A092175 - cp's OEIS frontend

A092175 Define d(n,k) to be the number of '1' digits required to write out all the integers from 1 through k in base n. E.g., d(10,9) = 1 (just '1'), d(10,10) = 2 ('1' and '10'), d(10,11) = 4 ('1', '10' and '11'). Then a(n) is the first k >= 1 such that d(n,k) > k.

n	a(n)
1	2
2	3
3	13
4	29
5	182
6	427
7	3931
8	8185
9	102781
10	199991
11	3179143
12	5971957
13	114818731
14	210826995
15	4754446861
16	8589934577
17	222195898594
18	396718580719
19	11575488191148
20	20479999999981
21	665306762187614
22	1168636602822635
23	41826814261329723
24	73040694872113129

[2, 3, 13, 29, 182, 427, 3931, 8185, 102781, 199991, 3179143, 5971957, 114818731, 210826995, 4754446861, 8589934577, 222195898594, 396718580719, 11575488191148, 20479999999981, 665306762187614, 1168636602822635, 41826814261329723, 73040694872113129]

cp's OEIS Frontend

A092175 Define d(n,k) to be the number of '1' digits required to write out all the integers from 1 through k in base n. E.g., d(10,9) = 1 (just '1'), d(10,10) = 2 ('1' and '10'), d(10,11) = 4 ('1', '10' and '11'). Then a(n) is the first k >= 1 such that d(n,k) > k.

Table of values

List of values