A257969 - cp's OEIS frontend

A257969 Numbers m such that the sum of the digits (sod) of m, m^2, m^3, ..., m^9 are in arithmetic progression: sod(m^(k+1)) - sod(m^k) = f for k=1..8.

n	a(n)
1	1
2	10
3	100
4	1000
5	7972
6	10000
7	53941
8	79720
9	100000
10	134242
11	539410
12	698614
13	797200
14	1000000
15	1342420
16	5394100
17	6986140
18	7525615
19	7972000
20	9000864
21	10000000
22	10057054
23	13424200
24	15366307
25	17513566
26	20602674
27	23280211
28	24716905
29	25274655
30	25665559
31	32083981
32	34326702
33	34446204
34	34534816

[1, 10, 100, 1000, 7972, 10000, 53941, 79720, 100000, 134242, 539410, 698614, 797200, 1000000, 1342420, 5394100, 6986140, 7525615, 7972000, 9000864, 10000000, 10057054, 13424200, 15366307, 17513566, 20602674, 23280211, 24716905, 25274655, 25665559, 32083981, 34326702, 34446204, 34534816]

cp's OEIS Frontend

A257969 Numbers m such that the sum of the digits (sod) of m, m^2, m^3, ..., m^9 are in arithmetic progression: sod(m^(k+1)) - sod(m^k) = f for k=1..8.

Table of values

List of values