jonaprieto

\tableofcontents

Intro

Imports

{-# OPTIONS --with-K --exact-split #-}
module content where

jonaprieto

module _ where

open import Relation.Binary.PropositionalEquality
  using (_≡_; refl)

open import Data.Nat
  using (ℕ; zero; suc)

open import Data.Empty
  using (⊥; ⊥-elim)

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{
	"set type": {
		"prefix": "se",
		"body": "Set ${1|ℓ,ℓ₁,ℓ₂,ℓᵢ,ℓⱼ,lsuc ?,lzero|}",
		"description": "Set type"
	},
	"Type type": {
		"prefix": "ty",
		"body": "Type ${1|ℓ,ℓ₁,ℓ₂,ℓᵢ,ℓⱼ,lsuc ?,lzero|}",
		"description": "Type type"

jonaprieto

Norsk Quizlets:

• Vaklner's tekster: https://quizlet.com/Valkner/folders/basar-tekster/sets

• Verbs

  • https://quizlet.com/275768622/norwegian-verbs-flash-cards/
  • https://quizlet.com/285298973/setningsadverb-flash-cards/

• 1000 words: https://quizlet.com/276514199/1000-most-common-norwegian-words-flash-cards/

jonaprieto

module Non-dependent-funext-implies-general-funext where
  open import BasicFunctions
  open import TransportLemmas
  open import EquivalenceType
  open import QuasiinverseType
  open import QuasiinverseLemmas
  open import HLevelTypes
  open import HLevelLemmas
  open import UnivalenceAxiom
  open import CoproductIdentities

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import re

from pathlib import Path

import os
import sys

tex = [i for i in list(Path("latex/").glob('*.tex'))]
latexTags = []

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standard-library==v1.2

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Keybase proof

I hereby claim:

• I am jonaprieto on github.
• I am jonaprieto (https://keybase.io/jonaprieto) on keybase.
• I have a public key ASDuCgVOy3BZL6z_PKSQ_YBq0K6S3HcTKdKupJb0pX-aKwo

To claim this, I am signing this object:

jonaprieto

import sys
import turtle


# -- Settings

sys.setrecursionlimit(100000)

wn = turtle.Screen()
wn.bgcolor('black')