I have before me six different prime numbers that sum to a total
of 207. These six primes have been formed using all nine digits
from 1 to 9, once each.
The total of 207 is the smallest possible in these conditions,
according to established theory. Can you discover the six primes
involved?
Don't forget the number 1 is not considered prime in maths
jargon.
Of course you might start in minimalist fashion with 2, 3, 5, 7,
19, but then with only 4, 6 and 8 left, that would be the end of
that attempt!
Find the solution online >>
