A324259 Subsequence of A324257 (Conceited Numbers) where every prime factor is visible in the number, not just each distinct prime factor.

21372, 119911, 229912, 2971137, 3719193, 13731373, 16749933, 31373137, 183171409, 221397372, 238903323, 241153517, 254724772, 271141332, 331191135, 1153115117, 1190911909, 1453312395, 2511176437, 2923699119, 2971193115, 3124516195

Offset: 1

Author

Deron Stewart, Feb 19 2019

Keywords

• nonn
• base

Comments

Includes all squarefree terms in A324257 by definition.

Generalization of A083361 without the restriction of limited multiplicity inherited from A083359.

Examples

			119911 = 11^2 * 991, formed by 11||(99(1)1), with 11 appearing twice in the number as required. (991 and 11 overlap.)
		

Links

• Deron Stewart, C# methods to evaluate candidate terms given the distinct prime factors.

Crossrefs

Cf. A324257, A083361, A083359.