tungel

Installing Arch:


sudo vim /etc/pacman.conf
Update packages list: sudo pacman -Syy
run sudo pacman -Syu  before installing any software (to update the repositories first)

* Timing issue:
    - Change hardware clock to use UTC time:
        sudo timedatectl set-local-rtc 0

leoleozhu

install socat

sudo apt-get install socat

edit ~/.ssh/config

host github.com
    proxycommand socat - PROXY:localhost:%h:%p,proxyport=8080

###If you want to use SOCKS proxy, edit it like this. host bitbucket.org ProxyCommand socat - SOCKS:localhost:%h:%p,socksport=7070

DHuckaby

Twitter公式クライアントのコンシューマキー

Twitter for iPhone

Consumer key: IQKbtAYlXLripLGPWd0HUA
Consumer secret: GgDYlkSvaPxGxC4X8liwpUoqKwwr3lCADbz8A7ADU

Twitter for Android

Consumer key: 3nVuSoBZnx6U4vzUxf5w
Consumer secret: Bcs59EFbbsdF6Sl9Ng71smgStWEGwXXKSjYvPVt7qys

Twitter for iPad

Consumer key: CjulERsDeqhhjSme66ECg

Nurdok

Python Number Conversion Chart

From	To	Expression

beala

"""
Inspired by:
    http://eli.thegreenplace.net/2009/08/29/co-routines-as-an-alternative-to-state-machines/
"""

def parse_args(target):
    """A generator that parses a stream of arguments one character at a time.
       As soon as a flag, or flag value pair ("-a" or "-a value") is processed
       the pair is sent off as a tuple to the 'target' generator.

gatlin

-- This is going to be on Hackage soon! https://github.com/gatlin/surely

{-# LANGUAGE BangPatterns #-}

-- |
-- Module           : AI.Surely
-- Copyright        : 2012 Gatlin Johnson
-- License          : LGPL 3.0
-- Maintainer       : [email protected]
-- Stability        : experimental

Jach

import sys
import ctypes
pyint_p = ctypes.POINTER(ctypes.c_byte*sys.getsizeof(5))
five = ctypes.cast(id(5), pyint_p)
print(2 + 2 == 5) # False
five.contents[five.contents[:].index(5)] = 4
print(2 + 2 == 5) # True (must be sufficiently large values of 2 there...)

samueltardieu

"""Compute solutions to the diophantine Pell equation x^2-D*y^2=1."""

import itertools

def pell (D):
    """Return the smallest integer set solving Pell equation
    x^2-D*y^2=1 where x, D and y are positive integers. If there are no
    solution (D is a square), return None.

    >>> pell(3)