MathDB
sum of digits of divisors = 33 (IV Soros Olympiad 1997-98 R3 9.9)

Source:

June 1, 2024
number theorysum of roots

Problem Statement

Find an odd natural number not exceeding 10001000 if you know that the sum of the last digits of all its divisors (including 11 and the number itself) is 3333.