A291461 - cp's OEIS frontend

A291461 Kaprekar triples: q^3 = x10^2n + y10^n + z, with q = x + y + z and 10^n > q > 10^(n-1) (q = 1 allowed for n = 1).

n	a(n)
1	1
2	512
3	91125
4	26198073
5	12519490248
6	20301732352
7	87824421125
8	93824221184
9	121213882349
10	128711132649
11	162324571375
12	171323771464
13	368910352448
14	19902511000000
15	87782935806307
16	171471879319616
17	220721185826504
18	470511577514952
19	2977097087043793
20	9063181647017784

[1, 512, 91125, 26198073, 12519490248, 20301732352, 87824421125, 93824221184, 121213882349, 128711132649, 162324571375, 171323771464, 368910352448, 19902511000000, 87782935806307, 171471879319616, 220721185826504, 470511577514952, 2977097087043793, 9063181647017784]

cp's OEIS Frontend

A291461 Kaprekar triples: q^3 = x10^2n + y10^n + z, with q = x + y + z and 10^n > q > 10^(n-1) (q = 1 allowed for n = 1).

Table of values

List of values

cp's OEIS Frontend

A291461 Kaprekar triples: q^3 = x*10^2n + y*10^n + z, with q = x + y + z and 10^n > q > 10^(n-1) (q = 1 allowed for n = 1).

Table of values

List of values

A291461 Kaprekar triples: q^3 = x10^2n + y10^n + z, with q = x + y + z and 10^n > q > 10^(n-1) (q = 1 allowed for n = 1).