A360619 - cp's OEIS frontend

A360619 a(n) > n is the smallest integer such that there exist integers n < c < d satisfying n^3 + a(n)^3 = c^3 + d^3.

n	a(n)
1	12
2	16
3	36
4	32
5	60
6	48
7	84
8	53
9	34
10	27
11	93
12	40
13	156
14	112
15	80
16	106
17	39
18	68
19	228
20	54
21	238
22	176
23	94
24	80
25	167
26	156
27	102
28	224
29	99
30	67
31	246
32	166
33	279
34	78
35	98
36	120
37	174
38	304
39	468
40	108
41	319
42	69
43	516
44	352
45	170
46	188
47	97
48	160
49	282
50	96
51	82
52	312
53	550
54	204
55	113
56	371
57	180
58	198
59	708
60	134
61	600

[12, 16, 36, 32, 60, 48, 84, 53, 34, 27, 93, 40, 156, 112, 80, 106, 39, 68, 228, 54, 238, 176, 94, 80, 167, 156, 102, 224, 99, 67, 246, 166, 279, 78, 98, 120, 174, 304, 468, 108, 319, 69, 516, 352, 170, 188, 97, 160, 282, 96, 82, 312, 550, 204, 113, 371, 180, 198, 708, 134, 600]

cp's OEIS Frontend

A360619 a(n) > n is the smallest integer such that there exist integers n < c < d satisfying n^3 + a(n)^3 = c^3 + d^3.

Table of values

List of values

n	a(n)
1	12
2	16
3	36
4	32
5	60
6	48
7	84
8	53
9	34
10	27
11	93
12	40
13	156
14	112
15	80
16	106
17	39
18	68
19	228
20	54
21	238
22	176
23	94
24	80
25	167
26	156
27	102
28	224
29	99
30	67
31	246
32	166
33	279
34	78
35	98
36	120
37	174
38	304
39	468
40	108
41	319
42	69
43	516
44	352
45	170
46	188
47	97
48	160
49	282
50	96
51	82
52	312
53	550
54	204
55	113
56	371
57	180
58	198
59	708
60	134
61	600

n	a(n)
1	12
2	16
3	36
4	32
5	60
6	48
7	84
8	53
9	34
10	27
11	93
12	40
13	156
14	112
15	80
16	106
17	39
18	68
19	228
20	54
21	238
22	176
23	94
24	80
25	167
26	156
27	102
28	224
29	99
30	67
31	246
32	166
33	279
34	78
35	98
36	120
37	174
38	304
39	468
40	108
41	319
42	69
43	516
44	352
45	170
46	188
47	97
48	160
49	282
50	96
51	82
52	312
53	550
54	204
55	113
56	371
57	180
58	198
59	708
60	134
61	600

n	a(n)
1	12
2	16
3	36
4	32
5	60
6	48
7	84
8	53
9	34
10	27
11	93
12	40
13	156
14	112
15	80
16	106
17	39
18	68
19	228
20	54
21	238
22	176
23	94
24	80
25	167
26	156
27	102
28	224
29	99
30	67
31	246
32	166
33	279
34	78
35	98
36	120
37	174
38	304
39	468
40	108
41	319
42	69
43	516
44	352
45	170
46	188
47	97
48	160
49	282
50	96
51	82
52	312
53	550
54	204
55	113
56	371
57	180
58	198
59	708
60	134
61	600