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How to Predict the Future!

Thursday, October 16th, 2008 – running time 09:35
How to Predict the Future!
What's better than a card trick? Predicting the FREAKING FUTURE, which is exactly what you'll do in this scam. We call it Pigment Prediction.

THE EFFECT: Your mark shuffles the cards as they like, while you write a simple little prediction. Once the cards are shuffled, the mark turns over the cards two-at-a-time, and sorts them in the following piles:

  • If both cards are red, place them in a "red" pile.
  • If both cards are black, place them in a "black" pile.
  • If both cards are a mix of one red and one black, toss them into a "discard" pile.

Once the deck is sorted, have them count and tell you the number of cards in the "red" and "black" piles. For example, we'll say there are 14 red cards and 10 black ones. Now, show them your prediction, which clearly reads "THERE WILL BE 4 MORE RED CARDS THAN BLACK"

PART 2: even better, you can REPEAT the effect: Write a new and different prediction. Have the mark repeat all the same steps. This second time, both the red and black piles will be even...and that's exactly what your prediction will say: "BOTH PILES ARE EVEN".

THE WORK: First off, you might have trouble believing this, but with a full deck of 52 cards, no matter how much you shuffle them, when you pull off the top 2 cards and separate them into piles, you will always end up with some number of discards, and two even piles of red and black. (If you think about it mathematically, it makes sense. If you don't want to think about it mathematically, just try it a few times and you'll see this is true).

So how do you get 4 more red cards than black ones? By removing 4 black cards and leaving them in the box before you do the trick. Now, no matter what the mark does, if he counts correctly, there will be 4 more red cards in the piles than black cards (which is exactly what your first prediction will say).

The second time you perform this trick, make sure to add in the 4 extra black cards, making the total number of red and black cards even (52 total cards). Make sure your second prediction reads "the piles are even", and you're home free.

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mari1ee

Started discussion: October 16, 2008 @ 9:51am GMT

Episode 31 - How to Predict the Future! [Discussion]

What's better than a card trick? Predicting the FREAKING FUTURE, which is exactly what you'll do in this scam. We call it Pigment Prediction.

Watch or download here.

MrPopular
9 months ago
great episode.. Can't wait to try this out on the guys @bowling 2nite.
gobo
9 months ago
Nope she meant Duster, you can get REALLY high off of spray duster cans.

(but it can also kill you so don't go trying it)
Cephas
9 months ago
Don't try this on someone with a particularly good grasp of mathematics. They might figure out that the only way for there to be more red cards is for there to be missing black cards, and then the whole illusion falls apart.
hogiewan
9 months ago
In reply to Cephas:
Don't try this on someone with a particularly good grasp of mathematics. They might figure out that the only way for there to be more red cards is for there to be missing black cards, and then the whole illusion falls apart.


by the time you show your prediction, you've already put the "discard" pile away. so if they count them after, you have them all. Tell them to count and you'll predict again, this time they buy you a beer if you're right twice.
shwooddotcom
9 months ago
In reply to Cephas:
Don't try this on someone with a particularly good grasp of mathematics. They might figure out that the only way for there to be more red cards is for there to be missing black cards, and then the whole illusion falls apart.


Nah, don't worry about it. Just because someone OUGHT to know better doesn't mean they won't get fooled. Thinking about all the types of people who should be able to figure out this trick or that one just keeps you from trying them.

Besides, even if they're rain man, the point at which they should notice the incongruity will be after the first count, but before your prediction happens... Giving you plenty if time to talk your way into another routine.
Cephas
9 months ago
In reply to shwooddotcom:
Nah, don't worry about it. Just because someone OUGHT to know better doesn't mean they won't get fooled. Thinking about all the types of people who should be able to figure out this trick or that one just keeps you from trying them.

Besides, even if they're rain man, the point at which they should notice the incongruity will be after the first count, but before your prediction happens... Giving you plenty if time to talk your way into another routine.


Rereading my last comment, I sense that I came on a little strong. Who am I to say "Don't try it"? You should absolutely try it on people who ought to know better. What do you have to lose? And if you manage to fool someone who prides themselves on their logic skills, you can then rub in the fact that they should have known better.
shwooddotcom
9 months ago
In reply to Cephas:
Rereading my last comment, I sense that I came on a little strong. Who am I to say "Don't try it"? You should absolutely try it on people who ought to know better. What do you have to lose? And if you manage to fool someone who prides themselves on their logic skills, you can then rub in the fact that they should have known better.


Now you're talking! Ya got nothing to lose!
Treats
9 months ago
Just don't try it on me. Here's a good way to turn this around if somebody tries it on you:
1. Let them get you the first time.
2. Act all surprised.
3. Make them do it again.
4. While you're going through the cards slip an extra into the discard pile. This is easy enough if you take off three cards but only fan two.
5. Before you count the piles, bet a round that the prediction will be wrong. The scammer will be all too eager if you've played your part well.
6. Enjoy your drink!
therage800
9 months ago
So what like 1 in 1000 people would know the math anyway? I'm pretty good at math but I didn't think anything of it. This one was awesome BTW, one of my favorites so far! (And yes, I've seen every episode)
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