Quote from Maverick74:
What does swimming have to do with killing? I'm lost dude. OK, let's take your premise for a second OK. Let's assume you are right. Let's assume that all of these young guys, about 18 to 21 years old, let's say all of them want to kill and that's it. What is the statistical likelihood that we could get that many guys from a small sample of competitive swimmers. I mean Shit, if we just took a percentage of people in this country that fell into the category of just wanting to kill people at ant cost, I imagine, although I don't have the exact numbers, that it's probably under 1% out of the 300 million people that live in the US. It maybe even by closer to .05%. Hell, now that I think of it, even that number seems too high but let's stick with that number.
Now, let calculate how many competitive swimmers there are in the US. Shit, that number has got to be miniscule, maybe like .001% or so or less. I mean most high schools don't have competitive swim teams and most colleges don't either and the ones that do only have maybe 10 to 20 guys on a team. So we are talking about a very small sample here, very small.
Now, what are the odds that a randomly generated person falls into both groups, i.e that he is a competitive swimmer and he only wants to kill people in life.
Nitro or somebody, can you run the monte carlo on this and come up with some numbers. Seriously, where are all the probability experts on ET. Someone tell me what the odds are of someone being in both groups. I think it has got to be like 10 million to 1 or something ridiculous.
Once you see what those numbers are Rowenwood, you will see how ridiculous your premise is. Now we could even take this further by calculating what the odds would be for the entire Seals group to be comprised of people who hail from the violent killing group. I bet those odds are closer to 100 million to 1. LOL. So someone do the math or offer an educated guess. Thanks.