A335065 - cp's OEIS frontend

A335065 Let m = d*q + r be the Euclidean division of m by d. The terms m of this sequence satisfy that d, q, r are consecutive positive integer terms in a geometric progression but not necessarily in that order.

n	a(n)
1	6
2	9
3	12
4	20
5	28
6	30
7	34
8	42
9	56
10	58
11	65
12	72
13	75
14	90
15	110
16	126
17	132
18	156
19	182
20	201
21	205
22	210
23	217
24	224
25	240
26	246
27	254
28	258
29	272
30	294
31	306
32	342
33	344
34	380
35	384
36	399
37	420
38	436
39	462
40	498
41	502
42	506
43	513
44	516
45	520
46	552
47	579
48	600
49	650
50	657
51	680
52	690
53	702
54	730
55	756
56	786

[6, 9, 12, 20, 28, 30, 34, 42, 56, 58, 65, 72, 75, 90, 110, 126, 132, 156, 182, 201, 205, 210, 217, 224, 240, 246, 254, 258, 272, 294, 306, 342, 344, 380, 384, 399, 420, 436, 462, 498, 502, 506, 513, 516, 520, 552, 579, 600, 650, 657, 680, 690, 702, 730, 756, 786]

cp's OEIS Frontend

A335065 Let m = d*q + r be the Euclidean division of m by d. The terms m of this sequence satisfy that d, q, r are consecutive positive integer terms in a geometric progression but not necessarily in that order.

Table of values

List of values

n	a(n)
1	6
2	9
3	12
4	20
5	28
6	30
7	34
8	42
9	56
10	58
11	65
12	72
13	75
14	90
15	110
16	126
17	132
18	156
19	182
20	201
21	205
22	210
23	217
24	224
25	240
26	246
27	254
28	258
29	272
30	294
31	306
32	342
33	344
34	380
35	384
36	399
37	420
38	436
39	462
40	498
41	502
42	506
43	513
44	516
45	520
46	552
47	579
48	600
49	650
50	657
51	680
52	690
53	702
54	730
55	756
56	786

n	a(n)
1	6
2	9
3	12
4	20
5	28
6	30
7	34
8	42
9	56
10	58
11	65
12	72
13	75
14	90
15	110
16	126
17	132
18	156
19	182
20	201
21	205
22	210
23	217
24	224
25	240
26	246
27	254
28	258
29	272
30	294
31	306
32	342
33	344
34	380
35	384
36	399
37	420
38	436
39	462
40	498
41	502
42	506
43	513
44	516
45	520
46	552
47	579
48	600
49	650
50	657
51	680
52	690
53	702
54	730
55	756
56	786

n	a(n)
1	6
2	9
3	12
4	20
5	28
6	30
7	34
8	42
9	56
10	58
11	65
12	72
13	75
14	90
15	110
16	126
17	132
18	156
19	182
20	201
21	205
22	210
23	217
24	224
25	240
26	246
27	254
28	258
29	272
30	294
31	306
32	342
33	344
34	380
35	384
36	399
37	420
38	436
39	462
40	498
41	502
42	506
43	513
44	516
45	520
46	552
47	579
48	600
49	650
50	657
51	680
52	690
53	702
54	730
55	756
56	786