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index.html
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<!DOCTYPE html>
<html lang="en">
<head>
<meta charset="UTF-8">
<!--[if IE]><meta http-equiv="X-UA-Compatible" content="IE=edge"><![endif]-->
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<meta name="generator" content="Asciidoctor 1.5.5.dev">
<title>Asciidoc Book Editor based on JavaFX 8</title>
<link rel="stylesheet" href="https://fonts.googleapis.com/css?family=Open+Sans:300,300italic,400,400italic,600,600italic%7CNoto+Serif:400,400italic,700,700italic%7CDroid+Sans+Mono:400,700">
<style>
/* Asciidoctor default stylesheet | MIT License | http://asciidoctor.org */
/* Remove comment around @import statement below when using as a custom stylesheet */
/*@import "https://fonts.googleapis.com/css?family=Open+Sans:300,300italic,400,400italic,600,600italic%7CNoto+Serif:400,400italic,700,700italic%7CDroid+Sans+Mono:400,700";*/
article,aside,details,figcaption,figure,footer,header,hgroup,main,nav,section,summary{display:block}
audio,canvas,video{display:inline-block}
audio:not([controls]){display:none;height:0}
[hidden],template{display:none}
script{display:none!important}
html{font-family:sans-serif;-ms-text-size-adjust:100%;-webkit-text-size-adjust:100%}
body{margin:0}
a{background:transparent}
a:focus{outline:thin dotted}
a:active,a:hover{outline:0}
h1{font-size:2em;margin:.67em 0}
abbr[title]{border-bottom:1px dotted}
b,strong{font-weight:bold}
dfn{font-style:italic}
hr{-moz-box-sizing:content-box;box-sizing:content-box;height:0}
mark{background:#ff0;color:#000}
code,kbd,pre,samp{font-family:monospace;font-size:1em}
pre{white-space:pre-wrap}
q{quotes:"\201C" "\201D" "\2018" "\2019"}
small{font-size:80%}
sub,sup{font-size:75%;line-height:0;position:relative;vertical-align:baseline}
sup{top:-.5em}
sub{bottom:-.25em}
img{border:0}
svg:not(:root){overflow:hidden}
figure{margin:0}
fieldset{border:1px solid silver;margin:0 2px;padding:.35em .625em .75em}
legend{border:0;padding:0}
button,input,select,textarea{font-family:inherit;font-size:100%;margin:0}
button,input{line-height:normal}
button,select{text-transform:none}
button,html input[type="button"],input[type="reset"],input[type="submit"]{-webkit-appearance:button;cursor:pointer}
button[disabled],html input[disabled]{cursor:default}
input[type="checkbox"],input[type="radio"]{box-sizing:border-box;padding:0}
input[type="search"]{-webkit-appearance:textfield;-moz-box-sizing:content-box;-webkit-box-sizing:content-box;box-sizing:content-box}
input[type="search"]::-webkit-search-cancel-button,input[type="search"]::-webkit-search-decoration{-webkit-appearance:none}
button::-moz-focus-inner,input::-moz-focus-inner{border:0;padding:0}
textarea{overflow:auto;vertical-align:top}
table{border-collapse:collapse;border-spacing:0}
*,*:before,*:after{-moz-box-sizing:border-box;-webkit-box-sizing:border-box;box-sizing:border-box}
html,body{font-size:100%}
body{background:#fff;color:rgba(0,0,0,.8);padding:0;margin:0;font-family:"Noto Serif","DejaVu Serif",serif;font-weight:400;font-style:normal;line-height:1;position:relative;cursor:auto}
a:hover{cursor:pointer}
img,object,embed{max-width:100%;height:auto}
object,embed{height:100%}
img{-ms-interpolation-mode:bicubic}
.left{float:left!important}
.right{float:right!important}
.text-left{text-align:left!important}
.text-right{text-align:right!important}
.text-center{text-align:center!important}
.text-justify{text-align:justify!important}
.hide{display:none}
body{-webkit-font-smoothing:antialiased}
img,object,svg{display:inline-block;vertical-align:middle}
textarea{height:auto;min-height:50px}
select{width:100%}
.center{margin-left:auto;margin-right:auto}
.spread{width:100%}
p.lead,.paragraph.lead>p,#preamble>.sectionbody>.paragraph:first-of-type p{font-size:1.21875em;line-height:1.6}
.subheader,.admonitionblock td.content>.title,.audioblock>.title,.exampleblock>.title,.imageblock>.title,.listingblock>.title,.literalblock>.title,.stemblock>.title,.openblock>.title,.paragraph>.title,.quoteblock>.title,table.tableblock>.title,.verseblock>.title,.videoblock>.title,.dlist>.title,.olist>.title,.ulist>.title,.qlist>.title,.hdlist>.title{line-height:1.45;color:#7a2518;font-weight:400;margin-top:0;margin-bottom:.25em}
div,dl,dt,dd,ul,ol,li,h1,h2,h3,#toctitle,.sidebarblock>.content>.title,h4,h5,h6,pre,form,p,blockquote,th,td{margin:0;padding:0;direction:ltr}
a{color:#2156a5;text-decoration:underline;line-height:inherit}
a:hover,a:focus{color:#1d4b8f}
a img{border:none}
p{font-family:inherit;font-weight:400;font-size:1em;line-height:1.6;margin-bottom:1.25em;text-rendering:optimizeLegibility}
p aside{font-size:.875em;line-height:1.35;font-style:italic}
h1,h2,h3,#toctitle,.sidebarblock>.content>.title,h4,h5,h6{font-family:"Open Sans","DejaVu Sans",sans-serif;font-weight:300;font-style:normal;color:#ba3925;text-rendering:optimizeLegibility;margin-top:1em;margin-bottom:.5em;line-height:1.0125em}
h1 small,h2 small,h3 small,#toctitle small,.sidebarblock>.content>.title small,h4 small,h5 small,h6 small{font-size:60%;color:#e99b8f;line-height:0}
h1{font-size:2.125em}
h2{font-size:1.6875em}
h3,#toctitle,.sidebarblock>.content>.title{font-size:1.375em}
h4,h5{font-size:1.125em}
h6{font-size:1em}
hr{border:solid #ddddd8;border-width:1px 0 0;clear:both;margin:1.25em 0 1.1875em;height:0}
em,i{font-style:italic;line-height:inherit}
strong,b{font-weight:bold;line-height:inherit}
small{font-size:60%;line-height:inherit}
code{font-family:"Droid Sans Mono","DejaVu Sans Mono",monospace;font-weight:400;color:rgba(0,0,0,.9)}
ul,ol,dl{font-size:1em;line-height:1.6;margin-bottom:1.25em;list-style-position:outside;font-family:inherit}
ul,ol,ul.no-bullet,ol.no-bullet{margin-left:1.5em}
ul li ul,ul li ol{margin-left:1.25em;margin-bottom:0;font-size:1em}
ul.square li ul,ul.circle li ul,ul.disc li ul{list-style:inherit}
ul.square{list-style-type:square}
ul.circle{list-style-type:circle}
ul.disc{list-style-type:disc}
ul.no-bullet{list-style:none}
ol li ul,ol li ol{margin-left:1.25em;margin-bottom:0}
dl dt{margin-bottom:.3125em;font-weight:bold}
dl dd{margin-bottom:1.25em}
abbr,acronym{text-transform:uppercase;font-size:90%;color:rgba(0,0,0,.8);border-bottom:1px dotted #ddd;cursor:help}
abbr{text-transform:none}
blockquote{margin:0 0 1.25em;padding:.5625em 1.25em 0 1.1875em;border-left:1px solid #ddd}
blockquote cite{display:block;font-size:.9375em;color:rgba(0,0,0,.6)}
blockquote cite:before{content:"\2014 \0020"}
blockquote cite a,blockquote cite a:visited{color:rgba(0,0,0,.6)}
blockquote,blockquote p{line-height:1.6;color:rgba(0,0,0,.85)}
@media only screen and (min-width:768px){h1,h2,h3,#toctitle,.sidebarblock>.content>.title,h4,h5,h6{line-height:1.2}
h1{font-size:2.75em}
h2{font-size:2.3125em}
h3,#toctitle,.sidebarblock>.content>.title{font-size:1.6875em}
h4{font-size:1.4375em}}
table{background:#fff;margin-bottom:1.25em;border:solid 1px #dedede}
table thead,table tfoot{background:#f7f8f7;font-weight:bold}
table thead tr th,table thead tr td,table tfoot tr th,table tfoot tr td{padding:.5em .625em .625em;font-size:inherit;color:rgba(0,0,0,.8);text-align:left}
table tr th,table tr td{padding:.5625em .625em;font-size:inherit;color:rgba(0,0,0,.8)}
table tr.even,table tr.alt,table tr:nth-of-type(even){background:#f8f8f7}
table thead tr th,table tfoot tr th,table tbody tr td,table tr td,table tfoot tr td{display:table-cell;line-height:1.6}
body{tab-size:4}
h1,h2,h3,#toctitle,.sidebarblock>.content>.title,h4,h5,h6{line-height:1.2;word-spacing:-.05em}
h1 strong,h2 strong,h3 strong,#toctitle strong,.sidebarblock>.content>.title strong,h4 strong,h5 strong,h6 strong{font-weight:400}
.clearfix:before,.clearfix:after,.float-group:before,.float-group:after{content:" ";display:table}
.clearfix:after,.float-group:after{clear:both}
*:not(pre)>code{font-size:.9375em;font-style:normal!important;letter-spacing:0;padding:.1em .5ex;word-spacing:-.15em;background-color:#f7f7f8;-webkit-border-radius:4px;border-radius:4px;line-height:1.45;text-rendering:optimizeSpeed}
pre,pre>code{line-height:1.45;color:rgba(0,0,0,.9);font-family:"Droid Sans Mono","DejaVu Sans Mono",monospace;font-weight:400;text-rendering:optimizeSpeed}
.keyseq{color:rgba(51,51,51,.8)}
kbd{font-family:"Droid Sans Mono","DejaVu Sans Mono",monospace;display:inline-block;color:rgba(0,0,0,.8);font-size:.65em;line-height:1.45;background-color:#f7f7f7;border:1px solid #ccc;-webkit-border-radius:3px;border-radius:3px;-webkit-box-shadow:0 1px 0 rgba(0,0,0,.2),0 0 0 .1em white inset;box-shadow:0 1px 0 rgba(0,0,0,.2),0 0 0 .1em #fff inset;margin:0 .15em;padding:.2em .5em;vertical-align:middle;position:relative;top:-.1em;white-space:nowrap}
.keyseq kbd:first-child{margin-left:0}
.keyseq kbd:last-child{margin-right:0}
.menuseq,.menu{color:rgba(0,0,0,.8)}
b.button:before,b.button:after{position:relative;top:-1px;font-weight:400}
b.button:before{content:"[";padding:0 3px 0 2px}
b.button:after{content:"]";padding:0 2px 0 3px}
p a>code:hover{color:rgba(0,0,0,.9)}
#header,#content,#footnotes,#footer{width:100%;margin-left:auto;margin-right:auto;margin-top:0;margin-bottom:0;max-width:62.5em;*zoom:1;position:relative;padding-left:.9375em;padding-right:.9375em}
#header:before,#header:after,#content:before,#content:after,#footnotes:before,#footnotes:after,#footer:before,#footer:after{content:" ";display:table}
#header:after,#content:after,#footnotes:after,#footer:after{clear:both}
#content{margin-top:1.25em}
#content:before{content:none}
#header>h1:first-child{color:rgba(0,0,0,.85);margin-top:2.25rem;margin-bottom:0}
#header>h1:first-child+#toc{margin-top:8px;border-top:1px solid #ddddd8}
#header>h1:only-child,body.toc2 #header>h1:nth-last-child(2){border-bottom:1px solid #ddddd8;padding-bottom:8px}
#header .details{border-bottom:1px solid #ddddd8;line-height:1.45;padding-top:.25em;padding-bottom:.25em;padding-left:.25em;color:rgba(0,0,0,.6);display:-ms-flexbox;display:-webkit-flex;display:flex;-ms-flex-flow:row wrap;-webkit-flex-flow:row wrap;flex-flow:row wrap}
#header .details span:first-child{margin-left:-.125em}
#header .details span.email a{color:rgba(0,0,0,.85)}
#header .details br{display:none}
#header .details br+span:before{content:"\00a0\2013\00a0"}
#header .details br+span.author:before{content:"\00a0\22c5\00a0";color:rgba(0,0,0,.85)}
#header .details br+span#revremark:before{content:"\00a0|\00a0"}
#header #revnumber{text-transform:capitalize}
#header #revnumber:after{content:"\00a0"}
#content>h1:first-child:not([class]){color:rgba(0,0,0,.85);border-bottom:1px solid #ddddd8;padding-bottom:8px;margin-top:0;padding-top:1rem;margin-bottom:1.25rem}
#toc{border-bottom:1px solid #efefed;padding-bottom:.5em}
#toc>ul{margin-left:.125em}
#toc ul.sectlevel0>li>a{font-style:italic}
#toc ul.sectlevel0 ul.sectlevel1{margin:.5em 0}
#toc ul{font-family:"Open Sans","DejaVu Sans",sans-serif;list-style-type:none}
#toc li{line-height:1.3334;margin-top:.3334em}
#toc a{text-decoration:none}
#toc a:active{text-decoration:underline}
#toctitle{color:#7a2518;font-size:1.2em}
@media only screen and (min-width:768px){#toctitle{font-size:1.375em}
body.toc2{padding-left:15em;padding-right:0}
#toc.toc2{margin-top:0!important;background-color:#f8f8f7;position:fixed;width:15em;left:0;top:0;border-right:1px solid #efefed;border-top-width:0!important;border-bottom-width:0!important;z-index:1000;padding:1.25em 1em;height:100%;overflow:auto}
#toc.toc2 #toctitle{margin-top:0;margin-bottom:.8rem;font-size:1.2em}
#toc.toc2>ul{font-size:.9em;margin-bottom:0}
#toc.toc2 ul ul{margin-left:0;padding-left:1em}
#toc.toc2 ul.sectlevel0 ul.sectlevel1{padding-left:0;margin-top:.5em;margin-bottom:.5em}
body.toc2.toc-right{padding-left:0;padding-right:15em}
body.toc2.toc-right #toc.toc2{border-right-width:0;border-left:1px solid #efefed;left:auto;right:0}}
@media only screen and (min-width:1280px){body.toc2{padding-left:20em;padding-right:0}
#toc.toc2{width:20em}
#toc.toc2 #toctitle{font-size:1.375em}
#toc.toc2>ul{font-size:.95em}
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<body class="article toc2 toc-left">
<div id="header">
<h1>Asciidoc Book Editor based on JavaFX 8</h1>
<div id="toc" class="toc2">
<div id="toctitle">Table of Contents</div>
<ul class="sectlevel1">
<li><a href="#truefeatures">Features</a></li>
<li><a href="#truehow-to-install-asciidocfx">How to Install AsciidocFX</a>
<ul class="sectlevel2">
<li><a href="#trueinstall-on-linux">Install on Linux</a></li>
<li><a href="#trueinstall-on-windows">Install on Windows</a></li>
<li><a href="#trueinstall-on-mac">Install on Mac</a></li>
<li><a href="#trueinstallation-notes">Installation Notes</a></li>
</ul>
</li>
<li><a href="#truea-quick-dive">A Quick Dive</a></li>
<li><a href="#trueplantuml-extension">PlantUML Extension</a></li>
<li><a href="#trueditaa-extension">ditaa Extension</a></li>
<li><a href="#truemathjax-extension">MathJax Extension</a></li>
<li><a href="#truetex-output">Tex output</a></li>
<li><a href="#truemathml-output">MathML output</a></li>
<li><a href="#truefilesystem-tree-extension">Filesystem Tree Extension</a></li>
<li><a href="#truefilesystem-tree-output">Filesystem Tree output</a></li>
<li><a href="#truefilesystem-tree-output-em-new-em">Filesystem Tree output (<em>new</em>)</a></li>
<li><a href="#truejavafx-charts-extension">JavaFX Charts Extension</a>
<ul class="sectlevel2">
<li><a href="#truepie-chart">Pie Chart</a></li>
<li><a href="#truearea-chart">Area Chart</a></li>
</ul>
</li>
<li><a href="#truehow-to-build-asciidocfx">How to Build AsciidocFX</a>
<ul class="sectlevel2">
<li><a href="#truebuild-on-linux-ubuntu-mint">Build on Linux (Ubuntu/Mint)</a></li>
</ul>
</li>
<li><a href="#truebooks-written-with-asciidocfx">Books Written with AsciidocFX</a></li>
<li><a href="#trueslides-reveal-js-and-deck-js">Slides (Reveal.js and Deck.js)</a></li>
<li><a href="#trueused-technologies">Used Technologies</a></li>
<li><a href="#trueasciidocfx-configuration">AsciidocFX Configuration</a></li>
<li><a href="#truesome-shortcuts">Some Shortcuts</a></li>
<li><a href="#trueknown-issues">Known Issues</a></li>
<li><a href="#truechangelog">Changelog</a></li>
<li><a href="#truesupport">Support</a></li>
</ul>
</div>
</div>
<div id="content">
<div id="preamble">
<div class="sectionbody">
<div class="paragraph">
<p><span class="image"><a class="image" href="https://travis-ci.org/asciidocfx/AsciidocFX"><img src="https://api.travis-ci.org/asciidocfx/AsciidocFX.svg?branch=master" alt="Build Status"></a></span>
<span class="image"><a class="image" href="https://gitter.im/asciidocfx/AsciidocFX"><img src="https://badges.gitter.im/Join%20Chat.svg" alt="Gitter"></a></span></p>
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<p>Asciidoc FX is a book / document editor to build PDF, Epub, Mobi and HTML books, documents and slides. AsciidocFX is also a winner of <a href="https://www.oracle.com/corporate/pressrelease/dukes-award-102815.html">Duke’s Choice Award 2015</a>.</p>
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alt="asciidocfx.png">
</div>
<div class="title">Figure 1. AsciidocFX - Duke’s Choice Award 2015 winner</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truefeatures"><a class="anchor" href="#truefeatures"></a>Features</h2>
<div class="sectionbody">
<div class="ulist">
<ul>
<li>
<p>Real-Time Preview</p>
</li>
<li>
<p>Multi-platform (Windows, Mac, Linux)</p>
</li>
<li>
<p>Creating Asciidoc Books</p>
</li>
<li>
<p>Creating Markdown Books</p>
</li>
<li>
<p>Creating PDF, HTML, Epub, Mobi, Odt, Docbook</p>
</li>
<li>
<p>Epub Viewer</p>
</li>
<li>
<p>External Browser Support</p>
</li>
<li>
<p>Table Generator</p>
</li>
<li>
<p>MathJax Extension</p>
</li>
<li>
<p>PlantUML Extension</p>
</li>
<li>
<p>ditaa Extension</p>
</li>
<li>
<p>Filesystem Tree Extension</p>
</li>
<li>
<p>JavaFX Charts Extension</p>
</li>
<li>
<p>Source Code Highlighter</p>
</li>
<li>
<p>Reveal.js Converter</p>
</li>
<li>
<p>Deck.js Converter</p>
</li>
<li>
<p>Nashorn support</p>
</li>
</ul>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truehow-to-install-asciidocfx"><a class="anchor" href="#truehow-to-install-asciidocfx"></a>How to Install AsciidocFX</h2>
<div class="sectionbody">
<div class="paragraph">
<p>There are a number of operating systems that AsciidocFX supports.</p>
</div>
<div class="admonitionblock note">
<table>
<tr>
<td class="icon">
<i class="fa icon-note" title="Note"></i>
</td>
<td class="content">
The latest releases are available from the <a href="https://github.com/asciidocfx/AsciidocFX/releases">Github releases page</a>.
</td>
</tr>
</table>
</div>
<div class="paragraph">
<p><a href="#Supported_OS">Supported Operating Systems and Builds</a> shows the list of available builds with links for reference. If you are looking for the very latest version, visit the link in the note above to be guaranteed of downloading the latest and greatest version of AsciidocFX.</p>
</div>
<table id="Supported_OS" class="tableblock frame-all grid-all spread">
<caption class="title">Table 1. Supported Operating Systems and Builds</caption>
<colgroup>
<col style="width: 33.3333%;">
<col style="width: 33.3333%;">
<col style="width: 33.3334%;">
</colgroup>
<thead>
<tr>
<th class="tableblock halign-left valign-top">OS</th>
<th class="tableblock halign-left valign-top">JRE included?</th>
<th class="tableblock halign-left valign-top">Filename</th>
</tr>
</thead>
<tbody>
<tr>
<td class="tableblock halign-center valign-middle"><p class="tableblock">Mac</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock">Yes</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Mac.dmg">AsciidocFX_Mac.dmg</a></p></td>
</tr>
<tr>
<td class="tableblock halign-center valign-middle" rowspan="4"><p class="tableblock">Windows</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock">Yes</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Windows.exe">AsciidocFX_Windows.exe</a></p></td>
</tr>
<tr>
<td class="tableblock halign-left valign-top"><p class="tableblock">Yes</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Windows.zip">AsciidocFX_Windows.zip</a></p></td>
</tr>
<tr>
<td class="tableblock halign-left valign-top"><p class="tableblock">No</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Windows_No_JRE.exe">AsciidocFX_Windows_No_JRE.exe</a></p></td>
</tr>
<tr>
<td class="tableblock halign-left valign-top"><p class="tableblock">No</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Windows_No_JRE.zip">AsciidocFX_Windows_No_JRE.zip</a></p></td>
</tr>
<tr>
<td class="tableblock halign-center valign-middle" rowspan="2"><p class="tableblock">Linux</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock">Yes</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Linux.tar.gz">AsciidocFX_Linux.tar.gz</a></p></td>
</tr>
<tr>
<td class="tableblock halign-left valign-top"><p class="tableblock">No</p></td>
<td class="tableblock halign-left valign-top"><p class="tableblock"><a href="https://github.com/asciidocfx/AsciidocFX/releases/download/v1.5.5/AsciidocFX_Linux_No_JRE.tar.gz">AsciidocFX_Linux_No_JRE.tar.gz</a></p></td>
</tr>
</tbody>
</table>
<div class="sect2">
<h3 id="trueinstall-on-linux"><a class="anchor" href="#trueinstall-on-linux"></a>Install on Linux</h3>
<div class="paragraph">
<p>After the download is completed, untar the package in your preferred directory.</p>
</div>
<div class="listingblock">
<div class="content">
<pre class="highlightjs highlight"><code class="language-bash" data-lang="bash">$ cd /bin
$ ./AsciidocFX.sh</code></pre>
</div>
</div>
</div>
<div class="sect2">
<h3 id="trueinstall-on-windows"><a class="anchor" href="#trueinstall-on-windows"></a>Install on Windows</h3>
<div class="paragraph">
<p>Download executable/installer and run it.</p>
</div>
</div>
<div class="sect2">
<h3 id="trueinstall-on-mac"><a class="anchor" href="#trueinstall-on-mac"></a>Install on Mac</h3>
<div class="paragraph">
<p>Download the <code>.dmg</code> and run it.</p>
</div>
</div>
<div class="sect2">
<h3 id="trueinstallation-notes"><a class="anchor" href="#trueinstallation-notes"></a>Installation Notes</h3>
<div class="paragraph">
<p>There are two AsciidocFX package flavors, you can download it with JRE 8 out-of-box or if you have already installed JRE 8 (Update 40 or above), you can download *No_JRE builds</p>
</div>
<div class="dlist">
<dl>
<dt class="hdlist1">Graphviz</dt>
<dd>
<p>PlantUML extension needs Graphviz, if you will use it, then install it:</p>
<div class="listingblock">
<div class="title">Ubuntu</div>
<div class="content">
<pre class="highlightjs highlight"><code class="language-bash" data-lang="bash">sudo apt-get install graphviz</code></pre>
</div>
</div>
<div class="listingblock">
<div class="title">Mac OS X</div>
<div class="content">
<pre class="highlightjs highlight"><code class="language-bash" data-lang="bash">ruby -e "$(curl -fsSL https://raw.githubusercontent.com/Homebrew/install/master/install)"
brew install graphviz</code></pre>
</div>
</div>
<div class="listingblock">
<div class="title">Windows</div>
<div class="content">
<pre>http://www.graphviz.org/pub/graphviz/stable/windows/graphviz-2.38.msi</pre>
</div>
</div>
</dd>
</dl>
</div>
<div id="microsoft-core-fonts" class="dlist">
<dl>
<dt class="hdlist1">Microsoft Core Fonts</dt>
<dd>
<p>You <em>must</em> install Microsoft Core Fonts on Linux OSes also.</p>
</dd>
</dl>
</div>
<div class="paragraph">
<p><span class="underline">Ubuntu/Debian</span></p>
</div>
<div class="listingblock">
<div class="content">
<pre class="highlightjs highlight"><code class="language-bash" data-lang="bash">sudo apt-get install ttf-mscorefonts-installer</code></pre>
</div>
</div>
<div class="paragraph">
<p><span class="underline">Fedora</span></p>
</div>
<div class="paragraph">
<p>If you are using Fedora, you need to install the RPM provided from this URL: <a href="http://sourceforge.net/projects/mscorefonts2/files/latest/download">mscorefonts2</a></p>
</div>
<div class="dlist">
<dl>
<dt class="hdlist1">KindleGen</dt>
<dd>
<p>You <em>must</em> install <a href="http://www.amazon.com/gp/feature.html?docId=1000765211">KindleGen</a>, If you need to convert your documents into Mobi files. Once you specify the location of KindleGen executable, Mobi Service provided by AFX will be available.</p>
</dd>
</dl>
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truea-quick-dive"><a class="anchor" href="#truea-quick-dive"></a>A Quick Dive</h2>
<div class="sectionbody">
<div class="paragraph">
<p><strong><a href="http://youtu.be/2goMtz_vdtM">Video - Writing Books with Asciidoc FX</a></strong></p>
</div>
</div>
</div>
<div class="sect1">
<h2 id="trueplantuml-extension"><a class="anchor" href="#trueplantuml-extension"></a>PlantUML Extension</h2>
<div class="sectionbody">
<div class="paragraph">
<p>You can fulfill your UML needs with AsciidocFX. It supports PlantUML. AsciidocFX converts this textual UML elements as png or svg image.</p>
</div>
<div class="paragraph">
<p><a href="http://plantuml.sourceforge.net/">PlantUML</a> is a component that allows to quickly write :</p>
</div>
<div class="ulist">
<ul>
<li>
<p>Sequence diagram,</p>
</li>
<li>
<p>Usecase diagram,</p>
</li>
<li>
<p>Class diagram,</p>
</li>
<li>
<p>Activity diagram, (here is the new syntax),</p>
</li>
<li>
<p>Component diagram,</p>
</li>
<li>
<p>State diagram,</p>
</li>
<li>
<p>Object diagram.</p>
</li>
<li>
<p>wireframe graphical interface</p>
</li>
</ul>
</div>
<div class="listingblock">
<div class="content">
<pre class="highlightjs highlight"><code class="language-java" data-lang="java">.UML Diagram Example
[uml,file="uml-example.png"]
--
abstract class AbstractList
abstract AbstractCollection
interface List
interface Collection
List <|-- AbstractList
Collection <|-- AbstractCollection
Collection <|- List
AbstractCollection <|- AbstractList
AbstractList <|-- ArrayList
class ArrayList {
Object[] elementData
size()
}
enum TimeUnit {
DAYS
HOURS
MINUTES
}
annotation SuppressWarnings
--</code></pre>
</div>
</div>
<div class="imageblock">
<div class="content">
<img src="data:image/png;base64,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" alt="uml example.png">
</div>
<div class="title">Figure 2. UML example output</div>
</div>
<div class="admonitionblock note">
<table>
<tr>
<td class="icon">
<i class="fa icon-note" title="Note"></i>
</td>
<td class="content">
In some UML elements, PlantUML needs to work with Graphviz. Because of this, you should install <code>Graphviz</code> manually for your platform. After installing Graphviz, you should set <code>GRAPHVIZ_DOT</code> environment variable to <code>dot</code> executable in Graphviz.
</td>
</tr>
</table>
</div>
</div>
</div>
<div class="sect1">
<h2 id="trueditaa-extension"><a class="anchor" href="#trueditaa-extension"></a>ditaa Extension</h2>
<div class="sectionbody">
<div class="paragraph">
<p>AsciidocFX supports ditaa diagrams.</p>
</div>
<div class="paragraph">
<p><a href="http://ditaa.sourceforge.net/">ditaa</a> is a component that converts diagrams drawn in ascii art to bitmap graphics.</p>
</div>
<div class="listingblock">
<div class="content">
<pre class="highlightjs highlight"><code class="language-asciidoc" data-lang="asciidoc">.ditaa Diagram Example
[ditaa,file="images/ditaa-example.png"]
--
+--------+ +-------+ +-------+
| |---+ ditaa +--->| |
| Text | +-------+ |diagram|
|Document| |!magic!| | |
| {d}| | | | |
+---+----+ +-------+ +-------+
: ^
| Lots of work |
+-------------------------+
--</code></pre>
</div>
</div>
<div class="imageblock">
<div class="content">
<img src="data:image/png;base64,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" alt="ditaa example.png">
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truemathjax-extension"><a class="anchor" href="#truemathjax-extension"></a>MathJax Extension</h2>
<div class="sectionbody">
<div class="paragraph">
<p><a href="http://www.mathjax.org/">MathJax</a> is an open source JavaScript display engine for mathematics that works in all browsers.</p>
</div>
<div class="paragraph">
<p>You can use <code>Tex</code> or <code>MathML</code> languages for describing mathematical formulas in AsciidocFX. AsciidocFX converts this textual formulas as png or svg image.</p>
</div>
<div class="listingblock">
<div class="title">For Example (Tex)</div>
<div class="content">
<pre class="highlightjs highlight"><code class="language-tex" data-lang="tex">[math,file="tex-formula.png"]
--
\begin{align}
\dot{x} & = \sigma(y-x) \\
\dot{y} & = \rho x - y - xz \\
\dot{z} & = -\beta z + xyp
\end{align}
--</code></pre>
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truetex-output"><a class="anchor" href="#truetex-output"></a>Tex output</h2>
<div class="sectionbody">
<div class="imageblock">
<div class="content">
<img 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" alt="tex formula.png">
</div>
</div>
<div class="listingblock">
<div class="title">For Example (MathML)</div>
<div class="content">
<pre class="highlightjs highlight"><code class="language-xml" data-lang="xml">[math,file="mathml-formula.png"]
--
<math xmlns="http://www.w3.org/1998/Math/MathML" display="block">
<mi>x</mi>
<mo>=</mo>
<mrow>
<mfrac>
<mrow>
<mo>&#x2212;</mo>
<mi>b</mi>
<mo>&#xB1;</mo>
<msqrt>
<msup>
<mi>b</mi>
<mn>2</mn>
</msup>
<mo>&#x2212;</mo>
<mn>4</mn>
<mi>a</mi>
<mi>c</mi>
</msqrt>
</mrow>
<mrow>
<mn>2</mn>
<mi>a</mi>
</mrow>
</mfrac>
</mrow>
<mtext>.</mtext>
</math>
--</code></pre>
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truemathml-output"><a class="anchor" href="#truemathml-output"></a>MathML output</h2>
<div class="sectionbody">
<div class="imageblock">
<div class="content">
<img src="data:image/png;base64,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" alt="mathml formula.png">
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truefilesystem-tree-extension"><a class="anchor" href="#truefilesystem-tree-extension"></a>Filesystem Tree Extension</h2>
<div class="sectionbody">
<div class="paragraph">
<p>You can represent filesystem tree in following <code>tree</code> block. There is two style of FS tree.</p>
</div>
<div class="listingblock">
<div class="content">
<pre class="highlightjs highlight"><code class="language-java" data-lang="java">[tree,file="tree-view.png"]
--
#src
##main
###java
####com
#####kodcu
######App.java
###resources
####css
#####style.css
####js
#####script.js
####images
#####image.png
--</code></pre>
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truefilesystem-tree-output"><a class="anchor" href="#truefilesystem-tree-output"></a>Filesystem Tree output</h2>
<div class="sectionbody">
<div class="paragraph">
<p>When you drag and drop a folder to editor, AFX will generate this like tree automatically.</p>
</div>
<div class="imageblock">
<div class="content">
<img src="data:image/png;base64,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" alt="tree view.png">
</div>
</div>
<div class="listingblock">
<div class="content">
<pre class="highlightjs highlight"><code class="language-java" data-lang="java">[tree,file="tree-view-new.png"]
--
root
|-- photos
| |-- camp.gif
| |-- festival.png
| `-- balloon.jpg
|-- videos
| |-- car-video.avi
| |-- dance.mp4
| |-- dance01.mpg
| |-- another video.divx
| `-- school videos
| `-- firstday.flv
|-- documents
| |-- jsfile.js
| |-- powerpoint.ppt
| |-- chapter-01.asc
| |-- archive-db.zip
| |-- .gitignore
| |-- README
| `-- configuration.conf
`-- etc.
--</code></pre>
</div>
</div>
</div>
</div>
<div class="sect1">
<h2 id="truefilesystem-tree-output-em-new-em"><a class="anchor" href="#truefilesystem-tree-output-em-new-em"></a>Filesystem Tree output (<em>new</em>)</h2>
<div class="sectionbody">
<div class="imageblock">
<div class="content">
<img src="data:image/png;base64,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" alt="tree view new.png">
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<div class="sect1">
<h2 id="truejavafx-charts-extension"><a class="anchor" href="#truejavafx-charts-extension"></a>JavaFX Charts Extension</h2>