MathDB
exists 8-digit number where divided by 1st digit gives remainder 1, etc ?

Source: Caucasus 2018 11.1

April 26, 2019
number theoryDigitsDigitdivisibleremainder

Problem Statement

Is there an eight-digit number without zero digits, which when divided by the first digit gives the remainder 11, when divided by the second digit will give the remainder 22, ..., when divided by the eighth digit will give the remainder 88?