But who said there's only one output? We have posited a multiverse where all outputs are possible and happen.
That is what I'm running with.
The notion of an omniscient deity has also been posited, has it not?
A predetermined (foreseen, or however you term it) means that there is only one possible outcome for each universe.
Across the multiverse every outcome occurs.
But in each individual universe, the fact that it is predetermined means that there can be, could never be, any other option.for that universe.
Saying that, across the universes, all outcomes occur speaks nothing at all to an individual universe.
If you want to claim that all possibilities are genuinely available in a single universe, as opposed to the overall multiverse, then that is an argument, or at least a property of the scenario, that you need to make.
You're dancing around the issue.
I'm addressing the issue as I see it.
If it is not, from your view, addressing it then by all means explain, rather than just dismiss, please.
From my view, having only a single path equates, at least for the incompatibilist, to constraint.
If you could buy a car of any colour as long as it is black... etc.
Such "constraint" is not just a perspective from the individual's point of view but from a meta perspective.
From the "infinite" (although I suspect Tiassa's line is different than I initially suspected).
One could look at "constraint" as being from the pov of the individual: if they don't perceive only having a single possible outcome then there is no such constraint.
That would seem to be a compatibilist view.
Predetermination (or omniscience etc), however, irrespective of mechanism, irrespective of how it is allowed or happens, means that the action could not be, could never have been, other than what it was.
Wherever something is posited, the implications of what it means are also posited, even if one doesn't know the mechanism.
So I ask again: in what way do you think that having but one genuine path is not a constraint, even if the individual is not aware of the constraint?
Sorry, it just does not follow.
It does, for reasons given.
If you want a discussion, though, offer something more than just a dismissal, please.
Thanks.