Your mistake in how you are continuing this analogy is assuming that every consciousness is a 20. What is happening is that a 20 is rolled and so a consciousness emerges followed by a 3 and another consciousness, then a 7 and a consciousness, and a 12 and so on.So, how many consecutive 20's would have to come up before you would abandon your Texas chainsaw massacre fallacy and begin to believe the die is loaded? How about 20 consecutive 20's? Any doubts about the fairness of the die yet? 30? 40? Bueller??
If you (or I, or Jabba, or any consciousness) continued to recur, then you might have a point, though exactly what it is I am unsure of. As it stands, you have nothing except a die being rolled a lot of times and coming up differently each time. The fact that the die has a giganogargantuan number of sides means nothing more for the number that comes up than if it has only six sides.
There may be errors in nonpareil's chain of thought, but they are not the ones torpedoing the point here, but you are making some fatal errors here, even if we overlook your strawman of "whatever happens is completely uninformative."toontown said:How many consecutive hands of blackjack would you have to lose before you would begin to suspect you are being cheated? Oh wait, nevermind. You've already answered. For any sequence of cards, there is another potential series which is equally unlikely. So, following your reasoning, no sequence of consecutive losses could ever arouse your suspicion, because something else equally unlikely could have happened instead. And, following your reasoning to it's train wreck conclusion, as long as something else could have happened, then whatever does happen is completely uninformative. Because it just happened to happen. You assume, wrongly, because, if the dealer is in fact cheating you, then nothing else could have happened.
This is a truly strange fallacy you are committing. I don't know if it has a name. I may try to look it up. I'm tentatively dubbing it The Crooked Dealer's Lucky Day Fallacy.
If, once the universe begins, something must happen, followed by another something and myriad more somethings, then the mere fact of one thing happening over another does not impart statistical significance either to it from its perspective or to it from another perspective. It may, indeed, impart a feeling of significance from the happening's point of view, but that is irrelevant to the statistics.
I am truly interested: at what odds does an unlikely occurrence cross over into the land of significance? How large must the die be for the number to matter? Obviously not twenty. I assume not one thousand or even one million. Is it a quintillion? Where is the crossover?toontown said:How about 20 consecutive 20's in 20 rolls? Yes, "runs like that will come up from time to time". Expect that maybe once in many thousands of rolls. Don't expect that in the first 20 rolls.
Which is, in fact, what is happening here. When the post-shot bullseye speaks up and says "See? I'm special!" it does not mean that the bullseye is actually significant, only that it feels that way.toontown said:The TS fallacy occurs when the location of the shot is in fact insignificant to the shooter or anyone else, so the shooter draws a target around the bullet hole in order to imbue the location with a false significance.
Which is fine, but means squat all in regard to the claim that the giganogargantuan odds mean that (a) Jabba was pre-selected or (b) Jabba is immortal.toontown said:I feel no need to imbue my existence with false significance. I find it sufficiently significant to myself as is. I don't care whether you think it's significant to you. The significance to you does not factor into my reasoning at all. Nor should it. Even less after reading all about your beliefs on probability. That information has pretty much clenched the insignificance of your opinion as to the significance of my existence to you.