dhinus

function browserSupports360 () {
  // YouTube supports 360 videos in a limited set of browsers,
  // see https://support.google.com/youtube/answer/6178631

  var ua = navigator.userAgent;

  // No mobile browser is supported at the moment
  if (/Mobile/.test(ua) || /Tablet/.test(ua)) return false;

  // Chrome >= 40

dhinus

#!/bin/bash

set -e # Exit on errors

# Docker
sudo apt-key adv --keyserver hkp://p80.pool.sks-keyservers.net:80 --recv-keys 58118E89F3A912897C070ADBF76221572C52609D
echo "deb https://apt.dockerproject.org/repo ubuntu-trusty main" | sudo tee /etc/apt/sources.list.d/docker.list

# Dokku
wget -nv -O - https://packagecloud.io/gpg.key | sudo apt-key add -

dhinus

#!/bin/bash
URL='http://tickets.southbankcentre.co.uk/production/bookingwidget/91964'
REGEX='<form'
INTERVAL=60
while true; do
  TKTS=$(curl -s $URL)
  if [[ $TKTS =~ $REGEX ]]; then
    RES='TKTS!!!!1!!1! '$(date)
    terminal-notifier -message "$RES"
  else

dhinus

Keybase proof

I hereby claim:

• I am dhinus on github.
• I am dhinus (https://keybase.io/dhinus) on keybase.
• I have a public key whose fingerprint is B42F 31A1 6100 2E25 E9A4 0F4B F8D3 7D4B EF15 496A

To claim this, I am signing this object:

dhinus

# http://tuxtweaks.com/2010/10/remove-old-kernels-in-ubuntu-with-one-command/
dpkg -l linux-* | awk '/^ii/{ print $2}' | grep -v -e `uname -r | cut -f1,2 -d"-"` | grep -e [0-9] | xargs sudo apt-get -y purge

dhinus

#!/usr/bin/env ruby
# http://gist.github.com/gists/2998853/
# Forked from http://gist.github.com/gists/124242

filename, quality = ARGV[0], ARGV[1]
abort "Usage: flac2mp3 FLACFILE [V2|V1|V0|320]\nDefault (and recommended) quality is V0." if filename.nil?

qualarg = case quality
    when "V0","V1","V2" then quality
    when "320" then "b 320"

dhinus

#!/bin/bash
#
# Script to export Mail RSS subscriptions to an OPML file.
# Written by VividVisions.com
# http://www.vividvisions.com/2008/02/22/rss-subscriptions-aus-apple-mail-exportieren/
#
# Modified by Francesco Negri
# https://github.com/dhinus

IFS=$'\n'