A097370 - cp's OEIS frontend

A097370 Smallest number such that there exist exactly n triples (x,y,z) of distinct divisors with z=x+y.

n	a(n)
1	1
2	6
3	18
4	12
5	30
6	24
7	36
8	48
9	462
10	84
11	390
12	72
13	60
14	264
15	210
16	468
17	144
18	168
19	624
20	528
21	252
22	120
23	1530
24	648
25	1248
26	336
27	180
28	1140
29	936
30	1176
31	780
32	240
33	630
34	660
35	1296
36	4212
37	2304
38	3432
39	504
40	2730
41	420
42	480
43	3672
44	1872
45	2268
46	2592
47	900
48	360
49	2184
50	2040
51	1848
52	960

[1, 6, 18, 12, 30, 24, 36, 48, 462, 84, 390, 72, 60, 264, 210, 468, 144, 168, 624, 528, 252, 120, 1530, 648, 1248, 336, 180, 1140, 936, 1176, 780, 240, 630, 660, 1296, 4212, 2304, 3432, 504, 2730, 420, 480, 3672, 1872, 2268, 2592, 900, 360, 2184, 2040, 1848, 960]

cp's OEIS Frontend

A097370 Smallest number such that there exist exactly n triples (x,y,z) of distinct divisors with z=x+y.

Table of values

List of values