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IMO 1971 — Shortlisted problems Question 14

IMO Shortlist · IMO 1971 — Shortlisted problems

Question 14

(USS 1) A broken line $A_1A_2\ldots A_n$ is drawn in a $50\times50$ square, so that the distance from any point of the square to the broken line is less than $1$. Prove that its total length is greater than $1248$.