Are we always wrong?
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If we use the correspondence theory of truth, then truth consists of explanations that correspond "perfectly" to reality. In that sense all our statements are false: we don't have those explanations that perfectly correspond, all our actual statements are approximations, or deductions from approximations (1+1=2 is a deduction from a set of explanations, but that set is not entirely true - since the set is inconsistent and incomplete)