# Digits

Number Theory Level 4

Find a number with all digits from 1-9 (both included) $$\overline { abcdefghi }$$ such that $$\overline { a }$$ is divisible by 1, $$\overline { ab }$$ is divisible by 2, $$\overline { abc }$$ is divisible by 3 and so on.

This problem is flagged because there are multiple solutions.

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