1234567891
This number is a prime.
 A zeroless consecutive-digit prime in ascending order.  [Madachy]
 
A zeroless consecutive-digit prime in ascending order.  [Madachy]
 The smallest almost pandigital mountain prime having also the property “each of its digits d is first appearing in the dth position.”  [Loungrides]
 
The smallest almost pandigital mountain prime having also the property “each of its digits d is first appearing in the dth position.”  [Loungrides]
 The smallest zeroless pandigital prime of the form
1P1, where P is prime. Note that three blocks
of such a prime fuse together to generate another prime
1P1P1P1.  [Beedassy]
 
The smallest zeroless pandigital prime of the form
1P1, where P is prime. Note that three blocks
of such a prime fuse together to generate another prime
1P1P1P1.  [Beedassy]
 The first prime formed from the leading digits of the Champernowne constant.  [Harrison]
 
The first prime formed from the leading digits of the Champernowne constant.  [Harrison]
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