This shouldn't be possible

Number Theory Level 4

For what value of \(x\) in the equation

\(\lfloor{x^{3^n}} \rfloor\)

give primes for all positive integer values of \(n\)? Give to the nearest thousandth.

Edit: I just realised that this is only possible if Riemann's Hypothesis is true. Pretend that it is. Sorry.


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