Number Gossip

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Unique Properties of 191

  • 191 is the smallest palindromic prime whose sum of digits is a multidigit palindromic prime
  • By adding up the values of the common US coins, one obtains 191 ¢ (silver dollar + half dollar + quarter + dime + nickel + penny)
  • 191 is the smallest palindromic prime such that the next palindromic prime has the same non-zero digit's product (the next palindromic prime is 313)
  • 191 is the larger of the first occurrence of two successive primes using no prime digits (181, 191)
  • 191 is the smallest multidigit palindromic prime that yields a palindrome when multiplied by the following prime

Rare Properties of 191

Palindromic prime

Common Properties of 191

Deficient
Lazy caterer
Odd
Odious
Palindrome
Prime
Square-free
Twin
Undulating