A306112 - cp's OEIS frontend

A306112 Largest k such that 2^k has exactly n digits 0 (in base 10), conjectured.

n	a(n)
0	86
1	229
2	231
3	359
4	283
5	357
6	475
7	476
8	649
9	733
10	648
11	696
12	824
13	634
14	732
15	890
16	895
17	848
18	823
19	929
20	1092
21	1091
22	1239
23	1201
24	1224
25	1210
26	1141
27	1339
28	1240
29	1282
30	1395
31	1449
32	1416
33	1408
34	1616
35	1524
36	1727
37	1725
38	1553
39	1942
40	1907
41	1945
42	1870
43	1724
44	1972
45	1965
46	2075
47	1983
48	2114
49	2257
50	2256

[86, 229, 231, 359, 283, 357, 475, 476, 649, 733, 648, 696, 824, 634, 732, 890, 895, 848, 823, 929, 1092, 1091, 1239, 1201, 1224, 1210, 1141, 1339, 1240, 1282, 1395, 1449, 1416, 1408, 1616, 1524, 1727, 1725, 1553, 1942, 1907, 1945, 1870, 1724, 1972, 1965, 2075, 1983, 2114, 2257, 2256]

cp's OEIS Frontend

A306112 Largest k such that 2^k has exactly n digits 0 (in base 10), conjectured.

Table of values

List of values