I think your calculation of the odds is a tad inaccurate.![]()
You mean having a randomly shuffled deck and a spectator calling out any card and any position in the deck isn't 1:52? Or did you mean something different?
I think your calculation of the odds is a tad inaccurate.![]()
You mean having a randomly shuffled deck and a spectator calling out any card and any position in the deck isn't 1:52? Or did you mean something different?
)If you have a spectator call out any card to guess which one is on top of the deck and it turns out the called out card is on top of the deck, that's one in 52. If you have a spectator call out any card (one in 52), and then have another spectator randomly call out any number from one through 52, and the called out card is at that precise number, what are the odds? (Genuine question; I'm not a math wiz.)
ETA2: Now that I think about it, the "top of the deck" is an arbitrary position like any other, so it would still be 1:52 for any position once a card is called out. I think the randomly selected card plus the randomly selected position was throwing me off. It would still be one in 52 for the card and position coinciding, right? (Sorry for the thinking out loud. I had to work it out in my head.)
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ETA2: Now that I think about it, the "top of the deck" is an arbitrary position like any other, so it would still be 1:52 for any position once a card is called out. I think the randomly selected card plus the randomly selected position was throwing me off. It would still be one in 52 for the card and position coinciding, right? (Sorry for the thinking out loud. I had to work it out in my head.)
Maybe he just counts on having a great trick every 52nd showing or so?
Ha, and the other 51 times the show mysteriously ends abruptly?
"LOOK OVER THERE! It's Justin Bieber!"
Honestly? Well, the trick is that when it isn't going to work as planned, you change the ending into something else.
If we could discuss methods, I'd have a nice example from Mnemonica. But, I think I can say this much: If the audience doesn't know it was going to be an any-card-at-any-number, it could easily morph into something else, like, "Here's your card in my shoe."
I'm curious--which example from Mnemonica are you referring to?
pg 129.
If you use the moves from that, you can show the card isn't at the right number (surprise!) but isn't even in the deck at all. It turns into a card to wallet/pocket.
"LOOK OVER THERE! It's Justin Bieber!"
Honestly? Well, the trick is that when it isn't going to work as planned, you change the ending into something else.
If we could discuss methods, I'd have a nice example from Mnemonica. But, I think I can say this much: If the audience doesn't know it was going to be an any-card-at-any-number, it could easily morph into something else, like, "Here's your card in my shoe."
Lu chen got pretty lucky, considering it was a room full of magicians.
Hmm... Do I have a different edition of Mnemonica than you do?
Pg. 129 is "Cards Called For to Pocket" in my edition.
PM me if that is easier.Thanks!
Hmm... Do I have a different edition of Mnemonica than you do?
Pg. 129 is "Cards Called For to Pocket" in my edition.
PM me if that is easier.Thanks!
Do you think the book would be interesting to someone who isn't necessarily going to perform magic but has some interest in the psychology of how it's done?
I'm with Marplots on this, and since I, too, am merely a hobbyist (more people call me a collector, really, which is probably closer to the mark), I think you can safely say that 2 out of 2 polled hobbyists think the answer is now. For what that's worth.Do you think the book would be interesting to someone who isn't necessarily going to perform magic but has some interest in the psychology of how it's done?
That's the one I meant, yes. As an example of an "out" and changing the end of the effect if the ACAAN isn't going to work. So, for example, you have a 1:6 of being (apparently) spot on (actually better if you use the magic square dodge), and a 5:6 of altering the effect when you know it isn't going to work out.
I also have and highly regard Maximum Entertainment, but I'm not sure I'd class it in the psychology-of-magic category.