# 10711

This number is a prime.

The first occurrence of a Honaker
emirp pair (10711, 11701): These correspond to the
pair (*p_{1306}*,

*p*), where

_{1405}*p*is the

_{n}*n*th prime, and we respectively have (1+0+7+1+1 =

*1+3+0+6*, 1+1+7+0+1 =

*1+4+0+5*). [Beedassy]

The smallest emirp whose deleting the end digit and changing the first digit no one prime is created. [Loungrides]

(There is one curio for this number that has not yet been approved by an editor.)

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