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Here you can Sed posuere consectetur est at lobortis. Donec ullamcorper nulla non metus auctor fringilla. Maecenas sed diam eget risus varius blandit sit amet non magna. Donec id elit non mi porta gravida at eget metus. Praesent commodo cursus magna, vel scelerisque nisl consectetur et.

            
              <h1 class="chromatic">Vote Early &amp; Vote Often</h1>

<p>
<a href="/2016/05/chromatic-web-fonts-redux.html">Return to the original post</a>.
</p>

<p>
2016 Promises to be a banner year for election coverage and feelings of disenfranchisement in the United States of America.
</p>

<h2 class="chromatic">The Candidates</h2>

<p>
Let us examine our candidates so we can be a better-informed electorate.
</p>

<h3 class="chromatic">The One Everyone Fears Will Win</h3>

<p>
And therefore there’s nothing in the middle. I don’t live in the middle anymore. That’s where you get slaughtered. That’s where you get embarrassed in front of the prom queen. And it’s just not an option.
</p>

<h3 class="chromatic">The One No One Else Wants</h3>

<p>
Doctrine view from nowhere recontextualize 5% corruption, serendipity hackgate semipermeable rubber cement. Dead trees recontextualize Rupert Murdoch. Buttry election-night hologram newsonomics media diet fair use.
</p>
            
          
!
            
              @import url(https://fonts.googleapis.com/css?family=Lato:400,700);

body {
  margin: 0;
  padding: 2vw 4vw;
  font-size: 100%;
  font-family: Lato, Arial, sans-serif;
  background-color: #e5c795;
  background-image: url(data:image/jpeg;base64,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);
  background-repeat: repeat;
  background-size: initial;
}

h1 {
  font-size: 550%;
  font-size: 8.5vw;
  font-weight: normal;
  margin: 0;
  /* These styles are because the Bungee Shade typeface does not match the letter size of the other two, so it is not a perfect chromatic. */
  line-height: 1;
}

h2 {
  font-size: 550%;
  font-size: 8vw;
  font-weight: normal;
  margin: .5em 0 0 0;
  /* These styles are because the Bungee Shade typeface does not match the letter size of the other two, so it is not a perfect chromatic. */
  line-height: 1;
}

h3 {
  font-size: 400%;
  font-size: 6vw;
  font-weight: normal;
  margin: 1em 0 0 0;
  /* These styles are because the Bungee Shade typeface does not match the letter size of the other two, so it is not a perfect chromatic. */
  line-height: 1;
}

a, a:link, a:visited {
	color: #c00;
}

a:hover, a:focus {
	color: #000;
}

.chromatic {
  position: relative;
  color: rgba(255, 255, 255, .85);
  font-family: 'Bungee';
}

.chromatic::before,
.chromatic::after {
  content: attr(data-copy);
  position: absolute;
}

.chromatic::before {
  z-index: 3;
  color: rgba(255, 51, 51, .9);
  font-family: 'Bungee Shade';
  margin-left: -0.02em;
  speak: none;
  /* not supported anywhere */
  /* These styles are because the Bungee Shade typeface does not match the letter size of the other two, so it is not a perfect chromatic. */
  margin-left: -0.12em;
  margin-top: 0.01em;
  letter-spacing: -0.1em;
}

.chromatic::after {
  z-index: 5;
  /*left: 4vw;
  top: 2vw;*/
  left: 0;
  top: 0;
  color: rgba(0, 0, 0, .5);
  font-family: 'Bungee Hairline';
  margin-top: 0.02em;
  speak: none;
  /* not supported anywhere */
}

.chromatic + span {
  position: absolute;
  clip: rect(1px 1px 1px 1px);
  /* for Internet Explorer */
  clip: rect(1px, 1px, 1px, 1px);
  padding: 0;
  border: 0;
  height: 1px;
  width: 1px;
  overflow: hidden;
  /* best practice taken from https://www.paciellogroup.com/blog/2012/05/html5-accessibility-chops-hidden-and-aria-hidden/ */
}

/* Because maybe we want to use additional typefaces arbitrarily (by class instead of specific element). */
.chromatic.font2, .chromatic.font2::before, .chromatic.font2::after {
  font-family: Verdana;
}

h2.chromatic {
  color: rgba(255,255,255,1);
  /*font-family: 'Bungee';*/
}

h2.chromatic::before {
  color: rgba(255,0,0,1);
  margin-left: 0;
  /* These styles are because the Bungee Shade typeface does not match the letter size of the other two, so it is not a perfect chromatic. */
  margin-left: -0.12em;
  margin-top: 0.01em;
  letter-spacing: -0.1em;
}

h2.chromatic::after {
  color: rgba(51,51,255,1);
  margin-top: 0;
}

h3.chromatic {
  color: #fff;
  /*font-family: 'Bungee';*/
  text-shadow: -1px -1px 0 #000, 1px -1px 0 #000, -1px 1px 0 #000, 1px 1px 0 #000;
}

h3.chromatic::before {
  color: #00c;
  /*font-family: 'Bungee Hairline';*/
  text-shadow: none;
  margin-left: 0;
  /* These styles are because the Bungee Shade typeface does not match the letter size of the other two, so it is not a perfect chromatic. */
  margin-left: -0.12em;
  margin-top: 0.01em;
  letter-spacing: -0.1em;
}

h3.chromatic::after {
  color: #f00;
  /*font-family: 'Bungee Shade';*/
  text-shadow: none;
  margin-top: 0;
}

button.foo {
  font-size: 20vw;
  position: relative;
  display: block;
  box-sizing: border-box;
  border: .1em solid #f00;
  padding: .5em
}
            
          
!
            
              function A11yChromatic(chromaticClass) {
  try {
    // Get everything that has the chromatics class.
    var chromatics = document.getElementsByClassName(chromaticClass);
    // Loop through everything that has the chromatic class.
    for (var i = 0, len = chromatics.length; i < len; i++) {
      // Set the current array item to a variable.
      var currChromatic = chromatics[i];
      // Duplicate the element of the current array item (before we add stuff to it below).
      var dupeChromatic = currChromatic.cloneNode(true);
      // Get the text content of the current array element.
      currChromaticText = currChromatic.textContent;
      // Now create the data-copy attribute we use for the CSS.
      currChromatic.setAttribute('data-copy', currChromaticText);
      // Add aria-hidden to the original node.
      currChromatic.setAttribute('aria-hidden', 'true');
      // Remove the class from the duplicated node.
      dupeChromatic.className = '';
      // Create a .
      var chromaticGen = document.createElement("span");
      // Put the  immediately after the current array item, as a sibling not a child, then add the duplicated node as its child.
      currChromatic.parentNode.insertBefore(chromaticGen, currChromatic.nextSibling).appendChild(dupeChromatic);
    }
  } catch (e) {
    console.log(e);
  }
}

A11yChromatic('chromatic');
            
          
!
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