Is there a basis such that if we measure the bell state $\dfrac{|00\rangle+|11\rangle}{\sqrt2}$ the results might not be correlated at all (or at least not maximally)? For example $\dfrac{|00\rangle+|11\rangle}{\sqrt2}$ = $\dfrac{|++\rangle+|--\rangle}{\sqrt2}$ = $\dfrac{|LL\rangle-|RR\rangle}{\s...