**psst** Are you enjoying Scam School? You've gotta check out our *brand-new series* "The Modern Rogue" at ruclips.net/user/modernrogue. If you've seen it, reply and tell me what you think. If not, then get on over there. I'll bet you a dollar you love it. -Brian
For those who got the trick to work but are amazed why it actually works, here is a nerdy explanation, get a cup of coffee and follow this math logic: 1) First forget about this trick for a second and consider a random pile of card, the number of cards in that deck shall be N. Let’s name the position of any random card in that pile i (1
Outmane Lemtiri Chlieh you can always trust a PhD to explain a simple thing in a very complicated way :) The gist of the trick is that the second person passes by the target card when he deals out cards. At that point, what number he chose and what he does with the remaining cards doesn't matter because their order doesn't matter. All that matters is - the first person put a certain number of cards underneath the target card, and the second person is now putting that same number of cards (in a different order) on top of the target card. The first person then deals out that same number again, and the target card is now on top. Another way to look at it is that the first person does something, then the second person puts the target card in the exact opposite place in the pile, and the first person undoes what the did the first time. Since the originally bottom card was put in it's opposite place, and what was done to it was undone, it's now on top. In a nutshell, it's a complicated way to put a card on the bottom, then deal out the entire pile, and then be surprised that the card is now on top.
Instead of having them count to a number between 10-15, they could each spell their selected card 3 times (for example t-h-r-e-e-o-f-s-p-a-d-e-s). This repetition would pretty much guarantee that they won't forget their card. It would still be like the 9 card "Spelling Bee" trick on steroids.
It works by counting the same pile the first time and the last time. So, after you count [x] cards you pass the deck for someone else to count [y] cards and then get it back to count your [x] cards again. The trick works because after the first count there are [x] cards below yours. Then when someone else counts [y] they pass your card and place the remaining cards on top. The cards on top now are the same [x] that where at the bottom just in a different order, so when you count your [x] again, it leads to your card.
all decks are being hit by the same "personal number". This guy tricks us into thinking we are choosing a random number but we are just replacing the cards in the cycle. Thats why he swaps the decks around so each person hits their number. Completely rotates the decks and boom.
Instead of using a random number between 10 and 15 use the trick from spelling bee and have them spell out their entire card, "number of suite". This always keeps you within 10-15 cards without having to narrow their choice. It might make it feel even more random because there are only 5 numbers between 10 and 15 but 52 cards. Or have them chose their favorite card.
neat little variation on the trick in this video: if you only have one spectator with you, have them select any card place it at the bottom of the deck. then without ever touchjng the deck just have them select a number between 30 and 42. then have them quietly cojnt out all of the cards to their number and put the remaining cards on top. do this a total of three times and the selected card appears at the top of the deck. magic. or you can do this same trick with six smaller but roughly equal packs. have them select a number between 4 and 8. but here you DO have to the pack switches and be wary of which decks youre switching. i found swapping 1, 2 and 3 together and then 4, 5 and 6 together works the easiest for beginners.
I absolutely love scam school but one of my favorite things about these classic episodes is the idea of Brian going up to random tables at the bar slamming down a deck of cards and asking “would you like to see a magic trick?”
I may have done the first transcontinental magic trick, was on a three way phone call with sister and her roommate and my mom. My sister dealt the cards and separated deck, told my mom what card was in her pile and got her magic number, got them to do the count down, the switch, and blew there minds with successfull results
I've tried it, it still works. Also, no all you need is 2 people. Just remember that each deck has to be count out a total of 3 times. 1st count by Player 1 then by Player 2 and once again by Player 1.
The secret to this trick is basic algebra. The number you "own" is, say x. The important part is that the deck is roughly a third, and your x isn't bigger than your pile n, but x is also not smaller than half the pile. n - x is how far down your card is after the first run of this. Then, every time someone else applies their number, they are guaranteed to hit your card. So, [y - (n-x)] + [ n - y ] = x is how far your card is from the top. The left brackets are from counting off their number, the right is what's left. If the next guy does it your card will be n-x from the top, then x again after. If you have more or less people, just make sure you give the pile back to the person after an odd number of people rearrange their pile.
i really like scam school. i started watching on the revision channel on my Roku box like four years ago when Coop was still on rev3. These were by far my favorite shows. :) helped me get some friends in high school before i graduated which really helped because i was a shy kid.
3 people, clockwise, then counter clockwise, that's it, reason why as host explained, once the card pass the top on the second count, it will remain whatever the number you count the first time.
Awesome video!! Those others obviously can't follow instructions. Works with all number 10-15 no worries. I have to say a massive thank you as well because i haven't picked up cards since i was a child and now i have a list of 21 card tricks! Very great instructor and clear video instructions! Thanks again!! Jamie
An A plus trick but I am not sure if it was emphasized enough that after switching piles, the piles MUST go back to the original owner and not just any of the 3 oeople. To this end, I'd probably just all swipe clockwise where person 1 ends up with pile 3. For the last count swipe, counter clockwise, everything returns to original position for example 3 returns their new pile to position 2.
anyone notice the woman chose the number 3....... and it still worked... he clearly said 10-15 and she must have thought 1-15... amazing that didnt mess Diamond up!!!
If the piles are divided 'evenly', there are two 17 card stacks and an 18 card stack. Use a 17 for example. person 1 counts 13 (for example), then drops remaining cards on top. Their card is now 4th from the top (it started on bottom). The next person counts some number (whatever) so that person 1's card is now 4th from the bottom (it was the 4th counted).That means it has 13 on top of it. Now back to person 1 with that stack, he/she counts off those 13 and voila!, there card is back on top!
Im very new to this Channel but I have to das that its absolutely amazing and every Trick you Show is very sneaky I Don't Like mathematical Tricks but every Trick that Diamond Jim Taylor Shows ist absolutely clever so you Just have to Love it
Why the confusion with ABC: A C A B and then B C A B? The easier and better way to remember is to pick one spectator and move their card "counter clockwise" twice, then pick the same spectator the second time around and move their pile "clockwise" twice. That's it. no ABC memorizing :D
How does this work????? I love it!!!!! I love your channel I subscribed!! Thank you for these awesome videos I showed a few of your tricks to my friends thank you so much Brian!
Look at 7:45!! A-B-C 1st (before any swaps!) C-A-B (after first swap!) Change the pile in the A place, with the pile in the B place, and then the B place with C place, returning the piles to A-B-C!
oh i see! Thanks for replying! So how many card should i use for this trick? Or what is the number range u would recommend instead of using 10-15 numbers?
i dont understand this at all. lets say secret number they chose is 10,10,10 that would mean 30 cards gets put on each other. what if they picked 11,12,13 then that would mean 32 or 33 cards gets put on top of each other. how does that make the bottom card on top ? its impossible if they chose different numbers
My shot at an intuitive explanation: Let this be a stack of cards, with our card marked 'X': top OOOOOOOOOOOX bottom (12 cards) We first take off the top bunch of cards and put them on the bottom, (say 7), so now we'll have exactly 7 cards beneath our card: top OOOOXOOOOOOO bottom. What our stranger needs to do for us is to turn the deck upside down. That way, there are exactly 7 cards on top. But it'd be WAY too obvious if we told them to turn it upside down. SO, instead, we tell them to 'deal out the cards one by one'. If they do this for the entire stack: 123456789X X987654321 Clearly you see how the stack would get turned upside down. But in our deck all the cards EXCEPT our chosen one are irrelevant. We really only have to reach our chosen card to get the same effect. So any number in a middling range (ie: "10-15" for a 20 card deck, or "4-9" for our 12 card deck ) would do. Lets go with 6 for simplicity: top OOOOXOOOOOOO bottom. top OOOOOO bottom. redeal: OXOOOO Put back on top: OOOOOOOXOOOO bottom. Voila! its functionally the same as flipping the stack upside down. And since all we have left are 'Os', we could have picked 7, 8, 9, 10...even 12 would have worked, technically. Now we give it back to the first person and, trivially, since they put 7 (or any number) of cards UNDER their starting card initially, they are guaranteed to have that many ON TOP in the end. Awesome! -AHMAD
A less confusing way to do it is to just rotate the cards to the persons right, do the count, then back left and do the count again, as opposed to messing around with the A B C thing. at least i found it less confusing.
The trick is making sure the third time they count out their secret numbers that they're doing it on the same pile they started with. When you do the swapping between counts, you have to keep track of whose is whose.
did you see that in the first demo monica's secret number is only 3? watch her count at 2:21, 2:45 (she finished fast) then 3:06. i thought it was supposed to be 10 or more? just a little confused.
This is similar as Scarne's. Imstead of counting 10 to 15. Have them pick an invisible 2nd card and spell it. The shortest card spellimgs are act of clubs and two of clubs which are both 10 letters long when of is included. I like Scarne's 1 person, 1/3rd of the deck version because the built in padder is that people tend to forget the card that they pick if they have to spell a 2nd card even if said 2nd card is sn invisible one they made up for themselves.
My shot at an intuitive explanation: Let this be a stack of cards, with our card marked 'X': top OOOOOOOOOOOX bottom (12 cards) We first take off the top bunch of cards and put them on the bottom, (say 7), so now we'll have exactly 7 cards beneath our card: top OOOOXOOOOOOO bottom. What our stranger needs to do for us is to turn the deck upside down. That way, there are exactly 7 cards on top. But it'd be WAY too obvious if we told them to turn it upside down. SO, instead, we tell them to 'deal out the cards one by one'. If they do this for the entire stack: 123456789X X987654321 Clearly you see how the stack would get turned upside down. But in our deck all the cards EXCEPT our chosen one are irrelevant. We really only have to reach our chosen card to get the same effect. So any number in a middling range (ie: "10-15" for a 20 card deck, or "4-9" for our 12 card deck ) would do. Lets go with 6 for simplicity: top OOOOXOOOOOOO bottom. top OOOOOO bottom. redeal: OXOOOO Put back on top: OOOOOOOXOOOO bottom. Voila! its functionally the same as flipping the stack upside down. And since all we have left are 'Os', we could have picked 7, 8, 9, 10...even 12 would have worked, technically. Now we give it back to the first person and, trivially, since they put 7 (or any number) of cards UNDER their starting card initially, they are guaranteed to have that many ON TOP in the end. Awesome! -AHMAD
**psst** Are you enjoying Scam School? You've gotta check out our *brand-new series* "The Modern Rogue" at ruclips.net/user/modernrogue. If you've seen it, reply and tell me what you think. If not, then get on over there. I'll bet you a dollar you love it. -Brian
is this game always play with 3 other people?
Scam School modern rogue is amazing
Cong Toai Nguyen did. You Got answer. I was thinking same
For those who got the trick to work but are amazed why it actually works, here is a nerdy explanation, get a cup of coffee and follow this math logic:
1) First forget about this trick for a second and consider a random pile of card, the number of cards in that deck shall be N.
Let’s name the position of any random card in that pile i (1
Outmane Lemtiri Chlieh Thanks for the thorough explanation :)
U crazy
Outmane Lemtiri Chlieh you can always trust a PhD to explain a simple thing in a very complicated way :)
The gist of the trick is that the second person passes by the target card when he deals out cards. At that point, what number he chose and what he does with the remaining cards doesn't matter because their order doesn't matter. All that matters is - the first person put a certain number of cards underneath the target card, and the second person is now putting that same number of cards (in a different order) on top of the target card. The first person then deals out that same number again, and the target card is now on top.
Another way to look at it is that the first person does something, then the second person puts the target card in the exact opposite place in the pile, and the first person undoes what the did the first time. Since the originally bottom card was put in it's opposite place, and what was done to it was undone, it's now on top.
In a nutshell, it's a complicated way to put a card on the bottom, then deal out the entire pile, and then be surprised that the card is now on top.
+Outmane Lemtiri Chlieh what ?
Outmane Lemtiri Chlieh who read it ?????
Instead of having them count to a number between 10-15, they could each spell their selected card 3 times (for example t-h-r-e-e-o-f-s-p-a-d-e-s). This repetition would pretty much guarantee that they won't forget their card.
It would still be like the 9 card "Spelling Bee" trick on steroids.
@@markrozin559 9 yr old comment train?
@@michaelchurch7453 I can dig it
wooot
@@nickworld9008 woooot wooot
@@michaelchurch7453 All abooooooard
It works by counting the same pile the first time and the last time. So, after you count [x] cards you pass the deck for someone else to count [y] cards and then get it back to count your [x] cards again. The trick works because after the first count there are [x] cards below yours. Then when someone else counts [y] they pass your card and place the remaining cards on top. The cards on top now are the same [x] that where at the bottom just in a different order, so when you count your [x] again, it leads to your card.
😳 you smaaaart. 😁
+Razvan Groza (Top 10 mistakes) can this trick work with two people ? if so how ?
+Rana Asim Wajid Cut the deck in half, then use the numbers between 20 and 26 instead on 10 and 15
Your explanation is perfect
all decks are being hit by the same "personal number". This guy tricks us into thinking we are choosing a random number but we are just replacing the cards in the cycle. Thats why he swaps the decks around so each person hits their number. Completely rotates the decks and boom.
Ahh, the good ol’ Revision 3 intro! Love it
Instead of using a random number between 10 and 15 use the trick from spelling bee and have them spell out their entire card, "number of suite". This always keeps you within 10-15 cards without having to narrow their choice. It might make it feel even more random because there are only 5 numbers between 10 and 15 but 52 cards. Or have them chose their favorite card.
neat little variation on the trick in this video: if you only have one spectator with you, have them select any card place it at the bottom of the deck. then without ever touchjng the deck just have them select a number between 30 and 42. then have them quietly cojnt out all of the cards to their number and put the remaining cards on top. do this a total of three times and the selected card appears at the top of the deck. magic. or you can do this same trick with six smaller but roughly equal packs. have them select a number between 4 and 8. but here you DO have to the pack switches and be wary of which decks youre switching. i found swapping 1, 2 and 3 together and then 4, 5 and 6 together works the easiest for beginners.
I absolutely love scam school but one of my favorite things about these classic episodes is the idea of Brian going up to random tables at the bar slamming down a deck of cards and asking “would you like to see a magic trick?”
I may have done the first transcontinental magic trick, was on a three way phone call with sister and her roommate and my mom. My sister dealt the cards and separated deck, told my mom what card was in her pile and got her magic number, got them to do the count down, the switch, and blew there minds with successfull results
"Pick a number between 10 and 15"
"Ok"
"What is it?"
"3"
*Facepalm*
JJJJ my friend ask me to pick a number between 11 and 10 and i said 11 😂😂😭😭idk why
I've tried it, it still works. Also, no all you need is 2 people. Just remember that each deck has to be count out a total of 3 times. 1st count by Player 1 then by Player 2 and once again by Player 1.
The secret to this trick is basic algebra. The number you "own" is, say x. The important part is that the deck is roughly a third, and your x isn't bigger than your pile n, but x is also not smaller than half the pile. n - x is how far down your card is after the first run of this. Then, every time someone else applies their number, they are guaranteed to hit your card. So, [y - (n-x)] + [ n - y ] = x is how far your card is from the top. The left brackets are from counting off their number, the right is what's left. If the next guy does it your card will be n-x from the top, then x again after. If you have more or less people, just make sure you give the pile back to the person after an odd number of people rearrange their pile.
Every time a trick is self run, either the deck is rigged or the numbers(the mathemagic) matters.
Just mind numbing trick ! Insane...Diamond is a super smart guy...
i really like scam school. i started watching on the revision channel on my Roku box like four years ago when Coop was still on rev3. These were by far my favorite shows. :) helped me get some friends in high school before i graduated which really helped because i was a shy kid.
3 people, clockwise, then counter clockwise, that's it, reason why as host explained, once the card pass the top on the second count, it will remain whatever the number you count the first time.
This is one of the very first videos I watched in this channel. It's one that got me more obsessed in magic XD
+Captain D. Kurt rad! So glad to have you aboard.
Yeah It's been like 4 years since I started watching.
Awesome video!! Those others obviously can't follow instructions. Works with all number 10-15 no worries. I have to say a massive thank you as well because i haven't picked up cards since i was a child and now i have a list of 21 card tricks! Very great instructor and clear video instructions! Thanks again!!
Jamie
awesome!
An A plus trick but I am not sure if it was emphasized enough that after switching piles, the piles MUST go back to the original owner and not just any of the 3 oeople. To this end, I'd probably just all swipe clockwise where person 1 ends up with pile 3. For the last count swipe, counter clockwise, everything returns to original position for example 3 returns their new pile to position 2.
anyone notice the woman chose the number 3....... and it still worked... he clearly said 10-15 and she must have thought 1-15... amazing that didnt mess Diamond up!!!
+Owen Lynn He definitely said 10 lol
the smile when she said yeah i got one makes me think she did it purposely cause he wouldnt be looking to try and screw his trick up
There was a jump cut as she flipped the reveal so it's possible that she did mess it up and they just cut it and redid the reveal scene.
She is definitely not the brightest bulb...
Since the decks were moved around she would have messed up all three decks, but yeah I think they edited it to look like it worked.
similar to shim lim's final trick on AGT. NICE!! Now I know how shim lim did it!
this is one of my favorites, only a blackjack dealer that used to dabble in magic knew about it.. great trick, I will keep amazing ppl with it.
I love that Roddy Piper reference in the beginning. R.I.P Roddy
Brian brushwood is one of if not they best magician he makes up amazing stories and adds jokes to it while doing amazing effects
You are amazing bro.
I become your fan immediately after watching just two video.
Good work !
If the piles are divided 'evenly', there are two 17 card stacks and an 18 card stack. Use a 17 for example. person 1 counts 13 (for example), then drops remaining cards on top. Their card is now 4th from the top (it started on bottom). The next person counts some number (whatever) so that person 1's card is now 4th from the bottom (it was the 4th counted).That means it has 13 on top of it. Now back to person 1 with that stack, he/she counts off those 13 and voila!, there card is back on top!
Im very new to this Channel but I have to das that its absolutely amazing and every Trick you Show is very sneaky I Don't Like mathematical Tricks but every Trick that Diamond Jim Taylor Shows ist absolutely clever so you Just have to Love it
i love the host hair style.... it reminds me of the durians fruit in malaysia
Reminds me of jersey shore
Yeah and I bet it smells like shit just like durian too
AC AB BC AB (A CAB, B CAB)
that's actually really helpful... (does this go all the way to Z CAB? i live in the country, we dont get CABS...)
ABRACADABRA
I dont care about the trick, I just like this guy humor, He is freakn cool
this is way too awesome... i love it.. u r the best.. Thank You for uploading.. enjoyed alot..
Thanks for the kind words! Glad you dig it.
Why the confusion with ABC: A C A B and then B C A B? The easier and better way to remember is to pick one spectator and move their card "counter clockwise" twice, then pick the same spectator the second time around and move their pile "clockwise" twice. That's it. no ABC memorizing :D
I love his enthusiasm.
always love seeing a new scam school
Scam school ooooh yeah. I have no idea how the trick works but it does every single time.
+Justin Boza haha
If there's fun and people are surprised.....it works and its magic!!
I don't know how I stumbled upon this channel... But God damn is it awesome... and has me studying and learning all the card tricks.
+Guyver2391 Thanks, man!
Red Heart Ace???
Noah Pederson instead of ace of hearts ( ͡° ͜ʖ ͡°)
Well here in India some of us call spades as black hearts, so you know....
Alcohol.
@@TryingtoGettoSubsWithoutVids i prefer to "ace frehley" and to "hide my heart"
tell me if you get it!!!
Hey great school here....Luxembourg is watching you ;) Great Trick also
I shall try it your way then! Thank you very much Nick!
red heart ace ?
It works and it's logical if you think bout it, great trick and great tutorial!
If 15 is your high number a deck of about 40-45 cards will line up with your numbers very well, this amount has worked very often for me.
How does this work????? I love it!!!!! I love your channel I subscribed!! Thank you for these awesome videos I showed a few of your tricks to my friends thank you so much Brian!
It works every time if you do it correct. I did it few times to my friends and it always worked
does it matter in which order you switch piles? I love all these Vid by the way, thank you for them!!
Distilled ???
How do they make a still in Australia ??
Oh, wait... you did a video on that recently !
I tried it and it totally works! Amazing!
Very good illusion of 'mixing' the cards. Great trick, over a million views so far!!!! WoW... 30 Aug 16
10:30 Brace your ears for impact
Look at 7:45!! A-B-C 1st (before any swaps!) C-A-B (after first swap!) Change the pile in the A place, with the pile in the B place, and then the B place with C place, returning the piles to A-B-C!
Thanks for the Ad mid-sentence Samsung. Classy touch.
oh i see! Thanks for replying! So how many card should i use for this trick? Or what is the number range u would recommend instead of using 10-15 numbers?
Yes, it matters. The first time through the decks are ordered ABC, then BCA and finally ABC again.
Thanks for this comment, without this how anyone can figure out the trick.
"What was your card?" "King of clubs" *points to the woman* "red heart ace" 😂😂😂 I'm dying
hats off to scamschool :)
i dont understand this at all. lets say secret number they chose is 10,10,10 that would mean 30 cards gets put on each other. what if they picked 11,12,13 then that would mean 32 or 33 cards gets put on top of each other. how does that make the bottom card on top ? its impossible if they chose different numbers
honestly i am a magician and don't know why it works but it works. If it works dont question it
My shot at an intuitive explanation:
Let this be a stack of cards, with our card marked 'X':
top OOOOOOOOOOOX bottom (12 cards)
We first take off the top bunch of cards and put them on the bottom, (say 7), so now we'll have exactly 7 cards beneath our card:
top OOOOXOOOOOOO bottom.
What our stranger needs to do for us is to turn the deck upside down. That way, there are exactly 7 cards on top. But it'd be WAY too obvious if we told them to turn it upside down. SO, instead, we tell them to 'deal out the cards one by one'. If they do this for the entire stack:
123456789X
X987654321
Clearly you see how the stack would get turned upside down.
But in our deck all the cards EXCEPT our chosen one are irrelevant. We really only have to reach our chosen card to get the same effect. So any number in a middling range (ie: "10-15" for a 20 card deck, or "4-9" for our 12 card deck ) would do. Lets go with 6 for simplicity:
top OOOOXOOOOOOO bottom.
top OOOOOO bottom.
redeal: OXOOOO
Put back on top: OOOOOOOXOOOO bottom.
Voila! its functionally the same as flipping the stack upside down. And since all we have left are 'Os', we could have picked 7, 8, 9, 10...even 12 would have worked, technically.
Now we give it back to the first person and, trivially, since they put 7 (or any number) of cards UNDER their starting card initially, they are guaranteed to have that many ON TOP in the end.
Awesome!
-AHMAD
A less confusing way to do it is to just rotate the cards to the persons right, do the count, then back left and do the count again, as opposed to messing around with the A B C thing.
at least i found it less confusing.
As I'm about to go to bed... Scam school appears! Damn you brian!
I miss Revision 3. It was ahead of its time.
really awesome card trick, got it on my first try
You're awesome dude keep it up
juan mikael reyes Thanks!
he is so enthuastic
I like how Brushwood covers his eyes with his hands so he can't see. Doesn't he know he has eyelids?
The trick is making sure the third time they count out their secret numbers that they're doing it on the same pile they started with. When you do the swapping between counts, you have to keep track of whose is whose.
Oh I love that trick.
did you see that in the first demo monica's secret number is only 3? watch her count at 2:21, 2:45 (she finished fast) then 3:06. i thought it was supposed to be 10 or more? just a little confused.
It's People Like You Who I Love.
I came here to drink beer and kick ass... and it looks like we're almost out of beer
Great one brian. Can it be done on one person. Keep it up claudio from Malta
Oooh thats awesome...
Oh great. You tube inserts yet ANOTHER commercial and there is no sound on the video after that!
+Donna Angus boo! Sorry that happened.
+Donna Angus that happens to me all the time -_-
+Scam School u guys rule ive watched almost every video loved every one of them
I like RUclips with no ads. It's like a wholly different experience
This is similar as Scarne's. Imstead of counting 10 to 15. Have them pick an invisible 2nd card and spell it. The shortest card spellimgs are act of clubs and two of clubs which are both 10 letters long when of is included. I like Scarne's 1 person, 1/3rd of the deck version because the built in padder is that people tend to forget the card that they pick if they have to spell a 2nd card even if said 2nd card is sn invisible one they made up for themselves.
I think that your card tricks are awesome!!!!!
scam your swag and i showed my freinds some of your vidoes and they loved it
Awesome trick!
Good job dudé keep the hard work
It works perfectly, great trick txs
Amazing, simply amazing
I have a question....if there had been 4 spectators for example.... Then would we have made 4 piles? And choose a number between 8-13 ??
I have the finally ask...its scam school--- what's the next part of the intro song?
works great thanks!
great trick without doubt. DJT is a pretty smart dude...
dude that is awesome!
THIS TRICK IS SO EASY! I SAW IT COMING!
I love this channel...
awesome trick
It actually works!
I want to go to the same bar and learn a trick with him in person
Scam school is great good tricks good everything
it workedddd yahhhhhh! i did it ten times in a row a got them all right but i just dont get the logic of it nice video!
My shot at an intuitive explanation:
Let this be a stack of cards, with our card marked 'X':
top OOOOOOOOOOOX bottom (12 cards)
We first take off the top bunch of cards and put them on the bottom, (say 7), so now we'll have exactly 7 cards beneath our card:
top OOOOXOOOOOOO bottom.
What our stranger needs to do for us is to turn the deck upside down. That way, there are exactly 7 cards on top. But it'd be WAY too obvious if we told them to turn it upside down. SO, instead, we tell them to 'deal out the cards one by one'. If they do this for the entire stack:
123456789X
X987654321
Clearly you see how the stack would get turned upside down.
But in our deck all the cards EXCEPT our chosen one are irrelevant. We really only have to reach our chosen card to get the same effect. So any number in a middling range (ie: "10-15" for a 20 card deck, or "4-9" for our 12 card deck ) would do. Lets go with 6 for simplicity:
top OOOOXOOOOOOO bottom.
top OOOOOO bottom.
redeal: OXOOOO
Put back on top: OOOOOOOXOOOO bottom.
Voila! its functionally the same as flipping the stack upside down. And since all we have left are 'Os', we could have picked 7, 8, 9, 10...even 12 would have worked, technically.
Now we give it back to the first person and, trivially, since they put 7 (or any number) of cards UNDER their starting card initially, they are guaranteed to have that many ON TOP in the end.
Awesome!
-AHMAD
Nice Roddy Piper reference at the beginning XD
dude best Trick ive seen from u guys seriously awesome. fools everyone
oliver ramos awesome!
I want Brian's haircut. And that awesome t-shirt.
You need to remember ALL That (like the show! ;D) when you're DRUNK?! O_o I on't drink, but I can't even remember that now!!
Brian is a really good gracious host in this episode...
Mismag822 & Brushwood are the best...hands down!!!
Thanks!
Love this trick.. do it all the time….
Dude Brian!!!! U r just Amazing!!!!!!!! I wish if I could talk to u at least for 5 mins!!!! Ur awesome!!!!!!!!!!!! I'll name u MR COOl.
I've always wondered, how long did it take to spike your hair like that?