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Explain Bell's elegant counting argument to test if nature obeys 'common sense,' in that variables or 'elements of reality' have prior existance whether or not

Explain Bell's elegant counting argument to test if nature obeys 'common sense,' in that variables or 'elements of reality' have prior existance whether or not we measure them, or if they obey quantum rules.Simply set up the classical probabilities that Alice (A) and Bob (B) should expect if they use the special three-axis S-G setup. Concluding with arriving at equations (shown in picture)


EN, 6(N + na (N2 + N3 + N4 + Ng + N + N) 29(2 Sv (11 + Nu + (N3 + x3 + Ns + Ns + No + N)) = 3 

Psame Popp || - H N, (N + N3 + N + N + N6 + N7) 419 N + N + (N + N + N + N + 6 + N) = .

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