A103169 Start of seven consecutive primes whose digit reversals are also prime.
2, 727, 733, 1193, 1201, 1213, 1217, 11897, 18719, 79379, 125627, 334759, 334771, 743989, 910909, 920957, 928429, 941449, 1093571, 1215079, 1407181, 1466533, 1518863, 1648553, 1770829, 3170743, 3300593, 7321943, 7682687, 7755581
Offset: 1
Examples
1193, 1201, 1213, 1217, 1223, 1229 and 1231 are consecutive primes. Their digit reversals, 3911, 1021, 3121, 7121, 3221, 9221 and 1321, are all prime.
Programs
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Mathematica
With[{s = Prime@ Range[10^6]}, IntegerReverse /@ Flatten@ Map[Take[#, Length@ # - 6] &, DeleteCases[SplitBy[Map[IntegerReverse, s], PrimeQ], k_ /; Or[CompositeQ@ First@ k, Length@ k < 7]]]] (* Michael De Vlieger, Jul 24 2017 *)
Extensions
Edited by David Wasserman, Sep 05 2006