File: formatters_test_REF.pandoc2html

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<!DOCTYPE html>
<HTML>
<HEAD>

<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1">

<script type="text/x-mathjax-config">
    MathJax.Hub.Config({
    extensions: ["tex2jax.js"],
    jax: ["input/LaTeX", "output/HTML-CSS"],
    "HTML-CSS": { availableFonts: ["TeX"] }
    });
</script>

<script type="text/javascript"
    src="https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML">
</script>

<style>

@font-face {
  font-family: 'Raleway';
  font-style: normal;
  font-weight: 300;
  src: local('Raleway Light'), local('Raleway-Light'), url(http://fonts.gstatic.com/s/raleway/v9/-_Ctzj9b56b8RgXW8FArifk_vArhqVIZ0nv9q090hN8.woff2) format('woff2');
}
@font-face {
  font-family: 'Raleway';
  font-style: normal;
  font-weight: 400;
  src: local('Raleway'), url(http://fonts.gstatic.com/s/raleway/v9/0dTEPzkLWceF7z0koJaX1A.woff2) format('woff2');
}
@font-face {
  font-family: 'Raleway';
  font-style: normal;
  font-weight: 600;
  src: local('Raleway SemiBold'), local('Raleway-SemiBold'), url(http://fonts.gstatic.com/s/raleway/v9/xkvoNo9fC8O2RDydKj12b_k_vArhqVIZ0nv9q090hN8.woff2) format('woff2');
}
html {
  font-family: sans-serif; /* 1 */
  -ms-text-size-adjust: 100%; /* 2 */
  -webkit-text-size-adjust: 100%; /* 2 */
}
body {
  margin: 0;
}
article,
aside,
details,
figcaption,
figure,
footer,
header,
hgroup,
main,
menu,
nav,
section,
summary {
  display: block;
}
audio,
canvas,
progress,
video {
  display: inline-block; /* 1 */
  vertical-align: baseline; /* 2 */
}
audio:not([controls]) {
  display: none;
  height: 0;
}
[hidden],
template {
  display: none;
}
a:active,
a:hover {
  outline: 0;
}
abbr[title] {
  border-bottom: 1px dotted;
}
b,
strong {
  font-weight: bold;
}
dfn {
  font-style: italic;
}
h1 {
  font-size: 2em;
  margin: 0.67em 0;
}
mark {
  background: #ff0;
  color: #000;
}
small {
  font-size: 80%;
}
sub,
sup {
  font-size: 75%;
  line-height: 0;
  position: relative;
  vertical-align: baseline;
}
sup {
  top: -0.5em;
}
sub {
  bottom: -0.25em;
}
img {
  border: 0;
}
svg:not(:root) {
  overflow: hidden;
}
figure {
  margin: 1em 40px;
}
hr {
  -moz-box-sizing: content-box;
  box-sizing: content-box;
  height: 0;
}
pre {
  overflow: auto;
}
code,
kbd,
pre,
samp {
  font-family: monospace, monospace;
  font-size: 1em;
}
button,
input,
optgroup,
select,
textarea {
  color: inherit; /* 1 */
  font: inherit; /* 2 */
  margin: 0; /* 3 */
}
button {
  overflow: visible;
}
button,
select {
  text-transform: none;
}
button,
html input[type="button"], /* 1 */
input[type="reset"],
input[type="submit"] {
  -webkit-appearance: button; /* 2 */
  cursor: pointer; /* 3 */
}
button[disabled],
html input[disabled] {
  cursor: default;
}
button::-moz-focus-inner,
input::-moz-focus-inner {
  border: 0;
  padding: 0;
}
input {
  line-height: normal;
}
input[type="checkbox"],
input[type="radio"] {
  box-sizing: border-box; /* 1 */
  padding: 0; /* 2 */
}
input[type="number"]::-webkit-inner-spin-button,
input[type="number"]::-webkit-outer-spin-button {
  height: auto;
}
input[type="search"] {
  -webkit-appearance: textfield; /* 1 */
  -moz-box-sizing: content-box;
  -webkit-box-sizing: content-box; /* 2 */
  box-sizing: content-box;
}
input[type="search"]::-webkit-search-cancel-button,
input[type="search"]::-webkit-search-decoration {
  -webkit-appearance: none;
}
fieldset {
  border: 1px solid #c0c0c0;
  margin: 0 2px;
  padding: 0.35em 0.625em 0.75em;
}
legend {
  border: 0; /* 1 */
  padding: 0; /* 2 */
}
textarea {
  overflow: auto;
}
optgroup {
  font-weight: bold;
}
table {
  border-collapse: collapse;
  border-spacing: 0;
}
td,
th {
  padding: 0;
}


/*
* Skeleton V2.0.4
* Copyright 2014, Dave Gamache
* www.getskeleton.com
* Free to use under the MIT license.
* http://www.opensource.org/licenses/mit-license.php
* 12/29/2014
*/
.container {
  position: relative;
  width: 100%;
  max-width: 960px;
  margin: 0 auto;
  padding: 0 20px;
  box-sizing: border-box; }
.column,
.columns {
  width: 100%;
  float: left;
  box-sizing: border-box; }
@media (min-width: 400px) {
  .container {
    width: 85%;
    padding: 0; }
}
@media (min-width: 550px) {
  .container {
    width: 80%; }
  .column,
  .columns {
    margin-left: 4%; }
  .column:first-child,
  .columns:first-child {
    margin-left: 0; }

  .one.column,
  .one.columns                    { width: 4.66666666667%; }
  .two.columns                    { width: 13.3333333333%; }
  .three.columns                  { width: 22%;            }
  .four.columns                   { width: 30.6666666667%; }
  .five.columns                   { width: 39.3333333333%; }
  .six.columns                    { width: 48%;            }
  .seven.columns                  { width: 56.6666666667%; }
  .eight.columns                  { width: 65.3333333333%; }
  .nine.columns                   { width: 74.0%;          }
  .ten.columns                    { width: 82.6666666667%; }
  .eleven.columns                 { width: 91.3333333333%; }
  .twelve.columns                 { width: 100%; margin-left: 0; }

  .one-third.column               { width: 30.6666666667%; }
  .two-thirds.column              { width: 65.3333333333%; }

  .one-half.column                { width: 48%; }

  /* Offsets */
  .offset-by-one.column,
  .offset-by-one.columns          { margin-left: 8.66666666667%; }
  .offset-by-two.column,
  .offset-by-two.columns          { margin-left: 17.3333333333%; }
  .offset-by-three.column,
  .offset-by-three.columns        { margin-left: 26%;            }
  .offset-by-four.column,
  .offset-by-four.columns         { margin-left: 34.6666666667%; }
  .offset-by-five.column,
  .offset-by-five.columns         { margin-left: 43.3333333333%; }
  .offset-by-six.column,
  .offset-by-six.columns          { margin-left: 52%;            }
  .offset-by-seven.column,
  .offset-by-seven.columns        { margin-left: 60.6666666667%; }
  .offset-by-eight.column,
  .offset-by-eight.columns        { margin-left: 69.3333333333%; }
  .offset-by-nine.column,
  .offset-by-nine.columns         { margin-left: 78.0%;          }
  .offset-by-ten.column,
  .offset-by-ten.columns          { margin-left: 86.6666666667%; }
  .offset-by-eleven.column,
  .offset-by-eleven.columns       { margin-left: 95.3333333333%; }

  .offset-by-one-third.column,
  .offset-by-one-third.columns    { margin-left: 34.6666666667%; }
  .offset-by-two-thirds.column,
  .offset-by-two-thirds.columns   { margin-left: 69.3333333333%; }

  .offset-by-one-half.column,
  .offset-by-one-half.columns     { margin-left: 52%; }

}
html {
  font-size: 62.5%; }
body {
  font-size: 1.5em; /* currently ems cause chrome bug misinterpreting rems on body element */
  line-height: 1.6;
  font-weight: 400;
  font-family: "Raleway", "HelveticaNeue", "Helvetica Neue", Helvetica, Arial, sans-serif;
  color: #222; }
h1, h2, h3, h4, h5, h6 {
  margin-top: 0;
  margin-bottom: 2rem;
  font-weight: 300; }
h1 { font-size: 3.6rem; line-height: 1.2;  letter-spacing: -.1rem;}
h2 { font-size: 3.4rem; line-height: 1.25; letter-spacing: -.1rem; }
h3 { font-size: 3.2rem; line-height: 1.3;  letter-spacing: -.1rem; }
h4 { font-size: 2.8rem; line-height: 1.35; letter-spacing: -.08rem; }
h5 { font-size: 2.4rem; line-height: 1.5;  letter-spacing: -.05rem; }
h6 { font-size: 1.5rem; line-height: 1.6;  letter-spacing: 0; }

p {
  margin-top: 0; }
a {
  color: #1EAEDB; }
a:hover {
  color: #0FA0CE; }
.button,
button,
input[type="submit"],
input[type="reset"],
input[type="button"] {
  display: inline-block;
  height: 38px;
  padding: 0 30px;
  color: #555;
  text-align: center;
  font-size: 11px;
  font-weight: 600;
  line-height: 38px;
  letter-spacing: .1rem;
  text-transform: uppercase;
  text-decoration: none;
  white-space: nowrap;
  background-color: transparent;
  border-radius: 4px;
  border: 1px solid #bbb;
  cursor: pointer;
  box-sizing: border-box; }
.button:hover,
button:hover,
input[type="submit"]:hover,
input[type="reset"]:hover,
input[type="button"]:hover,
.button:focus,
button:focus,
input[type="submit"]:focus,
input[type="reset"]:focus,
input[type="button"]:focus {
  color: #333;
  border-color: #888;
  outline: 0; }
.button.button-primary,
button.button-primary,
input[type="submit"].button-primary,
input[type="reset"].button-primary,
input[type="button"].button-primary {
  color: #FFF;
  background-color: #33C3F0;
  border-color: #33C3F0; }
.button.button-primary:hover,
button.button-primary:hover,
input[type="submit"].button-primary:hover,
input[type="reset"].button-primary:hover,
input[type="button"].button-primary:hover,
.button.button-primary:focus,
button.button-primary:focus,
input[type="submit"].button-primary:focus,
input[type="reset"].button-primary:focus,
input[type="button"].button-primary:focus {
  color: #FFF;
  background-color: #1EAEDB;
  border-color: #1EAEDB; }
input[type="email"],
input[type="number"],
input[type="search"],
input[type="text"],
input[type="tel"],
input[type="url"],
input[type="password"],
textarea,
select {
  height: 38px;
  padding: 6px 10px; /* The 6px vertically centers text on FF, ignored by Webkit */
  background-color: #fff;
  border: 1px solid #D1D1D1;
  border-radius: 4px;
  box-shadow: none;
  box-sizing: border-box; }
/* Removes awkward default styles on some inputs for iOS */
input[type="email"],
input[type="number"],
input[type="search"],
input[type="text"],
input[type="tel"],
input[type="url"],
input[type="password"],
textarea {
  -webkit-appearance: none;
     -moz-appearance: none;
          appearance: none; }
textarea {
  min-height: 65px;
  padding-top: 6px;
  padding-bottom: 6px; }
input[type="email"]:focus,
input[type="number"]:focus,
input[type="search"]:focus,
input[type="text"]:focus,
input[type="tel"]:focus,
input[type="url"]:focus,
input[type="password"]:focus,
textarea:focus,
select:focus {
  border: 1px solid #33C3F0;
  outline: 0; }
label,
legend {
  display: block;
  margin-bottom: .5rem;
  font-weight: 600; }
fieldset {
  padding: 0;
  border-width: 0; }
input[type="checkbox"],
input[type="radio"] {
  display: inline; }
label > .label-body {
  display: inline-block;
  margin-left: .5rem;
  font-weight: normal; }
ul {
  list-style: circle inside; }
ol {
  list-style: decimal inside; }
ol, ul {
  padding-left: 0;
  margin-top: 0; }
ul ul,
ul ol,
ol ol,
ol ul {
  margin: 1.5rem 0 1.5rem 3rem;
  font-size: 90%; }
li {
  margin-bottom: 1rem; }
th,
td {
  padding: 12px 15px;
  text-align: left;
  border-bottom: 1px solid #E1E1E1; }
th:first-child,
td:first-child {
  padding-left: 0; }
th:last-child,
td:last-child {
  padding-right: 0; }
button,
.button {
  margin-bottom: 1rem; }
input,
textarea,
select,
fieldset {
  margin-bottom: 1.5rem; }
pre,
blockquote,
dl,
figure,
table,
p,
ul,
ol,
form {
  margin-bottom: 2.5rem; }
.u-full-width {
  width: 100%;
  box-sizing: border-box; }
.u-max-full-width {
  max-width: 100%;
  box-sizing: border-box; }
.u-pull-right {
  float: right; }
.u-pull-left {
  float: left; }
hr {
  margin-top: 3rem;
  margin-bottom: 3.5rem;
  border-width: 0;
  border-top: 1px solid #E1E1E1; }
.container:after,
.row:after,
.u-cf {
  content: "";
  display: table;
  clear: both; }

pre {
  display: block;
  padding: 9.5px;
  margin: 0 0 10px;
  font-size: 13px;
  line-height: 1.42857143;
  color: #333;
  word-break: break-all;
  word-wrap: break-word;
  background-color: #f5f5f5;
  border: 1px solid #ccc;
  border-radius: 4px;
}
code,
kbd,
pre,
samp {
  font-family: Menlo, Monaco, Consolas, "Courier New", monospace;
}
code {
  padding: 2px 4px;
  font-size: 90%;
  color: #c7254e;
  background-color: #f9f2f4;
  border-radius: 4px;
}

@media (min-width: 400px) {}
@media (min-width: 550px) {}
@media (min-width: 750px) {}
@media (min-width: 1000px) {}
@media (min-width: 1200px) {}

</style>

<style>
.hll { background-color: #ffffcc }
.c { color: #408080; font-style: italic } /* Comment */
.err { border: 1px solid #FF0000 } /* Error */
.k { color: #008000; font-weight: bold } /* Keyword */
.o { color: #666666 } /* Operator */
.ch { color: #408080; font-style: italic } /* Comment.Hashbang */
.cm { color: #408080; font-style: italic } /* Comment.Multiline */
.cp { color: #BC7A00 } /* Comment.Preproc */
.cpf { color: #408080; font-style: italic } /* Comment.PreprocFile */
.c1 { color: #408080; font-style: italic } /* Comment.Single */
.cs { color: #408080; font-style: italic } /* Comment.Special */
.gd { color: #A00000 } /* Generic.Deleted */
.ge { font-style: italic } /* Generic.Emph */
.gr { color: #FF0000 } /* Generic.Error */
.gh { color: #000080; font-weight: bold } /* Generic.Heading */
.gi { color: #00A000 } /* Generic.Inserted */
.go { color: #888888 } /* Generic.Output */
.gp { color: #000080; font-weight: bold } /* Generic.Prompt */
.gs { font-weight: bold } /* Generic.Strong */
.gu { color: #800080; font-weight: bold } /* Generic.Subheading */
.gt { color: #0044DD } /* Generic.Traceback */
.kc { color: #008000; font-weight: bold } /* Keyword.Constant */
.kd { color: #008000; font-weight: bold } /* Keyword.Declaration */
.kn { color: #008000; font-weight: bold } /* Keyword.Namespace */
.kp { color: #008000 } /* Keyword.Pseudo */
.kr { color: #008000; font-weight: bold } /* Keyword.Reserved */
.kt { color: #B00040 } /* Keyword.Type */
.m { color: #666666 } /* Literal.Number */
.s { color: #BA2121 } /* Literal.String */
.na { color: #7D9029 } /* Name.Attribute */
.nb { color: #008000 } /* Name.Builtin */
.nc { color: #0000FF; font-weight: bold } /* Name.Class */
.no { color: #880000 } /* Name.Constant */
.nd { color: #AA22FF } /* Name.Decorator */
.ni { color: #999999; font-weight: bold } /* Name.Entity */
.ne { color: #D2413A; font-weight: bold } /* Name.Exception */
.nf { color: #0000FF } /* Name.Function */
.nl { color: #A0A000 } /* Name.Label */
.nn { color: #0000FF; font-weight: bold } /* Name.Namespace */
.nt { color: #008000; font-weight: bold } /* Name.Tag */
.nv { color: #19177C } /* Name.Variable */
.ow { color: #AA22FF; font-weight: bold } /* Operator.Word */
.w { color: #bbbbbb } /* Text.Whitespace */
.mb { color: #666666 } /* Literal.Number.Bin */
.mf { color: #666666 } /* Literal.Number.Float */
.mh { color: #666666 } /* Literal.Number.Hex */
.mi { color: #666666 } /* Literal.Number.Integer */
.mo { color: #666666 } /* Literal.Number.Oct */
.sa { color: #BA2121 } /* Literal.String.Affix */
.sb { color: #BA2121 } /* Literal.String.Backtick */
.sc { color: #BA2121 } /* Literal.String.Char */
.dl { color: #BA2121 } /* Literal.String.Delimiter */
.sd { color: #BA2121; font-style: italic } /* Literal.String.Doc */
.s2 { color: #BA2121 } /* Literal.String.Double */
.se { color: #BB6622; font-weight: bold } /* Literal.String.Escape */
.sh { color: #BA2121 } /* Literal.String.Heredoc */
.si { color: #BB6688; font-weight: bold } /* Literal.String.Interpol */
.sx { color: #008000 } /* Literal.String.Other */
.sr { color: #BB6688 } /* Literal.String.Regex */
.s1 { color: #BA2121 } /* Literal.String.Single */
.ss { color: #19177C } /* Literal.String.Symbol */
.bp { color: #008000 } /* Name.Builtin.Pseudo */
.fm { color: #0000FF } /* Name.Function.Magic */
.vc { color: #19177C } /* Name.Variable.Class */
.vg { color: #19177C } /* Name.Variable.Global */
.vi { color: #19177C } /* Name.Variable.Instance */
.vm { color: #19177C } /* Name.Variable.Magic */
.il { color: #666666 } /* Literal.Number.Integer.Long */
</style>





<style>
h1.title {margin-top : 20px}
img {max-width : 100%}

#From nbconvert
.ansi-black-fg { color: #3E424D; }
.ansi-black-bg { background-color: #3E424D; }
.ansi-black-intense-fg { color: #282C36; }
.ansi-black-intense-bg { background-color: #282C36; }
.ansi-red-fg { color: #E75C58; }
.ansi-red-bg { background-color: #E75C58; }
.ansi-red-intense-fg { color: #B22B31; }
.ansi-red-intense-bg { background-color: #B22B31; }
.ansi-green-fg { color: #00A250; }
.ansi-green-bg { background-color: #00A250; }
.ansi-green-intense-fg { color: #007427; }
.ansi-green-intense-bg { background-color: #007427; }
.ansi-yellow-fg { color: #DDB62B; }
.ansi-yellow-bg { background-color: #DDB62B; }
.ansi-yellow-intense-fg { color: #B27D12; }
.ansi-yellow-intense-bg { background-color: #B27D12; }
.ansi-blue-fg { color: #208FFB; }
.ansi-blue-bg { background-color: #208FFB; }
.ansi-blue-intense-fg { color: #0065CA; }
.ansi-blue-intense-bg { background-color: #0065CA; }
.ansi-magenta-fg { color: #D160C4; }
.ansi-magenta-bg { background-color: #D160C4; }
.ansi-magenta-intense-fg { color: #A03196; }
.ansi-magenta-intense-bg { background-color: #A03196; }
.ansi-cyan-fg { color: #60C6C8; }
.ansi-cyan-bg { background-color: #60C6C8; }
.ansi-cyan-intense-fg { color: #258F8F; }
.ansi-cyan-intense-bg { background-color: #258F8F; }
.ansi-white-fg { color: #C5C1B4; }
.ansi-white-bg { background-color: #C5C1B4; }
.ansi-white-intense-fg { color: #A1A6B2; }
.ansi-white-intense-bg { background-color: #A1A6B2; }

.ansi-bold { font-weight: bold; }
</style>

</HEAD>
<BODY>
    <div class ="container">
        <div class = "row">
            <div class = "col-md-12 twelve columns">



<div class="highlight"><pre><span></span><span class="kn">from</span> <span class="nn">pylab</span> <span class="kn">import</span> <span class="o">*</span>
<span class="n">x</span> <span class="o">=</span> <span class="n">linspace</span><span class="p">(</span><span class="mi">0</span><span class="p">,</span> <span class="mi">2</span><span class="o">*</span><span class="n">pi</span><span class="p">,</span> <span class="mi">1000</span><span class="p">)</span>
</pre></div>




<div class="highlight"><pre><span></span><span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sin</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
</pre></div>
<img 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" 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<figure>
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" width="600"/>
<figcaption >Sinc function</figcaption>
</figure>



<div class="highlight"><pre><span></span><span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sinc</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
</pre></div>
<figure>
<img 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" width="600"/>
<figcaption data-label = "fig:sinc">Sinc function</figcaption>
</figure>



<div class="highlight"><pre><span></span><span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sinc</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
</pre></div>
<figure>
<img 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" width="50%"/>
<figcaption data-label = "fig:sinc">Sinc function</figcaption>
</figure>



<div class="highlight"><pre><span></span><span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sinc</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
</pre></div>
<figure>
<img 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" width="50%"/>
<figcaption >Sinc function</figcaption>
</figure>



<div class="highlight"><pre><span></span><span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sinc</span><span class="p">(</span><span class="n">x</span><span class="p">))</span>
</pre></div>
<figure>
<img 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" width="50%"/>
<figcaption >Sinc function</figcaption>
</figure>



<div class="highlight"><pre><span></span><span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">5</span><span class="p">):</span>
  <span class="n">figure</span><span class="p">()</span>
  <span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sinc</span><span class="p">(</span><span class="n">x</span><span class="o">*</span><span class="n">i</span><span class="p">))</span>
</pre></div>
<figure>
<img 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" 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" 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" 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" 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" width="50%"/>
<figcaption >Sinc function</figcaption>
</figure>



<div class="highlight"><pre><span></span><span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">5</span><span class="p">):</span>
  <span class="n">figure</span><span class="p">()</span>
  <span class="n">p</span> <span class="o">=</span> <span class="n">plot</span><span class="p">(</span><span class="n">x</span><span class="p">,</span> <span class="n">sinc</span><span class="p">(</span><span class="n">x</span><span class="o">*</span><span class="n">i</span><span class="p">))</span>
</pre></div>
<img 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" 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" 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" 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" 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" width="600"/>




<div class="highlight"><pre><span></span><span class="k">print</span><span class="p">(</span><span class="s2">&quot;Verbatim output&quot;</span><span class="p">)</span>
</pre></div>

<div class="highlight"><pre>
Verbatim output
</pre></div>




<div class="highlight"><pre><span></span><span class="k">print</span><span class="p">(</span><span class="s2">&quot;Hidden results!&quot;</span><span class="p">)</span>
</pre></div>

<p>```</p>


<div class="highlight"><pre>
No echo!
</pre></div>




No echo!




<div class="highlight"><pre><span></span><span class="k">for</span> <span class="n">i</span> <span class="ow">in</span> <span class="nb">range</span><span class="p">(</span><span class="mi">10</span><span class="p">):</span>
  <span class="k">print</span><span class="p">(</span><span class="n">i</span><span class="p">)</span>
</pre></div>

<div class="highlight"><pre>
0
1
2
3
4
5
6
7
8
9
</pre></div>




<div class="highlight"><pre><span></span><span class="k">print</span><span class="p">(</span><span class="s2">&quot;pweave &quot;</span> <span class="o">*</span> <span class="mi">20</span><span class="p">)</span>
</pre></div>

<div class="highlight"><pre>
pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave
pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave
</pre></div>




<div class="highlight"><pre><span></span><span class="k">print</span><span class="p">(</span><span class="s2">&quot;pweave &quot;</span> <span class="o">*</span> <span class="mi">20</span><span class="p">)</span>
</pre></div>

<div class="highlight"><pre>
pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave
</pre></div>




<div class="highlight"><pre><span></span><span class="k">print</span><span class="p">(</span><span class="s2">&quot;pweave &quot;</span> <span class="o">*</span> <span class="mi">20</span><span class="p">)</span>
</pre></div>

<div class="highlight"><pre>
pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave
</pre></div>




<div class="highlight"><pre><span></span><span class="k">print</span><span class="p">(</span><span class="s2">&quot;pweave &quot;</span> <span class="o">*</span> <span class="mi">20</span><span class="p">)</span>
</pre></div>

<div class="highlight"><pre>
pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave
pweave pweave pweave pweave pweave pweave pweave pweave pweave pweave
</pre></div>



    <HR/>
    <div class="footer">
      <p>Published from <a href="tests/formats/formatters_test.pmd">tests/formats/formatters_test.pmd</a>
    using <a href="http://mpastell.com/pweave">Pweave</a> 0.30rc1
    on 22-08-2017.<p></div>

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