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erdos_349.variants.floor_3_halves_odd

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Is it true that the terms of the sequence $\lfloor (3/2)^n\rfloor$ are odd infinitely often and even infinitely often?

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Lean 4 Statement 
theorem erdos_349.variants.floor_3_halves_odd :
    answer(sorry) ā†” {n | Odd āŒŠ(3/2 : ā„) ^ nāŒ‹}.Infinite
ID: ErdosProblems__349__erdos_349.variants.floor_3_halves_odd
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