

Jimso New user 60 Posts 
For the mathemagic geeks among us, I wanted to point out the next January 6 (1/6/18) will be a significant Phi day*, which the media will undoubtedly bring to public attention. It will present a perfect opportunity to show our stuff. The question is, does anyone know of magic tricks involving this number? To be clear, I am not looking for tricks that use some hidden principle involving Phi, but any that openly celebrate the glory of Phi in any of its many variants. We have almost a year to discuss ideas and maybe come up with some gems.
*Phi (also known as the golden ratio, the divine proportion, and other names) is a naturally mysterious number (approximately 1.618) that shows up in astonishingly diverse ways. If you are unaware, do a quick search on the internet or consult one of the many books written about it. 
Larry Barnowsky Inner circle Cooperstown, NY where bats are made from 4702 Posts 
In my book Magica Analytica I included between main chapters a little prediction effect based on Phi, The Golden Ratio.
It's on pages 80 and 94. The letter Phi was chosen to honor Phidias a Greek architect who used the Golden Ratio in designing the statues in the Parthenon. It also is the Greek letter which sounds like F, in honor of Fibonacci. The ratio of pairs of numbers in the Fibonacci sequence converges to Phi = 1.6180339887... Larry
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Jimso New user 60 Posts 
Phi day is here. Is there no one but Larry who knows any tricks with Phi? It has so many mysterious and interesting properties, it should be a natural.

wunceaponatime Loyal user 251 Posts 
Phee phi pho fum

WojciechW New user Poland 8 Posts 
If you like phipowered tricks, search for "F16 by Wojciech Warpechowski".

farmerkarl New user 40 Posts 
Looks like it might be quite a while until a next Phi day....

blackstone99 Regular user 138 Posts 
Why Phi?

WojciechW New user Poland 8 Posts 
Quote:
On Jul 7, 2018, blackstone99 wrote: That is a deep question If you asked why Phi?, I will answer: because it IS magical number with some great properties (like 1/phi = phi1). If you asked just why 1/6/18 was a Phi Day? the answer is straightforward: phi = 1.618... I think, that with a little "magic", we can create another Phi Days in the near future. Getting valid days and months shouldn't be hard. Getting year number in the near future can be little tricky. OBTAINING YEAR 2018 when you already have used 18 (3rd and 4th phi digit) to calc day/month: Let phi = 1.6180339887... (from Wiki) Let's make sum of all phi digits presented by Wiki: 1+6+1+8+0+3+3+9+8+8+7 = 54 Year is 3rd element in the date formats in US and EU, so we can use this as a pretext to divide above sum by 3 and obtaining the year 2018 in this way: 54 / 3 = 18 If you still can use 4th and 5th phi digit: Let phi = 1.6180... Make sum of 4th and 5th digit: 8+10 = 18 OBTAINING YEAR 2019: Let phi = 1.61803... Sum all digits: 1+6+1+8+0+3 = 19 Or in more sophisticated way: Let phi = 1.61803398... Step 1: Use first digit (1) for the month or day Step 2: Sum all digits after the decimal point: 6+1+8+0+3+3+9+8 = 38 Divide this sum by 2 (can be the step number, or number of digits representing year [YY]) to generate the year: 28 / 2 = 19 Generating valid days and months is easier and can be done like that: Using US date format: MM/DD/YY MM can be: A. 1 (first digit) B. 7 (sum of 1st and 2nd digit: 1+6) C. 7 (sum of 1st and 2nd digit after the decimal point: 6+1) DD can be: A. 6 (2nd digit of phi) B. 9 (sum of 3rd and 4th digit of phi: 1+8) C. 8 or 18 (sum of 3rd and 4th digit after the decimal point: 8+0 or 8+10) Just remember that EU date format is DDMMYY (so 18 in the last example is a valid day in US but not a valid month in EU!) 
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