Run With It

Understanding Instruction Sequence Disasm

Tue, 04 Feb 2014 00:00:00 -0500

Understanding Instruction Sequence Disasm

I've been trying to go through some of the MRI internals in order to better follow along with Pat Shaunessy's examples from Ruby Under a Microscope. Pat shows us how to analayze the output from RubyVM::InstructionSequence#disasm, and it's great. When we compile simple programs we can see the instructions that YARV is going to execute. Let's look at an example:

Each stack frame is shown in a pretty understandable way. Here is a good article that gives us an quick list of all the instruction set definitions. These definitions can be found in insns.def in the source. I found this quite illuminating.

Anyways, while going through all this I really wanted to know what this was:

So I went into the code and found this. My C is a little rusty but I eventually found my way to:

Which then led to:

Here we see Ruby is using a macro rb_str_catf which calls printf and prints the pos variable. This pos variable is the position of the current instruction being printed.

This has been kind of a dump of information, hopefully it is helpful. Let me know if you like this style of post, it's considerably less formal as I am really just walking you through some problem I'm working on.

Thanks for reading!

Finding Failure - Git Bisect

Fri, 20 Dec 2013 00:00:00 -0500

Finding Failure - Git Bisect

Originally posted at Hashrocket.com

Any sufficiently large development team will assuredly run into a situation where a failure occurs in a codebase that isn't exposed by the test suite. Depending on the teams' commitment to test coverage this situation might be all too common. When this happens it helps to have something to reach for, something to help you narrow down that sea of incoming code into a manageable chunk to be debugged. With only a few team members this is something that you'd likely do without thinking.

"Oh, it's broken? Must have been that commit from yesterday." -Joe Developer

What happens when Joe's team is too large for him to review every commit? Well, that's what I'd like to talk about. There is a tool for that:

Git bisect!

Git bisect is a tool that performs a binary search (more on this later) across a range of commits to help you find where an error was introduced. Unfortunately, its use is not as wide spread as it should be. Personally, I found it quite intimidating at first, though now I find myself utilizing it everytime an issue like this arises.

Let's get started

If you're anything like me you want to get started with git bisect straight away. With that in mind, we'll cover basic functionality first then move into what is actually happening later.

The first command is git bisect start, which begins the bisect. With the bisect begun, you'll now need to mark a bad commit. You'll do that with:

git bisect bad

That will mark HEAD as a bad commit. Alternatively, you could pass the sha of a specific commit like so:

git bisect bad <sha>

Then, unsurprisingly, you'll want to set a good commit. This will be the last known good commit. These two commands will set the outer bounds of the binary search. After the git bisect good <sha> command, git will split the revisions and load the first guess.

At this point you'll need to find a way to determine if that commit is broken or not. Usually this can be accomplished by running a test or loading up your develpment environment. When you know the state of the commit run git bisect good or git bisect bad to load the next revision. Eventually git will tell you which commit the error was introduced.

Ta da! Git bisect in a nutshell.

A little deeper

Git bisect is performs a binary search across your commits. A binary search is also know as a half-interval search, and in my opinion, better describes what it does. I'm going to run through an example to illustrate how bisect works, but if you'd like to get a better understanding of binary search look here.

Let's assume that we have 5 commits. They'll look something like:

We notice that we have a failure at commit five. We start git bisect off with the commands above:

git bisect start
git bisect good <c1-sha>
git bisect bad

Git will do somethings under the hood (more on that later), and mark the commits like so:

After that last command git will transition your current working branch to the next revision up for testing:

We run our test to find that c3 is good and we tell git that it's good by running git bisect good again:

And again git will take current working branch to the next revision up for testing:

We run our spec and discover that c4 is the commit the error was introduced in.

In this example, with five commits, we were able to find the commit that introduced the error without having to test each individual commit. We were able to omit testing of commit two. Over a larger range of commits this saving will be, obviously, greater. (1 + log2 N) [3]

A little deeper, still

I run Hashrocket's dotmatrix on my development machine. It sets a prompt that has information relevant to git when in a git directory. I noticed, during a debugging session, that the prompt was aware of when a bisect was happening. Naturally, this sparked my curiosity so I delved a little deeper to find out what git was doing under the surface.

So what is git doing to facilitate the bisect? Let's explore with an actual example of git bisect.

If you'd like to follow along you can pull down this repo.

Let's assume we've been developing a calculator program that adds two numbers together. Everything is looking great, until we notice that our Rspec suite no longer passes. In our haste to create the world's best calculator in Ruby we've pushed bad code up to master. We know to use bisect in this scenario so we start it up.

We run git bisect start and to know what files git is creating we follow that with tail -n +1 -- .git/BISECT_* to see the following output:

We know that master is bad so let's mark it git bisect bad and again follow up with our tail command:

We can now see that git has logged the commit we've marked as bad. We remember explicitly that rspec ran green on our initial commit so we let git know that by typing git bisect good HEAD~4

Git tells us the commit that we've jumped to for test, and how many more steps we have to go.

We can see that git uses .git/BISECT_EXPECTED_REV to set which revision is currently under test. Running our test suite verifies that this revision is good. So we tell git git bisect good. Git again tells which revision we're on, and how many we have left.

Our test suite fails on this commit. So we mark it as bad with git bisect bad

To which Git tells us that this was the commit that introduced the error and prints the log for that commit.

In this example we could have automated the whole thing with

git bisect run rspec calculator.rb

Which would have run the test suite against each revision and marked good or bad based on the exit code of the command.

Conclusions

We've learned that Git's bisect command is a powerful way to diagnose problems as they arise in a code base. Though it can appear intimidating at first the command is actually quite simple. So next time you run into an error remember to reach for this, it may save you some time. :)

TL;DR

git bisect start
git bisect bad
git bisect good HEAD~4
git bisect run rspec <test_file>

References:

Transient Attributes with Fabrication

Mon, 16 Sep 2013 00:00:00 -0400

Transient Attributes with Fabrication Tweet

While writing a cucumber feature last week I found myself needing to assert on the count of a given associated model. The feature looked a bit like this (domain has been changed for clarity):

Unfortunately, we do not have the ability to tell the fabricator how many authors we'll need directly on the model, so the above feature won't work.

To get it to work we can head on into the fabricator file for Article. We'll use transient_attributes to hold our authors_count temporarily, then we'll use an before create to ensure the proper number of authors.

And there we go.

A few small notes

The step Given the following articles with authors is a Fabrication step.
To generate these run rails generate fabrication:cucumber_steps which creates several step definitions for interacting with fabricators.

Thanks for reading. So sorry I've brought another blog example into this world. Forgive me.

Phantom Js CLI options

Fri, 13 Sep 2013 00:00:00 -0400

Phantom Js CLI options Tweet

Recently ran into an issue where my cucumber suite was throwing a timeout error. The error was thrown because an image hosted externally wasn't rendering. Luckily Phantomjs has some amazing Command Line Options available to help us along. On of which is --load-images which allows us to prevent phantom from making the image request.

Let's setup poltergeist (Phantomjs' capybara driver) to accept these options...

Page not found · GitHub body { background-color: #f1f1f1; margin: 0; } body, input, button { font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; } .container { margin: 30px auto 40px auto; width: 800px; text-align: center; } a { color: #4183c4; text-decoration: none; font-weight: bold; } a:hover { text-decoration: underline; } h3 { color: #666; } ul { list-style: none; padding: 25px 0; } li { display: inline; margin: 10px 50px 10px 0px; } input[type=text], input[type=password] { font-size: 13px; min-height: 32px; margin: 0; padding: 7px 8px; outline: none; color: #333; background-color: #fff; background-repeat: no-repeat; background-position: right center; border: 1px solid #ccc; border-radius: 3px; box-shadow: inset 0 1px 2px rgba(0,0,0,0.075); -moz-box-sizing: border-box; box-sizing: border-box; transition: all 0.15s ease-in; -webkit-transition: all 0.15s ease-in 0; vertical-align: middle; } .button { position: relative; display: inline-block; margin: 0; padding: 8px 15px; font-size: 13px; font-weight: bold; color: #333; text-shadow: 0 1px 0 rgba(255,255,255,0.9); white-space: nowrap; background-color: #eaeaea; background-image: -moz-linear-gradient(#fafafa, #eaeaea); background-image: -webkit-linear-gradient(#fafafa, #eaeaea); background-image: linear-gradient(#fafafa, #eaeaea); background-repeat: repeat-x; border-radius: 3px; border: 1px solid #ddd; border-bottom-color: #c5c5c5; box-shadow: 0 1px 3px rgba(0,0,0,.05); vertical-align: middle; cursor: pointer; -moz-box-sizing: border-box; box-sizing: border-box; -webkit-touch-callout: none; -webkit-user-select: none; -khtml-user-select: none; -moz-user-select: none; -ms-user-select: none; user-select: none; -webkit-appearance: none; } .button:hover, .button:active { background-position: 0 -15px; border-color: #ccc #ccc #b5b5b5; } .button:active { background-color: #dadada; border-color: #b5b5b5; background-image: none; box-shadow: inset 0 3px 5px rgba(0,0,0,.15); } .button:focus, input[type=text]:focus, input[type=password]:focus { outline: none; border-color: #51a7e8; box-shadow: inset 0 1px 2px rgba(0,0,0,.075), 0 0 5px rgba(81,167,232,.5); } #auth { position: absolute; top: 0; right: 0; z-index: 50; min-height: 32px; background-color: rgba(53,95,120,.4); padding: 7px 10px; border-bottom-right-radius: 10px; border-bottom-left-radius: 10px; box-shadow: 0 3px 0 rgba(0, 0, 0, 0.28); display: none; } #auth h1, #auth p, #auth label { display: none; } .auth-form-body { display: inline; } #auth input[type=text], #auth input[type=password] { float: left; width: 175px; margin-right: 9px; border: 0; background-color: #f5f5f5; } #auth input[type=text]:focus, #auth input[type=password]:focus { background-color: #fff; box-shadow: 0 0 5px rgba(255,255,255,.5); } #auth .button { border: 0; } #auth .button:focus { box-shadow: 0 0 5px rgba(255,255,255,.5); } label[for=search] { display: block; text-align: left; } #search label { font-weight: 200; padding: 5px 0; } #search input[type=text] { font-size: 18px; width: 705px; } #search .button { padding: 10px; width: 90px; } .logo { display: inline-block; margin-top: 35px; } .logo-img-2x { display: none; } @media only screen and (-webkit-min-device-pixel-ratio: 2), only screen and ( min--moz-device-pixel-ratio: 2), only screen and ( -o-min-device-pixel-ratio: 2/1), only screen and ( min-device-pixel-ratio: 2), only screen and ( min-resolution: 192dpi), only screen and ( min-resolution: 2dppx) { .logo-img-1x { display: none; } .logo-img-2x { display: inline-block; } } #suggestions { margin-top: 35px; color: #ccc; } #suggestions a { color: #666666; font-weight: 200; font-size: 14px; margin: 0 10px; } #parallax_wrapper { position: relative; z-index: 0; transition: all 0.25s ease-in; -webkit-transition: all 0.25s ease-in 0; } #parallax_field { overflow: hidden; position: absolute; left: 0; top: 0; height: 370px; width: 100%; } #parallax_field #parallax_bg { position: absolute; top: -20px; left: -20px; width: 110%; height: 425px; z-index: 1; } #parallax_illustration { display: block; margin: 0 auto; width: 940px; height: 370px; position: relative; overflow: hidden; clear: both; } #parallax_illustration img { position: absolute; } #parallax_illustration #parallax_error_text { top: 72px; left: 72px; z-index: 10; } #parallax_illustration #parallax_octocat { top: 94px; left: 356px; z-index: 9; } #parallax_illustration #parallax_speeder { top: 150px; left: 432px; z-index: 8; } #parallax_illustration #parallax_octocatshadow { top: 297px; left: 371px; z-index: 7; } #parallax_illustration #parallax_speedershadow { top: 263px; left: 442px; z-index: 6; } #parallax_illustration #parallax_building_1 { top: 73px; left: 467px; z-index: 5; } #parallax_illustration #parallax_building_2 { top: 113px; left: 762px; z-index: 4; }

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As you can see we can specify a list of the CLI options and they'll be set when we run our suite.  And there you have it, prevent phantomjs from requesting images!

Thanks for reading!

SSL Nightmares

Thu, 02 May 2013 00:00:00 -0400

SSL Nightmares

On a recent project our development team ran into a brick wall around mutual auth with SSL. The problem is a solved one, but Ruby's OpenSSL documentation leaves something to be desired (I'd love to pair on this, btw). I think had we had a better understanding of SSL under our belts we could have solved this without quite so much pain. Luckily, there is a tremendous amount of information out there concerning SSL. Here I want to review what SSL is, and then quickly go through the process of setting up mutual auth with Ruby.

What is SSL

Unfortunately, this topic is pretty heavy when it comes to vocabulary. For the bulk of this article I'll refer to the ruby process as the client and the service you are trying to interact with the server. Hopefully, it won't be too confusing, but if you have questions feel free to ping me on twitter (@rondale_sc) or leave a comment.

SSL is an acronym for Secure Sockets Layer, and is a way to facilitate the exchange of information securely via the exchange of keys. A typical handshake process looks something like the following:

This process is something that virtually every Ruby HTTP library supports, we'll be using net-http from the standard library for the code samples in this article. The above interaction can be done in just a few lines of Ruby like so:

Many of the following examples are from a repo made by augustl named nethttpcheatsheet. This repo is an excellent resource that will be further sited at the bottom of this post.

Seems complicated, but it isn't too hard. The server will receive the client's key and certificate, this allows the server to run the verification against the certificate authority. This process is to ensure that only authorized people can access the service. Mutual auth is most often encountered when dealing with financial or health information where it is extremely important to secure services. This practice is quite often used with a self-signed certificate.

A certificate is considered self signed when the subject of the certificate and the issuer of the certificate are the same. When this is the case a certificate authority must be generated that knows about this "self signed cert". Then in order to authenticate you have to present a certificate which can be verified against this generated certificate authority (by both server and client).

Alright, that about wraps up the whirl wind tour of SSL and how to setup mutual auth. I hope if you ever find yourself banging your head against a wall this post will help. Thanks for reading!

Resources

Method Signatures You Can Sink Your Teeth Into

Thu, 07 Mar 2013 00:00:00 -0500

Method Signatures You Can Sink Your Teeth Into

Hello everyone,

I've written another article for Rubysource.

In it I review a few of the ways Rubyists use to create methods and create flexible interfaces to them.

So be sure to give it a look:

Method Signatures You Can Sink Your Teeth Into

Thanks for reading.

Best regards, Jonathan Jackson

Code Metrics and You

Thu, 03 Jan 2013 00:00:00 -0500

Code Metrics and You

Hello everyone,

I've written another article for Rubysource.

In it I discuss some of the basic ways to measure complexity in your code. Hopefully, it will give you ways to gain better insight into the troublesome areas of your code.

So be sure to give it a look:

Code Metrics and You

Thanks for reading.

Best regards, Jonathan Jackson

Try and Try Again

Mon, 15 Oct 2012 00:00:00 -0400

Try and Try Again

Attending MagicRuby this year provided me with many take-aways that I would like to discuss. One of these is that of the NullObject Pattern (NOP). There were a number of great presentations there, and I know this topic probably old hat for some of the longer-bearded fellows, but I really like the idea.

I saw a brief glimpse into the NullObject pattern during Ben Orenstein's talk about refactoring [1]. Essentially, the Null Object pattern allows you to create a neutral object that takes the place of Nil. In fancy terms, the NOP lets the client to ignore the difference between a null operation and a real operation via an abstraction layer.

I know your first question will invariablly be: Why?

The Why

Why would you use the Null Object pattern? Let's go into a simple example.

Contact Support — GitHub Status — @githubstatus

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So this is pretty straightforward.  We want to be able to display the assigned supervisors' name, and if the supervisor hasn't been set yet, we'd like to display the message "No supervisor assigned."  And this code does that pretty well.  However, as we build this class out this gets pretty messy.  We'll continually have to check for the existence of `supervisor`.  The NullObject pattern helps us to remove this smell.

## The How

Alright, so hopefully you are all on board with at least contemplating using the NullObject pattern, but what's next?  The first thing we need to do is refactor our class a bit.  Supervisor will likely have other methods defined and therefore merits its own class.  So let's do that now:

<script src='https://gist.github.com/3896565.js?file=gist-2.rb'></script><noscript>

```sh
<!DOCTYPE html>
<!--

Hello future GitHubber! I bet you're here to remove those nasty inline styles,
DRY up these templates and make 'em nice and re-usable, right?

Please, don't. https://github.com/styleguide/templates/2.0

-->
<html>
  <head>
    <meta http-equiv="Content-type" content="text/html; charset=utf-8">
    <title>Page not found &middot; GitHub</title>
    <style type="text/css" media="screen">
      body {
        background-color: #f1f1f1;
        margin: 0;
      }
      body,
      input,
      button {
        font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
      }
      .container { margin: 30px auto 40px auto; width: 800px; text-align: center; }

      a { color: #4183c4; text-decoration: none; font-weight: bold; }
      a:hover { text-decoration: underline; }

      h3 { color: #666; }
      ul { list-style: none; padding: 25px 0; }
      li {
        display: inline;
        margin: 10px 50px 10px 0px;
      }
      input[type=text],
      input[type=password] {
        font-size: 13px;
        min-height: 32px;
        margin: 0;
        padding: 7px 8px;
        outline: none;
        color: #333;
        background-color: #fff;
        background-repeat: no-repeat;
        background-position: right center;
        border: 1px solid #ccc;
        border-radius: 3px;
        box-shadow: inset 0 1px 2px rgba(0,0,0,0.075);
        -moz-box-sizing: border-box;
        box-sizing: border-box;
        transition: all 0.15s ease-in;
        -webkit-transition: all 0.15s ease-in 0;
        vertical-align: middle;
      }
      .button {
        position: relative;
        display: inline-block;
        margin: 0;
        padding: 8px 15px;
        font-size: 13px;
        font-weight: bold;
        color: #333;
        text-shadow: 0 1px 0 rgba(255,255,255,0.9);
        white-space: nowrap;
        background-color: #eaeaea;
        background-image: -moz-linear-gradient(#fafafa, #eaeaea);
        background-image: -webkit-linear-gradient(#fafafa, #eaeaea);
        background-image: linear-gradient(#fafafa, #eaeaea);
        background-repeat: repeat-x;
        border-radius: 3px;
        border: 1px solid #ddd;
        border-bottom-color: #c5c5c5;
        box-shadow: 0 1px 3px rgba(0,0,0,.05);
        vertical-align: middle;
        cursor: pointer;
        -moz-box-sizing: border-box;
        box-sizing: border-box;
        -webkit-touch-callout: none;
        -webkit-user-select: none;
        -khtml-user-select: none;
        -moz-user-select: none;
        -ms-user-select: none;
        user-select: none;
        -webkit-appearance: none;
      }
      .button:hover,
      .button:active {
        background-position: 0 -15px;
        border-color: #ccc #ccc #b5b5b5;
      }
      .button:active {
        background-color: #dadada;
        border-color: #b5b5b5;
        background-image: none;
        box-shadow: inset 0 3px 5px rgba(0,0,0,.15);
      }
      .button:focus,
      input[type=text]:focus,
      input[type=password]:focus {
        outline: none;
        border-color: #51a7e8;
        box-shadow: inset 0 1px 2px rgba(0,0,0,.075), 0 0 5px rgba(81,167,232,.5);
      }
      #auth {
        position: absolute;
        top: 0;
        right: 0;
        z-index: 50;
        min-height: 32px;
        background-color: rgba(53,95,120,.4);
        padding: 7px 10px;
        border-bottom-right-radius: 10px;
        border-bottom-left-radius: 10px;
        box-shadow: 0 3px 0 rgba(0, 0, 0, 0.28);
        display: none;
      }
      #auth h1, #auth p, #auth label {
        display: none;
      }
      .auth-form-body {
        display: inline;
      }
      #auth input[type=text],
      #auth input[type=password] {
        float: left;
        width: 175px;
        margin-right: 9px;
        border: 0;
        background-color: #f5f5f5;
      }
      #auth input[type=text]:focus,
      #auth input[type=password]:focus {
        background-color: #fff;
        box-shadow: 0 0 5px rgba(255,255,255,.5);
      }
      #auth .button {
        border: 0;
      }
      #auth .button:focus {
        box-shadow: 0 0 5px rgba(255,255,255,.5);
      }
      label[for=search] {
        display: block;
        text-align: left;
      }
      #search label {
        font-weight: 200;
        padding: 5px 0;
      }
      #search input[type=text] {
        font-size: 18px;
        width: 705px;
      }
      #search .button {
        padding: 10px;
        width: 90px;
      }
      .logo { display: inline-block; margin-top: 35px; }
      .logo-img-2x { display: none; }
      @media
      only screen and (-webkit-min-device-pixel-ratio: 2),
      only screen and (   min--moz-device-pixel-ratio: 2),
      only screen and (     -o-min-device-pixel-ratio: 2/1),
      only screen and (        min-device-pixel-ratio: 2),
      only screen and (                min-resolution: 192dpi),
      only screen and (                min-resolution: 2dppx) {
        .logo-img-1x { display: none; }
        .logo-img-2x { display: inline-block; }
      }
      #suggestions {
        margin-top: 35px;
        color: #ccc;
      }
      #suggestions a {
        color: #666666;
        font-weight: 200;
        font-size: 14px;
        margin: 0 10px;
      }

      #parallax_wrapper {
        position: relative;
        z-index: 0;
        transition: all 0.25s ease-in;
        -webkit-transition: all 0.25s ease-in 0;
      }
      #parallax_field {
        overflow: hidden;
        position: absolute;
        left: 0;
        top: 0;
        height: 370px;
        width: 100%;
      }
      #parallax_field #parallax_bg {
        position: absolute;
        top: -20px;
        left: -20px;
        width: 110%;
        height: 425px;
        z-index: 1;
      }
      #parallax_illustration {
        display: block;
        margin: 0 auto;
        width: 940px;
        height: 370px;
        position: relative;
        overflow: hidden;
        clear: both;
      }
      #parallax_illustration img {
        position: absolute;
      }
      #parallax_illustration #parallax_error_text {
        top: 72px;
        left: 72px;
        z-index: 10;
      }
      #parallax_illustration #parallax_octocat {
        top: 94px;
        left: 356px;
        z-index: 9;
      }
      #parallax_illustration #parallax_speeder {
        top: 150px;
        left: 432px;
        z-index: 8;
      }
      #parallax_illustration #parallax_octocatshadow {
        top: 297px;
        left: 371px;
        z-index: 7;
      }
      #parallax_illustration #parallax_speedershadow {
        top: 263px;
        left: 442px;
        z-index: 6;
      }
      #parallax_illustration #parallax_building_1 {
        top: 73px;
        left: 467px;
        z-index: 5;
      }
      #parallax_illustration #parallax_building_2 {
        top: 113px;
        left: 762px;
        z-index: 4;
      }
    </style>
  </head>
  <body>

    <div id="parallax_wrapper">
      <div id="parallax_field">
        <img alt="building" class="js-plaxify" data-invert="true" data-xrange="0" data-yrange="20" height="415" id="parallax_bg" width="940"
        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" 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" />

        <img alt="Octobi Wan Catnobi" class="js-plaxify" data-xrange="10" data-yrange="10" height="230" id="parallax_octocat" width="188"
        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" />

        <img alt="land speeder" class="js-plaxify" data-xrange="10" data-yrange="10" height="156" id="parallax_speeder" width="440"
        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" />

        <img alt="Octobi Wan Catnobi's shadow" class="js-plaxify" data-xrange="10" data-yrange="10" height="49" id="parallax_octocatshadow" width="166"
        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" />

        <img alt="land speeder's shadow" class="js-plaxify" data-xrange="10" data-yrange="10" height="75" id="parallax_speedershadow" width="430"
        src="data:image/png;base64,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" />

        <img alt="building" class="js-plaxify" data-invert="true" data-xrange="50" data-yrange="20" height="123" id="parallax_building_1" width="304"
        src="data:image/png;base64,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" />

        <img alt="building" class="js-plaxify" data-invert="true" data-xrange="75" data-yrange="30" height="50" id="parallax_building_2" width="116"
        src="data:image/png;base64,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" />
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That looks a little better; the supervisor class is now isolated and we have more of a clue as to what the supervisor object is responsible for. However, we still have the same issue. We are asking the object if it's nil in order to display the right #display_name. This is where we'll actually create a NullObject and make it respond to the methods we expect supervisor to know.

Contact Support — GitHub Status — @githubstatus

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</noscript>

So now our class, incorporated with the NullObject, looks like this:

<script src='https://gist.github.com/3896565.js?file=gist-4.rb'></script><noscript>

```sh
<!DOCTYPE html>
<!--

Hello future GitHubber! I bet you're here to remove those nasty inline styles,
DRY up these templates and make 'em nice and re-usable, right?

Please, don't. https://github.com/styleguide/templates/2.0

-->
<html>
  <head>
    <meta http-equiv="Content-type" content="text/html; charset=utf-8">
    <title>Page not found &middot; GitHub</title>
    <style type="text/css" media="screen">
      body {
        background-color: #f1f1f1;
        margin: 0;
      }
      body,
      input,
      button {
        font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
      }
      .container { margin: 30px auto 40px auto; width: 800px; text-align: center; }

      a { color: #4183c4; text-decoration: none; font-weight: bold; }
      a:hover { text-decoration: underline; }

      h3 { color: #666; }
      ul { list-style: none; padding: 25px 0; }
      li {
        display: inline;
        margin: 10px 50px 10px 0px;
      }
      input[type=text],
      input[type=password] {
        font-size: 13px;
        min-height: 32px;
        margin: 0;
        padding: 7px 8px;
        outline: none;
        color: #333;
        background-color: #fff;
        background-repeat: no-repeat;
        background-position: right center;
        border: 1px solid #ccc;
        border-radius: 3px;
        box-shadow: inset 0 1px 2px rgba(0,0,0,0.075);
        -moz-box-sizing: border-box;
        box-sizing: border-box;
        transition: all 0.15s ease-in;
        -webkit-transition: all 0.15s ease-in 0;
        vertical-align: middle;
      }
      .button {
        position: relative;
        display: inline-block;
        margin: 0;
        padding: 8px 15px;
        font-size: 13px;
        font-weight: bold;
        color: #333;
        text-shadow: 0 1px 0 rgba(255,255,255,0.9);
        white-space: nowrap;
        background-color: #eaeaea;
        background-image: -moz-linear-gradient(#fafafa, #eaeaea);
        background-image: -webkit-linear-gradient(#fafafa, #eaeaea);
        background-image: linear-gradient(#fafafa, #eaeaea);
        background-repeat: repeat-x;
        border-radius: 3px;
        border: 1px solid #ddd;
        border-bottom-color: #c5c5c5;
        box-shadow: 0 1px 3px rgba(0,0,0,.05);
        vertical-align: middle;
        cursor: pointer;
        -moz-box-sizing: border-box;
        box-sizing: border-box;
        -webkit-touch-callout: none;
        -webkit-user-select: none;
        -khtml-user-select: none;
        -moz-user-select: none;
        -ms-user-select: none;
        user-select: none;
        -webkit-appearance: none;
      }
      .button:hover,
      .button:active {
        background-position: 0 -15px;
        border-color: #ccc #ccc #b5b5b5;
      }
      .button:active {
        background-color: #dadada;
        border-color: #b5b5b5;
        background-image: none;
        box-shadow: inset 0 3px 5px rgba(0,0,0,.15);
      }
      .button:focus,
      input[type=text]:focus,
      input[type=password]:focus {
        outline: none;
        border-color: #51a7e8;
        box-shadow: inset 0 1px 2px rgba(0,0,0,.075), 0 0 5px rgba(81,167,232,.5);
      }
      #auth {
        position: absolute;
        top: 0;
        right: 0;
        z-index: 50;
        min-height: 32px;
        background-color: rgba(53,95,120,.4);
        padding: 7px 10px;
        border-bottom-right-radius: 10px;
        border-bottom-left-radius: 10px;
        box-shadow: 0 3px 0 rgba(0, 0, 0, 0.28);
        display: none;
      }
      #auth h1, #auth p, #auth label {
        display: none;
      }
      .auth-form-body {
        display: inline;
      }
      #auth input[type=text],
      #auth input[type=password] {
        float: left;
        width: 175px;
        margin-right: 9px;
        border: 0;
        background-color: #f5f5f5;
      }
      #auth input[type=text]:focus,
      #auth input[type=password]:focus {
        background-color: #fff;
        box-shadow: 0 0 5px rgba(255,255,255,.5);
      }
      #auth .button {
        border: 0;
      }
      #auth .button:focus {
        box-shadow: 0 0 5px rgba(255,255,255,.5);
      }
      label[for=search] {
        display: block;
        text-align: left;
      }
      #search label {
        font-weight: 200;
        padding: 5px 0;
      }
      #search input[type=text] {
        font-size: 18px;
        width: 705px;
      }
      #search .button {
        padding: 10px;
        width: 90px;
      }
      .logo { display: inline-block; margin-top: 35px; }
      .logo-img-2x { display: none; }
      @media
      only screen and (-webkit-min-device-pixel-ratio: 2),
      only screen and (   min--moz-device-pixel-ratio: 2),
      only screen and (     -o-min-device-pixel-ratio: 2/1),
      only screen and (        min-device-pixel-ratio: 2),
      only screen and (                min-resolution: 192dpi),
      only screen and (                min-resolution: 2dppx) {
        .logo-img-1x { display: none; }
        .logo-img-2x { display: inline-block; }
      }
      #suggestions {
        margin-top: 35px;
        color: #ccc;
      }
      #suggestions a {
        color: #666666;
        font-weight: 200;
        font-size: 14px;
        margin: 0 10px;
      }

      #parallax_wrapper {
        position: relative;
        z-index: 0;
        transition: all 0.25s ease-in;
        -webkit-transition: all 0.25s ease-in 0;
      }
      #parallax_field {
        overflow: hidden;
        position: absolute;
        left: 0;
        top: 0;
        height: 370px;
        width: 100%;
      }
      #parallax_field #parallax_bg {
        position: absolute;
        top: -20px;
        left: -20px;
        width: 110%;
        height: 425px;
        z-index: 1;
      }
      #parallax_illustration {
        display: block;
        margin: 0 auto;
        width: 940px;
        height: 370px;
        position: relative;
        overflow: hidden;
        clear: both;
      }
      #parallax_illustration img {
        position: absolute;
      }
      #parallax_illustration #parallax_error_text {
        top: 72px;
        left: 72px;
        z-index: 10;
      }
      #parallax_illustration #parallax_octocat {
        top: 94px;
        left: 356px;
        z-index: 9;
      }
      #parallax_illustration #parallax_speeder {
        top: 150px;
        left: 432px;
        z-index: 8;
      }
      #parallax_illustration #parallax_octocatshadow {
        top: 297px;
        left: 371px;
        z-index: 7;
      }
      #parallax_illustration #parallax_speedershadow {
        top: 263px;
        left: 442px;
        z-index: 6;
      }
      #parallax_illustration #parallax_building_1 {
        top: 73px;
        left: 467px;
        z-index: 5;
      }
      #parallax_illustration #parallax_building_2 {
        top: 113px;
        left: 762px;
        z-index: 4;
      }
    </style>
  </head>
  <body>

    <div id="parallax_wrapper">
      <div id="parallax_field">
        <img alt="building" class="js-plaxify" data-invert="true" data-xrange="0" data-yrange="20" height="415" id="parallax_bg" width="940"
        src="data:image/jpeg;base64,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" 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" />

        <img alt="Octobi Wan Catnobi" class="js-plaxify" data-xrange="10" data-yrange="10" height="230" id="parallax_octocat" width="188"
        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" />

        <img alt="land speeder" class="js-plaxify" data-xrange="10" data-yrange="10" height="156" id="parallax_speeder" width="440"
        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" />

        <img alt="Octobi Wan Catnobi's shadow" class="js-plaxify" data-xrange="10" data-yrange="10" height="49" id="parallax_octocatshadow" width="166"
        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" />

        <img alt="land speeder's shadow" class="js-plaxify" data-xrange="10" data-yrange="10" height="75" id="parallax_speedershadow" width="430"
        src="data:image/png;base64,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" />

        <img alt="building" class="js-plaxify" data-invert="true" data-xrange="50" data-yrange="20" height="123" id="parallax_building_1" width="304"
        src="data:image/png;base64,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" />

        <img alt="building" class="js-plaxify" data-invert="true" data-xrange="75" data-yrange="30" height="50" id="parallax_building_2" width="116"
        src="data:image/png;base64,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" />
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What did we just do?

We placed an abstraction layer between Project and 'Supervisor'. Depending on how you initialize Project supervisor will be a class of either Supervisor or NullSupervisor. This difference is transparent to the Client, in this case class Project, and allows you to be more declarative in your code.

** Side note **

The use of Struct.new to reveal the intent of the supervisor array is taken from both Ben, who mentioned something similar in his talk, and from Sandi Metz' book Practical Object Oriented Design [2]

The Downside

The downside that was immediately brought to bear during the Q&A section was that the creation of the NullObject introduces coupling between NullObject and Object (In this case NullSupervisor & Supervisor).

A quick definition of coupling is "the degree to which each program module relies on each one of the other modules."[3] In this case, any time you add a method to Supervisor you must create a mirror of it on NullSupervisor.

Personally, I think if you want to have custom fuctions for a NullObject represenation of a particular data structure, you should actually put some thought into it, so this coupling doesn't bother me too much. It's pretty easy to understand and allows you to write code with authority. However, sometimes this just isn't the right fit, and if it's not, go with something else.

Conclusion

The NullObject pattern can be used in many more cases than this, and in many different ways. Learning about this pattern has helped me to think through the instances where I would normally have just used a conditional. Thinking about how your code works, and what callers will send to your object, will help you write more understandable code.

Thanks for reading.

edit: Edited the gists to pass supervisor in as an object, rather than an Array. Also, set default in initialize params rather than by ternary. Link to comment which pointed this out. Thanks safiire.

References

1.) Ben Orenstein's talk from Scottish Ruby
2.) Practical Object-Oriented Design in Ruby - Sandi Metz
3.) Wiki Entry on Null Object Pattern

I hadn't read all of the additional references section until after I'd finished work on this article. Some really great stuff here. Take special note of Avdi's article, as it covers this topic in more depth.

Additional References

Null Objects and Falsiness - Avdi Grimm
Old school article with very useful graph describing NOP (Java - yuck)
Design Patterns in the Wild: Null Object - Josh Clayton