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Hume argued that when we observe A always followed by B, we erroneously say that A causes B. Hence what we call causation is really nothing but the constant conjunction of two events. But what about the following counter-example?Two very accurate clocks are set so that one always strikes the hour 10 seconds after the other. Hence there is a constant conjunction - the striking of A is always followed immediately by the striking of B. Yet we would NOT in this case say that the former caused the latter. So there must be something more to our notion of causation than mere constant conjunction. Did Hume appreciate this?
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