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MyApp.Views.MasterDetailLayout = Backbone.Marionette.Layout.extend({
  template: 'backbone/templates/master_detail_layout',

  regions: {
    master: "#master",
    detail: "#detail"
  },

  initialize: function() {
    console.log('MasterDetailLayout->initialize');

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var obj = (function (){
  var self = {
    foo: function () {
      return 'foo';
    },
    namespace: {
      bar: function () {
        return self.foo();
      }
    }

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{{!-- a handlebars template might look like this --}}

<div class="{{#if myLibrary}}active{{/if}} library">
  {{#each books}}
    <div class="book">
      <h3 class="title">{{ title }}</h3>
      <span class="author">by {{ author }}</span>
      {{#if isAvailable }}
        <span class="availability">Available!</span>
      {{else}}

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Play this game by pasting the script in http://www.puzzlescript.net/editor.html

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var Stack = function () {
    return {
        pop: function() {
            throw "popped from an empty stack";
        },
        push: function(value) {
            return (function (self) {
                return _.extend({}, self._incrementCount(), {
                    head: value, 
                    pop: function () {

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Play this game by pasting the script in http://www.puzzlescript.net/editor.html

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love.viewport = require('libs/viewport').newSingleton()

local STAR_SEED = 0x9d2c5680;
local STAR_TILE_SIZE = 256;
local rshift, lshift, arshift, bxor, tohex = bit.rshift, bit.lshift, bit.arshift, bit.bxor, bit.tohex

-- Robert Jenkins' 96 bit Mix Function.
-- Taken from http://nullprogram.com/blog/2011/06/13/
local function mix (a, b, c)

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title An Auspicious Day v0.2.1
author arrogant.gamer
homepage www.arrogantgamer.com
flickscreen 20x10

color_palette proteus_rich

========
OBJECTS
========

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Preface: The Case for Map

In a declarative style the idea is to write code that describes what will be done, not how it will be done. My fav examples are from recursion:

const reverseString = (str) => {
  if (str.length < 2) return str
  
  const [first, ...rest] = str
 return reverseString(rest) + first

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// this code is safe to copy/paste into your browser
// but you should really try to write it out line-by-line ;)

// this gist is based on a number of other excellent introductions to lambda calculus
// classic: https://github.com/sjsyrek/presentations/blob/master/lambda-calculus/lambda.js
// ornithology: https://www.youtube.com/watch?v=3VQ382QG-y4&t=3349s
// and this one, in Ruby, called "Programming With Nothing" (excellent title) https://www.youtube.com/watch?v=VUhlNx_-wYk

pair = x => y => a => a(x)(y)