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module π where | |
open import Agda.Primitive | |
renaming (Set to π―; lsuc to π; lzero to π΄; Level to π’) | |
data _π€_ {π€£ : π’} {π¦ : π― π€£} (π½ : π¦) : π¦ β π― π€£ where | |
β : π½ π€ π½ | |
infix 4 _π€_ | |
data #β£ : π― where | |
0β£ : #β£ | |
π : #β£ β #β£ | |
_β_ : #β£ β #β£ β #β£ | |
π π½ β πΎ = π (π½ β πΎ) | |
0β£ β πΎ = πΎ | |
infixl 6 _β_ | |
1β£ = π 0β£ | |
2β£ = π 1β£ | |
3β£ = π 2β£ | |
4β£ = π 3β£ | |
5β£ = π 4β£ | |
6β£ = π 5β£ | |
7β£ = π 6β£ | |
8β£ = π 7β£ | |
9β£ = π 8β£ | |
π¬ : 2β£ β 2β£ π€ 4β£ | |
π¬ = β |
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