A135015 -id:A135015 - cp's OEIS frontend

A135411 Numbers n with property that for each single digit d of n, we can also see the decimal expansion of d+2 as a substring of n.

113579, 113597, 113759, 113795, 113957, 113975, 115379, 115397, 115739, 115793, 115937, 115973, 117359, 117395, 117539, 117593, 117935, 117953, 119357, 119375, 119537, 119573, 119735, 119753, 311579, 311597, 311759, 311795, 311957, 311975

Offset: 1

Zak Seidov, Feb 17 2008

There are exactly 120 six-digit such integers.
These include 24 primes: 113759, 113957, 115793, 117539, 311957, 351179, 375119, 511793, 531197, 539711, 573119, 579113, 579311, 591137, 593711, 711539, 739511, 751139, 751193, 759113, 793511, 911357, 937511, 971153;
and 36 semiprimes: 113579, 115397, 115937, 117953, 119537, 119573, 119753, 311579, 311759, 359117, 375911, 379511, 391157, 395711, 397115, 511379, 511397, 511739, 539117, 571139, 593117, 711593, 731195, 753119, 753911, 791135, 911573, 931157, 935117, 935711, 937115, 951137, 957113, 957311, 975113, 975311.

Cf. A134439, A134692, A134948, A135015, A135016, A135463, A135495.

cp's OEIS Frontend

A135411 Numbers n with property that for each single digit d of n, we can also see the decimal expansion of d+2 as a substring of n.

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