tried out C-c C-a
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@ -117,7 +117,7 @@ data _⟹*_ : Term → Term → Set where
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reduction₁ : not · true ⟹* false
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reduction₁ : not · true ⟹* false
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reduction₁ =
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reduction₁ =
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not · true
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not · true
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⟹⟨ (β⇒ value-true) ⟩
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⟹⟨ β⇒ value-true ⟩
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if true then false else true
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if true then false else true
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⟹⟨ β𝔹₁ ⟩
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⟹⟨ β𝔹₁ ⟩
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false
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false
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@ -218,4 +218,6 @@ that `var x`, `false`, and `true` are typed using `Ax`, `𝔹-I₂`, and
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that `(∅ , x ∶ 𝔹) x = just 𝔹`, which can in turn be specified with a
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that `(∅ , x ∶ 𝔹) x = just 𝔹`, which can in turn be specified with a
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hole. After filling in all holes, the term is as above.
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hole. After filling in all holes, the term is as above.
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The entire process can be automated using Agsy, invoked with C-c C-a.
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