Sub-Kaprekar numbers (1): n such that n=q-r and n^2=q*10^m+r, for some m>=1, q>=0, 0<=r<10^m, with n not a power of 10.

A118937

Sub-Kaprekar numbers (1): n such that n=q-r and n^2=q*10^m+r, for some m>=1, q>=0, 0<=r<10^m, with n not a power of 10.

Terms

    a(0) =11a(1) =101a(2) =1001a(3) =1078a(4) =1287a(5) =1364a(6) =10001a(7) =11096a(8) =100001a(9) =118183a(10) =1000001a(11) =1336634a(12) =10000001a(13) =12727274a(14) =100000001a(15) =123529412a(16) =1000000001a(17) =1019138757a(18) =1025974026a(19) =1097744361a(20) =1120879122a(21) =1140017878a(22) =1165991904a(23) =1237762239a(24) =1288553552

External references