	129
46	130
47	132
48	133
49	136
50	138
51	140
52	141
53	145
54	147
55	148
56	152
57	153
58	155