Doublelift & Sneaky revisit the Infinite Monkey Theorem & Monty Hall Problem

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[@elephantisland695]

When Doublelift is the smartest one in the room you have a serious problem

[@theodoremosby]

"You are supposed to be asian, bro"

[@robertbauerle5592]

Best way to explain why the chance of picking a correct door in the Montey hall problem is that if you always switch doors, at that point the only possible way you could be wrong is if your original door had the car behind it, meaning it’s a 2/3 chance to win the car.
If you pick either of the goats, he reveals the second goat, meaning if you switch you’re guaranteed the car. If you pick the car, then if you switch after he shows a goat then you’re guaranteed to get a goat.

[@samwood4733]

The monkey would have to be typing randomly and not in a pattern of some kind.

[@vinh_em]

The Library of Babel was written by infinite typewriter monkeys

[@speedpoke3019]

Doublelift: "The infinite monkey theorem meme is still MASSIVE..."

[@mustard9933]

thank you editor for the nice illustration :)

[@SharmaForLlama]

nah sneaky is just trolling with not understanding

[@LLBicho]

i think he is just stupid ngl

[@nmc400]

Hes right though, the monkey doesnt know the difference between f1 to f12, letters and numbers, symbols and commands theyll press.
The actual theroem is actually, a dictionary containing every possible combination of letters from a to z infinite amount of times. youll get everything ever written. I think doublelift just confused it.

[@itzssun]

Sneaky is the "1kg of steel is heavier than 1kg of feathers" kinda guy

[@mr.t1417]

@@nmc400 its a typrewriter not a keyboard there is no f1-f12

[@aR0ttenBANANA]

How are they making DL seems reasonable?

[@SuperRic76]

They don't understand infinity lol

[@Hakushodemon]

humans dont understand infinity either. infinite amount of digits between 0 and 1 for example. even if one had enough space in the universe to try and write every digit between 0 and 1, conceptually there would be more numbers to write

[@deliberation6022]

@@Hakushodemon We understand infinity. Ability is not understanding. You named an uncountable infinity. But there's countable infinities. There's also bigger quantities of infinity following the order by the Aleph Numbers (ℵ). So you can get smaller infinity/larger infinity > 0. We're pretty clear in our understanding of infinity.

[@saviorofs0ng]

ok but can we go back to the Balls talks? i miss him.

[@vashkarpalma8165]

If it's not impossible and there are infinite times you can do it, it will happen eventually, maybe it will take 1 min or 1 billion year.

[@bunnyycou]

is this theory supposed to be related to IMT performance or is that acronym just a coincidence 🤔(this is my only context so don't roast me if that is the joke beyond the clip)

[@Doozy_Titter]

But it can infinitely type gibberish