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<!DOCTYPE html>
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8">
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<meta name="generator" content="pandoc" />
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border-bottom-color: #bbb;
border-radius: 3px;
box-shadow: inset 0 -1px 0 #bbb;
}
.task-list-item {
list-style-type: none;
}
.task-list-item+.task-list-item {
margin-top: 3px;
}
.task-list-item input {
margin: 0 0.35em 0.25em -1.6em;
vertical-align: middle;
}
:checked+.radio-label {
z-index: 1;
position: relative;
border-color: #4078c0;
}
.sourceLine {
display: inline-block;
}
code .kw { color: #000000; }
code .dt { color: #ed6a43; }
code .dv { color: #009999; }
code .bn { color: #009999; }
code .fl { color: #009999; }
code .ch { color: #009999; }
code .st { color: #183691; }
code .co { color: #969896; }
code .ot { color: #0086b3; }
code .al { color: #a61717; }
code .fu { color: #63a35c; }
code .er { color: #a61717; background-color: #e3d2d2; }
code .wa { color: #000000; }
code .cn { color: #008080; }
code .sc { color: #008080; }
code .vs { color: #183691; }
code .ss { color: #183691; }
code .im { color: #000000; }
code .va {color: #008080; }
code .cf { color: #000000; }
code .op { color: #000000; }
code .bu { color: #000000; }
code .ex { color: #000000; }
code .pp { color: #999999; }
code .at { color: #008080; }
code .do { color: #969896; }
code .an { color: #008080; }
code .cv { color: #008080; }
code .in { color: #008080; }
</style>
<style>
body {
box-sizing: border-box;
min-width: 200px;
max-width: 980px;
margin: 0 auto;
padding: 45px;
padding-top: 0px;
}
</style>
</head>
<body>
<!-- README.md is generated from README.Rmd. Please edit that file. -->
<h1 id="overlay-">overlay
<img role="img" aria-label 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" align="right" height="138" alt /></h1>
<p>overlay renders ggplot2 or gt objects as well as code snippets into
magick image objects, optionally adds a heads-up display (HUD) panel
border, applies perspective warps, and composites the result over a
background image with optional transparency.</p>
<p>This could be done quite easily in PowerPoint or other graphic design
software, but writing this as a package lets us work with objects in our
R environment programmatically and reproducibly.</p>
<blockquote>
<p>Example outputs. Left: a gt table with an added border; Right: a
ggplot2 object with perspective tilt and the underlying code as a
carbon.js image. Photograph by Derek Oyen, Unsplash.</p>
</blockquote>
<img role="img" aria-label 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" alt width="100%" />
<h2 id="installation">Installation</h2>
<p>Install overlay from GitHub with remotes (or pak)</p>
<div class="sourceCode" id="cb1"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb1-1"><a href="#cb1-1" tabindex="-1"></a><span class="co"># install.packages("remotes")</span></span>
<span id="cb1-2"><a href="#cb1-2" tabindex="-1"></a>remotes<span class="sc">::</span><span class="fu">install_github</span>(<span class="st">"luisdva/overlay"</span>)</span>
<span id="cb1-3"><a href="#cb1-3" tabindex="-1"></a></span>
<span id="cb1-4"><a href="#cb1-4" tabindex="-1"></a><span class="co"># Alternatively, with pak</span></span>
<span id="cb1-5"><a href="#cb1-5" tabindex="-1"></a><span class="co"># install.packages("pak")</span></span>
<span id="cb1-6"><a href="#cb1-6" tabindex="-1"></a>pak<span class="sc">::</span><span class="fu">pak</span>(<span class="st">"luisdva/overlay"</span>)</span></code></pre></div>
<p>This package uses magick (ImageMagick). Ensure ImageMagick is
installed on your system (see System requirements below).</p>
<h2 id="overview">Overview</h2>
<p>The package has five functions that can be used individually or
chained together:</p>
<table>
<thead>
<tr>
<th>Function</th>
<th>Behavior</th>
</tr>
</thead>
<tbody>
<tr>
<td><code>render_hud()</code></td>
<td>Rasterizes a ggplot2 or gt object to a magick image</td>
</tr>
<tr>
<td><code>hud_panel()</code></td>
<td>Adds a frame around the rasterized image</td>
</tr>
<tr>
<td><code>warp_hud()</code></td>
<td>Applies a four-corner perspective distortion</td>
</tr>
<tr>
<td><code>composite_hud()</code></td>
<td>Composites the overlay onto a background image</td>
</tr>
<tr>
<td><code>hud_overlay()</code></td>
<td>Convenience wrapper for the full pipeline</td>
</tr>
</tbody>
</table>
<h2 id="quick-start">Quick start</h2>
<div class="sourceCode" id="cb2"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb2-1"><a href="#cb2-1" tabindex="-1"></a><span class="fu">library</span>(ggplot2)</span>
<span id="cb2-2"><a href="#cb2-2" tabindex="-1"></a><span class="fu">library</span>(overlay)</span>
<span id="cb2-3"><a href="#cb2-3" tabindex="-1"></a></span>
<span id="cb2-4"><a href="#cb2-4" tabindex="-1"></a>p <span class="ot"><-</span> <span class="fu">ggplot</span>(<span class="fu">na.omit</span>(penguins), <span class="fu">aes</span>(bill_len, body_mass)) <span class="sc">+</span></span>
<span id="cb2-5"><a href="#cb2-5" tabindex="-1"></a> <span class="fu">geom_point</span>(<span class="at">alpha =</span> <span class="fl">0.7</span>) <span class="sc">+</span></span>
<span id="cb2-6"><a href="#cb2-6" tabindex="-1"></a> <span class="fu">theme_minimal</span>()</span>
<span id="cb2-7"><a href="#cb2-7" tabindex="-1"></a></span>
<span id="cb2-8"><a href="#cb2-8" tabindex="-1"></a>bg <span class="ot"><-</span> <span class="fu">system.file</span>(<span class="st">"extdata"</span>, <span class="st">"penguins.jpg"</span>, <span class="at">package =</span> <span class="st">"overlay"</span>)</span>
<span id="cb2-9"><a href="#cb2-9" tabindex="-1"></a></span>
<span id="cb2-10"><a href="#cb2-10" tabindex="-1"></a>out <span class="ot"><-</span> p <span class="sc">|></span></span>
<span id="cb2-11"><a href="#cb2-11" tabindex="-1"></a> <span class="fu">hud_overlay</span>(</span>
<span id="cb2-12"><a href="#cb2-12" tabindex="-1"></a> <span class="at">background =</span> bg, </span>
<span id="cb2-13"><a href="#cb2-13" tabindex="-1"></a> <span class="at">placement =</span> <span class="st">"bottom-right"</span>,</span>
<span id="cb2-14"><a href="#cb2-14" tabindex="-1"></a> <span class="at">size =</span> <span class="st">"medium"</span>,</span>
<span id="cb2-15"><a href="#cb2-15" tabindex="-1"></a> <span class="at">panel =</span> <span class="cn">TRUE</span>,</span>
<span id="cb2-16"><a href="#cb2-16" tabindex="-1"></a> <span class="at">tilt =</span> <span class="st">"left"</span>,</span>
<span id="cb2-17"><a href="#cb2-17" tabindex="-1"></a> <span class="at">opacity =</span> <span class="fl">0.9</span></span>
<span id="cb2-18"><a href="#cb2-18" tabindex="-1"></a> )</span>
<span id="cb2-19"><a href="#cb2-19" tabindex="-1"></a></span>
<span id="cb2-20"><a href="#cb2-20" tabindex="-1"></a><span class="co"># View or save</span></span>
<span id="cb2-21"><a href="#cb2-21" tabindex="-1"></a><span class="co"># magick::image_browse(out)</span></span></code></pre></div>
<h2 id="usage">Usage</h2>
<h3 id="hud_overlay"><code>hud_overlay()</code></h3>
<p><code>hud_overlay()</code> wraps all the relevant functions (render,
panel, warp, and overlay) in a single call. The object to overlay is the
first argument so the ggplot2 and gt objects can be piped directly into
the function.</p>
<div class="sourceCode" id="cb3"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb3-1"><a href="#cb3-1" tabindex="-1"></a><span class="fu">hud_overlay</span>(</span>
<span id="cb3-2"><a href="#cb3-2" tabindex="-1"></a> overlay, <span class="co"># ggplot2 or gt object, or carbon image of a code snippet</span></span>
<span id="cb3-3"><a href="#cb3-3" tabindex="-1"></a> background, <span class="co"># path, URL, or magick-image</span></span>
<span id="cb3-4"><a href="#cb3-4" tabindex="-1"></a> <span class="at">placement =</span> <span class="cn">NULL</span>, <span class="co"># "left", "right", "centre", "top", "bottom", "top-left", …</span></span>
<span id="cb3-5"><a href="#cb3-5" tabindex="-1"></a> <span class="at">x =</span> <span class="cn">NULL</span>, <span class="co"># pixel offset (overrides placement)</span></span>
<span id="cb3-6"><a href="#cb3-6" tabindex="-1"></a> <span class="at">y =</span> <span class="cn">NULL</span>,</span>
<span id="cb3-7"><a href="#cb3-7" tabindex="-1"></a> <span class="at">margin =</span> <span class="dv">40</span><span class="dt">L</span>, <span class="co"># edge gap when using placement</span></span>
<span id="cb3-8"><a href="#cb3-8" tabindex="-1"></a> <span class="at">size =</span> <span class="cn">NULL</span>, <span class="co"># "small", "medium", "large", "xl", "xxl"</span></span>
<span id="cb3-9"><a href="#cb3-9" tabindex="-1"></a> <span class="at">width =</span> <span class="dv">400</span>, <span class="co"># explicit pixel dimensions (overrides size)</span></span>
<span id="cb3-10"><a href="#cb3-10" tabindex="-1"></a> <span class="at">height =</span> <span class="dv">300</span>,</span>
<span id="cb3-11"><a href="#cb3-11" tabindex="-1"></a> <span class="at">bg =</span> <span class="st">"transparent"</span>,<span class="co"># background color for the rendered overlay</span></span>
<span id="cb3-12"><a href="#cb3-12" tabindex="-1"></a> <span class="at">res =</span> <span class="dv">150</span>, <span class="co"># DPI resolution for rendering</span></span>
<span id="cb3-13"><a href="#cb3-13" tabindex="-1"></a> <span class="at">panel =</span> <span class="cn">FALSE</span>, <span class="co"># TRUE, FALSE, or named list forwarded to hud_panel()</span></span>
<span id="cb3-14"><a href="#cb3-14" tabindex="-1"></a> <span class="at">tilt =</span> <span class="cn">NULL</span>, <span class="co"># "none", "left", "right", "top", "bottom"</span></span>
<span id="cb3-15"><a href="#cb3-15" tabindex="-1"></a> <span class="at">corners =</span> <span class="cn">NULL</span>, <span class="co"># named list of c(dx, dy) offsets: tl / tr / bl / br</span></span>
<span id="cb3-16"><a href="#cb3-16" tabindex="-1"></a> <span class="at">keep_size =</span> <span class="cn">TRUE</span>, <span class="co"># crop/pad warped result back to original size</span></span>
<span id="cb3-17"><a href="#cb3-17" tabindex="-1"></a> <span class="at">opacity =</span> <span class="fl">0.85</span>,</span>
<span id="cb3-18"><a href="#cb3-18" tabindex="-1"></a> <span class="at">supersample =</span> <span class="dv">2</span><span class="dt">L</span>, <span class="co"># anti-aliasing factor; increase for steep warps in case of visual artifacts</span></span>
<span id="cb3-19"><a href="#cb3-19" tabindex="-1"></a> <span class="at">operator =</span> <span class="st">"over"</span> <span class="co"># ImageMagick operator for overlays</span></span>
<span id="cb3-20"><a href="#cb3-20" tabindex="-1"></a>)</span></code></pre></div>
<p>Precedence: corners > tilt; explicit width/height > size;
explicit x/y > placement.</p>
<p><code>tilt</code> is a convenience preset. For full control, supply
<code>corners</code> directly — each entry is a <code>c(dx, dy)</code>
pixel offset from that corner’s natural position:</p>
<div class="sourceCode" id="cb4"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb4-1"><a href="#cb4-1" tabindex="-1"></a><span class="co"># Lean the panel to the left</span></span>
<span id="cb4-2"><a href="#cb4-2" tabindex="-1"></a>p <span class="sc">|></span></span>
<span id="cb4-3"><a href="#cb4-3" tabindex="-1"></a> <span class="fu">hud_overlay</span>(</span>
<span id="cb4-4"><a href="#cb4-4" tabindex="-1"></a> <span class="at">background =</span> <span class="fu">system.file</span>(<span class="st">"extdata"</span>, <span class="st">"penguins.jpg"</span>, <span class="at">package =</span> <span class="st">"overlay"</span>),</span>
<span id="cb4-5"><a href="#cb4-5" tabindex="-1"></a> <span class="at">corners =</span> <span class="fu">list</span>(<span class="at">tl =</span> <span class="fu">c</span>(<span class="sc">-</span><span class="dv">110</span>, <span class="dv">0</span>), <span class="at">bl =</span> <span class="fu">c</span>(<span class="sc">-</span><span class="dv">110</span>, <span class="dv">0</span>))</span>
<span id="cb4-6"><a href="#cb4-6" tabindex="-1"></a> )</span></code></pre></div>
<h3 id="multiple-overlays-with-pipes">Multiple overlays with pipes</h3>
<p>Since <code>hud_overlay()</code> returns a <code>magick-image</code>
object, we can chain calls to add several overlays to the same
background. Use the base pipe placeholder <code>_</code> to pass the
result from one overlay as the background for the next:</p>
<div class="sourceCode" id="cb5"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb5-1"><a href="#cb5-1" tabindex="-1"></a><span class="fu">library</span>(ggplot2)</span>
<span id="cb5-2"><a href="#cb5-2" tabindex="-1"></a><span class="fu">library</span>(overlay)</span>
<span id="cb5-3"><a href="#cb5-3" tabindex="-1"></a></span>
<span id="cb5-4"><a href="#cb5-4" tabindex="-1"></a><span class="co"># Create a plot</span></span>
<span id="cb5-5"><a href="#cb5-5" tabindex="-1"></a>penguin_plot <span class="ot"><-</span> <span class="fu">ggplot</span>(penguins, <span class="fu">aes</span>(<span class="at">x =</span> species, <span class="at">fill =</span> species)) <span class="sc">+</span></span>
<span id="cb5-6"><a href="#cb5-6" tabindex="-1"></a> <span class="fu">geom_bar</span>() <span class="sc">+</span></span>
<span id="cb5-7"><a href="#cb5-7" tabindex="-1"></a> <span class="fu">theme_minimal</span>() <span class="sc">+</span></span>
<span id="cb5-8"><a href="#cb5-8" tabindex="-1"></a> <span class="fu">labs</span>(<span class="at">title =</span> <span class="st">"Penguin Species Count"</span>)</span>
<span id="cb5-9"><a href="#cb5-9" tabindex="-1"></a></span>
<span id="cb5-10"><a href="#cb5-10" tabindex="-1"></a><span class="co"># Create code image</span></span>
<span id="cb5-11"><a href="#cb5-11" tabindex="-1"></a>code <span class="ot"><-</span> <span class="st">'ggplot(penguins, aes(x = species, fill = species)) +</span></span>
<span id="cb5-12"><a href="#cb5-12" tabindex="-1"></a><span class="st"> geom_bar() +</span></span>
<span id="cb5-13"><a href="#cb5-13" tabindex="-1"></a><span class="st"> theme_minimal() +</span></span>
<span id="cb5-14"><a href="#cb5-14" tabindex="-1"></a><span class="st"> labs(title = "Penguin Species Count")'</span></span>
<span id="cb5-15"><a href="#cb5-15" tabindex="-1"></a></span>
<span id="cb5-16"><a href="#cb5-16" tabindex="-1"></a>code_img <span class="ot"><-</span> <span class="fu">carbon_image</span>(code, <span class="at">lang =</span> <span class="st">"r"</span>, <span class="at">theme =</span> <span class="st">"dark"</span>)</span>
<span id="cb5-17"><a href="#cb5-17" tabindex="-1"></a></span>
<span id="cb5-18"><a href="#cb5-18" tabindex="-1"></a><span class="co"># Load background</span></span>
<span id="cb5-19"><a href="#cb5-19" tabindex="-1"></a>bg <span class="ot"><-</span> <span class="fu">system.file</span>(<span class="st">"extdata"</span>, <span class="st">"penguins.jpg"</span>, <span class="at">package =</span> <span class="st">"overlay"</span>)</span>
<span id="cb5-20"><a href="#cb5-20" tabindex="-1"></a></span>
<span id="cb5-21"><a href="#cb5-21" tabindex="-1"></a><span class="co"># Add multiple overlays using the pipe placeholder</span></span>
<span id="cb5-22"><a href="#cb5-22" tabindex="-1"></a>plotandcode <span class="ot"><-</span> <span class="fu">hud_overlay</span>(</span>
<span id="cb5-23"><a href="#cb5-23" tabindex="-1"></a> <span class="at">overlay =</span> penguin_plot,</span>
<span id="cb5-24"><a href="#cb5-24" tabindex="-1"></a> <span class="at">background =</span> bg,</span>
<span id="cb5-25"><a href="#cb5-25" tabindex="-1"></a> <span class="at">placement =</span> <span class="st">"left"</span>,</span>
<span id="cb5-26"><a href="#cb5-26" tabindex="-1"></a> <span class="at">size =</span> <span class="st">"xl"</span>,</span>
<span id="cb5-27"><a href="#cb5-27" tabindex="-1"></a> <span class="at">tilt =</span> <span class="st">"left"</span>,</span>
<span id="cb5-28"><a href="#cb5-28" tabindex="-1"></a> <span class="at">opacity =</span> <span class="fl">0.85</span></span>
<span id="cb5-29"><a href="#cb5-29" tabindex="-1"></a>) <span class="sc">|></span> </span>
<span id="cb5-30"><a href="#cb5-30" tabindex="-1"></a> <span class="fu">hud_overlay</span>(</span>
<span id="cb5-31"><a href="#cb5-31" tabindex="-1"></a> <span class="at">overlay =</span> code_img,</span>
<span id="cb5-32"><a href="#cb5-32" tabindex="-1"></a> <span class="at">background =</span> _, <span class="co"># Pipe placeholder - uses result from previous step</span></span>
<span id="cb5-33"><a href="#cb5-33" tabindex="-1"></a> <span class="at">placement =</span> <span class="st">"right"</span>,</span>
<span id="cb5-34"><a href="#cb5-34" tabindex="-1"></a> <span class="at">size =</span> <span class="st">"xl"</span>,</span>
<span id="cb5-35"><a href="#cb5-35" tabindex="-1"></a> <span class="at">tilt =</span> <span class="st">"none"</span>,</span>
<span id="cb5-36"><a href="#cb5-36" tabindex="-1"></a> <span class="at">opacity =</span> <span class="dv">1</span></span>
<span id="cb5-37"><a href="#cb5-37" tabindex="-1"></a> )</span></code></pre></div>
<p>The <code>_</code> placeholder (available in R ≥ 4.2.0) passes the
output from the first <code>hud_overlay()</code> call as the
<code>background</code> argument to the second call. This lets us build
up complex compositions with multiple plots, tables, and code snippets
on a single background image. Note that the tilt and placement options
for each overlay are independent and not inherited from previous
steps.</p>
<h3 id="step-by-step-pipeline">Step-by-step pipeline</h3>
<p>Each function can also be called individually, which is useful for
debugging or for fine-grained control over an intermediate step:</p>
<div class="sourceCode" id="cb6"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb6-1"><a href="#cb6-1" tabindex="-1"></a><span class="fu">library</span>(ggplot2)</span>
<span id="cb6-2"><a href="#cb6-2" tabindex="-1"></a><span class="fu">library</span>(overlay)</span>
<span id="cb6-3"><a href="#cb6-3" tabindex="-1"></a></span>
<span id="cb6-4"><a href="#cb6-4" tabindex="-1"></a><span class="co"># Create a ggplot2 object</span></span>
<span id="cb6-5"><a href="#cb6-5" tabindex="-1"></a>p <span class="ot"><-</span> <span class="fu">ggplot</span>(mtcars, <span class="fu">aes</span>(hp, mpg)) <span class="sc">+</span> <span class="fu">geom_point</span>()</span>
<span id="cb6-6"><a href="#cb6-6" tabindex="-1"></a></span>
<span id="cb6-7"><a href="#cb6-7" tabindex="-1"></a><span class="co"># Bundled background </span></span>
<span id="cb6-8"><a href="#cb6-8" tabindex="-1"></a>bg <span class="ot"><-</span> <span class="fu">system.file</span>(<span class="st">"extdata"</span>, <span class="st">"penguins.jpg"</span>, <span class="at">package =</span> <span class="st">"overlay"</span>)</span>
<span id="cb6-9"><a href="#cb6-9" tabindex="-1"></a></span>
<span id="cb6-10"><a href="#cb6-10" tabindex="-1"></a><span class="co"># Rasterize</span></span>
<span id="cb6-11"><a href="#cb6-11" tabindex="-1"></a>img <span class="ot"><-</span> <span class="fu">render_hud</span>(p, <span class="at">width =</span> <span class="dv">500</span>, <span class="at">height =</span> <span class="dv">320</span>, <span class="at">res =</span> <span class="dv">150</span>)</span>
<span id="cb6-12"><a href="#cb6-12" tabindex="-1"></a></span>
<span id="cb6-13"><a href="#cb6-13" tabindex="-1"></a><span class="co"># Add a dark panel with a neon border</span></span>
<span id="cb6-14"><a href="#cb6-14" tabindex="-1"></a>img <span class="ot"><-</span> <span class="fu">hud_panel</span>(</span>
<span id="cb6-15"><a href="#cb6-15" tabindex="-1"></a> img,</span>
<span id="cb6-16"><a href="#cb6-16" tabindex="-1"></a> <span class="at">padding =</span> <span class="dv">20</span>,</span>
<span id="cb6-17"><a href="#cb6-17" tabindex="-1"></a> <span class="at">panel_color =</span> <span class="st">"#111111CC"</span>,</span>
<span id="cb6-18"><a href="#cb6-18" tabindex="-1"></a> <span class="at">border_color =</span> <span class="st">"#39FF1488"</span>,</span>
<span id="cb6-19"><a href="#cb6-19" tabindex="-1"></a> <span class="at">border_width =</span> <span class="dv">8</span></span>
<span id="cb6-20"><a href="#cb6-20" tabindex="-1"></a>)</span>
<span id="cb6-21"><a href="#cb6-21" tabindex="-1"></a></span>
<span id="cb6-22"><a href="#cb6-22" tabindex="-1"></a><span class="co"># Perspective warp</span></span>
<span id="cb6-23"><a href="#cb6-23" tabindex="-1"></a>img <span class="ot"><-</span> <span class="fu">warp_hud</span>(</span>
<span id="cb6-24"><a href="#cb6-24" tabindex="-1"></a> img,</span>
<span id="cb6-25"><a href="#cb6-25" tabindex="-1"></a> <span class="at">corners =</span> <span class="fu">list</span>(<span class="at">tl =</span> <span class="fu">c</span>(<span class="sc">-</span><span class="dv">90</span>, <span class="dv">0</span>), <span class="at">bl =</span> <span class="fu">c</span>(<span class="sc">-</span><span class="dv">90</span>, <span class="dv">0</span>))</span>
<span id="cb6-26"><a href="#cb6-26" tabindex="-1"></a>)</span>
<span id="cb6-27"><a href="#cb6-27" tabindex="-1"></a></span>
<span id="cb6-28"><a href="#cb6-28" tabindex="-1"></a><span class="co"># Composite</span></span>
<span id="cb6-29"><a href="#cb6-29" tabindex="-1"></a>out <span class="ot"><-</span> <span class="fu">composite_hud</span>(</span>
<span id="cb6-30"><a href="#cb6-30" tabindex="-1"></a> <span class="at">background =</span> bg,</span>
<span id="cb6-31"><a href="#cb6-31" tabindex="-1"></a> <span class="at">overlay =</span> img,</span>
<span id="cb6-32"><a href="#cb6-32" tabindex="-1"></a> <span class="at">x =</span> <span class="dv">60</span>, <span class="at">y =</span> <span class="dv">80</span>,</span>
<span id="cb6-33"><a href="#cb6-33" tabindex="-1"></a> <span class="at">opacity =</span> <span class="fl">0.9</span></span>
<span id="cb6-34"><a href="#cb6-34" tabindex="-1"></a>)</span>
<span id="cb6-35"><a href="#cb6-35" tabindex="-1"></a></span>
<span id="cb6-36"><a href="#cb6-36" tabindex="-1"></a>magick<span class="sc">::</span><span class="fu">image_browse</span>(out)</span></code></pre></div>
<h3 id="code-snippets-as-images">Code snippets as images</h3>
<p>In addition to ggplot2 plots and gt tables, syntax-highlighted code
snippets can also be added using <code>carbon_image()</code>. This
function uses the community-developed <a href="https://github.com/petersolopov/carbonara">carbonara API</a> to
generate code images styled with carbon.js themes. The endpoints may not
always be responsive, but usually work after a few tries in the case of
timeout errors.</p>
<div class="sourceCode" id="cb7"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb7-1"><a href="#cb7-1" tabindex="-1"></a><span class="fu">library</span>(overlay)</span>
<span id="cb7-2"><a href="#cb7-2" tabindex="-1"></a></span>
<span id="cb7-3"><a href="#cb7-3" tabindex="-1"></a><span class="co"># Create a code snippet image</span></span>
<span id="cb7-4"><a href="#cb7-4" tabindex="-1"></a>plotting_code <span class="ot"><-</span> <span class="st">'library(ggplot2)</span></span>
<span id="cb7-5"><a href="#cb7-5" tabindex="-1"></a></span>
<span id="cb7-6"><a href="#cb7-6" tabindex="-1"></a><span class="st">ggplot(mtcars, aes(wt, mpg)) +</span></span>
<span id="cb7-7"><a href="#cb7-7" tabindex="-1"></a><span class="st"> geom_point(aes(color = factor(cyl))) +</span></span>
<span id="cb7-8"><a href="#cb7-8" tabindex="-1"></a><span class="st"> theme_minimal() +</span></span>
<span id="cb7-9"><a href="#cb7-9" tabindex="-1"></a><span class="st"> labs(title = "Fuel Efficiency")'</span></span>
<span id="cb7-10"><a href="#cb7-10" tabindex="-1"></a></span>
<span id="cb7-11"><a href="#cb7-11" tabindex="-1"></a>code_img <span class="ot"><-</span> <span class="fu">carbon_image</span>(plotting_code, <span class="at">lang =</span> <span class="st">"r"</span>, <span class="at">theme =</span> <span class="st">"dark"</span>)</span>
<span id="cb7-12"><a href="#cb7-12" tabindex="-1"></a></span>
<span id="cb7-13"><a href="#cb7-13" tabindex="-1"></a><span class="co"># Overlay the code on a background</span></span>
<span id="cb7-14"><a href="#cb7-14" tabindex="-1"></a>bg <span class="ot"><-</span> <span class="fu">system.file</span>(<span class="st">"extdata"</span>, <span class="st">"penguins.jpg"</span>, <span class="at">package =</span> <span class="st">"overlay"</span>)</span>
<span id="cb7-15"><a href="#cb7-15" tabindex="-1"></a></span>
<span id="cb7-16"><a href="#cb7-16" tabindex="-1"></a>out <span class="ot"><-</span> bg <span class="sc">|></span></span>
<span id="cb7-17"><a href="#cb7-17" tabindex="-1"></a> <span class="fu">hud_overlay</span>(code_img, </span>
<span id="cb7-18"><a href="#cb7-18" tabindex="-1"></a> <span class="at">width =</span> <span class="dv">500</span>, </span>
<span id="cb7-19"><a href="#cb7-19" tabindex="-1"></a> <span class="at">height =</span> <span class="dv">350</span>,</span>
<span id="cb7-20"><a href="#cb7-20" tabindex="-1"></a> <span class="at">placement =</span> <span class="st">"center"</span>)</span></code></pre></div>
<p><code>carbon_image()</code> supports both dark and light themes and
by default is mostly hard-coded, but the output can be customized with
additional parameters:</p>
<div class="sourceCode" id="cb8"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb8-1"><a href="#cb8-1" tabindex="-1"></a><span class="co"># Light theme with custom settings</span></span>
<span id="cb8-2"><a href="#cb8-2" tabindex="-1"></a>code_img <span class="ot"><-</span> <span class="fu">carbon_image</span>(</span>
<span id="cb8-3"><a href="#cb8-3" tabindex="-1"></a> plotting_code,</span>
<span id="cb8-4"><a href="#cb8-4" tabindex="-1"></a> <span class="at">lang =</span> <span class="st">"r"</span>,</span>
<span id="cb8-5"><a href="#cb8-5" tabindex="-1"></a> <span class="at">theme =</span> <span class="st">"light"</span>,</span>
<span id="cb8-6"><a href="#cb8-6" tabindex="-1"></a> <span class="at">fontSize =</span> <span class="st">"16px"</span>,</span>
<span id="cb8-7"><a href="#cb8-7" tabindex="-1"></a> <span class="at">fontFamily =</span> <span class="st">"Fira Code"</span></span>
<span id="cb8-8"><a href="#cb8-8" tabindex="-1"></a>)</span></code></pre></div>
<h3 id="saving-the-result">Saving the result</h3>
<p><code>hud_overlay()</code> and <code>composite_hud()</code> return a
<code>magick-image</code> object, which can be saved with
<code>magick::image_write()</code></p>
<div class="sourceCode" id="cb9"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb9-1"><a href="#cb9-1" tabindex="-1"></a>magick<span class="sc">::</span><span class="fu">image_write</span>(out, <span class="st">"result.png"</span>)</span></code></pre></div>
<h2 id="depends">Depends</h2>
<ul>
<li><a href="https://docs.ropensci.org/magick/">magick</a> for image
processing (requires ImageMagick to be installed on your system)</li>
<li><a href="https://ragg.r-lib.org/">ragg</a> for crisp high-quality
graphics rendering</li>
<li><a href="https://ggplot2.tidyverse.org/">ggplot2</a> plots using the
grammar of graphics</li>
<li><a href="https://gt.rstudio.com/">gt</a> for great-looking
tables</li>
<li><a href="https://httr.r-lib.org/">httr</a> (suggested) for carbon
code image API requests</li>
</ul>
<h3 id="system-requirements">System requirements</h3>
<ul>
<li>ImageMagick (required by magick). Verify with
<code>magick::magick_config()</code> in R or
<code>magick --version</code> in the terminal.</li>
<li>Fonts: when using custom fonts, make sure they are available.</li>
</ul>
<h3 id="llm-disclosure">LLM disclosure</h3>
<p>This package was developed with extensive input from various Large
Language models from multiple providers (Anthropic, Google, OpenAI,
Groq), implemented via autocomplete, through Posit Assistant, Positron
Assistant, the Continue and Roo Code extensions for Positron, ellmer, or
in Terminal User Interfaces like Gemini CLI. This package is not
necessarily ‘vibe-coded’, but includes as much AI-generated code as I
think I’ll ever include in my work. Developing overlay was in part an
experiment in LLM-assisted development, and also a way to get a better
idea of token usage, costs, rate limits, and how the different
implementations compare. I still take full responsibility for this code
and its bugs.</p>
<h2 id="license">License</h2>
<p>MIT</p>
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