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I take it you are making a joke? Heh.

Otherwise, I'd point out that any result where you ultimately need to use Fibonacci(n) as an actual integer, you can't represent it as an algebraic combination of "sqrt(5)".

No joke! See this thread: https://news.ycombinator.com/item?id=11561336 for some real-life implementations of this technique. Since the Fibonacci numbers are integers, at the end of your computation you'll get a number like "a + 0 sqrt(5)". Then you can just take the "a" part.

Ah! I see what you're saying. Thank for the link, that is a clever approach.

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