This reminds me of a self-working trick I saw online in the 90s.
The website shows you a hand of 5 cards, and asks you to pick one card and stare at it intensely. It claims it will read your mind and guess the card. When ready, you will click a button, and 5 new cards are shown - 4 random cards plus the card you thought of.
The trick is that the same cards are shown as before, but in different order. Most people only focused on the one card and don't notice that the rest of the cards are the same. It sounds very simple, but it worked on me and all my family members, at least the first time.
It seems like the basic descriptions of these two tricks, the cards and the liquids, are terribly vague and imprecise in this article, so it's difficult to discuss it. In particular, it's unclear what information is shared, and what information is hidden.
The logical and mathematical analysis later in the article looks more detailed, but unfortunately the initial, fundamental, description of the process lacks clarity and forces us to guess the details
I have to admit I still don't understand what is going on with the water and wine part.
The card trick is pretty straightforward though. When you mix up the cards you end up with something like 7 face up and 3 face down in one deck and 3 down 7 up in the other. The trick is just that the magician flips his cards over, inverting the cards and matching the other deck. Presumably he does this while engaging in some misdirection.
Yes. That's what all the "but it's obvious!" commenters are missing - normally the spectator wouldn't have all the information that TFA lays out (that exactly half the deck starts out reversed, exactly how the cards are split up later, etc).
Having dabbled in magic some, I can confirm that the delivery is far more important than I originally thought. Several times I have had my mind absolutely blown by a card trick, then found out it's a trick I have done myself! But they had put in so much more effort on honing the delivery, presentation, and patter to the point it became a different trick.
Separate the cards into a face up and face down, shuffle, deal out two piles while explaining that you can read their mind. That you can pull numbers right out of their head.
Have them pick a pile. Slide it over to them and slide one under the table while telling them so you can't see what you're doing. But really it's because they can't see what you're doing.
Tell them to go through their pile and count the number of face up and face down cards. But don't tell you. Emphasize that they shouldn't tell you the numbers. Once they have the counts, stare at them, make some jokes about what they're thinking. Then shuffle the cards around under the table a bit. Make it look like you're thinking about what you're doing, mutter, "yes, yes, no, up, down" etc.
Then after a few seconds, say you got it and do the reveal.
Bonus, if they flipped their deck before counting and therefore the counts are backwards, you can go "ta-da" and flip your deck in front of their face, working the misfire as a false reveal.
Yes - it boils down to “there are 10 cards. Pick some number of cards, give me the rest, and I’ll tell you how many you picked”. The addition of “more cards” very thinly disguises the basic fact that you are subtracting a number from 10. It’s not obvious to me how this could be done in a way that seems impressive.
The wine and water explanation doesn’t make sense to me. Wine and water have different molar masses and combining a liter of water and a liter of wine doesn’t give exactly two liters of the new substance, in the same way as a liter of ping pong balls and a liter of sand doesn’t produce two liters of ping pong sand when mixed together - some of the molecules are bigger than some of the others.
Once you pour a liter of the new, mixed, wine-water substance back into the first container, you’ll likely have less than a liter in the second container, so the wine bottle will contain more than the container originally containing water. Right?
If you mix 1 liter of pure alcohol with 1 liter of pure water, you'll end up with less than 2 liters of liquid. But wine is a little bit of alcohol already mixed with a lot of water, so the "interstitial molecular crowding" will have already happened. So 1L of wine + 1L of water produces 2L total.
The article is about mathematical water and mathematical wine. They have additive volumes.
Real water and real wine are more complicates. More generally, after mixing some water and some ethanol the volume of the mix is smaller than the sum of the volumes. And this is not only a theoretical result, it's possible to measure the difference experimentally https://en.wikipedia.org/wiki/Alcohol_by_volume#Volume_chang...
You're misunderstanding the objection. They're saying that if you move 1L of wine to the water side, the side you poured into will have fewer than 11L and when you pour 1L back the two sides won't have equal volume.
Excluding the physical elements, it still seems a poor, possibly actively misleading (or should I say misdirecting), analogy.
The better way to understand it is to use only two cards, one face up one face down, if you give one to each person randomly, how can you magically match the other person? By flipping the card, because for every down you have, the other person has one up.
This is such a ridiculously obvious trick I'm surprised any audience is impressed by it. But that happens for me with a lot of magic tricks... I guess a lot of people just choose to shut off basic thinking (and in this case don't have an intuitive understanding of conserved quantities).
This is often called "suspension of disbelief" and is an integral part of becoming immersed in some forms of art. When you watch a movie, for instance, you know that none of it every really happened. You probably can guess the tricks they used to create the visuals. But constantly reminding yourself of that fact tends to ruin the illusion and the fun.