A306119 - cp's OEIS frontend

A306119 Largest k such that 9^k has exactly n digits 0 (in base 10), conjectured.

n	a(n)
0	34
1	36
2	68
3	56
4	65
5	106
6	144
7	134
8	119
9	138
10	154
11	186
12	194
13	191
14	219
15	208
16	247
17	267
18	199
19	314
20	292
21	263
22	319
23	303
24	307
25	345
26	431
27	401
28	375
29	388
30	413
31	498
32	488
33	504
34	465
35	513
36	565
37	464
38	481
39	541
40	568
41	532
42	588
43	542
44	600
45	677
46	649
47	633
48	613
49	734
50	627

[34, 36, 68, 56, 65, 106, 144, 134, 119, 138, 154, 186, 194, 191, 219, 208, 247, 267, 199, 314, 292, 263, 319, 303, 307, 345, 431, 401, 375, 388, 413, 498, 488, 504, 465, 513, 565, 464, 481, 541, 568, 532, 588, 542, 600, 677, 649, 633, 613, 734, 627]

cp's OEIS Frontend

A306119 Largest k such that 9^k has exactly n digits 0 (in base 10), conjectured.

Table of values

List of values

n	a(n)
0	34
1	36
2	68
3	56
4	65
5	106
6	144
7	134
8	119
9	138
10	154
11	186
12	194
13	191
14	219
15	208
16	247
17	267
18	199
19	314
20	292
21	263
22	319
23	303
24	307
25	345
26	431
27	401
28	375
29	388
30	413
31	498
32	488
33	504
34	465
35	513
36	565
37	464
38	481
39	541
40	568
41	532
42	588
43	542
44	600
45	677
46	649
47	633
48	613
49	734
50	627

n	a(n)
0	34
1	36
2	68
3	56
4	65
5	106
6	144
7	134
8	119
9	138
10	154
11	186
12	194
13	191
14	219
15	208
16	247
17	267
18	199
19	314
20	292
21	263
22	319
23	303
24	307
25	345
26	431
27	401
28	375
29	388
30	413
31	498
32	488
33	504
34	465
35	513
36	565
37	464
38	481
39	541
40	568
41	532
42	588
43	542
44	600
45	677
46	649
47	633
48	613
49	734
50	627

n	a(n)
0	34
1	36
2	68
3	56
4	65
5	106
6	144
7	134
8	119
9	138
10	154
11	186
12	194
13	191
14	219
15	208
16	247
17	267
18	199
19	314
20	292
21	263
22	319
23	303
24	307
25	345
26	431
27	401
28	375
29	388
30	413
31	498
32	488
33	504
34	465
35	513
36	565
37	464
38	481
39	541
40	568
41	532
42	588
43	542
44	600
45	677
46	649
47	633
48	613
49	734
50	627