Does the golden ratio $\phi$ have infinitely many prime prefixes? That is, is the sequence A064117 infinite?
I'm guessing that $\phi$ does have infinitely many prime prefixes if $\phi$ is normal, similar to this comment on this question about $\pi$.
Does the golden ratio $\phi$ have infinitely many prime prefixes? That is, is the sequence A064117 infinite?
I'm guessing that $\phi$ does have infinitely many prime prefixes if $\phi$ is normal, similar to this comment on this question about $\pi$.
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