None of you guys that just commented need a helmet.
You know what you are doing.
None of you will end up as a fatality on KF from head collision on land because you will have Quick Released right away.
Freedom at last awaits you.
literally 2 hours before your post:
None of you guys that just commented need a helmet.
You know what you are doing.
None of you will end up as a fatality on KF from head collision on land because you will have Quick Released right away.
Freedom at last awaits you.
It still amazes me that the high point of society with regards to being at least open to hearing opposing views in the form a discussion, was the late 80's to early 90's. Between then and now, something went terribly wrong. Now, any time you discuss something, someone out there gets all triggered and acts like you are forcing them to do something or listen to you.
You've missed the point. The bucketing was discussed on that thread.Matteo V wrote: ↑Thu Jun 17, 2021 4:22 pmDid you read through the page your link brings up???downunder wrote: ↑Thu Jun 17, 2021 3:37 pmFYI There are many helmet "deniers":
https://www.seabreeze.com.au/forums/Kit ... -freestyle
Some of the best riders in AU commented there.
I guess u are not interested so do not bother reading it. Other ppl might. Draw your own conclusions.
And no, its not about me or you at all. Its about readers and spreading fear amongst them...
By my count, 16 of the 19 posts are either for helmets or somewhat for helmets. 3 posts questioning helmets.
Thanks for the link and the "self own".
Least effective comeback ever! The "case rested" on your self own. Funny!downunder wrote: ↑Fri Jun 18, 2021 2:47 amYou've missed the point. The bucketing was discussed on that thread.Matteo V wrote: ↑Thu Jun 17, 2021 4:22 pmDid you read through the page your link brings up???downunder wrote: ↑Thu Jun 17, 2021 3:37 pmFYI There are many helmet "deniers":
https://www.seabreeze.com.au/forums/Kit ... -freestyle
Some of the best riders in AU commented there.
I guess u are not interested so do not bother reading it. Other ppl might. Draw your own conclusions.
And no, its not about me or you at all. Its about readers and spreading fear amongst them...
By my count, 16 of the 19 posts are either for helmets or somewhat for helmets. 3 posts questioning helmets.
Thanks for the link and the "self own".
And what to say about this anti-helmet statement???? I wear one, how many times do I need to tell you? BUT: it's totally superficial protection against rocks.
Case rests.
That shot was taken 10 years ago ; i'm older and wiser now, and
Assuming a fair six-sided die, and one of those sides is the "bad" number (let's use 1 as the bad number for this example), the chance that 1 comes up at least once in 100 rolls is 1 - ((5/6)^100)Matteo V wrote: ↑Wed Jun 16, 2021 9:53 pmSo explain this to me.tkaraszewski wrote: ↑Wed Jun 16, 2021 7:49 pmLol, funny for him to mention "a pretty big hole in your understanding of statistics" and get it completely wrong.
If you roll the dice on this one 100 times, in that hundred times what is the likelihood that the bad number will come up?
1 - ((5/6)^1000)If you roll the dice 1000 times, what is the likelyhood of that bad number coming up?
The probability of *any individual roll* coming up a particular number is identical, it's 1/6. This is key. Each individual roll has absolutely nothing to do with any other roll, they're completely individual events.Now just read on because I know you think you've got me....
But the probabiliylty is the same. Right?
The probability of any given roll is always 1/6. But you're not asking about any given roll, you're asking about a *particular* roll, the 1000th roll.But in 1000 rolls the number of times that bad number comes up is greater, right? Why?
If you *already know* that the first 999 rolls never got a 1, because they happened in the past, it doesn't change the chances for the 1000th roll. It's 5/6 that you don't get a 1. Yes, the chances that you will make it through the next 1000 rolls without getting a 1 are low, but not if you already know you'll make it through the first 999.
It's because you rolled the dice more times, right?
So the more total times you roll the dice, the greater the chance the bad number has come up inside of those instances, even though the individual roll probability has not changed.
So do you get it? The more chances you take, the greater the number of bad numbers comes up. And pulley's number of chances keeps increasing.
Discuss.
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