@Gus Cichoski The second he pointed out that RRR is bested by BRR I went "Haha meme" and commented this. I may only have two functioning brain cells but at least I understand basic meme humour.
Even if you agree to swap who starts. If you start, you just pick one thats least bad for you. If the other person by accident picks the right choice you will loose 2:1. If he has to start first, just apply said algorithm. Overtime you will win.
@@ahumanperson3649 the thing is 5 months ago dream didnt admit to cheating but when you saw this comment you thought it was a joke because you know he did cheat when in realatiy @Akeem Kaleeb did not know and was geniun and made a joke of it so the joke cancles out carry the cheat and you left with a man who just lied why is that top teir also 160 likes is alot you only have 5 friends so he just got 32 more people liking him than you do in your life
@@devyn1231 But the fundamental concept is the same, its just the concept is REALLY REALLY strong in rock paper scissors, whereas with the 3 card game is just REALLY strong. Hence why your odds go up significantly, but not to 100%.
This is Vsauce2. He has over 4 million subscribers. I can assure you that 90% of viewers are here because they're subscribed. Not really something that needs to be questioned.
You can't. It would violate copyright for the images not owned by Vsauce, and some of those copyright holders (like Disney) could sue them for selling these.
I appreciated the 30 seconds spent on explaining how rock-paper-scissors work. I needed an example of non-transitivity after having an example of non-transitivity.
Honestly I thought that the rock-paper-scissors was a way better example than the pizza-taco-dog food. But at least the pizza-taco-dog food example was easier to understand than the card game. Of course the card game seems way more fun than rock-paper-scissors though.
The simplest way to try to explain most of the scenarios is that you want your last 2 colors to be same as opponents first 2 colors. That way every time your opponent gets their 2nd color correct, there is about 50% chance that it finishes your sequence.
Thank you! I came down here looking for an explanation as to WHY the game wasn't transitive, and now it makes perfect sense... or at least the 2:1 ratios do.
For those wondering a more simplified logical explanation as to why this certain strategy works for this game. This strategy pretty much maximizes P2 to be able to stay one step ahead P1 when P1 is doing good. When P1 is doing good, P2 is likely doing better. (1). Why is the last two sequence of P2's = the first two of P1's? Suppose P1 chose the sequence BRB. Now, consider when the most recent two cards drawn out the deck are BR, that is, P1 now has a 50% chance of winning the game depending on whether the next card drawn is B or not. P1 has seemed to have gotten through the more difficult part of the game of hitting the first two cards (25%), and now just needs that final measly 50%. Good for P1, right? Well, maybe. Given that the last two sequence of P2's choice were the same as P1's first two, this would imply that P2 would have either picked R[BR] or B[BR]. Meaning that depending on what was pulled prior to that BR (the one that P1 is currently so happy about), there is a 50:50 chance that P2 has already won. So any time that P1 gets to the point where they have a 50:50 chance of winning (25% probability), P2 would've already won 50% of the time. (2). Why is P2's first sequence = the opposite of P1's second? This is essentially to counter what was said above in (1). To basically guarantee to never be behind P1 whenever P2 is starting to heat up (gets their first card selected). To expand a bit more, anytime P2 gets a hit on their first card, IF P1 hadn't won already, P1 would either be on their zeroth or first card. Because P2's first sequence is the opposite of P1's second, it'll never be the case that P1 is one draw away from winning (50%) while P2 is two draws away (25%). This part is a bit trickier to explain, I think applying this logic to (1) will help. So there you have it. Tl;dr, Whenever P2 loses, they were just simply unlucky. When P1 wins, they were simply lucky.
Basically Kevin: Hey I know this cool game, lets play rock-paper-scissors. You choose first and then I choose! Look how amazing it's that I win, what a paradoxical loophole.
Noted the way the games are played gives way to the “loophole”. One is played with simultaneous moves and the other with turn based moves. The advantage disappears when we make the moves simultaneously.
I think the difference is that to most people, the strategy to win Rock Paper Scissors is obvious, but a lot of people would look at this game and assume any card sequence has the same odds regardless of who picks first.
@@sixty2612 The game would be way more fair if both people chose their sequence in secret, then revealed their choices simultaneously. Either way, any turn based game is intrinsically unfair, but they can be made more fair by switching sides each time, or by increasing the number of possible moves each turn. Since the game Kevin describes always has one person choosing first, and there's only 8 possible moves... it's a very unfair game. Hatchy took this to the extreme and described a game with one person going first every time, and only 3 possible moves. I'll be honest, I was thinking the exact same thing while watching the vid
My thoughts exactly. Non-transitivity is a terrible "explanation" of this paradox. The non-obvious part is that not all pairs of patterns are equally strong.
Once you brought up the idea of (non)transitive games I was hoping you would use Rock Paper Scissors as an example. Did not disappoint! This was the best way I found to explain this idea to students when I tutored
Kevin: As Player 2 here, the method is very easy. Sprint guy: Isn’t it nice when you keep things simple? Me, not currently looking at the screen: Yes, it i- Hey you’re an ad!
Numberphile had a sequence video a few months ago with a similar concept. We had lecture in maths class that touched on transitivity. Great to stay relevant to me. Earned a sub Kevin!
Easy fix to this: both players pick their sequence in secret and reveal it once both have decided. In case their sequences are identical, they both choose again, in secret. Can't use the same sequence one had in the next decision.
Nice, but why didn't you explain the math/logical reasons for this "trick"? It would have been interesting to understand, but we have only a new way to trick friends with this game, without understanding the whole concept.
The concept is that some combinations are able to put themselves in a 100% non-losing scenarios against others. Lets take an example with player 1 choosing one of the two worst combinations, lets say BBB. Player 2 chooses RBB. Player 1 needs to hit BBB in the first 3 draws otherwise he is very likely to lose or has an extremely small chance of drawing the game, but 0% chance of winning. That's because if a red pops up, any colour that player 1 needs is going to make player 2 win first. Let's say the first three draws are B, B, R. Now, player 1 cannot possibly win and can only hope of a small chance of drawing the game. Additionally, if at any point the number of red cards drawn is more than the black cards drawn, player 2 100% wins. So let's say the first three draws are B, R, R; player 1 would automatically win, even if it means the whole deck is drawn out.
@@mimikal7548 Yes he can. If the first 3 draws are B, B, R, the game will be a draw if the the rest of the cards drawn are one black, one red, until the final 3 cards being B, R, R.
He actually got a thing wrong as well when he says player one’s choice doesn’t matter because they can pick something that gives them the least chance of getting screwed like not picking BBB or RRR. Although player two always has a more successful strategy, player one can make it as small as possible.
Great to mention bacterial RPS ecosystems. I found it very interesting to realize that even with a single "weapon" like an antibiotic toxin, RPS dynamics can arise: the toxin producer beats un-protected bacteria, but a bacterium that exhibits resistance to the toxin beats them because it's metabolically cheaper to defend than produce. But the cost isn't 0, so un-protected bacteria out-compete the resistant strain and "beat" it. The advantages aren't 100%, but the core dynamic is there. Well-balanced RTS games like Starcraft have this dynamic on many scales: on the broadest scale, attack beats economy, economy beats defense, and defense beats attack. But there's much richer dynamics when you include scouting, upgrades, harassment, and the attention/APM budget of each player. Many separate non-transitive arenas, with imperfect information, all come together and keep things fresh.
To make this game “fair”, simply just discreetly pick your sequence so you can’t look off the other persons answer and make your sequence based on theirs
Or just pick your cards alternately: 1:1, 2:1, 1:2, 2:2, 1:3, 2:3. So long as 1:2 comes before 2:1 it's potentially unfair, but if 2:1 comes before 1:2 it's guaranteed to be fair.
I wrote in another comment that the only 2 viable options would be RRB and BBR since they are actually the best "single player" choices due to the nature of this game.
There must be a mistake on the board at 10:07. It says BBR beats BRB 2:1 and RRB beats RBR 3:1. These two are the same matchup just color switched, so the odds should be the same.
"A game that appears fair" Any game where one player gets more information is unfair - even without knowing the transitive property, it's not that unintuitive to liken the game to something like rock paper scissors where one person gets to know the other's choice beforehand. Only knock against the video is that you didn't really go into why the sequence makes it more likely - like how, for example, unless the first 3 in a row are RRR you literally can't win with that choice once your opponent chooses BRR, because if there's one B the game will always end before the third R.
I’m not sure that’s universally true. For example, take a game like in this video where the sequence of cards is only one item long. Say Keanu chooses Red. If Kevin also chooses red then the game is a draw. If Kevin chooses black then he has a 50% chance of winning. There is no strategy for Kevin where he can use the information from Keanu’s choice to increase his chances of winning above 50%.
@@andylane3739 Both players know the others' initial state, black get's to have more information before making her first move. I don't really know what you're trying to argue here.
"So why does all this matter?" Aahh, now hes probably going to say something like "dont trust seemingly fair things" or "math is cool" "BACTERIA PLAY ROCK PAPER SCIZORS TO MULTIPLY." ... O...k....didnt expect that one
Imagine playing this with a friend and he says this: "Ok I choose the sequence BRB" and then he leaves If you didn't get it someone will surely explain it in the replies
Choosing RBB against BBB is so cheap (And I love it), it makes it so Player 1 can NEVER win if a single red card was drawn, meaning the first three cards in the deck have to be black cards
@@AA-100 probability of black second card is reduced slightly when the first card is black. Reduced again when second card is black. (26/52)*(25/51)*(24/50)
I'm a bit confused. At 2:11 you show player 2 pull his choice from the deck. Later you make it sound like player 2 can make any choice they want after seeing player 1's choice. This makes no sense. This would be like saying player 2 gets to make their choice for rock paper scissors After seeing what the first player choose. Of course that will not be 50/50. To be fair the choices need to be random or each player makes their choice without knowledge of the other players choice.
1:39 jake : is it possible to crack the theoretical coin-flipping code and take advantage of a secret non-transitive property within this game? 1:37 thanos : impossible !!
not fair. the second player knows the first player's choice. fair game is choosing without knowing eachother. thats not fair either. cuz now i know which sequence has more probability so i always choose it.
For anybody struggling to understand this, here is an over-simplified explanation: You are basically playing scissors-paper-rock where the other player shows their choice before you choose yours.
And this manouver is only possible because every time a new card is added, what is then the "last 3 cards" is not indepedent of what was the previous "last 3 cards". If 3 cards were added at a time then game would be fair.
Uhm. No-- unless you don't know how to play, there's no way B loses to A if A picks first. But with the cards, A *can* still win. Many scenarios where they can win, albeit unlikely, where in your example, Player B only loses if s/he doesn't know how to play.
Well in Rock Paper Scissors you have a 100% chance of winning if they go first and it’s very obvious. But here, little do they know that the game is not fair and is rigged in favor of the 2nd person if they know this trick. And in a lot of games like chess and tic tac toe, the person who gets to go first has the advantage. So it’s not always like the 2nd person has an advantage over the 1st person, in fact it can be the opposite.
Once I was paying for something in a shop and happened to drop a coin onto the counter, which was pretty low, so it fell a good two feet. It spun end over end and then landed perfectly on its side. I was so gobsmacked I just stood there staring at it with the clerk going "SIR. ....SIR."
This trick would probably only work once or twice. It would become suspicious quickly if you always let your opponent choose first and you always had to see their choice before you made yours.
If they don't know the trick, you simply alternate who goes first. You will likely split the times you go first fairly evenly, and win according to the odds in the video on your opponent's turn.
I can't sell the meme cards but I hope you enjoy Woven Math! Wrap your body in sweet, sweet knowledge. represent.com/store/vsauce2
s e l l m e m e c a r d s n o w
I never thought I would desire a deck of memes, but this now plagues me.
Could you give away a set of meme cards for free with every purchase of two or three Woven Math shirts?
I am sad
Can I have a PDF of every card in the deck? I need to know the memes
It’s fair
Michael: Or is it?
Or Kevin
@@burntnutz69 Or is it?
A fair game would be the same game but you both reveal the pattern at the same time and if you chose the same you just do it again.
r/suddenlyvsauce
@@rusduderus as rock paper scissors
Vsauce 1 and 3: come back in 2019
Vsauce 2: Still been here this entire time
I think the universe in in some sort of alignment
Wait... there is a vsauce 3?
@@ChadRazorback yes
@@ChadRazorback It's great too!
That aging…
My opponent: chooses the Sequence RRR
Me: Haha cards go BRR
Thats a good meme right there
That’s really clever
Too bad you made the comment late. I bet you would have gotten a lot of likes
@BigLBA1
Yes. That's the joke.
@Gus Cichoski
The second he pointed out that RRR is bested by BRR I went "Haha meme" and commented this.
I may only have two functioning brain cells but at least I understand basic meme humour.
Every time I watch a vsauce vid:
Me: No
Kevin Yes!
Me: Yes?
Kevin: No!!
XARFIN Kevin knows all
00
Me: right
Kevin: WRONG!
Mood
It's a nontransitive game! "No" is beaten by "Yes" and "Yes" is beaten by "No", of course, the second person always wins
I‘ll try to introduce this as a new drinking game with my friends
Yes
Make sure to use vodka.
Be sure to let us know how it goes!
Oh boy
or, you could just not have friends and drink by yourself
I’m not trusting a game to be fair if the other person gets to go first.
Even if you agree to swap who starts. If you start, you just pick one thats least bad for you. If the other person by accident picks the right choice you will loose 2:1. If he has to start first, just apply said algorithm. Overtime you will win.
I think the point is that if you "let the other person go first" you win, not the other way round.
@@cheetahrunout but they’re all equal at first lmak
@@hercourdog5154 There are ones with the least bad match-ups.
@@fantomp1773 no there isn’t
Hehehe Crying Carson
That was pretty cool
I thought that was Nathaniel Bandy. Like, really.
@@cardboardleaf7971 disgusting
Kaiwala why
@@cardboardleaf7971 h--h--how lmao
@@cardboardleaf7971 SAME HERE
Dream didn't cheat, he was just playing a non-transitive game
No
Bruh I exhaled reading this
This joke is top tier, this deserves way more likes lol.
@@ahumanperson3649 the thing is 5 months ago dream didnt admit to cheating but when you saw this comment you thought it was a joke because you know he did cheat when in realatiy @Akeem Kaleeb did not know and was geniun and made a joke of it so the joke cancles out carry the cheat and you left with a man who just lied why is that top teir also 160 likes is alot you only have 5 friends so he just got 32 more people liking him than you do in your life
@@tshandcannon548 please use punctuation, I have no idea what you are trying to say.
I mean real life is also like this game.
In the "there is no best choice"- way or in the "Hehe, crying Carson"-way?
@@Tudsamfa both 😂
In "that is breathtaking" way
Society🤔😉
But everyone beats me
I just watched a 12 minute video explaining if the second player gets to pick after the first in rock-paper-scissors, the game is unfair.
lol
hahaha
My thoughts exactly. Non-transitivity is a terrible "explanation" of this paradox.
Thank you.
I am at 1:00 and will stop now
F me, this is why I don't watch stuff from these channels
This game is like rock-paper-scissors, except you let your opponent reveal first...
False, the odds of beating your opponent if they reveal first in Rock Paper Scissors is 100%
@@devyn1231 But the fundamental concept is the same, its just the concept is REALLY REALLY strong in rock paper scissors, whereas with the 3 card game is just REALLY strong. Hence why your odds go up significantly, but not to 100%.
@@devyn1231 idk I've lost when the other person revealed first
@@dungeonquestboi32 I mean if they tell you what they are going to play first you should never lose
@@devyn1231 the intimidation factor is too much for me
Kevin: new math merch is avaiable
Me: how much for the meme cards ?
Same
i'd buy them for sure LMAO
Dead comment format
Ditto!
When I see Vsauce and Phil Swift, I click.
I am simple guy
@@Piotr_Tokarz DANG I had one job, huh?
Dont forget sad keanu
Vsau that you're Swift.
Keanu Reeves: Am i a joke to you?
Kevin: this is my dearest friend!
Also Kevin: breaks his legs and then throws him off the table.
Ah yes, fresh and stale memes.
The best ones. Love you Kevin.
Magyar vagy? :D
@@bences192 Találd ki.
Mit keresnek itt magyarok?
@@mgyeri r/facepalm
TH-cam: i suppose you’re all wondering why I gathered you here today
Actually an incredibly creative comment :)
Today
Today
@@heavenlygoner Very creative name, even if a redundant comment.
This is Vsauce2. He has over 4 million subscribers. I can assure you that 90% of viewers are here because they're subscribed. Not really something that needs to be questioned.
I loved to say "breathtaking" at the same time that Vsauce did, I knew that he was going to say it. Perfect.
breathtaking
but you are vsauce
Perfection.
Simply turn on the captions😊😉
Congratulations
I think i represent everyone when i ask:
WHERE CAN I BUY THIS DECK OF CARDS?!?
Yup
You absolutely do
indeed
It looks this deck came from makeplayingcards.com or somrthing
You can't. It would violate copyright for the images not owned by Vsauce, and some of those copyright holders (like Disney) could sue them for selling these.
I mean the shirt are cool but imma be honest with u chief, I want the meme cards
I appreciated the 30 seconds spent on explaining how rock-paper-scissors work. I needed an example of non-transitivity after having an example of non-transitivity.
Honestly I thought that the rock-paper-scissors was a way better example than the pizza-taco-dog food. But at least the pizza-taco-dog food example was easier to understand than the card game. Of course the card game seems way more fun than rock-paper-scissors though.
Plot twist
Your friends says that he wants to go second or else he's not playing.
I'd like to think that's already happened with you 😂
Had sharted earlier, stay safe out there my friend
Plot twist
You dont have a friend
that is exactly what i was about to say
You pick the ones with less chances of losing. Say RBB with 33% chance of losing.
Everyone 5 min after upload: "NICE VIDEO"
Video: *Lasts for 12 min*
2x speed.
@@CharcharoExplorer 2x speed gang rise up!
You guys are soft, I use a browser extension to double my double speed, so I am going 4x speed.
It doesn't matter if you watch the whole video it can still be good
@@M-Soares still 6 mins
The simplest way to try to explain most of the scenarios is that you want your last 2 colors to be same as opponents first 2 colors. That way every time your opponent gets their 2nd color correct, there is about 50% chance that it finishes your sequence.
Thank you! I came down here looking for an explanation as to WHY the game wasn't transitive, and now it makes perfect sense... or at least the 2:1 ratios do.
*buys math shirt*
*doesn't watch corresponding video*
"Hey, what's your shirt of?"
"Oh yeah, it's..... uh....."
"Pizza theorem"
"What's that?..."
"............pizza theorem"
The shirts look pretty dope
“What is Fair?”
It’s a shorter way of saying *FORWARD AERIAL*
Smash Bros reference
It’s the haha funny move
@@cheesesushi9997 Is it still funny? I thought it was dead. Alpharad looks like he's had enough of it for sure
KitTheKat funny haha yes forward aerial chuckle hard giggle heartily
Oh i'm playing mario and ness is trying to recover? I guess I'll just back air hi-*FORWARD AERIAL*
For those wondering a more simplified logical explanation as to why this certain strategy works for this game. This strategy pretty much maximizes P2 to be able to stay one step ahead P1 when P1 is doing good. When P1 is doing good, P2 is likely doing better.
(1). Why is the last two sequence of P2's = the first two of P1's?
Suppose P1 chose the sequence BRB.
Now, consider when the most recent two cards drawn out the deck are BR, that is, P1 now has a 50% chance of winning the game depending on whether the next card drawn is B or not. P1 has seemed to have gotten through the more difficult part of the game of hitting the first two cards (25%), and now just needs that final measly 50%. Good for P1, right?
Well, maybe.
Given that the last two sequence of P2's choice were the same as P1's first two, this would imply that P2 would have either picked R[BR] or B[BR]. Meaning that depending on what was pulled prior to that BR (the one that P1 is currently so happy about), there is a 50:50 chance that P2 has already won.
So any time that P1 gets to the point where they have a 50:50 chance of winning (25% probability), P2 would've already won 50% of the time.
(2). Why is P2's first sequence = the opposite of P1's second?
This is essentially to counter what was said above in (1). To basically guarantee to never be behind P1 whenever P2 is starting to heat up (gets their first card selected). To expand a bit more, anytime P2 gets a hit on their first card, IF P1 hadn't won already, P1 would either be on their zeroth or first card. Because P2's first sequence is the opposite of P1's second, it'll never be the case that P1 is one draw away from winning (50%) while P2 is two draws away (25%). This part is a bit trickier to explain, I think applying this logic to (1) will help.
So there you have it.
Tl;dr, Whenever P2 loses, they were just simply unlucky. When P1 wins, they were simply lucky.
Thank you, it bugged me that this "leading" aspect was not actually explained in the video at all.
Thanks! This is what most of the video should've been devoted to explaining but for some bizarre reason didn't even touch upon.
When you realize the lighting makes his face 50% red and 50% black
Blue tho
BUT ARE YOU SURE IT`S 50/50 ?
lol how would there be black light??
Do you think blue is black?
Or does it?
he had me at meme cards
crying carson ahahahahhahahahahahahhhaaaaahahha
7:01
Everyone: No you can't just make a fair game unfair
Kevin: Haha maths go BRRR
BRR*
BRR*
Maths go BRR, I go BBR.
@@brianmchaney7473 i go RBB
@@DND20 i go RRB
Basically Kevin:
Hey I know this cool game, lets play rock-paper-scissors.
You choose first and then I choose!
Look how amazing it's that I win, what a paradoxical loophole.
Rly tho
Noted the way the games are played gives way to the “loophole”. One is played with simultaneous moves and the other with turn based moves. The advantage disappears when we make the moves simultaneously.
I think the difference is that to most people, the strategy to win Rock Paper Scissors is obvious, but a lot of people would look at this game and assume any card sequence has the same odds regardless of who picks first.
@@sixty2612 The game would be way more fair if both people chose their sequence in secret, then revealed their choices simultaneously.
Either way, any turn based game is intrinsically unfair, but they can be made more fair by switching sides each time, or by increasing the number of possible moves each turn. Since the game Kevin describes always has one person choosing first, and there's only 8 possible moves... it's a very unfair game.
Hatchy took this to the extreme and described a game with one person going first every time, and only 3 possible moves. I'll be honest, I was thinking the exact same thing while watching the vid
My thoughts exactly. Non-transitivity is a terrible "explanation" of this paradox. The non-obvious part is that not all pairs of patterns are equally strong.
“Crying Carson”
"Hehehehehe"
@SHIZA not funny, didn't laugh
SHIZA your cant spell man
@@finncampbell6524 *can't
😭
Once you brought up the idea of (non)transitive games I was hoping you would use Rock Paper Scissors as an example. Did not disappoint! This was the best way I found to explain this idea to students when I tutored
- "hey, wanna play a game?"
- "sure, but play it fair! ok?"
- "well yes but actually no"
Perfect for No Game No Life
@@david_ga8490 ahh... I see you as a man of culture as well
Kevin: As Player 2 here, the method is very easy.
Sprint guy: Isn’t it nice when you keep things simple?
Me, not currently looking at the screen: Yes, it i- Hey you’re an ad!
7:19 rock paper scissors players: confused screaming
Numberphile had a sequence video a few months ago with a similar concept.
We had lecture in maths class that touched on transitivity. Great to stay relevant to me.
Earned a sub Kevin!
October 2019 : Vsauce Reborn
to be fair vcause2(kevin) is the only 1 who hasnt stoped creating videos from all 3 of them
Tutor hitman
When you shuffle the deck, but put some cards face up:
The odds are against us, because I can see the evens
*keanu appears*
Kevin: "KeanO Reeves"
Yeah, what's wrong with that?
New
@Josh Abatecola he says his own name like key-ah-new
@Josh Abatecola omg look it up
@Josh Abatecola if that was intended to cause laughter, you should try harder
Kevin: right?
Me(without a clue): wrong
Kevin: wrong
Me:😏😏
Yesh
Same 🤣
99999999999999999999999 IQ
Kevin: Right?
Me (looking at the subtitles): Wrong!!!
Kevin: Wrong!!!
Me: 😏times 99999999999999999999999
There’s just one problem with this: the only people they know about this game are the people that have watched the video.
Easy fix to this: both players pick their sequence in secret and reveal it once both have decided. In case their sequences are identical, they both choose again, in secret. Can't use the same sequence one had in the next decision.
So it would be a more complicated version of Rock paper scissor
I liked
Yeah but then you wouldn’t win
Then both players would always pick RBB or BRR which are equal against each other and it is unbeneficial to try and counter pick with bbr or rbb.
U mean rock paper sciccors?
"Although... it could land on its edge..."
*No Game No Life flashbacks occur*
Ah, a see, a fellow man of culture
This was what popped up in my brain when he said that.
@@raifij6698 SAME
Also, kakegurui
Second Season😐
Kevin: introduce meme playing card
Me: i'll take your entire stock!
Nice, but why didn't you explain the math/logical reasons for this "trick"? It would have been interesting to understand, but we have only a new way to trick friends with this game, without understanding the whole concept.
The concept is that some combinations are able to put themselves in a 100% non-losing scenarios against others. Lets take an example with player 1 choosing one of the two worst combinations, lets say BBB. Player 2 chooses RBB. Player 1 needs to hit BBB in the first 3 draws otherwise he is very likely to lose or has an extremely small chance of drawing the game, but 0% chance of winning. That's because if a red pops up, any colour that player 1 needs is going to make player 2 win first. Let's say the first three draws are B, B, R. Now, player 1 cannot possibly win and can only hope of a small chance of drawing the game. Additionally, if at any point the number of red cards drawn is more than the black cards drawn, player 2 100% wins. So let's say the first three draws are B, R, R; player 1 would automatically win, even if it means the whole deck is drawn out.
@@peachbunns He can't even draw, surely?
@@mimikal7548 Yes he can. If the first 3 draws are B, B, R, the game will be a draw if the the rest of the cards drawn are one black, one red, until the final 3 cards being B, R, R.
He actually got a thing wrong as well when he says player one’s choice doesn’t matter because they can pick something that gives them the least chance of getting screwed like not picking BBB or RRR. Although player two always has a more successful strategy, player one can make it as small as possible.
@KinglyGosling72 That's not an explanation, you moron.
5:16 That troll card staying behind was perfect xD
Great to mention bacterial RPS ecosystems. I found it very interesting to realize that even with a single "weapon" like an antibiotic toxin, RPS dynamics can arise: the toxin producer beats un-protected bacteria, but a bacterium that exhibits resistance to the toxin beats them because it's metabolically cheaper to defend than produce. But the cost isn't 0, so un-protected bacteria out-compete the resistant strain and "beat" it. The advantages aren't 100%, but the core dynamic is there.
Well-balanced RTS games like Starcraft have this dynamic on many scales: on the broadest scale, attack beats economy, economy beats defense, and defense beats attack. But there's much richer dynamics when you include scouting, upgrades, harassment, and the attention/APM budget of each player. Many separate non-transitive arenas, with imperfect information, all come together and keep things fresh.
Me: *Reads title*
Wait, that’s illegal.
But illegal is illegal.
@@yinyang1217 or is it? Today I have an expert on illegal things, a random thug I pulled off the street.
To make this game “fair”, simply just discreetly pick your sequence so you can’t look off the other persons answer and make your sequence based on theirs
Or just pick your cards alternately: 1:1, 2:1, 1:2, 2:2, 1:3, 2:3.
So long as 1:2 comes before 2:1 it's potentially unfair, but if 2:1 comes before 1:2 it's guaranteed to be fair.
Or just play goofspiel.
I wrote in another comment that the only 2 viable options would be RRB and BBR since they are actually the best "single player" choices due to the nature of this game.
My thoughts exactly
but then what about you both picking the same sequence?
There must be a mistake on the board at 10:07. It says BBR beats BRB 2:1 and RRB beats RBR 3:1. These two are the same matchup just color switched, so the odds should be the same.
You mean 9:07, right? I agree.
An unfair game that's totally unfair: (Any pay 2 win game)
Are you just like in the comments under every video?
People who made the game and still update the game: "That's fair"
"A game that appears fair"
Any game where one player gets more information is unfair - even without knowing the transitive property, it's not that unintuitive to liken the game to something like rock paper scissors where one person gets to know the other's choice beforehand.
Only knock against the video is that you didn't really go into why the sequence makes it more likely - like how, for example, unless the first 3 in a row are RRR you literally can't win with that choice once your opponent chooses BRR, because if there's one B the game will always end before the third R.
Good job. Now make it bigger and publish it on a worldwide scale in Barns and nobles around the world
Til that chess is imbalanced in Black’s favor because they have “more information”
I’m not sure that’s universally true. For example, take a game like in this video where the sequence of cards is only one item long. Say Keanu chooses Red. If Kevin also chooses red then the game is a draw. If Kevin chooses black then he has a 50% chance of winning. There is no strategy for Kevin where he can use the information from Keanu’s choice to increase his chances of winning above 50%.
@@42isthemeaningoflife - black has to respond to a change. White knows black's initial state.
@@andylane3739 Both players know the others' initial state, black get's to have more information before making her first move. I don't really know what you're trying to argue here.
"You can't rig a card game"
Kevin : "haha, math go BRR"
I see Phil Swift
I _CLICK INSTANTLY_
Swiftly*
@@tacticalninja7096 Weird Flex but ok.
"Truth is, Keanu, the game was rigged from the start."
"Whoa"
Ergo
Friend: Haha ok so you won , know you're first
Me:
Friend:
Me:
Friend:
Me: o yeah I forgot I dont have friends
"Honey, take your schizophrenia meds!"
The laugh at crying Carson probably just made my day
"So why does all this matter?"
Aahh, now hes probably going to say something like "dont trust seemingly fair things" or "math is cool"
"BACTERIA PLAY ROCK PAPER SCIZORS TO MULTIPLY."
...
O...k....didnt expect that one
very creative spelling of scissors
Mr. Pickle wdym? It's spelled scizors. 🙄
@@mrleaf6055 It's obviously shiszorce
Even Vsauce laughed at crying Carson
Imagine playing this with a friend and he says this:
"Ok I choose the sequence BRB" and then he leaves
If you didn't get it someone will surely explain it in the replies
Lol underrated comment
I don't get it
Please explain
@@rollio3525 Lmao
@@rollio3525 that is exactly what he means
A Russian walks into a bar
He says, "This not Fair"
-This not Fair!
No he actually says Это не честно
Please explain
Why Russian?
@@MACtic1 Because Russian doesn't use articles (a, the). So in Russian, "this is not fair" and "this is not a/the fair" are equivalent.
Dude your shirts look amazing! I’m boutta order like 10 of these things!!
Choosing RBB against BBB is so cheap (And I love it), it makes it so Player 1 can NEVER win if a single red card was drawn, meaning the first three cards in the deck have to be black cards
7.5 to 1 odds doesnt make sense though, the chance of drawing BBB is 1/8 so the odds should be 7 to 1
@@AA-100 probability of black second card is reduced slightly when the first card is black. Reduced again when second card is black.
(26/52)*(25/51)*(24/50)
Then the other probabilities of 2:1 and 3:1 needs to be changed as well, those probabilities are calculated assuming there were infinite cards
When you take the meme deck*
"Looks like you're going to the shadow realm jimbo!!"
THIS WAS SOOO EDUCATING....I WAS JUST STUYING PROBABILITY AND STUMBLED ACROSS THIS VIDEO
it's 2am and i have classes in the morning
yet im here..
3:19 I'm very happy that Sans is still a meme.
I'm a bit confused. At 2:11 you show player 2 pull his choice from the deck. Later you make it sound like player 2 can make any choice they want after seeing player 1's choice. This makes no sense. This would be like saying player 2 gets to make their choice for rock paper scissors After seeing what the first player choose. Of course that will not be 50/50. To be fair the choices need to be random or each player makes their choice without knowledge of the other players choice.
Please start to sell those meme playing cards!
Idk if he can, since they have copyrighted characters like Thanos :( I'm not sure tho
@@MakoProductions321 sad gamer noises...
1:39 jake : is it possible to crack the theoretical coin-flipping code and take advantage of a secret non-transitive property within this game?
1:37 thanos : impossible !!
“Meme cards”
Steve: Am I a joke to you?
"The Fair Game That's Totally Unfair"
*_visible confusion_*
If anyone in my fam were to play this with me they’d play BRB and *never return*
My dad did that 😂
A too real feeling
This is incredible and this guy has a great presentation. Top class video.
That Call me Carson card didn’t age so well
Carson’s definitely crying now lmao
WHERE I CAN GET THIS CARDS
these
these
these
These
These
not fair. the second player knows the first player's choice. fair game is choosing without knowing eachother.
thats not fair either. cuz now i know which sequence has more probability so i always choose it.
exactly!!!! I can’t believe people are buying this
God I love when he yells “WRONG!” like that
For anybody struggling to understand this, here is an over-simplified explanation:
You are basically playing scissors-paper-rock where the other player shows their choice before you choose yours.
And this manouver is only possible because every time a new card is added, what is then the "last 3 cards" is not indepedent of what was the previous "last 3 cards". If 3 cards were added at a time then game would be fair.
Uhm. No-- unless you don't know how to play, there's no way B loses to A if A picks first. But with the cards, A *can* still win. Many scenarios where they can win, albeit unlikely, where in your example, Player B only loses if s/he doesn't know how to play.
@@jansmitowiczauthor78 "over-simplified" "basically"
Rock paper siccors. Ro sham bo. But not siccors paper rock. Just not.
Well in Rock Paper Scissors you have a 100% chance of winning if they go first and it’s very obvious. But here, little do they know that the game is not fair and is rigged in favor of the 2nd person if they know this trick.
And in a lot of games like chess and tic tac toe, the person who gets to go first has the advantage. So it’s not always like the 2nd person has an advantage over the 1st person, in fact it can be the opposite.
I feel like... you just taught me how to hustle people
It’s just a meme review with extra steps
Once I was paying for something in a shop and happened to drop a coin onto the counter, which was pretty low, so it fell a good two feet. It spun end over end and then landed perfectly on its side. I was so gobsmacked I just stood there staring at it with the clerk going "SIR. ....SIR."
5:24 Bro just leaves like that without saying anything 💀
Crush: we’ll flip a coin, if its on heads I’m you girlfriend and if its tails youre my boyfriend
Me: ok **flips it**
me:Oh... look...0:47
Well that my friend is called the friendzone.
This trick would probably only work once or twice. It would become suspicious quickly if you always let your opponent choose first and you always had to see their choice before you made yours.
If they don't know the trick, you simply alternate who goes first. You will likely split the times you go first fairly evenly, and win according to the odds in the video on your opponent's turn.
3:29
I’m sorry did this man just call him “Keano Reeves”?
My friend: endgame is the biggest crossover in history! Me: 4:53
6:06 math game played by Kevin goes "BRR"
People keep confusing themselves between possibilities and probabilities.
1:24 didn't age well
yes
Finally I found a good rock paper scissors tutorial
4:53 this is the exact order I listed all 8 outcomes in my head, because it follows binary sequence. Thankyou for that
the game becomes completely fair if both players decide at the same time in secret then reveal their decision
I’m just glad I was able to figure this out right at the beginning of the video
Me: The perfect card deck doesn't exis-
This video: Hehe Meme cards
Can't buy them though.
@@ferociousmaliciousghost It still exists.
2:49 “I think it‘s great... I think that you will too!“
- Kevin “Oxford English“ Johnson 2019
That’s not how quotation marks work
As in “I think you will think it’s great too”
Brody McQueen in germany they do
kray2410 it’s correct..
Legolas0815 Legolas0815 in English we don’t.
@1:07 "The kingdom of . . . .???" You were mumbling & that was so important
why can't I have fun mom?
0:14
"WRONG"
- kevin in literally every video