*
*
*
*
*
```agda
Data.Bool.Base
Data.Char.Base
Data.Integer.Base
Data.List.Base
Data.Maybe.Base
Data.Nat.Base
Data.String.Base
Data.Unit.Base
```
```agda
Data.BoundedVec.Inefficient
Data.Empty
Data.Product
Data.Sign
Data.Sum
Function
Level
Relation.Binary
Relation.Binary.PropositionalEquality.TrustMe
Relation.Nullary
```
*
*
```agda
gfilter-just : ... → gfilter just xs ≡ xs
gfilter-nothing : ... → gfilter (λ _ → nothing) xs ≡ []
gfilter-concatMap : ... → gfilter f ≗ concatMap (fromMaybe ∘ f)
```
*
```agda
<⇒≤pred : ∀ {m n} → m < n → m ≤ pred n
```
*
```agda
strengthen : ∀ {n} (i : Fin n) → Fin′ (suc i)
```
*
```agda
from-to : ∀ {n} (i : Fin n) → fromℕ (toℕ i) ≡ strengthen i
toℕ-strengthen : ∀ {n} (i : Fin n) → toℕ (strengthen i) ≡ toℕ i
fromℕ-def : ∀ n → fromℕ n ≡ fromℕ≤ ℕ≤-refl
reverse-suc : ∀{n}{i : Fin n} → toℕ (reverse (suc i)) ≡ toℕ (reverse i)
inject≤-refl : ∀ {n} (i : Fin n) (n≤n : n ℕ≤ n) → inject≤ i n≤n ≡ i
```
*
```agda
foldr₁ : ∀ {a} {A : Set a} → (A → A → A) → List⁺ A → A
foldl₁ : ∀ {a} {A : Set a} → (A → A → A) → List⁺ A → A
```
*
*
*
*
*
*
*
*
*
*