I’m not sure I’ll have the time to follow this thread anymore, so for now I’ll just quickly answer a couple of points…
But this is the basis of counterfactual reasoning. Since we know that if the Earth were flat, there would be such a waterfall, we can look for it and, based on its absence, conclude that the Earth isn’t flat after all. If a priori we only accepted as possible what is actual, this kind of reasoning would not be possible.
It might well violate the laws of physics, say in a superdeterministic world whose evolution is completely fixed by unique and necessary initial conditions – it might be physically impossible for a creature with a purple head to arise. Contrariwise, the laws of physics might just be local by-laws, which differ throughout the uni- or multiverse, and in which thus indeed flat ‘Earths’ exist.
Well, it’s my argument that it would feel different – namely, it would lack subjective states, and thus, not ‘feel’ anything at all. And frankly, anybody who wants to advance the position that lookup tables do have subjective states would have to make a darn good argument for it…
This, too, can be simulated, at least in principle – it works according to the same physical laws as everything else. The idea that this is not sufficient is precisely the qualia idea, i.e. that there is something else besides these physical laws that determines mental content.
But we know a lot about the physical laws consciousness supervenes on, and also a lot about computation and information, which we can use to put very strong constraints on the phenomenology of consciousness.
Both of which can just be put into the lookup table as well, so I’m not sure I see your point.
Analogue computers have the same computational power as digital ones, so anything you can do with a continuous process, you can do with a discrete one, too.
Actually, the Nyquist-Shannon sampling theorem provides precisely that: any continuous, analogue signal can be encoded, without loss of information, into a digital one, provided its frequency range is bounded in some way; and since our neurons neither use gamma rays nor radio waves to communicate, that requirement seems to be fulfilled.