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Yeonjin Shin LiteHell

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LiteHell / award.tex
Last active November 4, 2023 15:53
LaTeX을 이용한 한국식 상장 템플릿
\documentclass{minimal}
\usepackage{kotex}
\usepackage[svgnames]{xcolor}
\usepackage{tikz}
\usepackage[a4paper, top=100pt, left=80pt, right=80pt, bottom=120pt]{geometry}
\usetikzlibrary{calc}
\newcommand{\thickframemargin}{40pt}
\newcommand{\thickframewidth}{6pt}
\newcommand{\thinframemargin}{46pt}
@LiteHell
LiteHell / cau_eclass_tweak.user.js
Last active June 3, 2023 08:08
중앙대 e-class 동영상 플레이어에 남은 시간 표시해주는 유저스크립트
// ==UserScript==
// @name CAU e-class tweak
// @namespace https://litehell.info/
// @version 1.0
// @description Creates a left-time indicator in e-class video player
// @author LiteHell
// @match https://ocs.cau.ac.kr/em/*
// @icon https://www.google.com/s2/favicons?sz=64&domain=eclass3.cau.ac.kr
// @grant none
// ==/UserScript==
@LiteHell
LiteHell / maze_generator.c
Created September 27, 2019 06:35
미로를 만드는 C 프로그램
#define _CRT_SECURE_NO_WARNINGS
#include <stdio.h>
#include <stdlib.h>
#include <time.h>
#define IS_VALID_COORD(_x, _y) (0 <= (_x) && (_x) < width && 0 <= (_y) && (_y) < height)
#define IS_VALID_AND_UNTOUCHED_COORD(_x, _y) IS_VALID_COORD(_x, _y) && (MAZE_AT(_x, _y) == 0)
#define MAZE_AT(_x, _y) maze[(_x) + (_y) * width]
#define LEFT 8
#define RIGHT 2
#define TOP 1
@LiteHell
LiteHell / gist:bec0f28615cbaa1cf5baf0b0cd3dbd94
Created May 26, 2018 16:38
LiteHell on github = LiteHell on alphawiki
-----BEGIN PGP SIGNED MESSAGE-----
Hash: SHA512
GitHub의 LiteHell 사용자 (https://github.com/LiteHell) 와 알파위키의 LiteHell 사용자 (https://alphawiki.org/w/사용자:LiteHell)는 동일인이며 이를 Keybase (https://keybase.io/litehell)에 등록된 GPG 키로 서명함으로써 인증함.
-----BEGIN PGP SIGNATURE-----
iQIcBAEBCgAGBQJbCY0jAAoJEBDwLGjXK+VHHskQAOdD+2h1jp0I3kRFNAQCRDUO
4DWrpR9uMvY7AzcHXsSMXe6c+NZxB3BKngU52nJHubCNr9Bwx6jYJoP34SRwQaV8
JCMcqYUJEvxxWHeu4PsEM2yRVGwuRJ6grA34cXD/jlWdhrPinDOKGkKz1rjIdOw0
i6rWDJWCFuKEdI0v9kLIebv7ZYzGyfXVXuXOzOgC6vePDxEEquF+X6x+G1xDRT1j
@LiteHell
LiteHell / keybase.md
Created March 10, 2018 13:50
Keybase proof after losing yubikey

Keybase proof

I hereby claim:

  • I am LiteHell on github.
  • I am litehell (https://keybase.io/litehell) on keybase.
  • I have a public key whose fingerprint is D6D8 0A51 DDFA 07A4 E627 6C8A 10F0 2C68 D72B E547

To claim this, I am signing this object:

@LiteHell
LiteHell / gitlab_recovery_codes.txt
Created January 30, 2018 18:37
Encrypted with GPG
-----BEGIN PGP MESSAGE-----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@LiteHell
LiteHell / keybase.md
Created January 29, 2018 05:55

Keybase proof

I hereby claim:

  • I am LiteHell on github.
  • I am litehell (https://keybase.io/litehell) on keybase.
  • I have a public key whose fingerprint is E4A4 BDC5 6752 1CA0 F183 3920 C350 C1B2 9586 CFCE

To claim this, I am signing this object:

@LiteHell
LiteHell / keybase.md
Created January 29, 2017 19:05

Keybase proof

I hereby claim:

  • I am LiteHell on github.
  • I am litehell (https://keybase.io/litehell) on keybase.
  • I have a public key whose fingerprint is 060C 0949 EFC7 61BF 0457 A3FA 1AD3 4CE9 0E65 DD07

To claim this, I am signing this object:

@LiteHell
LiteHell / keybase.md
Created January 14, 2017 17:11

Keybase proof

I hereby claim:

  • I am litehell on github.
  • I am litehell (https://keybase.io/litehell) on keybase.
  • I have a public key ASDRW7kxoVXo5HLSR1ggEw9oQY0B6Gadd1-c58H2H0TQjgo

To claim this, I am signing this object:

@LiteHell
LiteHell / openpgp.txt
Created March 2, 2016 12:06
OpenKeychain Linked Identity
This Gist confirms the Linked Identity in my OpenPGP key, and links it to this GitHub account.
Token for proof:
[Verifying my OpenPGP key: openpgp4fpr:79873284caf64e946688174088a741e43c769169]