9
This number is a composite.
Just showing those entries submitted by 'Silva': (Click here to show all)
 The first digit to appear as an end-digit in two consecutive
primes (139 and 149).  [Silva]
 
The first digit to appear as an end-digit in two consecutive
primes (139 and 149).  [Silva]
 The only composite digit that can appear as end-digit of a prime.  [Silva]
 
The only composite digit that can appear as end-digit of a prime.  [Silva]
 The only non-prime digit that is the difference of consecutive squares.  [Silva]
 
The only non-prime digit that is the difference of consecutive squares.  [Silva]
 The composite digit which first appears in a prime.  [Silva]
 
The composite digit which first appears in a prime.  [Silva]
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