A334185 - cp's OEIS frontend

A334185 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 common integer ratio.

n	a(n)
1	9
2	28
3	34
4	65
5	75
6	110
7	126
8	132
9	205
10	217
11	246
12	258
13	294
14	344
15	399
16	436
17	502
18	513
19	520
20	579
21	657
22	680
23	730
24	810
25	866
26	978
27	979
28	1001
29	1028
30	1128
31	1164
32	1330
33	1332
34	1365
35	1374
36	1582
37	1605
38	1729
39	1736
40	1815
41	1947
42	2004
43	2050
44	2064
45	2196
46	2198
47	2310
48	2329
49	2610
50	2710

[9, 28, 34, 65, 75, 110, 126, 132, 205, 217, 246, 258, 294, 344, 399, 436, 502, 513, 520, 579, 657, 680, 730, 810, 866, 978, 979, 1001, 1028, 1128, 1164, 1330, 1332, 1365, 1374, 1582, 1605, 1729, 1736, 1815, 1947, 2004, 2050, 2064, 2196, 2198, 2310, 2329, 2610, 2710]

cp's OEIS Frontend

A334185 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 common integer ratio.

Table of values

List of values