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src/Relation/Binary/Consequences.agda

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@@ -121,8 +121,8 @@ module _ {_≈_ : Rel A ℓ₁} {_<_ : Rel A ℓ₂} where
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irrefl (antisym x<y y<x) x<y
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asym⇒antisym : Asymmetric _<_ Antisymmetric _≈_ _<_
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asym⇒antisym asym x<y y<x = contradiction y<x (asym x<y)
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asym⇒antisym asym x<y y<x = contradiction y<x (asym x<y)
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asym⇒irr : _<_ Respects₂ _≈_ Symmetric _≈_
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Asymmetric _<_ Irreflexive _≈_ _<_
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asym⇒irr (respʳ , respˡ) sym asym {x} {y} x≈y x<y =

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