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Search: id:A118756
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| A118756 |
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Define a function f on the set of primes as follows: f(p) = the cardinality of the set {n | p is the home prime of n} (cf. A037274). Then a(n) = smallest prime such that f(p) = n. |
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+0 26
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| 2, 23, 211, 379, 773, 3389, 23251, 3761, 178069, 77773, 379811, 378997, 747521, 2337691, 3789293, 3574657
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