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module test where | |
module QBree (A : Set) where | |
data Bree : Set where | |
_∪_ : Bree → Bree → Bree | |
data S : Bree → Bree → Set where | |
assoc : (x y z : Bree) → S (x ∪ (y ∪ z)) ((x ∪ y) ∪ z) |
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module test where | |
open import Agda.Builtin.Reflection | |
open import Reflection | |
open import Prelude.Nat | |
open import Prelude.Bool | |
open import Prelude.Unit | |
open import Prelude.List | |
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module test where | |
open import Reflection | |
open import Agda.Builtin.Reflection | |
open import Agda.Builtin.Word | |
open import Agda.Builtin.Float | |
open import Agda.Builtin.Char | |
open import Prelude.List | |
open import Prelude.Maybe | |
open import Prelude.Nat |
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module gog where | |
open import Data.Sum | |
open import Function | |
open import Relation.Binary.PropositionalEquality | |
open ≡-Reasoning | |
data ℕ : Set where | |
z : ℕ |
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module HL5 where | |
open import Agda.Builtin.Unit | |
import Level as L | |
postulate | |
World : Set | |
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registered phi for shadowing | |
New checkpoint { | |
old = 0 | |
new = 32 | |
sub = wkS 1 idS | |
cxt = (phi : Agda.Primitive.Cubical.I) | |
old substs = 0 : idS | |
new substs = | |
0 : wkS 1 idS | |
32 : idS |
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{-# OPTIONS --verbose tc.constr:1000 #-} | |
module test2 where | |
open import Reflection | |
open import Agda.Builtin.Reflection | |
open import Prelude.Nat | |
open import Prelude.Unit | |
open import Prelude.Equality | |
open import Prelude.Function | |
open import Prelude.List |
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open import Data.Unit | |
postulate | |
World : Set | |
HVet : Set₁ | |
HVet = World → Set | |
variable | |
HQ : HVet |
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data Bool : Set where | |
true : Bool | |
false : Bool | |
data D : Set where | |
d : D | |
data E : Set where | |
e : E |
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data K : Set where | |
WSet : Set₁ | |
WSet = K → Set | |
variable | |
HW HQ : WSet | |
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