colouring squares (junior edition)
Source: Tuymaada Junior 2006 p8
May 12, 2019
ColoringColor problemcombinatorics
Problem Statement
From a rectangle divided into unit squares, we cut the corner, which consists of the first row and the first column. (that is, the corner has unit squares). For the following, when we say corner we reffer to the above definition, along with rotations and symmetry. Consider an infinite lattice of unit squares. We will color the squares with colors, such that for any corner, the squares in that corner are coloured differently (that means that there are no squares coloured with the same colour). Find out the minimum of .