A334186 - cp's OEIS frontend

A334186 Let m = d*q + r be the Euclidean division of m by d. The terms m of this sequence satisfy that r, q, d are consecutive positive integer terms in a geometric progression with a noninteger common ratio > 1.

n	a(n)
1	58
2	201
3	224
4	254
5	384
6	498
7	516
8	690
9	786
10	880
11	1008
12	1038
13	1105
14	1370
15	1388
16	1462
17	1518
18	1545
19	1740
20	1755
21	1968
22	2032
23	2094
24	2262
25	2585
26	2666
27	2674
28	2752
29	2932
30	3009
31	3108
32	3402
33	3488
34	3633
35	3670
36	4002
37	4016
38	4134
39	4370
40	4398
41	4410
42	4548
43	4845
44	5152
45	5340
46	5440

[58, 201, 224, 254, 384, 498, 516, 690, 786, 880, 1008, 1038, 1105, 1370, 1388, 1462, 1518, 1545, 1740, 1755, 1968, 2032, 2094, 2262, 2585, 2666, 2674, 2752, 2932, 3009, 3108, 3402, 3488, 3633, 3670, 4002, 4016, 4134, 4370, 4398, 4410, 4548, 4845, 5152, 5340, 5440]

cp's OEIS Frontend

A334186 Let m = d*q + r be the Euclidean division of m by d. The terms m of this sequence satisfy that r, q, d are consecutive positive integer terms in a geometric progression with a noninteger common ratio > 1.

Table of values

List of values