Bozo Erectus said:
On the one hand, you have one set of people who require physical proof and evidence, every step of the way before proceeding, and then another set of people who, while welcoming proof and evidence, dont see that the lack of it should be an impediment to speculation and serious thought.
The issue is youre not just speculating and thinking, you're claiming! You're dismissing the possibility of coincidence, while insisting that unknown forces are involved. In short, youve abandoned all logic!
You claim that strong resistance to the likelihood of your idea is harmful to progress, understanding, and whatnot, when in fact the opposite is true. If you can't respond to the possibility that the occurrence was random and the two events are unconnected, you have a weak theory and it's in the process of being weeded out. That's how we get an accurate view of what is and isn't (or how we get to the most accurate view given our observations).
(If I'm misrepresenting your views, I just make the modest request that you correct me with a more specific outline of your actual views than something like, "I just think some coincidences aren't.")
As a general aside, not necessarily specific to this topic: You seem to be fond of drawing connections to things that make
sense, but ones
sense isnt reliable. (By
sense I refer generally to intuition, rather than something like the 5 senses.) Take for instance the Monty Hall Paradox. Briefly: Game show: 3 doors, one with a prize behind it, you choose. So you pick a door, and it is
not opened. One of the remaining doors is without revealing the prize, and you are allowed to switch doors. What do you do? As it turns out, switching doors doubles your odds. Generally, that makes no
sense (you'd expect all the doors to have equal odds), but it's true. If you don't believe it get a friend to help you set something like it up and do it repeatedly, and youll find that your
sense is contradicted by observation.
Similarly in this case, you get a
sense that these two events are related, but perfectly statistically plausible without any special relation.