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Don't know what this line was doing over there
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src/Data/Real/Base.agda

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@@ -113,7 +113,8 @@ isCauchy (p *ₗ x) ε with p ≟ 0ℚ
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... | no p≢0 = proj₁ (isCauchy x (1/ ∣ p ∣ * ε)) , λ {m} {n} m≥N n≥N begin-strict
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∣ lookup (map (p *_) (sequence x)) m - lookup (map (p *_) (sequence x)) n ∣
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≡⟨ cong₂ (λ a b ∣ a - b ∣) (lookup-map m (p *_) (sequence x)) (lookup-map n (p *_) (sequence x)) ⟩
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∣ p * lookup (sequence x) m - p * lookup (sequence x) n ∣ ≡⟨ cong (λ # ∣ p * lookup (sequence x) m ℚ.+ # ∣) (neg-distribʳ-* p (lookup (sequence x) n)) ⟩
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∣ p * lookup (sequence x) m - p * lookup (sequence x) n ∣
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≡⟨ cong (λ # ∣ p * lookup (sequence x) m ℚ.+ # ∣) (neg-distribʳ-* p (lookup (sequence x) n)) ⟩
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∣ p * lookup (sequence x) m ℚ.+ p * ℚ.- lookup (sequence x) n ∣
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≡⟨ cong ∣_∣ (*-distribˡ-+ p (lookup (sequence x) m) (ℚ.- lookup (sequence x) n)) ⟨
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∣ p * (lookup (sequence x) m - lookup (sequence x) n) ∣

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