no los necesito pero si me gustaría verlos, crees que los puedas pasar? :)

From my understanding the trick here is that everyone is thinking of different cards, and yet when he shows them the 5h they all say it's their card

theres a brief glimpse of the card hes showing them at 2:10 the card is black at the last reveal the card is red so i believe hes showing each person thier card without swopping them well without us seeing how hes swopping them , check out his performace on pen and teller fool us , they didnt even attempt to work his trick out

After showing the 5H, he is letting all 3 people pick a different card that only they know about. So the effect at the end is that he looks like he picks up the 5H, and then it changes into each of the 3 cards that the 3 people saw, and then back to the 5H. However, he forced the same card (5S) on all 3 of them, and then when he put them face down on the table at 1:23, he actually was putting a random card face down the first two times, and then actually putting the 5S down the last time when he gave the card to the guy in the red shirt. When he shows the 3 cards face up at 1:49, they think they are seeing their 3 different cards, but actually they are seeing the same card that they all chose (5S), plus 2 dummy cards. He places all 3 cards into the middle of the deck, but he forces the 5S on top. Then he shows the 5H, quickly swaps it for the 5S, flashes it to each of the 3 people who confirm it was their secret card, then swaps it back for the 5H.

The drop is a classic card force. When he put the cards down on the table, he switched them so the first two cards down were random and he kept the 5 in the deck. He actually forced the same card on all 3 of them. When he showed the 3 cards, they all were looking at the 5 as their own and thought the other two were for other people. When he showed them the card at the end, it was one card that he showed one at a time to each and it was the card they had chosen esch time... because they had each chosen the same card. It is the kind of trick that doesn't stand up to scrutiny... but it works anyway because when they talk after and realize they all picked the same card, they will laugh about the trick a second time.

hahaha I get it now, I was thinking that the 2S, 7C, and 5S were the 3 different cards chosen by each that's why nobody reacted. But your explanation made sense on how that is possible.

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