`BookProof.ChapterG.gaugeGroup_fiber_transitive` {X Y : Type*} (π : X → Y) (x₁ x₂ : X) (h : π x₁ = π x₂) : ∃ g ∈ gaugeGroup π, g x₁ = x₂

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`BookProof.ChapterG.gaugeGroup_fiber_transitive` {X Y : Type*} (π : X → Y) (x₁ x₂ : X) (h : π x₁ = π x₂) : ∃ g ∈ gaugeGroup π, g x₁ = x₂ · Prove2Me