788
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Number
$788$ (seven hundred and eighty-eight) is:
- $2^2 \times 197$
- The $1$st in a sequence of $6$ consecutive integers which are divisible by the corresponding term in the sequence of the first $6$ primes:
- $788 = 2 \times 394$
- The $8$th candidate Lychrel number
- The $14$th even integer after $2$, $4$, $94$, $96$, $98$, $400$, $402$, $404$, $514$, $516$, $518$, $784$, $786$ that cannot be expressed as the sum of $2$ prime numbers which are each one of a pair of twin primes
Also see
- Previous ... Next: Candidate Lychrel Number
- Previous ... Next: Even Integers not Sum of 2 Twin Primes
Sources
- 1997: David Wells: Curious and Interesting Numbers (2nd ed.) ... (previous) ... (next): $788$