Is This the Toughest Math Riddle Ever?

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The discussion centers around a challenging math riddle shared by an enthusiast, highlighting its complexity and connection to set theory. The riddle is noted for its surprising nature, particularly in relation to functions from R to R, and its reliance on the axiom of choice, which is known to produce counterintuitive results. Participants are encouraged to engage with the riddle and consider its implications, with a solution provided at the end of the linked content.
Jrthedawg
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Give this riddle a read. As an avid fan of math riddles and brain teasers, this may be the most difficult one I've ever encountered.

I posted this in the Set Theory forum, but thought this audience might enjoy it as well. Let me know what you think! Be aware that the solution is at the bottom of the page provided in the link.
 
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I saw a similar puzzle with functions R->R a while ago. It is really surprising, but it needs the axiom of choice[/color] (mark to see) - and that is known for the strange result it produces.
 

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