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Can the golden ratio accurately be expressed in terms of $e$ and $\pi$

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I was playing around with numbers when I noticed that $\sqrt e$ was very somewhat close to $\phi$
And so, I took it upon myself to try to find a way to express the golden ratio in terms of the infamous values, $\large\pi$ and $\large e$
The closest that I've come so far is:$$\varphi \approx \sqrt e - \frac{\pi}{(e+\pi)^e - \sqrt e}$$

My question is,
Is there a better (more precise and accurate) way of expressing $\phi$ in terms of $e$ and $\pi$ ?


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