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`BookProof.ChapterUniformPriorPosterior.binaryLikelihood_nonneg` (q : Hyp → ℝ) (hq_nonneg : ∀ x, 0 ≤ q x) (hq_sum : ∑ x, q x = 1) (x : Hyp) (observed : Bool) : 0 ≤ binaryLikelihood · Prove2Me