⌘T | go to file |
⌘⌃P | go to project |
⌘R | go to methods |
⌃G | go to line |
⌘KB | toggle side bar |
⌘⇧P | command prompt |
/* | |
--- | |
name: guilloche | |
script: guilloche.js | |
description: guilloche | |
provides: [Guilloche] | |
... | |
*/ |
var data = "do shash'owania"; | |
var crypto = require('crypto'); | |
crypto.createHash('md5').update(data).digest("hex"); |
I use Namecheap.com as a registrar, and they resale SSL Certs from a number of other companies, including Comodo.
These are the steps I went through to set up an SSL cert.
Hi there!
The docker cheat sheet has moved to a Github project under https://github.com/wsargent/docker-cheat-sheet.
Please click on the link above to go to the cheat sheet.
There are a lot of ways to serve a Go HTTP application. The best choices depend on each use case. Currently nginx looks to be the standard web server for every new project even though there are other great web servers as well. However, how much is the overhead of serving a Go application behind an nginx server? Do we need some nginx features (vhosts, load balancing, cache, etc) or can you serve directly from Go? If you need nginx, what is the fastest connection mechanism? This are the kind of questions I'm intended to answer here. The purpose of this benchmark is not to tell that Go is faster or slower than nginx. That would be stupid.
So, these are the different settings we are going to compare:
- Go HTTP standalone (as the control group)
- Nginx proxy to Go HTTP
- Nginx fastcgi to Go TCP FastCGI
- Nginx fastcgi to Go Unix Socket FastCGI
#!/usr/bin/env bash | |
# MIT © Sindre Sorhus - sindresorhus.com | |
# git hook to run a command after `git pull` if a specified file was changed | |
# Run `chmod +x post-merge` to make it executable then put it into `.git/hooks/`. | |
changed_files="$(git diff-tree -r --name-only --no-commit-id ORIG_HEAD HEAD)" | |
check_run() { | |
echo "$changed_files" | grep --quiet "$1" && eval "$2" |
// | |
// ViewController.swift | |
// Tetris | |
// | |
// Created by Julius Parishy on 11/19/14. | |
// Copyright (c) 2014 Julius Parishy. All rights reserved. | |
// | |
import UIKit |
// haversin(θ) function | |
func hsin(theta float64) float64 { | |
return math.Pow(math.Sin(theta/2), 2) | |
} | |
// Distance function returns the distance (in meters) between two points of | |
// a given longitude and latitude relatively accurately (using a spherical | |
// approximation of the Earth) through the Haversin Distance Formula for | |
// great arc distance on a sphere with accuracy for small distances | |
// |
{ | |
"AWSEBDockerrunVersion": "1", | |
"Image": { | |
"Name": "<AWS_ACCOUNT_ID>.dkr.ecr.us-east-1.amazonaws.com/<NAME>:<TAG>", | |
"Update": "true" | |
}, | |
"Ports": [ | |
{ | |
"ContainerPort": "443" | |
} |