Question 20
It is given that $a,b,c,d,e$ are prime numbers, and their product $abcde$ is the sum of 111 consecutive positive integers. Find the smallest possible value of $a+b+c+d+e$. The primes need not be distinct.
Answer format: enter one whole number without units; leading zeros are optional. The source answer sheet uses four digits (for example, 7 is shaded as 0007).
Answer format: enter one whole number without units; leading zeros are optional. The source answer sheet uses four digits (for example, 7 is shaded as 0007).