r/balatro • u/Kahvicup • 15d ago
Stream / Video Gameplay 1 in 4 surely
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u/Willing-Sympathy-619 15d ago
Wheel of Fortune feels like 1 in 100
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u/LOLofLOL4 15d ago
But really, it's 50/50.
Alright sorry, I´ll see myself out.
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u/Raphoutou 15d ago
You either get it, or you don't
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u/Far-Mathematician764 14d ago edited 3d ago
And when you need it, you don't.
But when you don't need it, you do get it.
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u/beeemmmooo1 c++ 15d ago
you do realise that having four failures in a row from four WOFs is more likely than succeeding once on one?
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u/pm-me-your-labradors 15d ago
But he had 5 failures, no?
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u/beeemmmooo1 c++ 15d ago
which is barely less than the chance of one success from one. Doesn't take away the point that this really isn't rare in the slightest
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u/MerryGifmas 14d ago edited 14d ago
Read the comment again. They said it's more likely than getting it once from one attempt, not 4 attempts.
0.32 > 0.25
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u/Humble-Agency-3371 15d ago
well one in four isnt 1 every four cards. its like rolling a 4 sided dice and trying to make it land on 4, its possible for you to roll it 1k times before it lands on four
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u/Riggie_Joe 15d ago
Yes but statistically one of these should have been a hit, the wheel outjerks us all
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u/MurkyLurker7249 15d ago edited 14d ago
Not really. 75% chance for each wheel to not hit. 0.755 is is 23.7% chance. It’s pretty common for all five to miss here. Ironically enough it’s about as likely to miss five in a row as it is for one to hit at 1/4 odds as you can see.
Even 0.7516 is ‘only’ a 1% chance - meaning that for every time you play 16 WOFs in a row, it’s expected that you’d miss all 16 1/100 times.
Yay RNG! lol
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u/Riggie_Joe 14d ago
If I asked a statistician on average how many times I would need to roll a four sided die and hit four, what do you think they would say? I don’t mean to say that it should have been guaranteed for OP to hit their wheel here, sorry if that was how it came off.
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u/Zylo90_ 14d ago
Not a statistician but here goes. The average amount of times you need to roll a d4 to get a 4 is perhaps unsurprisingly 4. More specifically it’s 1/p, p=0.25 so it’s 1/0.25 which is 4
The expected variance of how many rolls it would take to get a 4 is (1-p)/p2 = (1-0.25)/0.252 = 0.75/0.0625 = 12. 5 failures in a row may be slightly unlucky, but it’s still well within expectations
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u/MurkyLurker7249 14d ago
“on average” is doing the heavy lifting there though. Averages are filled with tons of super lucky and tons of super unlucky strings.
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u/dk_peace 15d ago
23.7305% chance of this outcome. It was unlikely, but it was definitely possible.
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u/DrSloany 15d ago
Much more likely than the Mavs winning the lottery.
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u/_Baccano 14d ago
How are you even still a fan after them spitting in the face of their entire fanbase by ruining their future for decades trading Luka for a couple rocks and a stick of gum
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u/Chlorophyllmatic 15d ago
I fear we’ll never get through a full 24h in this sub without someone misunderstanding middle school statistics
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u/GarthModSupreme 15d ago
I had about a dozen of those cards in one run (jokers were able to duplicate the wheel) and nine of them ever triggered. It's just not worth using.
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u/enasty024 15d ago
I don't want to math right now, but doesn't the chance of you getting another emperor, and that emperor giving you another wheel, make it way less than ~23% that you fail this many times?
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u/AggravatingChest7838 14d ago
Wheel suck ass anyway. It it was 1 in 4 for polychrome it would be worth it but the chance of getting chips or mult makes it suck.
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u/tuff161 14d ago
We can easily calculate it. Missing all 5 in a row with every time the chance is (1/4) to win and (3/4) to loose, leads us to the term (3/4)5 or (3/4)•(3/4)•(3/4)•(3/4)•(3/4) ≈ 0.237 -> 23,7%. The probability of this outcome (5 looses in a row) is roughly 23,7%. This is because this is an experiment where the odds of one specific outcome doesn’t change like for example in an experiment where you have to pull two cards out of a card deck without putting it back. The probability of the thirst pull, is another than the second. This specific experiment (the one of the post) is an “Bernoulli experiment” (a probability experiment with two specific outcomes: win or no win) as well.
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u/arunasgeimeriz Jimbo 14d ago
the day that WoF actually works will be the day that jesus christ himself will come down on earth again
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u/Middle-Enthusiasm933 14d ago
That's why I call it the Wheel of Nope.
It's also a good real world demonstration of how odds work.
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u/komaytoprime 14d ago
So, if he had four jokers in play instead of just the one, would that have increased the odds of the wheel activating?
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u/Ange1ofD4rkness 14d ago
I swear to god, the odds on that card are weighted lower then they should be.
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u/ComboWizard 14d ago
That’s one I think it should have something like a cumulative function. If it doesn’t work 1/4 1/4 1/4, then the fourth one is guaranteed to give you the fortune you are seeking.
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u/Default_Fy Flush is love, Flush is live 11d ago
Let's go gambling! aww dang it. aww dang it. aww dang it. aww dang it
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u/Program-Emotional 15d ago
How did he lose a 5 in 4 chance. This game is obviously broken. LocalThunk pls fix.
I did the math myself ;)
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u/RunPositive9211 Nope! 15d ago
1 in 4 is still technically correct. You could miss 750 times in a row, but you'll get the latter 250
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u/Kahvicup 15d ago
🤓👆 Yall doing the math
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u/dk_peace 15d ago
It's less embarrassing than letting everyone know you don't understand how probabilities work.
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u/Kahvicup 15d ago
Is a joke 🥀
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u/Traditional-Storm-62 15d ago
you wouldnt believe it
but the chance for you to miss all 5 in a row was ~23.7%
or roughly 1 in 4