Card at Any Number: Learn This Amazing Self-Working Card Trick!

In this amazing card trick tutorial, you'll learn how to perform a mind-blowing effect where one spectator randomly selects a card, and another freely chooses a position in the deck. Incredibly, the selected card appears exactly at the chosen position!
This self-working trick is surprisingly easy to perform and requires no complex sleight of hand, making it perfect for magicians of all skill levels.
As ever, we'll also reflect how learning magic can enhance your confidence and skills in wider life!
Dive in, and master thias incredible card trick!
Credits:
Original card trick: A Card and a Number, Karl Fulves.
Build confidence and success with CoachTrick:
Facebook: / coachview-275757237594289

[@judgedread9253]

That's brilliant! I normally can figure them out before reveal, but, with this I couldn't. Fooled me...many thanks! 😊

[@coachtrick9332]

Glad you liked it, thanks for watching! 👍

[@lesingram5091]

I got my mother and nephew they love it. I’m showing the people at work next 😊

[@coachtrick9332]

Awesome, thanks so much for watching! 👍

[@RobertBallMagician]

Wonderful performance and method 👍😊👍😊🙌🙌

[@coachtrick9332]

Thank you my friend! 👍

[@android1617]

That's a good one

[@coachtrick9332]

Glad you like it, thanks for watching! 👍

[@AndreaMerchak]

Wow, that's a great trick, and very easy to perform. Thanks for sharing! ❤

[@coachtrick9332]

Thanks for watching! 👍

[@CarlAllison-hv6oy]

Woooooooow brilliant pal!!! Can't wait to do this on my unsuspecting family at weekend mate!!! Great end message too Steven as always 😊❤👍

[@coachtrick9332]

Glad you like it! 👍

[@megalantern13]

This was one of the first card tricks I learned years ago. Wonderful trick and well demonstrated.

[@coachtrick9332]

Thanks so much, and thanks for watching! 👍

[@AndreasPulwey]

WAHNSINN SUPER GUT !! Dankeschön

[@coachtrick9332]

Thanks for watching! 👍

[@avishkartradingcompany8075]

EXCELLENT TRICK

[@coachtrick9332]

Glad you like it! 👍

[@f34rspurlock81]

All of the magic trick you know

[@coachtrick9332]

Lots more to come, thanks for watching! 👍

[@NoleDelgado-mb1kj]

Please CoachTrick bring back the card where you divide the deck in two. Then you let the spectator shuffle the other half of the cards in his back. And you shuffle the other half of the cards in your back. Then you accurately find his selected card. (I try to find that trick but it's gone)

[@f34rspurlock81]

Hi

[@ajitpatel9106]

Another absolutely fantastic video. But whyyyyy does it work ? Or is it a question of something that can't be explained ?

[@olafschluter706]

It's math. I try to explain it in words, however a video with some sketches along the explanation would probably more helpful. Maybe someone else is willing to produce one? In the initial deck given to the performer after someone has chosen a number n and identified the secret card, there are 52 - n cards, as the first n cards of the 52 cards deck had been removed. The position of the secret card in the remaining deck is n (counting the first card as 1). The performer is given any m and - in secret - removes 52 - m cards from the top of the stack and add them to the bottom of the stack in the same order they were on the top (that is essential!). It is ensured that the secret card will move along with those secretly moved cards, as 52 - m > n (this is ensured by the allowed ranges for n (1..10) and m (25..40)). The previous last card in the stack had the position 52 - n there and has now the position 52 - n - (52 - m) = m - n. The secret card is n cards away from that position toward the bottom (as the order has been preserved), so its position counted from the top is m - n + n = m. Remove m cards from the stack and the last card taken is the secret card.

[@coachtrick9332]

Glad you like it, thanks for watching! 👍

[@OrigamiLessons-ti8ht]

LIKE 166 Hi, friend! 😀😁 I'm so glad to meet you))) 🌹🌸 Great video! 🌶+👌=😍 Thank you))) 😀😃😄😁 See you later!

[@AndreaACAAN]

🔥🔥🔥🙏❤️❤️❤️👍👍👍

[@coachtrick9332]

Thanks for watching! 👍

[@tonycd2709]

Good but not great since when you put the card in the back you can do the count and rearrangement.

[@coachtrick9332]

Thanks for watching!

[@f34rspurlock81]

Can you tech me

[@olafschluter706]

Magic by exploiting simple math. I like it.

[@coachtrick9332]

Thanks for watching! 👍

[@therealdonaldtrump189]

Too procedural and too long to be worth doing. ACAAN should be as simple as possible. And what was the point of the first step?

[@rackum44]

Leaving the selected number of cards on the table is a giveaway.

[@coachtrick9332]

You ask the spectator to hide the cards so you can't see them. Thanks for watching! 👍