The Holy Grail of Card Magic! (Any Card at Any Number) ~ An In-Depth Tutorial

[@mismag822]

What a gem this is! Truly well spent 22 minutes. Thank you!!

[@RobertBallMagician]

The Legend himself 😊

[@JimmyJames562]

@mismag822 what happened to your channel?

[@TomMatriq]

Thanks Jay!! Your opinion is always valued.

[@eyewaves...]

This version of stack is amazing, because it is truly random, at the same time you are able to locate any card accurately by using an elementary routine - I am blown away with this trick and your method...Can't thank you enough to have learnt that...truly a genius method..

[@martifingers]

Very generous of you to share this clever method.

[@Greenfoxcube]

Thank you so much for sharing this brilliant method! A true genius!

[@jorgeberjano9075]

Thanks to share your knowledge. Your are a great teacher and a great master.

[@jamesreschke3402]

Great Trick. You note that the number of ways a deck of 52 cards can be shuffled is 8 with 67 zeros. This number is so large that very few people can even begin to comprehend this. To try to put this in some perspective, the number of seconds since the Bing Bang (about 13.8 billion years ago) the number of seconds since then is 10 with only 17 zeros, which by itself is impossible for most people to comprehend

[@darrengreenfield-jd6dz]

Another fantastic effect and tutorial Tom. You could use this set up for multiple tricks. Thanks heaps mate, cheers.

[@jontysingh6671]

I get a feeling that your version of any tick would be better and easier and am never disappointed. Thank you for sharing and such a beautiful and humorous presentation...loved it. Btw your version of 3 card monty and 4 card monty is the one I usually show and get superb responses and are easy to learn

[@dannywensley]

Dude you're a gem. So glad I stumbled on your channel. Thank you!

[@magicpascal]

Brilliant method 👍 😉👌

[@prathameshkulkarni7787]

I am your greatest fan... you are so underrated!! your tricks are really great. Thanks a lott

[@ooohla9872]

I usually don't comment too much, but for this I have to! This video is pure gold! It was really entertaining to watch, and the trick itself is just mind blowing! I'm still trying to understand how this works... Thank you very much for sharing such an awesome tutorial!

[@RobertBallMagician]

A fantastic teaching ACAAN you did this beautiful 👍👍👍👍👍🥃

[@TomMatriq]

Thanks Robert!!

[@terryfletcher4717]

A stack even I can remember! Thanks, Tom.

[@NoahLoh]

just fantastic tom! it’s great seeing you back

[@Skeeve-Magick]

Wow! That's really amazing!

[@AIRDriger]

So much of your effort and experience putted down in this method. Huge. Thanks alot for sharing

[@tomgyver7648]

WOW, that makes me speechless, greetings from Vienna!

[@kevinneedham3828]

I’ll for sure be using this. A great video. Thanks so much for sharing!!!

[@CW11721]

Love your magic - simple, yet effective. Thanks tom for teaching us!

[@souvikguharoy5581]

Please upload more consistently By the way LOVE FROM INDIA 🇮🇳

[@jasoneggers9572]

Great to see you're back Tom. I took up card tricks just a few years ago and learned so much from you. Already practicing this one!

[@rafaelvila9050]

Incredible, mind blowing!! I had no clue But when you know you can't UNO 😂

[@rafaelvila9050]

@@pandorakeycode2994 No. No. Believe me, I still remember many of Tom' s Monte tricks. I like them, so I practice and use them

[@riddar1]

Awsome ! And so logical, just up my street ! Thank you for sharing !

[@PauloPereira-yn6ck]

Thx for sharing.

[@ediktedpoet]

The king has returned!

[@presto709]

Really great and clever method. Well edited and well taught. As a Restaurant magician I have no use for this but at a magic eating it would be a real stumper.

[@crashracer]

Absolutely amazing and so glad Uno, so now I know 🙂👍

[@davidportch8837]

wonderful Tom... love this...many thanks for sharing this amazing trick. Great to see you posting again. I wonder if at some point you could put back some of your old videos that seem to have disappeared eg that travel one where you went back to the old place, which I wanted to go and watch again but cannot now find... cheers... David

[@Twobarpsi]

Absolutely brilliant! We still owe you a dollar!😃

[@bobm1050]

Amazing tutorial thanks for sharing í learned a lot from it

[@carlpowers7291]

That’s awesome

[@joseabraham6375]

WONDERFUL !!!...❤❤❤

[@joaodantas3574]

Amazing!

[@johnlipski3995]

Oh Boy! Is there any chance you could show both of your decks face up or give the order of the cards you worked out in your tutorial? It would be great and save us poor people who get tired of working it out. Hope you know what I mean. By the way A FANTASTIC TRICK. Thanks just hoping for an easy out. LOL.

[@TraderXFiddler]

Wow 🔥

[@koeilin3546]

太強了，學習到很多，感謝教學^^

[@m0xid]

Well Done Sir

[@FluffyHeretic]

I love this video! Please don’t ever put your hands near an industrial meat grinder we can’t afford to lose them

[@minlalvaiphei]

You always teach the best Card tricks and this one seems difficult for me though because I don't have Uno cards and have never seen one , but please upload more tricks that can fool magician 🤗👍

[@terryfletcher4717]

Uno cards are not required - you can use any cards numbered 0-9. It's only a force of the number you know so you could force that any way you like!

[@minlalvaiphei]

@@terryfletcher4717 thanks 👍. I understand 🤗

[@eyewaves...]

You can cut a piece of paper into ten equal sizes and write all fundamental numeric digits 0 through to 9, obviously one per chit !

[@royfraser7211]

Really great presentation though did I miss the bit where in a particular pile eg spades there are no remaining cards to swap. You mentioned swapping two cards from two different piles? So if out of spades for example, what do you do next?

[@edward.jiang_]

*magicians have gone lengths for this trick* proceeds to use two decks, uno cards and a spinner this is probably the most ridiculous version ive seen but its amazing 🎉

[@ovenkloven]

Top❤

[@dhudach]

Tom, did you create this method of locating the cards? It's very cool. Are you a C language programmer? This method reminds me of C pointers where the value of a variable isn't the value, it "points" to a memory address (location) where the value is. Once you know the "formula", the card in the draw deck "points" to the location of the card in the box deck.

[@TomMatriq]

Thank you. Yes, I created and developed this method over the last couple years. I used to program in Basic and Assembly language years ago but turned my interests elsewhere after Windows came out. The similarities are interesting now that you mentioned it. Thanks for asking.

[@dhudach]

@@TomMatriq From BASIC to Assembly (or maybe the other way around!) .... impressive! By the way, your videos are meticulously organized, clear and well presented with outstanding editing. Rock On!!

[@abcardmagic9587]

Genious

[@radjaidjah]

Fun fact: the probability that you don't need to swap cards when building the stacked deck is 1/52.

[@PenguinPoo4246]

I don’t think I was ready for all the uno puns

[@dark2light96usaisa9]

Brilliant. In my opinion the best way to perform this is with a confederate who knows the formula. She can be magic

[@thecentralscrutinizerr]

Pick a card. Ok. I picked. What card did you pick? You tell me, you're the magician.

[@MassimoCaragherghi]

Good evening Tom Matriq. You're acaan Is Amazing, but when I created the stack sequence and I found the ace of clubs, I didn't have a card to replace and the sequence stops. Please, can you help me?

[@TomMatriq]

18:49

[@MassimoCaragherghi]

Thank you, I resolved the problem

[@ConicalRamirez]

How do you know what number each card represents?

[@terryfletcher4717]

The position of the card in the boxed deck is determined by two things The value of the card BELOW the selected card plus the cipher (value) assigned to the suit of the selected card. The cipher depends on the suit order you use while creating the stack. In the video Tom's 4 piles were in CHSD order - Clubs, Hearts, Spades, Diamonds. Thus Clubs pile was assigned a cipher value 0, Hearts 13, Spades 26 and Diamonds 39. So if the card below the selection is the 4 of spades, the card will be in position 30(4+26) in the box deck. Hope this helps

[@ionutvas6514]

Welcome back! Try to post more often if you can. We’re missing you.

[@Tuxtsje]

I'm the first to comment

[@RoarDog1]

Well that's as clear a mud 😂 not a clue 🤔