Let’s have two Latin Squares 6X6 superimposed on each other, represented here by marking one with 1s and one with 0s. The two Latin Squares contain twelve 5,2 pairs, a total of twelve pairs 6,4 and 4,3 there is, and also a total of twelve pairs 3,1 and 1,6
Does any one know which two Latin Squares satisfy the above requirements?
NOTE: It is self-evident that twelve pairs is the maximum number of a given pair, e.g. 5,2.