erdos_349

For what values of $t,\alpha \in (0,\infty)$ is the sequence $\lfloor t\alpha^n\rfloor$ complete (that is, all sufficiently large integers are the sum of distinct integers of the form $\lfloor t\alpha^n\rfloor$)?

theorem erdos_349 :
    {(t, α) | 0 < t ∧ 0 < α ∧ IsGoodPair t α} = answer(sorry)

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