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4
Math Prize 2022 Problem 4
Math Prize 2022 Problem 4
Source:
October 12, 2022
Problem Statement
Determine the largest integer
n
n
n
such that
n
<
103
n < 103
n
<
103
and
n
3
ā
1
n^3 - 1
n
3
ā
1
is divisible by
103
103
103
.
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