Numbers n such that n divides sigma_(2^k)(n), the sum of the 2^k powers of the divisors of n, for all k>1.
A066292
Numbers n such that n divides sigma_(2^k)(n), the sum of the 2^k powers of the divisors of n, for all k>1.
Terms
- a(0) =1a(1) =84a(2) =156a(3) =364a(4) =1092a(5) =435708a(6) =986076a(7) =1118480a(8) =1441188a(9) =1674036a(10) =2446668a(11) =2597868a(12) =3108924a(13) =3875508a(14) =4150692a(15) =5537196a(16) =6066396a(17) =6686316a(18) =13729212a(19) =14639436a(20) =18735444a(21) =23307732a(22) =27092052a(23) =31806684a(24) =58266468a(25) =69728724
External references
- oeis: A066292