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Putnam 1966 B4

  • Session B

B-4. Let 0<a1<a2<⋯<amn+10<a_{1}<a_{2}<\cdots<a_{m n+1} be mn+1m n+1 integers. Prove that you can select either m+1m+1 of them no one of which divides any other, or n+1n+1 of them each dividing the following one.

Dataset text PutnamGAP. Quoted with source.

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