Here is a puzzle to keep you busy in the New Year:
Choose any number
e.g. Seventy eight
Count the number of letters
Twelve
Count the number of letters
Six
Count the number of letters
Three
Count the number of letters
Five
Count the number of letters
Four
Count the number of letters
Four
Now we’re now stuck on four.
This always happens whatever number you set out with. Try it.
Why? Is there a proof for this?
Is it true in French, German, Spanish, etc.?
I think it is because four is the only number to have the same amount of letters as the actual number is.
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weird! I tried one in French, and it also worked!
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