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An anagram of a number k is a number formed by one of the k! permutations of its digits.
The definition seems to be incomplete: Why do no members of A023086 appear? [R. J. Mathar, May 30 2009]
Table of n, a(n) for n=1..33.
495 = 954-459; 1089 = 9108-8019; 1269 = 2961-1692; 2538 = 5823-3285; 6174 = 7641-1467; 10989 = 91908-80919; 12969 = 29961-16992
Sequence in context: A045007 A062903 A059828 * A031898 A138853 A164716
Adjacent sequences: A160848 A160849 A160850 * A160852 A160853 A160854
Claudio Meller, May 28 2009
Definition edited by R. J. Mathar, May 30 2009