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Obviously, whether there is a ball at T or not has a causal influence on the variables L and R But L and R are clearly dependent given T, because the ball can reappear only at one outlet At first sight the common cause assumption seems to fail in this situation However, things are not quite as simple: we can always assume that there is a hidden common cause, for instance, an imperfection in the ball or in the tubes, which influences the course of the ball If we knew the (exact) state of this cause, the outlet at which the ball will reappear could be determined and hence the common cause assumption would hold Obviously, if there is a dependence between two effects, we can always say that there must be another hidden common cause We did not find it, because we did not look hard enough. crystal reports qr code QR Code Crystal Reports Generator 15.02 Free download
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