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2018-12-12 22:59:36
35 votes, rating 5.8
35 votes, rating 5.8
14323525
I’m beginning to doubt this game. I really am. Last game first turn I rolled a [1] on blood lust. You might not think that’s very remarkable, but the very next action. Blood lust roll… [4]! Yes a [4]!
The odds of rolling a [1] then a [4], is 1/36! I guess with enough dice rolls you can expect the odd freak event like this to happen. But look what happened next….
Blood lust roll [3]!, Blood lust roll [2]! Pickup roll [3].
This sequence. [1][4][3][2][3]… the odds of that exact sequence are astounding! 1 in 7,776!
Do you know what I was thinking? That there is no way my next few dice rolls will be a [5], [2], [5]
Blood lust roll [5]
Blood lust roll [2]
Go for it roll [5]
Oh… my…. GOD! Odds of that are 1/1,679,616. More than one in a million!
The RNG is broken. I’m off to buy a lottery ticket.
The odds of rolling a [1] then a [4], is 1/36! I guess with enough dice rolls you can expect the odd freak event like this to happen. But look what happened next….
Blood lust roll [3]!, Blood lust roll [2]! Pickup roll [3].
This sequence. [1][4][3][2][3]… the odds of that exact sequence are astounding! 1 in 7,776!
Do you know what I was thinking? That there is no way my next few dice rolls will be a [5], [2], [5]
Blood lust roll [5]
Blood lust roll [2]
Go for it roll [5]
Oh… my…. GOD! Odds of that are 1/1,679,616. More than one in a million!
The RNG is broken. I’m off to buy a lottery ticket.
Comments
Posted by Jeffro on 2018-12-13 00:26:02
Heavens to Murgatroyd... you are so close to figuring it out.
Posted by pythrr on 2018-12-13 00:27:25
<<<<<head explodes>>>>>
Posted by gamelsetlmatch on 2018-12-13 00:28:10
EPIC LOLz
Posted by Chainsaw on 2018-12-13 01:03:19
Cheater! No other explanation!
Posted by garyt1 on 2018-12-13 03:01:14
Shock!
Posted by MenonaLoco on 2018-12-13 04:32:59
HAHAHHAHAHAHAHAHHA
Posted by HandyKaufman on 2018-12-13 05:23:09
Straight clownin!
Posted by Antithesisoftime on 2018-12-13 06:05:23
Did someone say Spyro?
Posted by WizardX11 on 2018-12-13 08:16:58
Is that not the case for any sequence
Posted by SpecialOne on 2018-12-13 08:27:20
Haha! A good laugh!
Posted by hissa-lives on 2018-12-13 11:32:34
No way! I can’t believe you rolled that! Curse you nuffle!!!
Posted by ArthurWynne on 2018-12-13 12:36:19
Lovely.
This post should go in a Hall of Fame somewhere so everyone who comes to the site can see it.
This post should go in a Hall of Fame somewhere so everyone who comes to the site can see it.
Posted by bghandras on 2018-12-13 12:52:57
Hilarious!
Posted by razmus on 2018-12-13 16:50:01
Eight dice without even a single six? Shenanigans! There's only a 23% chance of THAT happening.
Posted by Rbthma on 2018-12-13 19:22:41
hmm, my flings rolled [3][1][4][1][5] twice in a match. Clearly a message from Nuffle as those are the first digits of pi! and flings like pie! aaaah! :D
Posted by awambawamb on 2018-12-13 20:36:52
ginger ale
Posted by razmus on 2018-12-13 21:15:13
Hmm. Every sequence of numbers my flings have ever rolled have appeared somewhere in the series of digits of pi. Clearly my flings have the superiour association with pie. They are the true children of pie!
Posted by bghandras on 2018-12-14 12:27:33
Razmus, can you prove that? I think irrational number means that it does not get repetitive. But it can be true for 2 type of numbers, like 0 and 1 being used only. I know that pi's digits use all decimal numbers, but still not convinced all permutations will show up. (Not saying they wont, i cant prove that, just sceptic about your statement.)
Posted by ramchop on 2018-12-14 20:26:48
The string 14323525 occurs at position 45136236. This string occurs 4 times in the first 200M digits of Pi.
Posted by razmus on 2018-12-14 21:44:17
If an infinite number of monkeys with an infinite number of typewriters given an infinite amount of time... but can I prove it? Nope. But it's an infinite non-repetitive series. *scratches.head* I'm not sure I have the mental tools to approach the problem, because brute force is going to take me longer than I have.
Posted by ramchop on 2018-12-14 22:07:14
The string 11111111 occurs at position 159090113. This string occurs 3 times in the first 200M digits of Pi.
111111111 - Sorry, we couldn't find your string in Pi! But keep searching -- Pi contains lots of other interesting strings.
The string 66666666 occurs at position 45681781. This string occurs 5 times in the first 200M digits of Pi.
The string 666666666 occurs at position 45681781. This string occurs 1 times in the first 200M digits of Pi.
Conclusion, Nuffle is not the Lord of Pi
111111111 - Sorry, we couldn't find your string in Pi! But keep searching -- Pi contains lots of other interesting strings.
The string 66666666 occurs at position 45681781. This string occurs 5 times in the first 200M digits of Pi.
The string 666666666 occurs at position 45681781. This string occurs 1 times in the first 200M digits of Pi.
Conclusion, Nuffle is not the Lord of Pi
Posted by Jeffro on 2018-12-16 01:31:17
Where does the string that unlocks my luggage reside?
123456
123456
Posted by razmus on 2018-12-21 15:58:51
The string 123456 occurs at position 2458885. This string occurs 208 times in the first 200M digits of Pi.
Posted by razmus on 2018-12-21 16:04:48
> Conclusion, Nuffle is not the Lord of Pi
But Pi is unending. You simply need to search more digits. Two hundred million is simply not enough.
The numeric string 111111111 appears at the 812,432,526th decimal digit of Pi.
and
The numeric string 111111111 appears at the 1,885,387,876th decimal digit of Pi.
But Pi is unending. You simply need to search more digits. Two hundred million is simply not enough.
The numeric string 111111111 appears at the 812,432,526th decimal digit of Pi.
and
The numeric string 111111111 appears at the 1,885,387,876th decimal digit of Pi.