...even though Einstein definitely did not create this trick (it was Roberto Giobbi in Card College Lightest!) it is still a really fun trick, and I hope you enjoyed. 'Til next time!
@@ncr_official_2189 it works the same way by misassociating a person and quote / something they wrote. Lao Tzu never wrote "the Art of war" just like Einstein never said any of that. Of course it would work better with Sun tzu but it works fine like this
Einstein has an even number of letters. The bottom card was either already in an even position or is now in an even position after doing the first step. So if you had eight cards it stays in eighth position. Seven cards it moves to sixth. Six cards it moves to fourth. Five cards it moves to second. And four cards it stays in fourth. Now on the second move. The even cards get moved to the back. Then the pattern gets too complex to explain in a comment at 12:43am but you get the idea
Showed this to a child and they were like “That’s not a trick. You literally just figured out how many moves it would take to get the bottom to the top, inserted a random name with the correct amount of characters and then tried to impress a child”. He then slapped me and told me not to come back until I learned a real card trick.
@@nottoday3878 Ive been bored for years, ive had all sorts of jobs, lived in like 5 different houses in my life and met thousands of people yet im always bored. Everyone experiences boredom differently. U lose a lot of motivation.
Feel like that’s a little harsh. It’s quite impressive that you can take anything between 4-8 cards and yield the same result each time. Not a trick, sure, but still cool nonetheless.
For anyone who wants the explanation: If you enumerate the cards from the bottom up starting with zero you can easily see that putting the first card under the last means adding one at the position of each card mod n. For example if you have 5 cards and do the process 5 times each card will get in the starting position X+(5 mod5)=X. Hence after eight shuffles the last card will get in the position 8 mod n (this is true for every n). Now since there are n cards the number of cards above the card we are considering (included) is n- 8 mod n. Now if n is a integer between 4-8, 8 mod n = 8-n. Therefore the number of a cards above our card (included) is 2n-8. During the second phase you discard every other card starting from above. If we enumerate the card from the top down considering the first card as 1, our card will be the number (2n-8), then we proceed the discard every odd card and we put the even one at the bottom of the deck. Our card is even therefore it will get at the bottom. After we put our card at the bottom we have discarded a total of (2n-8)/2 cards and therefore we still have n-(2n-8)/2 = 4 cards. Being the last one of four cards it's easy to see how it will remain the last one in your hand. In general the trick works if your card eventually becomes the last one of a power of two numbers of cards. In other words in the moment you have the biggest possible power of two in your hand (given the number of cards you're given) you're card needs to be the last one. Therefore you need your card to be in the position 2n-2^(x+1) where 2^x is the biggest possible power of two such that 2^x
Incredible trick. Next one should be cutting the deck in half, counting half of the cards out, and putting it on the bottom. Then spin the deck around three times and tap your toes. The bottom card will be the same :O
Ok here's my trick: Take any deck and shuffle, whenever you want, stop shuffling and take a look at your bottom card. Now what you're gonna want to do is flip it back so you can't see the cards, then deal until there is one card left. And that should be your card!
I was thinking about this trick and how it works and it's quite interesting. I think it's a nice coincidence the 8 shuffles puts the bottom card in the same position as needed for the Josephus problem ("Austrian shuffle"), for 4 to 8 cards.
Right, the number of cards used actually offsets the card by one place. However after one step of the austrian shuffle, the deck does reach the exact configuration for the case below it. So for 8 cards, the target is at the bottom (CCCCCCCX) after dealing the first C on the left and putting the next C at bottom / end of the stack we get (CCCCCXC) which is the exact configuration we get from the "Einstein" cycle with 7 cards. The whole thing cascades down to 4 cards where we always end up with CCCX no matter if we started with 4,5,6,7 or 8 cards. This common configuration of course plays out as (CXC) -> (CX) --> (X)
Here is another way if you don't want to use the name Einstein: The person Picks 7 cards without you looking at them Your gonna shuffle cards The person takes a look at the bottom card without you looking Now you put one on the bottom of the card and put one on the table until your left with one And now that your left with these cards (6 cards) your going to split the rest of the cards in two decks but there are 3 cards in each deck but the person doesnt have to know And then you put that card your left with, on top of any of the two decks then shuffle it 3 times and snap your fingers and the top card is the persons card they picked.
Just read all the comments. Around half of them just say "it is math" or "it is counting". But not one of them has actually explained how the trick works for all 5 different sized piles (4, 5, 6, 7, 8) and whether it can be done at different ranges. So someone who says this is "boring" or "simple", please explain.
Because if you can count than there is no surprise. There is only one way this "trick" can end, and it does so. The card is not lost in the pile or shuffled after selection, and the spectator is forced through a mathematical procedure by the "magician." That's not very interesting. It would genuinely be more fooling if the last card was *not* the spectator's card, because that would defy math.
@@dxjxc91 I don't need to explain the math. That's the point. The magician is demonstrating a mathematical absolute, not a magic trick. There is no trick, as math is not a trick. There is absolutely nothing magical about being talked through a mathematical formula, whether you are interested in it or not, and whether you follow the maths or not. There is no skill or misdirection of any kind, and no moment to fool a spectator. This is why a lot of magic fans aren't too impressed by these types of card routines when presented as tricks, rather than being presented as mathematical principle.
@@dxjxc91 like, there's no other way for it to go, you know? He tells you what to do every step of the way. There is not one moment of randomness, or choice on the spectator's part. It's a bit like doing a jigsaw puzzle, but somebody is handing you every piece and telling you exactly where it goes. It doesn't feel that impressive upon completion, does it? Bit of a "meh" experience.
I don’t care if Einstein said it or not. This trick is amazing and gives the illusion that you are finding the card mysteriously or making that certain card turn into the card you saw. My friends love tricks like this and are amazed when I do them.
I see no trick, only see counting
facts
Can u solve it tho?
@@gyanvarshnay8053 of course? is so simple
@@gyanvarshnay8053 anyone with a 6th grade knowledge of multiples can solve it
@@ttdanimations1231 Cool, could either of you explain to me how to solve it?
"I fear the day when people start using quotes I never said"
- Einstein
"Bruh..."
- Albert Einstein
"Lmao"
-Albert Einstein
wtf
-albert eh?? just albert...
albert nevermind
"ikr"
-Albert Einstein
@@deathless6414 thus comment section is making no sense
-Albert Einstein
Einstein: "Wait- I never said that"
Lao Tzu: "First time?"
Lao Tzu, Art of War
Its Sun Tzu
@@I_play_stuff_woooshh
@@thevoid6308it's Sun Tzu rho
@@thevoid6308what was the joke? Who is Lao Tzu?
@@ncr_official_2189 it works the same way by misassociating a person and quote / something they wrote. Lao Tzu never wrote "the Art of war" just like Einstein never said any of that. Of course it would work better with Sun tzu but it works fine like this
"I dont play cards"
~Einstein
i didn’t said this -einstein
Who are you guys?
- Albert Einstein
"Who every smelt it, dealt it."
- Einstein
“You shouldn’t believe every quote you see on the internet.”
- Albert Einstein
He didn’t say that
@@MuraK9U exactly
Internet at that time
@@MuraK9UThats the joke my guy💀
@@xxxdemonhunterxxx1511 that’s the joke, i know
"Einstein had nothing to do with this."
-George Washington
😆 🎯
"George Washington is an idiot"
-Albert Einstein
"George washington had nothing to do with this"
-Albert Einstein
@@cheezzstix"Both Einstein and George Washington had nothing to do with this."
-Isaac Newton
@@rubberduckyurtheone "Einstein, George Washington, and isaac newton had nothing to do with this"
- Nikola Tesla
" I created it as a joke but they took it seriously"
- Albert Einstein
Never trust internet.
- Albert Einstein
Never trust anyone who use my name for their publicity
- Albert Einstein
I didn't said this either
- Albert Einstein
Wait wait wait, don't quote everything I'm saying!
- Albert Einstein
Stop
~Albert Einstein
🤐
- Albert Einstein
Hard to know what are real quotes
-totally Albert Einstein
"When the fuck did I say that?"
- Albert Einstein 1780
1780 is closer to the existence of Newton than it is to Einstein
@@Shtikface that's the joke bro
@@CNWPlayer how's that a joke?
@@Shtikface the joke that einstein didn't say that
@@Shtikface thats the fucking point
Me, forgetting the spellings of Einstein while performing it ☠
*Puts down 5 cards. 1 second later:*
“I don’t know how many I have.”
how many you have he said. because this works with 4-8 cards
Me : so it’s all maths ?
Magicians: always has been 😅
It's not always maths.
@@chillofy2311 sometimes it's topology
@@krishnachoubey8648 sometimes it is geography
Sometimes it's science
@@edwardc6485 yea it all comes with the package 👍
*The card trick that Einstein created*
Source: Trust me bro
Just like linus tmb backup warranty
Bruh
Tomato sauce
Not Albert Einstein 😂
Haha... me: ... so Einstein was a card wizard
Also me: nah! Bro...
Mathematics left the chat
I don’t even know how to play cards
~ Albert Einstein
🤣🤣🤣
"Memorize a card"
"Put the card down"
"Pick it back up"
"That's your card"
BRO HOWD YOU DO IT????
holy shit ur right
Mine didn't work so eh
Brooooo 😮 magician of the century!!!
I got it in first try
If Einstein showed me this I’d tell him to go back to Physics
Xd
The loop at the end was edited well.
"Ayo whatchu sayin' I never played cards"
-Albert Einstein
Yeah einstein def used da hood lingo
Einstein from the grave: when the hell did i invent this?
I just have this image in my head of Einsteins ghost sitting there watching TH-cam shorts, like how else is he gonna find this video? 🤣
Einstein: God does not play the dice
Then starts playing cards
:-)
It may have been a party trick while waiting for workers to build his bomb.
He didn't
Bro thinks that: “take your age, add three, remove three, that’s your age” is a good trick
Omg I just witnessed a new trick on level with one of the smartest person in the world.
🤣🤣🤣🤣
Fr
e
e
That transition was SMOOTH
Einstein has an even number of letters. The bottom card was either already in an even position or is now in an even position after doing the first step. So if you had eight cards it stays in eighth position. Seven cards it moves to sixth. Six cards it moves to fourth. Five cards it moves to second. And four cards it stays in fourth.
Now on the second move. The even cards get moved to the back. Then the pattern gets too complex to explain in a comment at 12:43am but you get the idea
"Putting words in my mouth just because im death"
-Albert Einstein.
😂
It was actually Oppenheimer who became death
Dead
I'm death?!!😂😂😂
@@aprayingatheist2378 damn, you beat me to it
Showed this to a child and they were like “That’s not a trick. You literally just figured out how many moves it would take to get the bottom to the top, inserted a random name with the correct amount of characters and then tried to impress a child”. He then slapped me and told me not to come back until I learned a real card trick.
Gigachild
You failed Einstein hahahaha 🤣
@@secretjosh5619 lmao
And that child's name: Albert Einstein.
definitely
WHOA!!!
Einstein wouldn't be happy knowing
simple math would be considered magic ~
no one noticed, anyone realized how amazing that transition is, just look at it, its perfect
Looks like a trick made by a bored man
That's how geniuses discovered or invented the things they did. When you're bored, you think, you look around, you get thoughts, you get curious.
@@taiguy53 it's pretty hard to get bored nowadays..
@@nottoday3878 You said what?
@@nottoday3878 well you shall witness the earth rumbling because I were bored back when I was 14-16 and now I’m 22 ! But only time can judge me
@@nottoday3878 Ive been bored for years, ive had all sorts of jobs, lived in like 5 different houses in my life and met thousands of people yet im always bored. Everyone experiences boredom differently. U lose a lot of motivation.
"Never believe any random guy named ProDuo saying any quote"
-Albert Einstein
“Yes Einstein invented this card trick”
- Sun Tzu
Can we appreciate the flawless loop
Personally I enjoyed looking at the cards more than the trick. Cool deck.
Bruh
Butterfly lovers Concerto 😂
Yeah, the cards are great and the trick is fucking wack
@@paulkonig9942 True True!
It's the butterfly gold edition, costs 25 to 30€, but is absolutly great.
Dude that's basic counting, 😂😂
Feel like that’s a little harsh. It’s quite impressive that you can take anything between 4-8 cards and yield the same result each time. Not a trick, sure, but still cool nonetheless.
@@shlimjim23 fr
I wouldn’t call yourself too smart risahbh, especially considering you used a comma to separate your sentence from your emoji’s.
@@tarankollu1111 I feel like you meant emojis? Emoji's means "emoji is", so well you kinda messed up your grammar while correcting another's huh?
@@tarankollu1111 That's suppose to mean something kollu?
That's the cleanest Loop ive seen in forever
So weird I grabbed a deck and just grabbed 5 cards and did exactly what you did and my card was the 8 of clubs too. What a coincidence.
Einstein be like : "did I make all of that ? " 😳
Einstein be like: I don't even know who you (le this trick) are..
Einstein: "jews don't play tricks that don't pay off"
For anyone who wants the explanation:
If you enumerate the cards from the bottom up starting with zero you can easily see that putting the first card under the last means adding one at the position of each card mod n. For example if you have 5 cards and do the process 5 times each card will get in the starting position X+(5 mod5)=X. Hence after eight shuffles the last card will get in the position 8 mod n (this is true for every n). Now since there are n cards the number of cards above the card we are considering (included) is n- 8 mod n. Now if n is a integer between 4-8, 8 mod n = 8-n. Therefore the number of a cards above our card (included) is 2n-8. During the second phase you discard every other card starting from above. If we enumerate the card from the top down considering the first card as 1, our card will be the number (2n-8), then we proceed the discard every odd card and we put the even one at the bottom of the deck. Our card is even therefore it will get at the bottom. After we put our card at the bottom we have discarded a total of (2n-8)/2 cards and therefore we still have n-(2n-8)/2 = 4 cards. Being the last one of four cards it's easy to see how it will remain the last one in your hand. In general the trick works if your card eventually becomes the last one of a power of two numbers of cards. In other words in the moment you have the biggest possible power of two in your hand (given the number of cards you're given) you're card needs to be the last one. Therefore you need your card to be in the position 2n-2^(x+1) where 2^x is the biggest possible power of two such that 2^x
Thanks Einstein we couldn't figure it out
@@ChristopherJ655 I guess not everybody would have the time to get the actual proof, it's not like it is immediately evident.
This guy is a player.
bro who asked
Could you repeat that please
god i can feel the paper cuts in my soul... that reflective bit is pretty but it's also very, very sharp 😭 i learned it the hard way
My fellow card enthusiasts can we all agree that shiny cards are out done by better flourishing tricks
The loop was smooth 🥲
Yeah, Einstein used to play cards while not solving mathematical puzzles.
Incredible trick. Next one should be cutting the deck in half, counting half of the cards out, and putting it on the bottom. Then spin the deck around three times and tap your toes. The bottom card will be the same :O
Why is no one talking about how this guy had the entire deck of cards in his hand at the end of the trick?!
Well NGL the cards look really sick, I'd love to own a deck like that
What are the cards?
They are Butterfly playing cards from czech magician Ondřej Pšenička. They go for around 40 dollars.
finally someone is talking about the cards. They look so beautiful.
yeah tbh, i thought it was in resin
Everyone: cool cards
Me: wow nice loop
the transition is smooth AF
Now I have something to live for.
When I'm dead, I'll be quoted for things I've never said.
The last part where he picked up all the cards when there were only a few-👁👄👁👏
@@vipronald wait, I thought 1 view per one account? No matter how many times you have viewed the video, it still counts as 1 view.
The most impressive part of this video is how clean cut that loop is
A chapter named probability in my maths book crying in corner
Albert Einstein: in the multiverse i could’ve said that, its all relative from one observer to another
-Arthur Morgan
Ok here's my trick:
Take any deck and shuffle, whenever you want, stop shuffling and take a look at your bottom card.
Now what you're gonna want to do is flip it back so you can't see the cards, then deal until there is one card left.
And that should be your card!
wow......😮
Bro is the only reason why Einstein have 160 iq instead of 169 💀
Einsteins iq was never tested
@@larissaxsr probably estimate
@@renekoby either actual scientists or random people
@@larissaxsr do yall even know how many ways iqs can be measured
@@cliprimate_EXtinted3?
I don' care bout that trick, gimme the freaking cards, they're so cool omg
That loop is a magic trick all by itself
Ummm where did u buy the cards from? They are so pretty...
@@divyeshbera282 what are you chatting about? 😅
They are butterflies playing cards by ondej
What if we forgot his name spelling "ENSTIN" 😂😅😅
then give up your ambition of being a card magician.🤣🤪🤣🤣
You already entered wrong one here.....
Just count the number it 8
HOW DARE...
Count to 8. Even I couldn't spell this guys name off the top of my head.
I can't believe Gandalf made his own cardtrick
"No Einsteins were harmed in the making of this video"
- Chinggis Khan
I'm really impressed by how the cards look like
Do you know where I can found these ?
They're called Butterfly Playing Cards (available in multiple colors), designed by my friend Stefan Eriksson.
"The Austrian deal"
To let everyone into art school?
Weird mustache flashbacks
Bet jew didn't see that coming
@@daanishmanzoor1 XD
That deck was better than the trick itself 😂
Its just a mathematical trick.
A sequence of shuffling.
Those are beautiful cards!!!
I was thinking about this trick and how it works and it's quite interesting. I think it's a nice coincidence the 8 shuffles puts the bottom card in the same position as needed for the Josephus problem ("Austrian shuffle"), for 4 to 8 cards.
Right, the number of cards used actually offsets the card by one place. However after one step of the austrian shuffle, the deck does reach the exact configuration for the case below it. So for 8 cards, the target is at the bottom (CCCCCCCX) after dealing the first C on the left and putting the next C at bottom / end of the stack we get (CCCCCXC) which is the exact configuration we get from the "Einstein" cycle with 7 cards. The whole thing cascades down to 4 cards where we always end up with CCCX no matter if we started with 4,5,6,7 or 8 cards. This common configuration of course plays out as (CXC) -> (CX) --> (X)
Here is another way if you don't want to use the name Einstein: The person Picks 7 cards without you looking at them
Your gonna shuffle cards
The person takes a look at the bottom card without you looking
Now you put one on the bottom of the card and put one on the table until your left with one
And now that your left with these cards (6 cards) your going to split the rest of the cards in two decks but there are 3 cards in each deck but the person doesnt have to know
And then you put that card your left with, on top of any of the two decks then shuffle it 3 times and snap your fingers and the top card is the persons card they picked.
Those cards are pretty.
Uhh card tricks usually use the whole deck. That’s What makes it impressive. Not math deducing multiples of 4
I read your whole comment with the best nerd voice i can make and im sorry about that
@@bimmaa LMAO
I can guess your card if we only use 1 of the 52 cards in the deck.
By the way, if you want to use the entire deck, cycle your cards 64 times instead of 8, before doing the Austrian deal.
The comments are literally NPC calling this a cool trick
Cool comment
Cool comment
Cool comment
Cool comment
Cool comment
Those are some really beautiful cards. I’d be afraid to even use them haha
I'm more impressed by the video loop then the cars trick
Me: watches the video again just to see the seamless transition at the end
Same !!! 🙌🏻
Him: Remember the bottom card
Me who just glanced at it: I already forgot what the card was lol
Einstein : everyday i am shuffling 😊
Boy do I love the math of this trick
Everyone: "this is a math"
Me: "this video is a loop"
Me toooo..its a perfect looop..nice editing btw
I just love your cards man!!!!😅
That's not trick, that's a specific math algorithim
That's just maths done on air bro🤣
Just read all the comments. Around half of them just say "it is math" or "it is counting". But not one of them has actually explained how the trick works for all 5 different sized piles (4, 5, 6, 7, 8) and whether it can be done at different ranges. So someone who says this is "boring" or "simple", please explain.
Because if you can count than there is no surprise. There is only one way this "trick" can end, and it does so. The card is not lost in the pile or shuffled after selection, and the spectator is forced through a mathematical procedure by the "magician."
That's not very interesting. It would genuinely be more fooling if the last card was *not* the spectator's card, because that would defy math.
@@BeeEatingOrchid This still isn't an explanation. Tricks that rely on math can be explained with math. Explain the math.
@@dxjxc91 I don't need to explain the math. That's the point. The magician is demonstrating a mathematical absolute, not a magic trick. There is no trick, as math is not a trick. There is absolutely nothing magical about being talked through a mathematical formula, whether you are interested in it or not, and whether you follow the maths or not. There is no skill or misdirection of any kind, and no moment to fool a spectator. This is why a lot of magic fans aren't too impressed by these types of card routines when presented as tricks, rather than being presented as mathematical principle.
@@BeeEatingOrchid If you didn't know how to explain the math, you could have just not replied to my comment asking for an explanation...
@@dxjxc91 like, there's no other way for it to go, you know? He tells you what to do every step of the way. There is not one moment of randomness, or choice on the spectator's part. It's a bit like doing a jigsaw puzzle, but somebody is handing you every piece and telling you exactly where it goes. It doesn't feel that impressive upon completion, does it? Bit of a "meh" experience.
I don’t care if Einstein said it or not. This trick is amazing and gives the illusion that you are finding the card mysteriously or making that certain card turn into the card you saw. My friends love tricks like this and are amazed when I do them.
Everyone focusing on the card trick while I focus on that deck transition 😮
"As Albert Einstein's father i confirm Albert invented that trick"
:- Albert Einstein
he so smart that he's his own father
he isn't fatherless, he is father
Shut up Hermann, you'll give the trick away.
Pauline Einstein.
einstein: i didn't did any of this shit-
What a man though! You have and should know those cards are very lucky now.
And the genius on einstein is that you think that's a trick...
But it shows how brilliant Einsteins humor was.
This deck is very gilded!! Love it 💛
rip to those people who came to know the spelling of 'EINSTEIN' just now..💀
what
@@purpleey yeah....some people can't spell it correctly...
He grab two cards in the end to get the club of 8
"I'm eternally resting you son of a gun don't involve me on your biz"
-Albert Einstein
the length ppl will go is epic ... I don't even understand why the edit was needed for basic counting XD
The translation is so smooth
Where's translation?
@@ADaMon02 transition
ikr nice freeze frame.
😂😂😂 transition* brother
Man that's a one beautiful card deck right there
I can see pure math & counting here. Feeling bad for those who really believed any trick.
"Did Einstein really created that trick?"
-Elon Musk
“Yes he did”
-George Washington
No he didn't i made it
- Issac Newton
@@Aesthetic_arts295 No he didn't, I did.
- Jesus Christ
@@korana6308 "yes i did, but something else" - Austrian painter
Almost a perfect loop
I'm commenting this because i can't save this so if someone like this.. i get reminder
Im liking this video just because of the funny comments 😂😂
Bro you guys are the real shiny here
Continue all the videos I love doing card tricks