C
Candide_West
Guest
Theres no need to do any repeating or any specifying. If you randomly shuffle two decks of cards together ANY order they come out in has a probability of 1x10^166. That is the odds of that event happening and it exceeds your UPB. So by your standard it must be designed. But we know it is not because we already stated it is random.*You are confusing outcomes with specified ones. *What are the odds that if I shuffle the cards, throw them up and they land ace to 2 by suit 1,000 times out of 1,000 times?
If the UPB is intended to exclude sand ripples on a beach from being classified as “designed” then “conservative” is to say the least a rather inadequate term.*Dembski himself claims 10^150 to be a most conservative number.
The answer lies in how we process recognition of design. *
Yes, exactly. You need something specific you can look for which allows recognition of design in general and just as importantly recognition of non-design. We’ve established that probability is not sufficient because:Which of these two are designed and why?
a. It produces false positives even when faced with simple random events (ie shuffling two decks of cards)
b. It is fundamentally unable to distinguish between designed and undesigned patterns of equal complexity.
So what would you propose to distinguish between designed and undesigned complex patterns or events?