An Equatable conformance should fulfill the Reflexive relation property meaning:
a == ais alwaystrue(Reflexivity)a == bimpliesb == a(Symmetry)a == bandb == cimpliesa == c(Transitivity)
An Equatable conformance should fulfill the Reflexive relation property meaning:
a == a is always true (Reflexivity)a == b implies b == a (Symmetry)a == b and b == c implies a == c (Transitivity)