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<?xml version="1.0" encoding="UTF-8" ?>
   <quiz>
      <question>
            <text>What does 'API' stand for?</text>
            <answer>API stands for Application Programming Interface.</answer>
      </question>
      <question>
            <text>What's so good about pragmatic REST?</text>
            <answer>It's focused on the api consumer, so it makes it easier for developers to contribute to your app library!</answer>
      </question>

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{
    questions: [{
        text: "What does 'API' stand for?",
        answer: "API stands for Application Programming Interface."
    },{
        text: "What's so good about pragmatic REST?",
        answer: "It's focused on the api consumer, so it makes it easier for developers to contribute to your app library!"
    }]
}

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<?xml version="1.0" encoding="UTF-8"?>
<!DOCTYPE plist PUBLIC "-//Apple//DTD PLIST 1.0//EN" "http://www.apple.com/DTDs/PropertyList-1.0.dtd">
<plist version="1.0">
<dict>
	<key>quiz</key>
	<dict>
		<key>question</key>
		<array>
			<dict>
				<key>text</key>

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console.log("Masonry getting loade by browser. Angular?");

(function () {
  'use strict';
  angular.module('wu.masonry', []).controller('MasonryCtrl', [
    '$scope',
    '$element',
    '$timeout',
    function controller($scope, $element, $timeout) {
      var bricks = {};

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The deckdown regex parser should be able to break up a document by headers. For example this input html fragment:

<h1>Section</h1>
<p>Section Info</p>

<h2>Section</h2>
<p>Section Info</p>

<h1>Section<h1>

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#testing

***

Just Testing using Gists for Deckdown

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| Left-Aligned  | Center Aligned  | Right Aligned |
| :------------ |:---------------:| -----:|
| col 3 is      | some wordy text | $1600 |
| col 2 is      | centered        |   $12 |
| zebra stripes | are neat        |    $1 |

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#Welcome to Deckdown

##Deckdown is
a brand new way to create slide decks

***
It take a markdown file, and creates a _reveal.js_ powered slide deck

##How?

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#Choose Your Own Adventure!

##1. My Brain Is Running In Circles (Loops)

###Exercise 1: Harmonic Sum

Write a program to compute the sum of a harmonic series, as shown below, where n=50000. Calculate the sum from left-to-right, and then from right-to-left.

Harmonic(n) = 1 + 1/2 + 1/3 + 1/4 + .... + 1/n

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layout	recipe
title	IoT Security System
author	Matt Dobson
tags	recipe iot home security diy