fixed build
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@ -676,6 +676,7 @@ the proof works. Bugger!
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M⊆ = trans-⊆ ⊆-++₁ (trans-⊆ (⊆-++₂ {free L}) ⊆xs)
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M⊆ = trans-⊆ ⊆-++₁ (trans-⊆ (⊆-++₂ {free L}) ⊆xs)
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N⊆ = trans-⊆ ⊆-++₂ (trans-⊆ (⊆-++₂ {free L}) ⊆xs)
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N⊆ = trans-⊆ ⊆-++₂ (trans-⊆ (⊆-++₂ {free L}) ⊆xs)
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⊢rename ⊢σ ⊆xs (⊢Y ⊢M) = ⊢Y (⊢rename ⊢σ ⊆xs ⊢M)
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⊢rename ⊢σ ⊆xs (⊢Y ⊢M) = ⊢Y (⊢rename ⊢σ ⊆xs ⊢M)
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-}
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\end{code}
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\end{code}
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