Descent of polynomial types: if `F` over `Oδ` has type `σ` with pairwise coprime Frobenius conjugates, and `G ∈ O[X]` maps to the conjugate product of `F`, then `G` has type `scaleType δ σ` over `O`,

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Descent of polynomial types: if `F` over `Oδ` has type `σ` with pairwise coprime Frobenius conjugates, and `G ∈ O[X]` maps to the conjugate product of `F`, then `G` has type `scaleType δ σ` over `O`, · Prove2Me