Message from @MOS MAIORVM (AKA Sola)

Discord ID: 311378739688636418


2017-05-09 05:45:22 UTC  

What?

2017-05-09 05:45:25 UTC  

This is really basic stuff

2017-05-09 05:45:25 UTC  

My point is what?

2017-05-09 05:45:30 UTC  

I'm not trying to knock you

2017-05-09 05:45:36 UTC  

Yes. Basic and irrelevant

2017-05-09 05:45:45 UTC  

It's not irrelevant

2017-05-09 05:45:48 UTC  

It's quite important

2017-05-09 05:46:12 UTC  

You're acting as if sample size doesn't matter

2017-05-09 05:46:15 UTC  

that's clearly not the case

2017-05-09 05:46:21 UTC  

It matters to a point

2017-05-09 05:46:27 UTC  

It matters period

2017-05-09 05:46:29 UTC  

Depends on what you study

2017-05-09 05:46:36 UTC  

No. It doesnt matter period.

2017-05-09 05:46:36 UTC  

Yes, we only have so many resources to expend on it

2017-05-09 05:46:43 UTC  

Per the 100k vs. 10 mil example

2017-05-09 05:46:49 UTC  

But it's important to get a large sample size

2017-05-09 05:47:16 UTC  

Maybe. It certainly isnt some inviolable principle. Maybe it is useful.

2017-05-09 05:47:22 UTC  

10 mil will still give you a more accurate result than 100k

2017-05-09 05:47:25 UTC  

It doesnt make it MORE TRUE

2017-05-09 05:47:47 UTC  

10 mil vs. 100k in coinflips

2017-05-09 05:47:56 UTC  

It's not about being "more true" but more accurate

2017-05-09 05:48:00 UTC  

Will not give you a more accurate result

2017-05-09 05:48:06 UTC  

it will

2017-05-09 05:48:19 UTC  

More accurate what though

2017-05-09 05:48:38 UTC  

Than what you'd likely otherwise get just doing 100k

2017-05-09 05:48:41 UTC  

in other words

2017-05-09 05:48:53 UTC  

Hang on

2017-05-09 05:49:00 UTC  

sure thing

2017-05-09 05:49:03 UTC  

100k fully establishes a certain premise

2017-05-09 05:49:07 UTC  

it does

2017-05-09 05:49:10 UTC  

and that premise is valid

2017-05-09 05:49:17 UTC  

How can you get more accurate than 50 50

2017-05-09 05:49:29 UTC  

why do you assume you'll get a perfect 50/50 at 100k?

2017-05-09 05:49:30 UTC  

Will it become 50.0n1 on one side?

2017-05-09 05:49:37 UTC  

You likely won't

2017-05-09 05:49:39 UTC  

but you'll get close

2017-05-09 05:49:43 UTC  

You will.

2017-05-09 05:49:46 UTC  

and you'll get closer at 10 mil

2017-05-09 05:50:26 UTC  

Why stop at 10 mil

2017-05-09 05:50:31 UTC  

You believe someone will always flip exactly 50k of their 100k flips on heads every time they attempt it?

2017-05-09 05:50:34 UTC  

Go for broke