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Bury some ⚰️ under the GpdCont.Experimental module tree
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module GpdCont.Coffin.Base where
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module GpdCont.Experimental.Coffin.Base where
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open import GpdCont.Prelude
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open import GpdCont.Experimental.Groups.Base
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open import GpdCont.Coffin.Base
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open import GpdCont.Experimental.Coffin.Base
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module GpdCont.Coffin.Eval {ℓ} (C : Coffin ℓ) where
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module GpdCont.Experimental.Coffin.Eval {ℓ} (C : Coffin ℓ) where
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-- TODO: This should ideally do the following:
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-- import GpdCont.Coffin.GroupoidContainerInclusion as Inc
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-- open import GpdCont.GroupoidContainer.Eval (Inc.Coffin→GroupoidContainer C) public

GpdCont/Coffin/GroupoidContainerInclusion.agda renamed to GpdCont/Experimental/Coffin/GroupoidContainerInclusion.agda

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open import GpdCont.Prelude
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open import GpdCont.Coffin.Base
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open import GpdCont.Experimental.Coffin.Base
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open import GpdCont.SymmetricContainer.Base
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module GpdCont.Coffin.GroupoidContainerInclusion {ℓ} (C : Coffin ℓ) where
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module GpdCont.Experimental.Coffin.GroupoidContainerInclusion {ℓ} (C : Coffin ℓ) where
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private
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module C = Coffin C
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open import GpdCont.Prelude
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open import GpdCont.Coffin.Base
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open import GpdCont.Experimental.Coffin.Base
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module GpdCont.Coffin.Lower {ℓ} (C : Coffin ℓ) where
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module GpdCont.Experimental.Coffin.Lower {ℓ} (C : Coffin ℓ) where
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open import GpdCont.QuotientContainer.Base
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open import GpdCont.Equiv using (pathToEquivSym ; pathToEquivComp)
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