It doesn't matter the odds of the individual toss. It's the probability of that many consecutive tosses.
Don't try to logic...
English
-
Edited by MONKEYGOTRABIES: 7/29/2018 9:11:41 AM._................,,kjhyytgbvvffddessd
-
After 100 flips you are no more or less likely to get a result that you prefer. After 100 or 1000 flips, its still 50/50 every single time
-
P=(1/2)^n.
-
I need to go back to school haha. Too advanced for my ass. Well, i am going back but still.
-
That's not what I'm saying. I'm saying that even with a RNG, the [b][i][u]probability[/u][/i][/b] of that many consecutive tosses is about 1 in 1.2 million. Even if something has 50/50 odds, the [b][i][u]probability of consecutive results[/u][/i][/b] is not 50/50.
-
[quote]That's not what I'm saying. I'm saying that even with a RNG, the [b][i][u]probability[/u][/i][/b] of that many consecutive tosses is about 1 in 1.2 million[/quote] Genuinely curious as to the math that went into getting that number [quote]Even if something has 50/50 odds, the [b][i][u]probability of consecutive results[/u][/i][/b] is not 50/50.[/quote] Im not sure what happened here, some sort of a miscommunication.... Because that's what I was trying to point out initially haha
-
Edited by w3rdblader: 7/29/2018 3:34:10 AMDefinitely seems like you either misread my first comment, or I mistyped it. My point was that, while a working system can generate the same PE over and over again, by the time it's at its 20th cabal event, it's pushing over a 1 in a million probability. The formula is shown in the other comment I made with this one. P=(1/2)^20
-
Ok it makes more sense in context with n shown. And yeah im not sure what happened, but I'm in agreement with you. Sorry for the misunderstanding haha
-
Yeah, by your logic, you're pretty much saying that we have a '50/50 chance of getting 20 heads in a row'. That's not how probablity works.
-
No I never meant it that way. I was saying the opposite actually. What I meant was that each "flip", in this instance, had a 50/50 chance, but landing on heads 2 times in a row doesn't change the 50/50 chance of the 3rd flip.
-
Care to elaborate since you're so much better at "logic-ing"