A375154 - cp's OEIS frontend

A375154 Least k with exactly n partitions k = x + y + z satisfying sigma(k) = sigma(x) + sigma(y) + sigma(z).

n	a(n)
1	5
2	25
3	33
4	39
5	38
6	58
7	65
8	86
9	123
10	85
11	82
12	92
13	98
14	152
15	99
16	158
17	106
18	135
19	153
20	145
21	215
22	186
23	142
24	189
25	235
26	178
27	185
28	165
29	147
30	315
31	274
32	231
33	214
34	305
35	171
36	332
37	207
38	290
39	310
40	344
41	266
42	358
43	583
44	297
45	261
46	278
47	285
48	488
49	255
50	334
51	302
52	369
53	309
54	2888
55	284

[5, 25, 33, 39, 38, 58, 65, 86, 123, 85, 82, 92, 98, 152, 99, 158, 106, 135, 153, 145, 215, 186, 142, 189, 235, 178, 185, 165, 147, 315, 274, 231, 214, 305, 171, 332, 207, 290, 310, 344, 266, 358, 583, 297, 261, 278, 285, 488, 255, 334, 302, 369, 309, 2888, 284]

cp's OEIS Frontend

A375154 Least k with exactly n partitions k = x + y + z satisfying sigma(k) = sigma(x) + sigma(y) + sigma(z).

Table of values

List of values