Y by S.Ragnork1729, Honestcobra, cubres, farhad.fritl
Let
be a positive integer and let
be a finite set of odd prime numbers. Prove that there is at most one way (up to rotation and reflection) to place the elements of
around the circle such that the product of any two neighbors is of the form
for some positive integer
.





This post has been edited 1 time. Last edited by v_Enhance, Jul 16, 2022, 12:38 AM