The fact that you continue to mis-state the claim is pretty convincing proof that you don't understand what it is that you're responding to. Try turning off the arrogance and actually reading the posts. I suggest you GOTO #2405 and try to understand what somebodyelse is sayiong, rather than listening to your own echo chamber. And every time you mis-state the claim I've made to try and ridicule it, I'll re-direct you, if that helps; you seem to think that's a good approach.
There is a set of all possible souls and a set of all possible bodies in Jabba's mythology; his existence requires a specific one of each, and he's made it quite clear that it's the specific combination of his current soul and his current body that is the condition he believes to be set apart. In his mythology, therefore, E represents independent choices of two different entities.
And incidentally, even if E is supposed to represent the same set throughout the expression, it probably doesn't when Jabba formulates it.
Dave
We've been over this again and again in earlier iterations of this thread.
1. The claim I was refuting was "~H can not be more likely than H because muh conjunction fallacy." You're now substituting an entirely different claim. If I weren't such a fan of Hanlon's razor I'd say you're doing a bait and switch, allowing you to pretend that my refutation of the original claim wasn't accurate.
2. But even your new claim has been done to death already in earlier iterations. Here's the short version: E is the data, that which is observed. Does the observation (ie Jabba existing) distinguish between, say, "Jabba + soul 1" and "Jabba + soul 2"? The answer is of course no. As such E isn't, say, "Jabba without soul" ∪ "Jabba + soul 1", but E = "Jabba without soul" ∪ "Jabba + soul 1" ∪ "Jabba + soul 2" ∪ ... ∪ "Jabba + soul N". E is
every possibility that entails the observed data. And your argument sinks to the bottom.
Of course if anyone here actually bothered properly defining the probability space like I asked, then the above would become immediately apparent in the precise definition of E. But of course no one ever bothers. Hmmm, I wonder why...
Lastly, as to your "turning off the arrogance and actually reading the posts" - I can read the posts just fine, fine enough to spot the litany of errors. And I don't care if you call it "arrogance" or whatever, your arguments show an appalling level of understanding of probability theory. Your errors are at the "immediate" level, meaning that it should take you less time to find the error in the argument/claim than to type out said argument/claim - as such you should've never gotten to the point where you press "Submit Post" and have it actually appear on here. It is what it is, and whining about "arrogance" doesn't change that.