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} code > span.ot { color: #007020; } code > span.al { color: #ff0000; font-weight: bold; } code > span.fu { color: #900; font-weight: bold; } code > span.er { color: #a61717; background-color: #e3d2d2; } </style> </head> <body> <h1 class="title toc-ignore">Aesthetic specifications</h1> <p>This vignette summarises the various formats that grid drawing functions take. Most of this information is available scattered throughout the R documentation. This appendix brings it all together in one place.</p> <div id="colour-and-fill" class="section level2"> <h2>Colour and fill</h2> <p>Almost every geom has either colour, fill, or both. Colours and fills can be specified in the following ways:</p> <ul> <li><p>A <strong>name</strong>, e.g., <code>"red"</code>. R has 657 built-in named colours, which can be listed with <code>colours()</code>.</p></li> <li><p>An <strong>rgb specification</strong>, with a string of the form <code>"#RRGGBB"</code> where each of the pairs <code>RR</code>, <code>GG</code>, <code>BB</code> consists of two hexadecimal digits giving a value in the range <code>00</code> to <code>FF</code></p> <p>You can optionally make the colour transparent by using the form <code>"#RRGGBBAA"</code>.</p></li> <li><p>An <strong>NA</strong>, for a completely transparent colour.</p></li> <li><p>The <a href="https://github.com/cwickham/munsell">munsell</a> package, by Charlotte Wickham, makes it easy to choose specific colours using a system designed by Albert H. Munsell. If you invest a little in learning the system, it provides a convenient way of specifying aesthetically pleasing colours.</p> <div class="sourceCode" id="cb1"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb1-1"><a href="#cb1-1"></a>munsell<span class="op">::</span><span class="kw">mnsl</span>(<span class="st">"5PB 5/10"</span>)</span> <span id="cb1-2"><a href="#cb1-2"></a><span class="co">#> [1] "#447DBF"</span></span></code></pre></div></li> </ul> </div> <div id="lines" class="section level2"> <h2>Lines</h2> <p>As well as <code>colour</code>, the appearance of a line is affected by <code>size</code>, <code>linetype</code>, <code>linejoin</code> and <code>lineend</code>.</p> <div id="sec:line-type-spec" class="section level3"> <h3>Line type</h3> <p>Line types can be specified with:</p> <ul> <li><p>An <strong>integer</strong> or <strong>name</strong>: 0 = blank, 1 = solid, 2 = dashed, 3 = dotted, 4 = dotdash, 5 = longdash, 6 = twodash, as shown below:</p> <div class="sourceCode" id="cb2"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb2-1"><a href="#cb2-1"></a>lty <-<span class="st"> </span><span class="kw">c</span>(<span class="st">"solid"</span>, <span class="st">"dashed"</span>, <span class="st">"dotted"</span>, <span class="st">"dotdash"</span>, <span class="st">"longdash"</span>, <span class="st">"twodash"</span>)</span> <span id="cb2-2"><a href="#cb2-2"></a>linetypes <-<span class="st"> </span><span class="kw">data.frame</span>(</span> <span id="cb2-3"><a href="#cb2-3"></a> <span class="dt">y =</span> <span class="kw">seq_along</span>(lty),</span> <span id="cb2-4"><a href="#cb2-4"></a> <span class="dt">lty =</span> lty</span> <span id="cb2-5"><a href="#cb2-5"></a>) </span> <span id="cb2-6"><a href="#cb2-6"></a><span class="kw">ggplot</span>(linetypes, <span class="kw">aes</span>(<span class="dv">0</span>, y)) <span class="op">+</span><span class="st"> </span></span> <span id="cb2-7"><a href="#cb2-7"></a><span class="st"> </span><span class="kw">geom_segment</span>(<span class="kw">aes</span>(<span class="dt">xend =</span> <span class="dv">5</span>, <span class="dt">yend =</span> y, <span class="dt">linetype =</span> lty)) <span class="op">+</span><span class="st"> </span></span> <span id="cb2-8"><a href="#cb2-8"></a><span class="st"> </span><span class="kw">scale_linetype_identity</span>() <span class="op">+</span><span class="st"> </span></span> <span id="cb2-9"><a href="#cb2-9"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> lty), <span class="dt">hjust =</span> <span class="dv">0</span>, <span class="dt">nudge_y =</span> <span class="fl">0.2</span>) <span class="op">+</span></span> <span id="cb2-10"><a href="#cb2-10"></a><span class="st"> </span><span class="kw">scale_x_continuous</span>(<span class="ot">NULL</span>, <span class="dt">breaks =</span> <span class="ot">NULL</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb2-11"><a href="#cb2-11"></a><span class="st"> </span><span class="kw">scale_y_reverse</span>(<span class="ot">NULL</span>, <span class="dt">breaks =</span> <span class="ot">NULL</span>)</span></code></pre></div> <p><img 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" /><!-- --></p></li> <li><p>The lengths of on/off stretches of line. This is done with a string containing 2, 4, 6, or 8 hexadecimal digits which give the lengths of consecutive lengths. For example, the string <code>"33"</code> specifies three units on followed by three off and <code>"3313"</code> specifies three units on followed by three off followed by one on and finally three off.</p> <div class="sourceCode" id="cb3"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb3-1"><a href="#cb3-1"></a>lty <-<span class="st"> </span><span class="kw">c</span>(<span class="st">"11"</span>, <span class="st">"18"</span>, <span class="st">"1f"</span>, <span class="st">"81"</span>, <span class="st">"88"</span>, <span class="st">"8f"</span>, <span class="st">"f1"</span>, <span class="st">"f8"</span>, <span class="st">"ff"</span>)</span> <span id="cb3-2"><a href="#cb3-2"></a>linetypes <-<span class="st"> </span><span class="kw">data.frame</span>(</span> <span id="cb3-3"><a href="#cb3-3"></a> <span class="dt">y =</span> <span class="kw">seq_along</span>(lty),</span> <span id="cb3-4"><a href="#cb3-4"></a> <span class="dt">lty =</span> lty</span> <span id="cb3-5"><a href="#cb3-5"></a>) </span> <span id="cb3-6"><a href="#cb3-6"></a><span class="kw">ggplot</span>(linetypes, <span class="kw">aes</span>(<span class="dv">0</span>, y)) <span class="op">+</span><span class="st"> </span></span> <span id="cb3-7"><a href="#cb3-7"></a><span class="st"> </span><span class="kw">geom_segment</span>(<span class="kw">aes</span>(<span class="dt">xend =</span> <span class="dv">5</span>, <span class="dt">yend =</span> y, <span class="dt">linetype =</span> lty)) <span class="op">+</span><span class="st"> </span></span> <span id="cb3-8"><a href="#cb3-8"></a><span class="st"> </span><span class="kw">scale_linetype_identity</span>() <span class="op">+</span><span class="st"> </span></span> <span id="cb3-9"><a href="#cb3-9"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> lty), <span class="dt">hjust =</span> <span class="dv">0</span>, <span class="dt">nudge_y =</span> <span class="fl">0.2</span>) <span class="op">+</span></span> <span id="cb3-10"><a href="#cb3-10"></a><span class="st"> </span><span class="kw">scale_x_continuous</span>(<span class="ot">NULL</span>, <span class="dt">breaks =</span> <span class="ot">NULL</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb3-11"><a href="#cb3-11"></a><span class="st"> </span><span class="kw">scale_y_reverse</span>(<span class="ot">NULL</span>, <span class="dt">breaks =</span> <span class="ot">NULL</span>)</span></code></pre></div> <p><img src="data:image/png;base64,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" /><!-- --></p> <p>The five standard dash-dot line types described above correspond to 44, 13, 1343, 73, and 2262.</p></li> </ul> </div> <div id="size" class="section level3"> <h3>Size</h3> <p>The <code>size</code> of a line is its width in mm.</p> </div> <div id="line-endjoin-paramters" class="section level3"> <h3>Line end/join paramters</h3> <ul> <li><p>The appearance of the line end is controlled by the <code>lineend</code> paramter, and can be one of “round”, “butt” (the default), or “square”.</p> <div class="sourceCode" id="cb4"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb4-1"><a href="#cb4-1"></a>df <-<span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">x =</span> <span class="dv">1</span><span class="op">:</span><span class="dv">3</span>, <span class="dt">y =</span> <span class="kw">c</span>(<span class="dv">4</span>, <span class="dv">1</span>, <span class="dv">9</span>))</span> <span id="cb4-2"><a href="#cb4-2"></a>base <-<span class="st"> </span><span class="kw">ggplot</span>(df, <span class="kw">aes</span>(x, y)) <span class="op">+</span><span class="st"> </span><span class="kw">xlim</span>(<span class="fl">0.5</span>, <span class="fl">3.5</span>) <span class="op">+</span><span class="st"> </span><span class="kw">ylim</span>(<span class="dv">0</span>, <span class="dv">10</span>)</span> <span id="cb4-3"><a href="#cb4-3"></a>base <span class="op">+</span><span class="st"> </span></span> <span id="cb4-4"><a href="#cb4-4"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">10</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb4-5"><a href="#cb4-5"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">1</span>, <span class="dt">colour =</span> <span class="st">"red"</span>)</span> <span id="cb4-6"><a href="#cb4-6"></a></span> <span id="cb4-7"><a href="#cb4-7"></a>base <span class="op">+</span><span class="st"> </span></span> <span id="cb4-8"><a href="#cb4-8"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">10</span>, <span class="dt">lineend =</span> <span class="st">"round"</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb4-9"><a href="#cb4-9"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">1</span>, <span class="dt">colour =</span> <span class="st">"red"</span>)</span> <span id="cb4-10"><a href="#cb4-10"></a></span> <span id="cb4-11"><a href="#cb4-11"></a>base <span class="op">+</span><span class="st"> </span></span> <span id="cb4-12"><a href="#cb4-12"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">10</span>, <span class="dt">lineend =</span> <span class="st">"square"</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb4-13"><a href="#cb4-13"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">1</span>, <span class="dt">colour =</span> <span class="st">"red"</span>)</span></code></pre></div> <p><img src="data:image/png;base64,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" 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" 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" width="30%" /></p></li> <li><p>The appearance of line joins is controlled by <code>linejoin</code> and can be one of “round” (the default), “mitre”, or “bevel”.</p> <div class="sourceCode" id="cb5"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb5-1"><a href="#cb5-1"></a>df <-<span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">x =</span> <span class="dv">1</span><span class="op">:</span><span class="dv">3</span>, <span class="dt">y =</span> <span class="kw">c</span>(<span class="dv">9</span>, <span class="dv">1</span>, <span class="dv">9</span>))</span> <span id="cb5-2"><a href="#cb5-2"></a>base <-<span class="st"> </span><span class="kw">ggplot</span>(df, <span class="kw">aes</span>(x, y)) <span class="op">+</span><span class="st"> </span><span class="kw">ylim</span>(<span class="dv">0</span>, <span class="dv">10</span>)</span> <span id="cb5-3"><a href="#cb5-3"></a>base <span class="op">+</span><span class="st"> </span></span> <span id="cb5-4"><a href="#cb5-4"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">10</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb5-5"><a href="#cb5-5"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">1</span>, <span class="dt">colour =</span> <span class="st">"red"</span>)</span> <span id="cb5-6"><a href="#cb5-6"></a></span> <span id="cb5-7"><a href="#cb5-7"></a>base <span class="op">+</span><span class="st"> </span></span> <span id="cb5-8"><a href="#cb5-8"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">10</span>, <span class="dt">linejoin =</span> <span class="st">"mitre"</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb5-9"><a href="#cb5-9"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">1</span>, <span class="dt">colour =</span> <span class="st">"red"</span>)</span> <span id="cb5-10"><a href="#cb5-10"></a></span> <span id="cb5-11"><a href="#cb5-11"></a>base <span class="op">+</span><span class="st"> </span></span> <span id="cb5-12"><a href="#cb5-12"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">10</span>, <span class="dt">linejoin =</span> <span class="st">"bevel"</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb5-13"><a href="#cb5-13"></a><span class="st"> </span><span class="kw">geom_path</span>(<span class="dt">size =</span> <span class="dv">1</span>, <span class="dt">colour =</span> <span class="st">"red"</span>)</span></code></pre></div> <p><img src="data:image/png;base64,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" 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" 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" width="30%" /></p></li> </ul> <p>Mitre joins are automatically converted to bevel joins whenever the angle is too small (which would create a very long bevel). This is controlled by the <code>linemitre</code> parameter which specifies the maximum ratio between the line width and the length of the mitre.</p> </div> </div> <div id="polygons" class="section level2"> <h2>Polygons</h2> <p>The border of the polygon is controlled by the <code>colour</code>, <code>linetype</code>, and <code>size</code> aesthetics as described above. The inside is controlled by <code>fill</code>.</p> </div> <div id="point" class="section level2"> <h2>Point</h2> <div id="sec:shape-spec" class="section level3"> <h3>Shape</h3> <p>Shapes take five types of values:</p> <ul> <li><p>An <strong>integer</strong> in <span class="math inline">\([0, 25]\)</span>:</p> <div class="sourceCode" id="cb6"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb6-1"><a href="#cb6-1"></a>shapes <-<span class="st"> </span><span class="kw">data.frame</span>(</span> <span id="cb6-2"><a href="#cb6-2"></a> <span class="dt">shape =</span> <span class="kw">c</span>(<span class="dv">0</span><span class="op">:</span><span class="dv">19</span>, <span class="dv">22</span>, <span class="dv">21</span>, <span class="dv">24</span>, <span class="dv">23</span>, <span class="dv">20</span>),</span> <span id="cb6-3"><a href="#cb6-3"></a> <span class="dt">x =</span> <span class="dv">0</span><span class="op">:</span><span class="dv">24</span> <span class="op">%/%</span><span class="st"> </span><span class="dv">5</span>,</span> <span id="cb6-4"><a href="#cb6-4"></a> <span class="dt">y =</span> <span class="op">-</span>(<span class="dv">0</span><span class="op">:</span><span class="dv">24</span> <span class="op">%%</span><span class="st"> </span><span class="dv">5</span>)</span> <span id="cb6-5"><a href="#cb6-5"></a>)</span> <span id="cb6-6"><a href="#cb6-6"></a><span class="kw">ggplot</span>(shapes, <span class="kw">aes</span>(x, y)) <span class="op">+</span><span class="st"> </span></span> <span id="cb6-7"><a href="#cb6-7"></a><span class="st"> </span><span class="kw">geom_point</span>(<span class="kw">aes</span>(<span class="dt">shape =</span> shape), <span class="dt">size =</span> <span class="dv">5</span>, <span class="dt">fill =</span> <span class="st">"red"</span>) <span class="op">+</span></span> <span id="cb6-8"><a href="#cb6-8"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> shape), <span class="dt">hjust =</span> <span class="dv">0</span>, <span class="dt">nudge_x =</span> <span class="fl">0.15</span>) <span class="op">+</span></span> <span id="cb6-9"><a href="#cb6-9"></a><span class="st"> </span><span class="kw">scale_shape_identity</span>() <span class="op">+</span></span> <span id="cb6-10"><a href="#cb6-10"></a><span class="st"> </span><span class="kw">expand_limits</span>(<span class="dt">x =</span> <span class="fl">4.1</span>) <span class="op">+</span></span> <span id="cb6-11"><a href="#cb6-11"></a><span class="st"> </span><span class="kw">theme_void</span>()</span></code></pre></div> <p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASAAAAEgCAYAAAAUg66AAAAEGWlDQ1BrQ0dDb2xvclNwYWNlR2VuZXJpY1JHQgAAOI2NVV1oHFUUPrtzZyMkzlNsNIV0qD8NJQ2TVjShtLp/3d02bpZJNtoi6GT27s6Yyc44M7v9oU9FUHwx6psUxL+3gCAo9Q/bPrQvlQol2tQgKD60+INQ6Ium65k7M5lpurHeZe58853vnnvuuWfvBei5qliWkRQBFpquLRcy4nOHj4g9K5CEh6AXBqFXUR0rXalMAjZPC3e1W99Dwntf2dXd/p+tt0YdFSBxH2Kz5qgLiI8B8KdVy3YBevqRHz/qWh72Yui3MUDEL3q44WPXw3M+fo1pZuQs4tOIBVVTaoiXEI/MxfhGDPsxsNZfoE1q66ro5aJim3XdoLFw72H+n23BaIXzbcOnz5mfPoTvYVz7KzUl5+FRxEuqkp9G/Ajia219thzg25abkRE/BpDc3pqvphHvRFys2weqvp+krbWKIX7nhDbzLOItiM8358pTwdirqpPFnMF2xLc1WvLyOwTAibpbmvHHcvttU57y5+XqNZrLe3lE/Pq8eUj2fXKfOe3pfOjzhJYtB/yll5SDFcSDiH+hRkH25+L+sdxKEAMZahrlSX8ukqMOWy/jXW2m6M9LDBc31B9LFuv6gVKg/0Szi3KAr1kGq1GMjU/aLbnq6/lRxc4XfJ98hTargX++DbMJBSiYMIe9Ck1YAxFkKEAG3xbYaKmDDgYyFK0UGYpfoWYXG+fAPPI6tJnNwb7ClP7IyF+D+bjOtCpkhz6CFrIa/I6sFtNl8auFXGMTP34sNwI/JhkgEtmDz14ySfaRcTIBInmKPE32kxyyE2Tv+thKbEVePDfW/byMM1Kmm0XdObS7oGD/MypMXFPXrCwOtoYjyyn7BV29/MZfsVzpLDdRtuIZnbpXzvlf+ev8MvYr/Gqk4H/kV/G3csdazLuyTMPsbFhzd1UabQbjFvDRmcWJxR3zcfHkVw9GfpbJmeev9F08WW8uDkaslwX6avlWGU6NRKz0g/SHtCy9J30o/ca9zX3Kfc19zn3BXQKRO8ud477hLnAfc1/G9mrzGlrfexZ5GLdn6ZZrrEohI2wVHhZywjbhUWEy8icMCGNCUdiBlq3r+xafL549HQ5jH+an+1y+LlYBifuxAvRN/lVVVOlwlCkdVm9NOL5BE4wkQ2SMlDZU97hX86EilU/lUmkQUztTE6mx1EEPh7OmdqBtAvv8HdWpbrJS6tJj3n0CWdM6busNzRV3S9KTYhqvNiqWmuroiKgYhshMjmhTh9ptWhsF7970j/SbMrsPE1suR5z7DMC+P/Hs+y7ijrQAlhyAgccjbhjPygfeBTjzhNqy28EdkUh8C+DU9+z2v/oyeH791OncxHOs5y2AtTc7nb/f73TWPkD/qwBnjX8BoJ98VQNcC+8AAAA4ZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAKgAgAEAAAAAQAAASCgAwAEAAAAAQAAASAAAAAAq0AljQAAQABJREFUeAHtXAncTVX3XnjN8zyWIZQIUWalUChREr5QoVIyfE2UvqSBRIgGDRJKpVQ0UFKGVKLQQCJT5nme2f/17O8793/uuefc6b3vffe9d22/1zln73322evZ+zx77bXWuVkUJ5IkCAgCgkAmIJA1E56ZsI88d+4cLV26NGH7Lx0XBExDQAgozBEB+dx11110991304YNG8K8S6oJAoJAMASEgIKh878yi3z27t1LQ4cOpeuuu05IKAzcpIogEAqBtFAVUr3cTj7vv/8+5ciRg/bv369J6PPPP6eKFSumOkQivyAQNQKuBFSsWDE6c+ZMVI0ePHiQdu/eTWgj0ZMb+UCm7t27a9GgCSUzCYFoJ0yYQF999RX99ddftGfPHqpSpQo1aNCAbrzxRmrVqhVly5Yt0YdZ93/Lli305ptvRiVLzpw5aeDAgVHda8pNJ06coB07dkTcnXLlylFamiuNhNcWvGDOVKhQIcUvnzM7rOuGDRuq33//Pay6Jlc6e/as6tmzp2rfvr06efKka1cnT56sqlWrptavX+9ansiZb7zxhqpUqZIaNGiQ+vHHH9XcuXNVs2bNFL+oatKkSeqqq65SV199tdq3b18ii+nr++LFi+ENjuqvQIECvnYS9eTG5i1U3rQ0dUmhwmH/Aa+H7703XSKng7rCI7hErOWl+ThlSVZNaOrUqTR69Gj65ptvqHz58lrsZcuWUdasWals2bJ0++236z8mJypSpAj9888/hJVQUuIicGjfXvrqTBaqd+BY2ELMojT6mMc+PSnDCejUqVPEqyfxKkp16tQh1igoS5Ys6elzht4bLvlYnQhGQh9++CEdOHDAqqqPrCFS9erV/fJMunjnnXf0FhP9LliwYNCuPfvss5Q/f3664YYbaOHChZQvX76A+qxJ0pAhQ6hfv35UokQJv/KVK1fSp59+qvOxpStevLhfeaJfeMmOre2MGTMCxPvXv/5FefLkCchPtIzVq1fTxx9/rLfnbdu2pYsvvthPBNaaaebMmfT333+zDuWSYrUFO336tKpdu7YqWbKk6tOnj+LVU3Xt2tXliWZkhbPt8uqpczvGNjSVO3duxRqEuuiii3x/U6ZM8Woi0/OPHTum2MajVqxYEdAXjn/SW66AAs6444471MiRI92KVN++ffW2Zs2aNX7l7E1UbDtQTOCqadOm6oILLlCsSfnViedFRmzBvGTnl0/Lbp8XON+1a1c8RfZ7VvNLL1WLKbs6TTnD/ptBaapr27Z+7TDhqMKFC6tevXqpxo0bq+zZs6vp06f76kycOFHlypVLtWnTRjHhqgwlIF4hVdWqVdWRI0d0Bzh+RgPPq6WvQ6acpId8LBnsJLRq1Sr94m3bts0qNv747rvvei4QwQgINrALL7zQz26IvBYtWihe0QMIiFdIxd5EhZceCdg3adJEk1VmgRRLAgomO+QD+UJek1IsCAhzhJ0SauvWrT7RevTooXh7rq8xzlhoxo0b5yvP0DggeIg6d+5MefPm1SpYhQoViA2ZBHe2aQlBhojzsVzt0fQP2zHYReAdmzdvHpUpU4ZKly4dTVOZcg+2ylCZI00IRYAt6LfffvPd2rt3b2INkObMmePLs07wHJ6I1KhRI50F21K3bt2MnBdWnyM5BpMd7Sxfvpzq1q0bSZMJURdby+HDh+t5b3WYiZa2b99OvBuinTt3Urt27ahLly5WMVuRMjAhYpg9SX5PAAnB5WlSeumll9JNPpY8lk0IcsNlDWKDnQNhCSCnW2+91apq3JG3XsTbZTp69GhA3zCWrM0Re8ACypCBCYb7a9asqcvfeustTb7r1q0LqI+22MPmlw8S4y0IsceR4NZO5BRMdsgFnHhrQrwNoZ9++kmT0dixY4k9qoksNrVs2VL/2YWYNm0aXXbZZVpeLMbPP/+8vTjjCAgTEhO2aNGifg90rpR+hZl08fbbbxPbIXSQYSy6gNUdcVSIm8EK0KlTJ2LbD7H9i3j/Sx06dIjFY2LexuHDh3WEN9uCAtrG6sVbaYLh2C2hDDFgVgqm+W3atElrTFZdHNluoC9BQuedd569KOHOg8kO4/7GjRt1ACsWJMgL8rnyyiuJt+1JET9nDdiYMWNo/vz59P3331tZfkdozBmmASE4CUFq8ILZE1a4UN4Ve/14nMPdjNUIEwKenfQktiXo7QTahDZgEXDz5s31y4tBMZWAsFJBPXbbhsENb70sbviwvYfq16/vVhSQBw0HC5Q9WfOEY2rs2Ul3jrnPNhJNNIiqR6pXrx6xDY3ggezfv39SyPzEE0/QiBEjtLfv8ssvD5Bp0aJFejuWYTYguNpLlSpFcLnZE66xDTMpwVYBt+CSJUs0CUXbN4t8EEfDgXo+8rHaa926NWH1NzWBJLFdjDRBO1q7dm3Ydg3YxtzmBbQg0xanSLEIVR/vBeS3yAf12VGjt6Qmz41QclnlVhgLFtrZs2frEA2rzDrOmjVLb9VgK8swAsLDLrnkEvrhhx+s5+oj4oGwRTEtYeVNDwnZyYfdj3T99ddr1dou54IFC4yU3eojYrRgPMcKHUl68cUX6ZZbbgn7s4waNWoQNCq7FoR5YuK8iASHcOoiRgZxYByW4KuOQE7YxSpXruzLS9QTmBlAPHgf4HByJnbJ67mCbeewYcMyNg6IPSCKg9MU7wG1i/bll1/WMUHsbfK54Uw7YTuG/uSAv+0Ju2vfffedYiOqwtFKHEmsOPBO/fzzzwrxNWzoVrz6KQ7QsqoYeXzqqad0jIbzUxwvNzwTh47rsLte7YKxZhTghj9+/LjGhtV07YLHpzvAKjOx4RdG95NfmIiPXp9iuMkObPC5Ej7xYc1RsT1IsY1QsZNCsX3IDl1cz2Phhmfju57j/P2g4sXW748XG8XeMAWseJvvK8vQOCAgiJgHxHxwxKyqVauWAimZniIhITfygXzsSVJs69GTGYFXCM7CN1SJkDiyWfebP1D0ddeNgL7++msdbOkMMvTdxCdeLyEmKG9F9AKFQNXHHnvMflvcz+NJQKz96bgpBGLij22FCnFjmZliQUD8pYMnebNDRiEuMIDg3YSOVSS01TY+5vRaIa06ph3DISEv8rHLcujQIcXqtV+Qnr3c1PMBAwYo3ioo9hAqYGEnIJwjyhfRu/hQNT1p8+bNWgtKTxuxuDcjCChUv/BO8C9HhKoWl/JGl9RUNXLlVp0KFQn779r8BdTtvMimJ2XBzc59Ggxl+MmFaBJsPDypEt6VCtmZPLSlHl4KWPTtCXtcBM/B4AybTzImBMwhbgO2K8wJuJBhKIab+aabbiIOtw9wpycqDrDJPProo1F1H99vYR4kckIQLt7dSBPCB9y+AQy3HVcCQvwKXK7RJBhzk+nLaDcSSgXysY89h9Dr4FF4aXgbnfSeKrvscp6xCLgSUMY+MvFaR4AevviGJoQ4Gaz+yaz5JN4ISY8TFQEhoDBHziIhtofQ+PHjk3bbFSYcUk0QiAkCQkARwAgSwoeU0IAkCQKCQPoREAJKP4bSgiAgCESJQIZGQkfZJ7lNEBAEUgQBIaAUGWgRUxAwEQEhIBNHRfokCKQIAkJAKTLQIqYgYCICQkAmjor0SRBIEQSEgFJkoEVMQcBEBISATBwV6ZMgkCIICAGlyECLmIKAiQgIAZk4KtInQSBFEBACSpGBFjEFARMREAIycVSkT4JAiiAgBJQiAy1iCgImIiAEZOKoSJ8EgRRBQAgoRQZaxBQETERACMjEUZE+CQIpgoAQUIoMtIgpCJiIgBCQiaMifRIEUgQBIaAUGWgRUxAwEQEhIBNHRfokCKQIAkJAKTLQIqYgYCICQkAmjor0SRBIEQSEgFJkoEVMQcBEBISATBwV6ZMgkCIICAGlyECLmIKAiQgIAZk4KtInQSBFEBACSpGBFjEFARMREAIycVSkT4JAiiAgBJQiAy1iCgImIiAEZOKoSJ8EgRRBQAgoRQZaxBQETERACMjEUZE+CQIpgoAQUIoMtIgpCJiIgBCQiaMifRIEUgQBIaAUGWgRUxAwEQEhIBNHRfokCKQIAkJAKTLQIqYgYCICQkAmjor0SRBIEQSEgFJkoEVMQcBEBISATBwV6ZMgkCIICAGlyECLmIKAiQgIAZk4Kgb2acOGDfTWW2+RUsrA3kmXEhUBIaBEHbk493vo0KHUv39/WrFiRZyfLI9LZgSEgJJ5dGMk219//UXfffcdjRgxQv/FqFlpRhCgLKxSi06dwhPhjz/+oPbt21Pp0qU9UQAB5c2bV9f55Zdf6KKLLqJ8+fK51sd0qly5Mk2aNMm1XDIFATsCafaLYOc7d+6kefPm0datW+nMmTNUokQJat68OVWoUCHYbVJmOAIFChSggwcP0nvvvUdpaYHTYfPmzdS7d2965513KHfu3PTBBx8QSGj48OGuks2aNYuWLVvmWpbImZjzbvgkskzB+n7s2DH64YcfaPXq1bSL3/0yZcvSJZdcQpdffjnlyJEj2K0RlYXUgNatW0dPP/00LViwgK699loqyx3JlSsXbd++nTDZqlSpQo899hg1btw4ogdLZXMQ6Nu3L5UpU4YeeeSRgE7dddddWuO5//77ddnJkyf1RPz444+pevXqfvUxaTFJ58yZo+eFX2GCXRw9epReeeUVmjFjBv3222+E66JFi+p53q1bN+rQoQNlyZIlwaQK3d1Tp07R6JEjacLo0VRNZaFaR49RqVOnaUfOHPR9nly0LXt26j/4Uerbr1/oxsKoEZSAsJJ17tyZ7r33XurHD3RbAaZPn06dOnWi999/n2655ZYwHmlelfnz59P1119PVatWjUnnzp49S3Xq1EmYbcimTZuoWbNmtHLlSoJGZKX169dTixYt6Ndff/XbcuHF/P7772nq1KlWVX184YUXdN2JEyf65Sfaxbfffkv/+te/aMeOHZ5db9SokdYGQdzJko4fP07XX3klnbd6DT115ASVpkCCXUeKbs2dRlkrX0A/Ll9O2bJlS5/4sAG5pVWrVsE2pFjLcSv2y+OBUmxDUKzG++XbL9iOoIYNG2bPMub877//VqVKlVJ//vmnwnl6/26++Wb1+OOPK1bbFRO0Gjx4sPrss88Ury7GyOzsCC8y6tlnn/XLvvvuu9Vzzz3nl4cLnqiKNV/F9iNfGWs/6oILLtAY+jL5BBhAft7C27N956HKfRXjdDJ79mzFC62e+5j/wf7OP/98xTsBz54Fkw33vfzyy+rJJ59UTPyebcSrAHMzT65c6t9pOdRpyhnyr1OOXKpDq1bq3LlzAV0EdzzzzDN6PtnniLMi+AJxHQEJE6xWrVrqo48+CijzyuA4EVWpUiXFq2lAlX379ik2XKqaNWsGlJmS8Z///Ef16dMn3d1hb5GqUaOGOnTokLr66qs1Jvfdd58+snHWWBJibUdVrFhR9xsgOK+dwIwfP17ddtttvmzntVXA2zv9Eq9Zs8bK8juGKvernMEXIMmCBQsGJR0nIWGMvZKXbMuXL1clS5ZUbENVPXv2VGzgVw8++KBXM3HJf4Sff2/e/CGJx05O7QsUUi/yPLCntm3bqsKFC6tevXopNsuo7Nmz60XYXgfnbE/+L9E7C3DNHgzVpUsXt6KgedBw2FbgVwcaFNuNVJ48eYwmoMOHDysQBMe5+PU/kgusBg0bNlQzZ85Ur7/+umJDvW+FxAoDHN54441ImoxrXbvGc8899wRoRPbO2DUeN40IBMbbNz3ueGmdBBSq3P6seJ1znFNE5GOR0ZdffunXxVCytWzZUkFLthKbABQb+BV2EpmR9u7dq84vVEjtovC0H4uEVnP9ykyklma/dOlSxVsyxY4qnxg9evRQ5cqV812fOHFCa8RsyFZsS3bXgDp27Kg+/PBD303hnmCSVatWzVf9wIEDmt2hZuLPZA0InZ4yZYq65pprfP2P9OTNN99Ubdq00bexDUjLbG9j9+7d6siRI/Yso86x9YQWBLWZvZuKvWNB+zd27FiFCYatRNeuXf3qAkeshgsXLnTVgEKV+zUWhwssHtBKLFKJ5GjXBNHVYLKxU0c/A9t9e9qyZYs6ffq0PStu5+zZVDezNmMRSyTHJoWLqMWLF+u+fvXVVwFbdrwTICWLpLAwY6s+d+5cVbt2bXcCYu+GH4tFggQmMLZcSAB0165d+hzakekEhEl4xRVXREW+IFtoUOwx0fLmz59fsetaDRkyRDVp0kTdeOON6qefftJlJv935513atU5HHsde4Y0YZUvX179/vvvfmJt27ZNX69du9aVgEKV+zUWh4uNGzdGRT4gKvuii64Gk409hHrrwe5tTd4NGjRQ2KJb70wcRA14xBC20Y2mbFER0EO58qpXX301oE0rA1pw/fr1rUttC4RtDAkE5BoJzaQRNDCNQfdMCGizvAfwmhUvXtyzrmkFcKuy0ZXYHkSsKkbUPTbgak8a23+It3P6D58v/Pjjj8TbWeIJpl24pn/KABfzkiVLiFf1kPLztprq1q2rvaNOl3ywwEY0HKo85MNjXIG106hb3LNnj9+9wWRDHB1wY+1QH9u1a6fDWeCF5BfTr514XWzfuJFKuXi8wnl+KX5Ptm/b5lp1zJgxBA8z2wd95YgftHvOXAmIjUg+EvHdGeYJ4oPwkERNzNbEdhzi7UXYIvAqr8MQQFxIcMMjIW4EMTEIY8BA8F7Y+E8ZEPfCmqp2MWshgvzHarV23YOs2e4RpKb5RRiraFORIkXCvhUkww4KPSfwYg4aNEjHGiHUAXF1mZGKc2zfdu3wi/zp23PmpBIlSwbc+MQTT9Cjjz6qZUPwoldyJSCE2gOQSBPvY3VwVnoGM9JnZkR9tlcRq5U66juc9hHA99BDD5E1EQsVKqRXN952+d2OWCMEdpqasDp/8sknNGHCBBo3bhwhLiRYmjx5so53GjBggPHEGkwOlLFL3Td+oeo6yy+99FJnluc1FiGkm266yVfnsssuIw4DybS5cXGtWrQyv/unNb5Oepz8mjc38RbUV8pmDELwKrQfDmmgG264wVfmduJKQK1atSI2QrvVD5rHbnvCvYmeEO3NHiHiWJ6QorAxjTgEQYNur4yIYLYr2LO0tnDxxRf75Zl08fzzzxMblXW4PdvCiD12nt1j+56eZAMHDtRYAYdE1oKwLUB0czQpkgBcjH/WrFn95gZMFjB7ZNbcwCdV32ZRdDRCLWgr1/+LYxXZjuWDjZ0RmnjYMK2DW30FXic+65DtBJ4axO2wLcCWG/wULkRYt2F0dEuJYIS29xuuZRgX2YZjz/Y7h5Ed3i5Y9J0JnoWcOXMqGB1hdJs2bZo2PiIg0cQEwykC6yxjKILJYFQHDm6Jo539XMkIYoTr3pm8jNBWvVDlVr14HBHDBnc4vyth//H2wjUYD/31kg1eZsTZwV3N9iMdC4QQDTgyMiv9mwNRH2aDciQesGty51UjbMHF/HtRiu2oijVoxZ9u+f25efg8vWAA4ZtvvtFuSWf8hhtAcC9j0NABr5RoBAQ5EIrQtGlTL5HUiy++6PcSOiuOHj1ahyFgUhcrVkzXd9Yx5RqBcIjetic2SKuXXnrJnqXPMZl4tVb8qY6vDC57eEBZG/Tl4cTrJbQqhSq36sXriIUCL1E4JMSmBh0179U3L9n279+veAumFyTEwgBLNnl4NROXfIxfHY5uH5E1e1gk1C8tpyrGAYd2YsFi7IUbiNaZghIQKoOE0CDv9Z33+q7ZuKrYExI0aM1XOQFPEDTG3zwF9ByA4oVDXEewBO2Ht2Keq2Swe+NVhs8C4Ep3ThK41vHJBYLH7AmBqrxdsWfpcywycCknesLnM/xzI54vE94J7BCcsTyRyo2dRrBPOSJtL731Eb0P2W7LmVvt9whK3M75wwsWUVdddrniD5PT+0j3OCB7q1jl2K6jVUZ8rsAfIipMQHzrgahfNqDpyF/7Pcl0jrB5vISIlLYn/jhXsZXfnpWw5w8//LCOTnUTgD/K1Cq1VQZCRZwYol6dCVsIEBn/hIezKOGuYVKAVoiATGtVh2ZUr149rcnG4uUzERTMc2zHyhcspLpzcOJIjg96m9L08aaChdV5HDE9eODAmJAP5A/6NTwD70v44SqOdNTueVa7tKudv4PRBkvEzyRz4lVde0jgHUNizUD/iBd+F8f+9XgiYgDjJ9sjdLwSf7cTIAJ+DwZeDfwWFH4HBs6JL774gjjCNaAuMvClPEIxghmwXW80OBM/xYHfTEJMmxtGBnc96q7h9794B0Sr+adIdv3zD5W94AKqwfPkqquuInh5Y5XCJqBYPTAR20GQGq98ekB420WtW7fWP1MSTrCe6fL+/PPPehG58MILPbsK9zx+EZE/1NTeG7iM8eNkbgluWLiaQViSBIFQCAgBhULof+X4rRtENeO3j0aNGkWLFi1Kyh+kcoMD0duI5uaf1dABivyxrVs1yRMEIkZACChMyLDtRMAYfzlM+BE2/CBVKiV2HRN/WKoDFREpLkkQiAUC2Thk+olYNJTsbSBQDYFi+M4Hv5aXagnR8dh2de/ePdVEF3kzEAHRgDIQXGlaEBAEgiPg+ilG8FukVBAQBASB2CAgBBQbHKUVQUAQiAIBIaAoQJNbBAFBIDYICAHFBkdpRRAQBKJAQAgoCtDkFkFAEIgNAkJAscFRWhEEBIEoEBACigI0uUUQEARig4AQUGxwlFYEAUEgCgSEgKIATW4RBASB2CAgBBQbHKUVQUAQiAIBIaAoQJNbBAFBIDYICAHFBkdpRRAQBKJAQAgoCtDkFkFAEIgNAkJAscFRWhEEBIEoEBACigI0uUUQEARig4AQUGxwlFYEAUEgCgSEgKIATW4RBASB2CAgBBQbHKUVQUAQiAIBIaAoQJNbBAFBIDYICAHFBkdpRRAQBKJAQAgoCtDkFkFAEIgNAkJAscFRWhEEBIEoEBACigI0uUUQEARig4AQUGxwlFYEAUEgCgSEgKIATW4RBASB2CAgBBQbHKUVQUAQiAIBIaAoQJNbBAFBIDYICAHFBkdpRRAQBKJAQAgoCtDkFkFAEIgNAkJAscFRWhEEBIEoEBACigI0uUUQEARig4AQUGxwlFYEAUEgCgSEgKIATW4RBASB2CAgBBQbHKUVQUAQiAIBIaAoQJNbBAFBIDYICAHFBkdpRRAQBKJAQAgoCtDkFkFAEIgNAkJAscFRWhEEBIEoEBACigI0uUUQEARig4AQUGxwlFYEAUEgCgQiJqDWrVtTWloaKaWieJzcIggkHgLnzp2jt99+O/E6HoMef/PNN5QlSxb6888/Y9BaYBMREdCSJUto06ZNBBJ64403AluTHEEgCRGYOHEi9erVi9avX5+E0nmLdObMGbqf5R5LaXTfbbd5V0xPCWsyYSVeBVTTpk3VjBkz1OrVq1WlSpXUvn37wrpXKgkCiYrAwYMHVYkSJaDuq/bt2yeqGFH1+4XRo9XN+Qqo05RTXVGgoJo+fXpU7QS7KQsKwyGwqVOnajX0yy+/1NUfeughrZo999xz4dyeMHVOnjxJhw8fjqq/2bNnp4IFC0Z1rwk3nT59mviFc+0KtiEnTpygPHnyuJZny5aNChcu7FqWyJkPPvggPf/88z4Rvv76a2revLnvOllP9uzZQ5dVrUpf7T9KlSgL/UTnqGeZ4vTLunWUO3fumIkdFgHhhaxbty598MEHVKtWLf3w/fv367zZs2fThRdeGLMOZXZDvNoRXsQiRYpE1JWzZ8/q7emHH35IHTp0iOheUypja71gwQIqXbp0QJdAzHv37qUyZcoElCED25NffvmFLr30UtfyRMxcu3YtVa9eXc8Hq/81atSgFStWEAg3mdN9PXtSwbffpaGnzvnEvCtPDqr88AP06JAhvrx0nwRTj6yyxx57TN13333Wpe/46quvJp1aWqFCBVWlShU1efJkn5yhTvjlU9WqVVP88qlvv/02VHVjyxs1aqR+++031/4tXbpUXX311a5lyGQbSYao6J4PjEPBddddp7de/JL5HV966aU4PD3zHsEEqyoXKKD2UQ69/cIWDH+b+Lp8wULqn3/+iVnnQhqhsbLBAzDEhfV6Mktu27aNoAUlS8I2CvI+++yzNGXKlJBibdiwgXii0qBBg+i8884LWV8qJAYCMDV8/vnnrp19/PHHCTuAZE0P9e5Ngw8fp/y89bKnMnx919ET9Ni//23PTtd5Wqi7H330Ufo3P7BYsWIBVaGG4kW9//77qUWLFoSX15lgSWetQP+df/75dOutt1L+/Pmd1Yy6Ll++vJ58IBak7t27u/bPTj6owwZ6Xz14TrAtcybYiDp16uTMTtprYIDFq1+/foTtrT2xM4M+/vhjvZ1p27YtXXzxxfbiTDvHnMWc90rYikKmcePGeVXR+W6yb968mebMmeN6H7avl19+uWtZvDIxh0+sWk23Kn/ysZ7f78w5qvfVV/Tjjz9SgwYNrGy/Y7jjCuUF8Tyead68eap27dqKbSKedVDQuXNnNXbs2IA6W7ZsUUWLFlU8sdQ999yjWEPQf9u3bw+oa0oGtl87duzQ3bG2Vm7bMbeyG264wbcFq1mzprrooov8/pig1WWXXWaKqAH9yIgtWN++ffX2Zc2aNX7PY8JRbLTWW7fGjRsrYJMRXha/h4Z5gbnMb1TQP46FU3/88UfQFt1k57gavzmBOYJtP543YsSIoO1ldOHx48fVRWXKqu8ou9/Wy9qCWcfplKaa8PyGZ9yZwh1X3NuyZUvlSUC8CihmY8XbK+czAq7xMgLEXbt2+ZU9/PDD2nVvZbIXRRUvXlzx6mJlGXe0ExA650Y0bnmoaycgXNsTJh4m7aJFi+zZRp3HkoCAEWvFir1mAQQEexJrz2rr1q0++Xv06KHKlSvnu86sE/b+aGIMRUAov+aaa1y7GUx2txvuvfdeVbVqVXX06FG34rjlDX/qKXVb3vxByccioZb5C6q3Jk3y61sk4zpmzBjFjh7laQNCoCFPCGrVqhVjHTxVrFiRunXrRkOHDvWryGRDbMD25eXMmZNYAyCooYmSIBtsAZZNyLntCkcOeBH5BSOELjRp0iScWxK+Tm+2I8Bd67bdgP1k+PDhfh414MKasZ/HKTNA+M9//hO2fecr3op8+umnAd0MJruzMu8y6PXXX9d2R68QB+c9GXHNiwFNGPU8DT16Mqzmnz18jJ56eKBfyEq44/r777/T008/TaNGjSJXN7zlYsfkYWYOq0NHjhyhOnXqEKvRxNs213tYQ9Kkhsn3wAMPuNbJ7EzIy1oKlSxZ0q8rIB5WGenYsWOajNzsQu3atdO2g2bNmvndy6o4zZ07l9jD5Gon86uciRes/WmDeqlSpQJ6wdtp7Wy48847A8qQAdtB165dqX///rocZAJ3/jqOG0G7vAULOpeALYgatoXMShgf2GHcbHdefYJseKFy5MjhqxKu7IirQghLly5d9JzyNZAJJz3YLnnBRzNp4JnwHz4gdxoV7HMPPTNypOdNznFFOEe9evWIverE209y1YCeeeYZ6tixY9AJ43xivnz5CN4B3nY5i/Q1wIbxFS84Hp4qCYF9MEiDhNyM9MmKg1sskZesrI7T/Pnzafz48V5V4pI/YMCAiMgHnUKs0AsvvODXv3BlB2nDEAsDfWamn376ib6fPYf6n8FuOfz02PHTNI21N95yut7kNq5wasEZ5VvI/DZxfLFq1Sr9mQVrQc6isK7xuQYH4/nVZa+BYhVbG6NhmDY5OW1A6Kvd5mM/d8rhZgNCzAh7/dShQ4ec1Y27jqUNyBKOX9AAG5BVhiN7k1SuXLnUzJkz7dlxP2cy0P3kNyniYwGOmbEcF/aOh5L9yiuvVLzQ22/JlPMmNWup99mwbNl3IjmOyZZDdWzdOqDfbuPKUeT6sxYLq4ULFwYaoWHF5j1pQIPhZrAKrYPyYFFHAuEgSI/VLgUDn+nJSUBuhOOWB7ncCAhexD59+pgutu5fPAmItzmKV0GFl5fDNDIVHzhH2NYXMfHYyYpj4gJkCEZA8Ariftb8Au6LZ8YUDrhtzgblSEjHXvc4ByfW5u/EQC5Iwca1fv362lnVpk0bhT924yu/OKDPPvuMdu/erQ2mrjpVGJn8EGrYsCGxK1PH/DDLE7ukadq0aZ7fEYXRbKZU8TI4W4bpUHFCsHkhbB/GNkn+CMBeBFvb4sWLCZ83ZGYaPXo0YazTkyZNmkTszdJ20HDagQEbn/vg/cisBLvtkw89TO+yQZncrTEhu5bGwYnPHDpGA++5h5ZwXBecUV7jim3Xzp07fW1u3LiRv7P/Xzp16hQNHjxY78OzZnU1DVlVQx6ffPJJ7e3Bh3sI6sIed9myZb77ChUqpEnJl2HgiRf5WF0Nh4R4O6urZ/YLZvXZlCPHVdF7771Hr7zyCvEvKhCr4r6usRamf2/Kl5HBJzAYDxs2LN1Pwce6MMDj5QsnIVgvs+fFiKeeopaHj1LtKMnHkvMavv+1HTupxx13BB1XfDlhT8DKR0AwGP3666+Ejynxl94E67715bzz6+GrrrqK8ENHpib85tHtt9+uP69w83ZZ/XaSkJVvHUFAiCB3etSs8lQ9IoKYtXWCu9qZ8BU2B686szPsGpo6bwP1X3ofwltzHXYQTugK5kZmEhB/z0VP8y9ZdMmdlwbk/X8PXrQYFD17jt7kX8xAimRcfW54DoKKCfHYBQDxIJYokRJIBd4qxC8FIx+7TJa2xMZUgjrvdMPb65p8zhHJxB8Yu74Y0GAHDhxIiFtxS1CvOTBPe0/dyiXPPAQQZmPfEqW3h3h3rrjiioia8RFQRHclcWV8r4TtaDQ/x4EAy0T/OQ64w93cyIjfwHbJrQzTASScbD/HkcTT3BjRhIAcQ4EXDca5aBI0J6jziZrwO0gcLuDa/XB+kAy2PUmCQCQICAFFgpbUFQQEgZgikD53V0y7Io0JAoJAqiEgBJRqIy7yCgIGISAEZNBgSFcEgVRDQAgo1UZc5BUEDEJACMigwZCuCAKphoAQUKqNuMgrCBiEgBCQQYMhXREEUg0BIaBUG3GRVxAwCAEhIIMGQ7oiCKQaAkJAqTbiIq8gYBACQkAGDYZ0RRBINQSEgFJtxEVeQcAgBISADBoM6YogkGoICAGl2oiLvIKAQQgIARk0GNIVQSDVEBACSrURF3kFAYMQEAIyaDCkK4JAqiEgBJRqIy7yCgIGISAEZNBgSFcEgVRDQAgo1UZc5BUEDEJACMigwZCuCAKphoAQUKqNuMgrCBiEgBCQQYMhXREEUg0BIaBUG3GRVxAwCAEhIIMGQ7oiCKQaAkJAqTbiIq8gYBACQkAGDYZ0RRBINQSEgFJtxEVeQcAgBISADBoM6YogkGoICAGl2oiLvIKAQQgIARk0GNIVQSDVEBACSrURF3kFAYMQEAIyaDCkK4JAqiEgBJRqIy7yCgIGISAEZNBgSFcEgVRDQAgo1UZc5BUEDEJACMigwZCuCAKphoAQUKqNuMgrCBiEgBCQQYMhXREEUg0BIaBUG3GRVxAwCAEhIIMGQ7oiCKQaAkJAqTbiIq8gYBACQkAGDYZ0RRBINQSEgFJtxEVeQcAgBCImoDlz5tBLL71kkAjx68qSJUvomWeeid8D5UmCQJIjEDEBbd++ndauXZvksLiLt3fvXvrjjz/cCyVXEEhSBBYvXkzHjh3LEOnSMqRVaVQQEAQSHoGjR49Su+bNqfjadZS1aROa/OGHlJYWW8qIbWsJDzkRNLySJUtS1qwRK4e0f/9+OnXqlL4/EaHYunUrlSpVirJly+br/saNG+nLL78kHI8cOULFixenRo0aUdOmTSlnzpy+eocOHSJM2NKlS/vykunkzJkzMX/5TMbHIp8aK3+nkSdO061z59FtN98ccxKK/C0zGbUY9G3atGlUr1492rVrV0StPfTQQ9SxY0fKkydPRPeZVHnevHl0ySWX0IYNG2jz5s3Us2dPatmyJa1evZrKlSuniSdv3rw0atQoqlGjhs8WiOurr746aV/Qzz77TMsLTFIh2cln1IkzlIX/TTl2ik7/j4RAxjFLKsL05ptvqv79+0d4V2JV5xdK1a1bV+3cudOv459//rnq0qWLXx4uHnzwQdW8eXPFWkBAWaJlTJ48WV1wwQXq/PPPV2PGjFFnz551FeGvv/5SZcuWVUxEqk6dOooJ27Veomd++umnKkeOHIpfOFWxYkW1adOmRBcpaP9Zy1XN69dX/XPlVacpp9/fccqhOubJp/7Vrp06ffp00HbCLcxwDejEiRP00Ucf0RNPPKFV+ZgxZwY29MADDxATDbVp0yakJgTNZ/ny5fTxxx9T/vz5/Xp17tw5+vrrr2nw4ME0ZcoUiunK4fek2F1ceeWV9PfffxP63q5dO8+taJUqVahfv37ELyTVrl1bb83cesEERo899pgrjkuXLtXzYurUqXTgwAG32zM1D5pPhw4d9LYaHYFm2KxZM60dhtOxYLIfPHiQeDGnIUOG0HfffRdOcxlex6n5OB+YZtOEuvN2zGs+Q2MeNmwYjRgxglatWuVshrZt20YvvPAC8QLHtB5hikQDggZRpEgR1aBBA3X33XerokWLqjvvvDPCJ2Zedacm5NSAgmk+bE/RWkT16tXVPffco9i2othuErOVIyNQgbbTqlUrNW7cOAVNqFq1amr9+vWujxo5cqTWEnfs2KHH94svvnCt17dvX609rFmzxq/8xhtv1BrUvffeq2rWrKmfxRPTr05mXtg1H36DtAzWMVxNyEt23uYr3sqq66+/XnXq1EmxLU2NHj06M8VVwTQfN03olrz5VRcXTaht27aqcOHCqlevXqpx48Yqe/bsavr06T7Z3n77bcVmCtW5c2d1ww03qAwlIAxAw4YNfQ//9ttv9UBCfU+UZCchOwEFIx/I9uijjyo2ZquTJ09qUdl9r2WfOXOmsaIvWLBAsYHZ1z8vErLIx9p2zZ07V7Fm4LsPJyCuFi1a6MmGF9dOQAsXLlTsTVFs2Nb3QJ1n47V6+umn/drIrItg5BMOCQWTHTKx9qjuuusun3hDhw7VOLFG4cuL50kk5GOREbZjThJijVaxA0Nh8bVSjx49FNsP9SXvhlT58uX9yDZDt2DdunWjiRMn8pj9NxUqVEif7Nmzx8oy/mjfjlnbhGDbLksgqN+s/RHbD3RWmTJltNeICcmqYtwR3q6bbrrJ16/u3bvToEGD9FYUXjAkGJzfe+89mj17tm/bBQM0tid2w33v3r0pd+7chMBVZ2INQm/HeTLqIngcCxQoQCbMC+e2y9l36zrYdiyY7LgfcwPeRisBB2x54UGNdwq17fLqD7Zjk4+epLNff0PYjkEmeIGHDx9OmOtWatKkifYs8yKjZZwwYQLxLsgq/v8tGFahcP5ef/11Bc0mnLqow8Bq9Y4HVq+u2IZkFtNbrOw8hiML72e1cRYG2quuukrt27cvKAYrV67U264+ffqoTz75RKvb2Grw3t/5eGOusS2CNuNMb731lt4iPfLII3rbZWk+9nrYTsyfP9+XZW2nOGhVa352DchXiU+wamI+YXsOzDIzhaP58Juj5bGObtuxULLzlwR6bmCrO2nSJFWpUiXFi1rcRY9G87E0IOto14TcBIAWXJ+N2s70zz//KHCJ3oIBMNhqwvnD3hV71nDqog4m9IsvvqhY+1G80insf01KIJ9wZUH/MfEKFiwY8h7sg9u3b++rj3tnzJhhkugBfcHigK2iW4KtIleuXGrZsmVuxdq298EHHwSUBSMgzDsQDzBlbUvxahxwf7wy4MG0+mKRS7hHNta7dtNLdhA4trrwrrGWqBe2zPCuYX4+UbqsOsXbKYtQojke4PuBlTPBroWt9k8//eQsUtdee62eT4F3BVT1z4jECG2/E1rPrFmzdIdYDbMXJcQ5bD61atXSBlM3F71TCBjdK1eurH755RftyoYGCOKGNmFq4jgmVw3IsvlgxYZhmrcfASLA+MjenIB8r5fQXpE9JdqVz1s5e3bcz9H/fPny6ZcpXPKBVrt7927XvrrJztssbRtk84QOXeBti+JtvuItqOIgWNd2MioTfbm5dWt1a5786kSUJHSQ72uVr4Dqb7Npob9DhgzRBBPM5gnZ40ZAFohYLTi4zbpMiKNlcMYKjzggu2HaTQB4k4oVK+ZnbEM93HvNNde43WJEHoyh+LMni3ysbZe1HbOTEAztiAnCttSZ3F5CZx1cwzsCAybbgdyK45YXCQkFIx902E127AigDds1HmyFQEDYksQ7pYeELPK55447fN3G3IenG/LA6RQqZagRmoPziNUwXkz+P8FQlUjJbnC2opwtw3Tr1q2JVz9XcfDxnjMuKEuWLHT48GHX+iZkQh5esbSxEP1xMzjfdtttNHDgQD/DNAzSiKDmbWdYYiD+A4Zre8K8gCGTX057dtzP2XWsDeesCQV9NpMPIXKcF5qg9ZyFiItDss8NzAv8MRE5q2f4NbvJaRqP+ckrm1DPPDnprDZxhX7sMa7XKV8uqtixA73M8UxW6tq1q3ZQ4ANW9oxa2fr4559/0nnnnUfr1q37//xQDOUsj2QLNn78eK1urlixQh0/fly99tprWr195513nM0aeW1pPlaEs90Njw47tQO7ELfffruOnGXQtbEahmhswTgAy17NqHM4DNgLpuOAgsmGTluaEOTjSeW52rlpAfxJg7Z/YCuOFXjRokV6uwqbhCkpmCYUSvOxZHCTnT2pir1Eil9UxYuR1vjuv/9+7YbnF9O6Ne7HSDQhN80HHcacYCJVGFeEdNj/YGtFuuKKK/Qcw7YVhugM3YKBdG655RZNOjBgMuursWPH6o6Y/p+TfNBfJwEhz+tFhbcLkwwDYhnuOSJaewVxn6nJckggXsPadnn1FVsGkGqwT3PcXkK098orr2h7C+YFMEJgmtsWzuvZ8ch3I6FwyQf985IdhnzWGLU9FIZofPbCWmQ8RAr6jHBIyIt80DA+yWHVxvXP2lpDGYEdEQGK2HJnKAFZ0uJlBLub5n63+uc8upEP6rgREPK9SAhl8OxAdgxuIiTIAmM7JtJ9992nV2m3fuPlRJApb9s8DdNu99nzgAleUthATE12EoqEfMKRB18KbNmyJZyqcasTjISCkU+kHYT2A6N7XH6OA0Fm+EuEZLf52PfpwfrOhKWLYUOxB+ghE3Yjjh0KdrsxZZbNhw2l+ic58C0Pf0pCsIuwR0/bePjTC0I5bBYcF0Q34ycaJk/WNiH+HIMqVKgQtjywP6Bdk5NlE4Ldi7fREdt8gslWokSJYMWZUmbZhPiDU+q54DuaeOwkZeOgQy+bT7SdxK8rIGUBc0XSCAdOEQeMEW+lIrktKeriBWNvDeEnO9wSjKis5fn9To5bPVPzEKXNWyq/7iH6m/fyOtIZBnS8NKz5aKMzSMhKiOTlfX7A/Va5HBMLAYwlSCgnk9BrTEIdXAzOsZAoLhpQLDqaCG3gh7zwl6jJST6QA5/P4Kv4UAneK7f7Q90n5WYiAE3o3Vmz6A7+jaur5y+g2u1u8PN2xarXQkCxQlLaEQSSDAH8/OpU/pkZ/JyO/RvBWIoZMQHxdysJvcqnBzx8ZIefI5UkCKQSAhlFPsAwYhtQKgEvsgoCgkDGIpC5YacZK5u0LggIAoYjIARk+ABJ9wSBZEZACCiZR1dkEwQMR0AIyPABku4JAsmMgBBQMo+uyCYIGI6AEJDhAyTdEwSSGQEhoGQeXZFNEDAcASEgwwdIuicIJDMCQkDJPLoimyBgOAJCQIYPkHRPEEhmBISAknl0RTZBwHAEhIAMHyDpniCQzAgIASXz6IpsgoDhCAgBGT5A0j1BIJkREAJK5tEV2QQBwxEQAjJ8gKR7gkAyIyAElMyjK7IJAoYjIARk+ABJ9wSBZEZACCiZR1dkEwQMR0AIyPABku4JAsmMgBBQMo+uyCYIGI6AEJDhAyTdEwSSGQEhoGQeXZFNEDAcASEgwwdIuicIJDMCQkDJPLoimyBgOAJCQIYPkHRPEEhmBISAknl0RTZBwHAEhIAMHyDpniCQzAgIASXz6IpsgoDhCAgBGT5A0j1BIJkREAJK5tEV2QQBwxEQAjJ8gKR7gkAyIyAElMyjK7IJAoYjIARk+ABJ9wSBZEZACCiZR1dkEwQMR0AIyPABku4JAsmMgBBQMo+uyCYIGI6AEJDhAyTdEwSSGQEhoGQeXZFNEDAcASEgwwdIuicIJDMCQkDJPLoimyBgOAJCQBEM0O7du2nFihUR3CFVBQFBIBgCQkDB0LGVHT16lBo1akSXXnqpkJANFzkVBNKDQBbFKT0NpMK9hw4donbt2lGxYsXowIED9Pfff9PUqVOpcePGqSC+yCgIZBgCQkAhoLXIp379+nTFFVfQ22+/TX369KFu3bolHQkdPnyYNm/eHAIR9+KcOXNS5cqV3QsTOBfrM7be+/bto5IlS1LhwoUTWBrzup7m1qUBAwZQ+/btqVmzZm7Fnnlr1qyhF154gfr3708XXnihZ71EKbCTz7PPPktffPGF7jo0H2hAyUZCbdq0oY0bN9J5550XMER4CdetW0cNGjSgLFmyBJT/8MMP9P3331PDhg0DyhIx448//qAnn3yS5s6dS2fPnqUcOXLQqVOnqEiRItSpUyfCO1KqVKlEFM2sPmML5kwbNmxQ1apVU2+99ZazyPP6u+++UxUrVlQ4JkM6ePCgYgJWAwcO9Inz+eefqy5duviuk01mtnGp3377zSefdXLmzBlVq1Yt1bp1a/Xqq69a2X7HXr16qenTp/vlJerF4MGDVcGCBVXWrFlhngj4y507t+LtuPr5558TVURj+k1ePYmEhJLtRXQjH+DkJCDkJZPsXgT0zjvvqOuvv16xB1CxZqtOnjwJ0f1SshDQyJEjFQjGjXjc8mbNmuWHQ7JcnD59Ws2ZM0fdf//9qnPnzmrQoEFq4cKF6ty5czEV0ZOA8JRwSCiSF/C5555TS5cujakAsW7Mi3zwHDcCQr4XBtu3b1djx45VrMqrJUuWxHzw8OxYJjcCsrQf3l7pR91yyy3qtddeC3isFwHhfmgUO3fuDLjHypg9e7aaOHGidZlpx1deeSVs4rHIiG1CavXq1a59DiY7b1nVE088ofBMtru53p9ZmexoUZdffrni7abi7bbGJFu2bKpAgQLqoosuUrwlDdq1VatWqWeeeUax2ULxVjagLubChAkT1LBhw1RQAsKdwUjI68ULeCJnQHXHoJkw0dz6h7xg5INyLwJCmRMLaAtFixZVZcqUUT179lSFChVS/fr1Q1VjkxsBWdqP1enly5frSejUgrwIqG/fvnrc2T5oNeF3xPzCxG7VqpVffrwvjh07ptjIHDEBpaWlqQ4dOrh210v2559/Xr/YTZo0UWxrVWxfUt98841rG/HOBA54T722n+gryMk5/lY/27Ztq0DKmA9sK1XZs2f325qvXLlS52Gu3XHHHaEJCA27kZDzhbM64HbE5MOeGaqtqQQUinwgVzACQrkdE9iPYDexBmrXrl16oplsJ3ESkFP7gYxIblqQk4DWr1+vWrRoofLkyeNJQFhJ8RJipc1sApo5c6a2+1iaTSTHfPny6cXrv+goFUz2LVu26Hnw+OOPW9XV66+/rherPXv2+PIy6+TBBx/UBBFM/vz587u+x9jdQFPaunWrr/s9evRQ5cqV813XrVtXsQHfdx1WIGKFChW0B2jEiBE0efJkWrx4cdgeIJ7E1LVrVxoyZAjxSsdymZec3q5oe2h5xyAvPEI4wnuCVLx4cWrZsiW999570TYf9/vef/997RFzerYeeeQRGj16tPYKeXWqd+/exAsOsR3BqwrBs8gTltjG4FknXgXwcPIiFNXjMMYLFizw3RtM9mXLlmncePX31e/YsSNhDsLjltlpypQpxPafoN1AuMaYMWMC6uzfv5+GDx9OrPX7yniBITZF6DZ37NhBbLgnXqx85a5ueF+p7cQiIbjmERX8ySefhBWIN3ToUB07gdiZp59+2taiGae8IukIZ5DjiRMntHvVq2esCdKff/4ZtA7urVevHrGmQ6wREa8ovuYwyY4cOeK7NvkErme22RHbKAK6Wbt2bapZs6ZejO68886AcmSwB5VKly6tXfduFTARMYnxQo4aNcqtSlzzNm3aFPXzWMvVsUJWA8FkRwiD9WfV520PYaHG/MrMBALBOxBOcsMLCyz+7GnatGl02WWXEW/FdIgHythb7qsSNgHhDlatdExE3rx59cQKFQkMTYltP8R2A9fYEV8vMvEEL0n58uUJk6B69erEe3rP3mDisAGNeGvlWQcFIBmsipB727ZtekX48ccfteZYqVKloPeaUuil/Vj9gxYEzeX222/Xk8vKt47A1SsB61tvvZXYFqKx96oXz3xLU43mmZgXeMGsFEx2LE7QDNnbpuWHBjh+/HjYYgmaRWYmyMBerrC6wDaikPWwwMyfP1/vBlAZMWa5cuUi3pb77vV+23xV/ntibbuwhShbtixxTIgmle7duztq/vcSYCJQD+CivqkJEwDqM9RCbBfeffdd37bJ2Weo6SAgu/rsrAMVFtsv1GXjs37B2HOgV0jgkQgfswbTfix5oQWBiN9iTcdLC7LqOo/QCmvUqEFec8dZPx7XWBjwUoX7Atr7hChw+7bDXuY8R/Ai3gls06Alg/iABTRKtiU5q8f1Gs/H50bhaOkXX3xx0L6xh49gspkxYwax0VrXBU7Y3oFsQdo6+axBQU7sxlWrGgxtCFZkm5CV5XdktVrxAxVH1/r+GGx1ySWXKHgHTEswiMIqf9NNN/kMx84+hjJCAwtgAmyQYNj+6KOPFG9XFVybHCGug/mc7ZpybRmhnZ4vr/7BI4a4II4Q1l4PNwP72rVr/YzQrLrra7Yr+eYFa6CKbWT6mjVGr8dlaP68efO0MZxfCt2/SI7wcB4/fjygf07Z7RU4qlzxYqUQ3gBjP7ylb775pr1KppwjVIZ3OCEx4IXatX94j3hB0p7Nb7/91q8O7wJ0u3gXrBRSA7I0H+fHl9jH8QtJ1113nSYy52oGwyVb+nWZ9R8HMlGVKlUIq6dpCavfG2+8oTUhjnYOqgm59R2aD4yqwATYAC98O3TjjTf6qkPDwpbF5BSO9mP1364FWXmhjuxBIY4R8auG76z27t2rbYpQ0TMjwbaJzyzQl0gSVnXM/XD7je0nbGt333233iHgWb/++qs21DZt2jSSR2dI3QceeIAwl3///XfX9vGecHCip+MAjpdFixZpcwM0O3vCuw+8YI649tpr/1tkMZHb0U3zcdYLpQnZ6yPOwlQ3vNXPYJqQlwbk1HzQFgKtWK1XcLvCFc/GeB0/wwZ861HGHaEBIXgMUc/hJksLgrs1HA3Ird377rsv093w6NeXX34ZlSseIRZuyUsDat68udYSmIwU7kW8DCKOTUq33XabxgKfpGAnAy0P53DTeyXejuv4Jsx9Nmv4/SGyGgkxcdB+2eCt8C54BiKGQz5WR8IloUQgIMjkRUJuBORGPmgDpMMrox44xE3wCqs/ZUCZqQkTo2rVqnpbEEkfEReEeJ5EJyDIzJpryO0HL936RUOMExYYr+RFQL/88oueD4gfQgwUa8We236vtuORjwht4MEfmCu2/QaNZkd/6tSp44mdFePEHzUr9pTpWCMEoLoSUCTkYwERLglZ9U0/upGQk4C8yMcuG2wDrNbbs4w9ZxVZ8U+OaAKG/OH+4YXC6sguV2Nli6RjH374oSpRooSnLQTaAGx9f/31VyTNBtTFy2hpBgGFSZ7BW25tI3UloHHjxkX1fQrUKnzbgnDrZEhOErITUDjkk2gYsPtYr2DsodArfCRHaAV4cZMlwVCKD1PZba6j+KHtwFDMP0ynNT0Y3iWlHwH5QTK7lczlHG5ZuOgRJSZ595oAAABwSURBVAtjI+Jj+LMBP4Ozy22SJQgIAmEgIAQUBkgWCeEH11gr0mHzrA35RXSG0YxUEQQEAQcCQkAOQIJdIswc0c34tTy42CUJAoJA+hAQAooAP3zzgzgO+V3gCECTqoJAEASEgIKAI0WCgCCQsQj8H+w9CfPgYHflAAAAAElFTkSuQmCC" /><!-- --></p></li> <li><p>The <strong>name</strong> of the shape:</p> <div class="sourceCode" id="cb7"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb7-1"><a href="#cb7-1"></a>shape_names <-<span class="st"> </span><span class="kw">c</span>(</span> <span id="cb7-2"><a href="#cb7-2"></a> <span class="st">"circle"</span>, <span class="kw">paste</span>(<span class="st">"circle"</span>, <span class="kw">c</span>(<span class="st">"open"</span>, <span class="st">"filled"</span>, <span class="st">"cross"</span>, <span class="st">"plus"</span>, <span class="st">"small"</span>)), <span class="st">"bullet"</span>,</span> <span id="cb7-3"><a href="#cb7-3"></a> <span class="st">"square"</span>, <span class="kw">paste</span>(<span class="st">"square"</span>, <span class="kw">c</span>(<span class="st">"open"</span>, <span class="st">"filled"</span>, <span class="st">"cross"</span>, <span class="st">"plus"</span>, <span class="st">"triangle"</span>)),</span> <span id="cb7-4"><a href="#cb7-4"></a> <span class="st">"diamond"</span>, <span class="kw">paste</span>(<span class="st">"diamond"</span>, <span class="kw">c</span>(<span class="st">"open"</span>, <span class="st">"filled"</span>, <span class="st">"plus"</span>)),</span> <span id="cb7-5"><a href="#cb7-5"></a> <span class="st">"triangle"</span>, <span class="kw">paste</span>(<span class="st">"triangle"</span>, <span class="kw">c</span>(<span class="st">"open"</span>, <span class="st">"filled"</span>, <span class="st">"square"</span>)),</span> <span id="cb7-6"><a href="#cb7-6"></a> <span class="kw">paste</span>(<span class="st">"triangle down"</span>, <span class="kw">c</span>(<span class="st">"open"</span>, <span class="st">"filled"</span>)),</span> <span id="cb7-7"><a href="#cb7-7"></a> <span class="st">"plus"</span>, <span class="st">"cross"</span>, <span class="st">"asterisk"</span></span> <span id="cb7-8"><a href="#cb7-8"></a>)</span> <span id="cb7-9"><a href="#cb7-9"></a></span> <span id="cb7-10"><a href="#cb7-10"></a>shapes <-<span class="st"> </span><span class="kw">data.frame</span>(</span> <span id="cb7-11"><a href="#cb7-11"></a> <span class="dt">shape_names =</span> shape_names,</span> <span id="cb7-12"><a href="#cb7-12"></a> <span class="dt">x =</span> <span class="kw">c</span>(<span class="dv">1</span><span class="op">:</span><span class="dv">7</span>, <span class="dv">1</span><span class="op">:</span><span class="dv">6</span>, <span class="dv">1</span><span class="op">:</span><span class="dv">3</span>, <span class="dv">5</span>, <span class="dv">1</span><span class="op">:</span><span class="dv">3</span>, <span class="dv">6</span>, <span class="dv">2</span><span class="op">:</span><span class="dv">3</span>, <span class="dv">1</span><span class="op">:</span><span class="dv">3</span>),</span> <span id="cb7-13"><a href="#cb7-13"></a> <span class="dt">y =</span> <span class="op">-</span><span class="kw">rep</span>(<span class="dv">1</span><span class="op">:</span><span class="dv">6</span>, <span class="kw">c</span>(<span class="dv">7</span>, <span class="dv">6</span>, <span class="dv">4</span>, <span class="dv">4</span>, <span class="dv">2</span>, <span class="dv">3</span>))</span> <span id="cb7-14"><a href="#cb7-14"></a>)</span> <span id="cb7-15"><a href="#cb7-15"></a></span> <span id="cb7-16"><a href="#cb7-16"></a><span class="kw">ggplot</span>(shapes, <span class="kw">aes</span>(x, y)) <span class="op">+</span></span> <span id="cb7-17"><a href="#cb7-17"></a><span class="st"> </span><span class="kw">geom_point</span>(<span class="kw">aes</span>(<span class="dt">shape =</span> shape_names), <span class="dt">fill =</span> <span class="st">"red"</span>, <span class="dt">size =</span> <span class="dv">5</span>) <span class="op">+</span></span> <span id="cb7-18"><a href="#cb7-18"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> shape_names), <span class="dt">nudge_y =</span> <span class="fl">-0.3</span>, <span class="dt">size =</span> <span class="fl">3.5</span>) <span class="op">+</span></span> <span id="cb7-19"><a href="#cb7-19"></a><span class="st"> </span><span class="kw">scale_shape_identity</span>() <span class="op">+</span></span> <span id="cb7-20"><a href="#cb7-20"></a><span class="st"> </span><span class="kw">theme_void</span>()</span></code></pre></div> <p><img src="data:image/png;base64,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" width="90%" /></p></li> <li><p>A <strong>single character</strong>, to use that character as a plotting symbol.</p></li> <li><p>A <code>.</code> to draw the smallest rectangle that is visible, usualy 1 pixel.</p></li> <li><p>An <code>NA</code>, to draw nothing.</p></li> </ul> </div> <div id="colour-and-fill-1" class="section level3"> <h3>Colour and fill</h3> <p>Note that shapes 21-24 have both stroke <code>colour</code> and a <code>fill</code>. The size of the filled part is controlled by <code>size</code>, the size of the stroke is controlled by <code>stroke</code>. Each is measured in mm, and the total size of the point is the sum of the two. Note that the size is constant along the diagonal in the following figure.</p> <div class="sourceCode" id="cb8"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb8-1"><a href="#cb8-1"></a>sizes <-<span class="st"> </span><span class="kw">expand.grid</span>(<span class="dt">size =</span> (<span class="dv">0</span><span class="op">:</span><span class="dv">3</span>) <span class="op">*</span><span class="st"> </span><span class="dv">2</span>, <span class="dt">stroke =</span> (<span class="dv">0</span><span class="op">:</span><span class="dv">3</span>) <span class="op">*</span><span class="st"> </span><span class="dv">2</span>)</span> <span id="cb8-2"><a href="#cb8-2"></a><span class="kw">ggplot</span>(sizes, <span class="kw">aes</span>(size, stroke, <span class="dt">size =</span> size, <span class="dt">stroke =</span> stroke)) <span class="op">+</span><span class="st"> </span></span> <span id="cb8-3"><a href="#cb8-3"></a><span class="st"> </span><span class="kw">geom_abline</span>(<span class="dt">slope =</span> <span class="dv">-1</span>, <span class="dt">intercept =</span> <span class="dv">6</span>, <span class="dt">colour =</span> <span class="st">"white"</span>, <span class="dt">size =</span> <span class="dv">6</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb8-4"><a href="#cb8-4"></a><span class="st"> </span><span class="kw">geom_point</span>(<span class="dt">shape =</span> <span class="dv">21</span>, <span class="dt">fill =</span> <span class="st">"red"</span>) <span class="op">+</span></span> <span id="cb8-5"><a href="#cb8-5"></a><span class="st"> </span><span class="kw">scale_size_identity</span>()</span></code></pre></div> <p><img src="data:image/png;base64,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" /><!-- --></p> </div> </div> <div id="text" class="section level2"> <h2>Text</h2> <div id="font-face" class="section level3"> <h3>Font face</h3> <p>There are only three fonts that are guaranteed to work everywhere: “sans” (the default), “serif”, or “mono”:</p> <div class="sourceCode" id="cb9"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb9-1"><a href="#cb9-1"></a>df <-<span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">x =</span> <span class="dv">1</span>, <span class="dt">y =</span> <span class="dv">3</span><span class="op">:</span><span class="dv">1</span>, <span class="dt">family =</span> <span class="kw">c</span>(<span class="st">"sans"</span>, <span class="st">"serif"</span>, <span class="st">"mono"</span>))</span> <span id="cb9-2"><a href="#cb9-2"></a><span class="kw">ggplot</span>(df, <span class="kw">aes</span>(x, y)) <span class="op">+</span><span class="st"> </span></span> <span id="cb9-3"><a href="#cb9-3"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> family, <span class="dt">family =</span> family))</span></code></pre></div> <p><img src="data:image/png;base64,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" /><!-- --></p> <p>It’s trickier to include a system font on a plot because text drawing is done differently by each graphics device (GD). There are five GDs in common use (<code>png()</code>, <code>pdf()</code>, on screen devices for Windows, Mac and Linux), so to have a font work everywhere you need to configure five devices in five different ways. Two packages simplify the quandary a bit:</p> <ul> <li><p><code>showtext</code> makes GD-independent plots by rendering all text as polygons.</p></li> <li><p><code>extrafont</code> converts fonts to a standard format that all devices can use.</p></li> </ul> <p>Both approaches have pros and cons, so you will to need to try both of them and see which works best for your needs.</p> </div> <div id="font-face-1" class="section level3"> <h3>Font face</h3> <div class="sourceCode" id="cb10"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb10-1"><a href="#cb10-1"></a>df <-<span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">x =</span> <span class="dv">1</span><span class="op">:</span><span class="dv">4</span>, <span class="dt">fontface =</span> <span class="kw">c</span>(<span class="st">"plain"</span>, <span class="st">"bold"</span>, <span class="st">"italic"</span>, <span class="st">"bold.italic"</span>))</span> <span id="cb10-2"><a href="#cb10-2"></a><span class="kw">ggplot</span>(df, <span class="kw">aes</span>(<span class="dv">1</span>, x)) <span class="op">+</span><span class="st"> </span></span> <span id="cb10-3"><a href="#cb10-3"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> fontface, <span class="dt">fontface =</span> fontface))</span></code></pre></div> <p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASAAAAEgCAYAAAAUg66AAAAEGWlDQ1BrQ0dDb2xvclNwYWNlR2VuZXJpY1JHQgAAOI2NVV1oHFUUPrtzZyMkzlNsNIV0qD8NJQ2TVjShtLp/3d02bpZJNtoi6GT27s6Yyc44M7v9oU9FUHwx6psUxL+3gCAo9Q/bPrQvlQol2tQgKD60+INQ6Ium65k7M5lpurHeZe58853vnnvuuWfvBei5qliWkRQBFpquLRcy4nOHj4g9K5CEh6AXBqFXUR0rXalMAjZPC3e1W99Dwntf2dXd/p+tt0YdFSBxH2Kz5qgLiI8B8KdVy3YBevqRHz/qWh72Yui3MUDEL3q44WPXw3M+fo1pZuQs4tOIBVVTaoiXEI/MxfhGDPsxsNZfoE1q66ro5aJim3XdoLFw72H+n23BaIXzbcOnz5mfPoTvYVz7KzUl5+FRxEuqkp9G/Ajia219thzg25abkRE/BpDc3pqvphHvRFys2weqvp+krbWKIX7nhDbzLOItiM8358pTwdirqpPFnMF2xLc1WvLyOwTAibpbmvHHcvttU57y5+XqNZrLe3lE/Pq8eUj2fXKfOe3pfOjzhJYtB/yll5SDFcSDiH+hRkH25+L+sdxKEAMZahrlSX8ukqMOWy/jXW2m6M9LDBc31B9LFuv6gVKg/0Szi3KAr1kGq1GMjU/aLbnq6/lRxc4XfJ98hTargX++DbMJBSiYMIe9Ck1YAxFkKEAG3xbYaKmDDgYyFK0UGYpfoWYXG+fAPPI6tJnNwb7ClP7IyF+D+bjOtCpkhz6CFrIa/I6sFtNl8auFXGMTP34sNwI/JhkgEtmDz14ySfaRcTIBInmKPE32kxyyE2Tv+thKbEVePDfW/byMM1Kmm0XdObS7oGD/MypMXFPXrCwOtoYjyyn7BV29/MZfsVzpLDdRtuIZnbpXzvlf+ev8MvYr/Gqk4H/kV/G3csdazLuyTMPsbFhzd1UabQbjFvDRmcWJxR3zcfHkVw9GfpbJmeev9F08WW8uDkaslwX6avlWGU6NRKz0g/SHtCy9J30o/ca9zX3Kfc19zn3BXQKRO8ud477hLnAfc1/G9mrzGlrfexZ5GLdn6ZZrrEohI2wVHhZywjbhUWEy8icMCGNCUdiBlq3r+xafL549HQ5jH+an+1y+LlYBifuxAvRN/lVVVOlwlCkdVm9NOL5BE4wkQ2SMlDZU97hX86EilU/lUmkQUztTE6mx1EEPh7OmdqBtAvv8HdWpbrJS6tJj3n0CWdM6busNzRV3S9KTYhqvNiqWmuroiKgYhshMjmhTh9ptWhsF7970j/SbMrsPE1suR5z7DMC+P/Hs+y7ijrQAlhyAgccjbhjPygfeBTjzhNqy28EdkUh8C+DU9+z2v/oyeH791OncxHOs5y2AtTc7nb/f73TWPkD/qwBnjX8BoJ98VQNcC+8AAAA4ZVhJZk1NACoAAAAIAAGHaQAEAAAAAQAAABoAAAAAAAKgAgAEAAAAAQAAASCgAwAEAAAAAQAAASAAAAAAq0AljQAAKnpJREFUeAHtnQd4VUX6/9+EBBJ6L4JSpXdsrPBjBXQRRZCq+CwsKrKChV3RZcGVRdkVll3EBREUEXFFehOVptJBijQpSlMB6U1aEkju/3zH/9wnCfecXG7uKcn5vs+T3FPmzDvzmTnfM+XcuTEBw4RGAiRAAi4QiHXBJ12SAAmQgCJAAWJFIAEScI0ABcg19HRMAiRAAWIdIAEScI0ABcg19HRMAiRAAWIdIAEScI1AnGues3B8/vx5SU1NzSJUdE/HxsZKTEyMK37z5s0rSUlJ0c1QGLHFxcWp/Dr9Ngb85smTR5KTk8NIZXSDgHVKSkp0Iw0jNvgF56tXr4YROrpB4uPjXfGbmJgo+DMzzwpQWlqa45UzISFBcXL6psiXL5/kz59fLly4IMi3kwbfED6nxR43I3j/8ssvTmZX+dKsnXZcsGBBxfnixYtOu1Yi4IZf5NnK2AWzosNzJEACthKgANmKl5GTAAlYEaAAWdHhORIgAVsJUIBsxcvISYAErAh4dhDaKtE8Fx0Cc+bMkX379sm9994rjRo1ijjSTz/9VLZs2SKtW7eWu+66K2Q8CxculK1bt5qG+eyzz+Sbb76RVq1aSdOmTYNxYOC0QIECanYyeNBk48CBAzJ16lQpX7689OrVSw4ePCgfffSRlCtXTp544gmTq3jYTQKOt4C++uorNdvjZqbp+1cCb731lowePTrbU9ITJkyQcePGyeXLl03R6jCXLl0KGebdd99VcWAmUNu8efPkkUceCUt8cM0XX3yh4ti+fbuK4ssvv1T7ED6aNwk4KkArV66UV155Rc6cOeNNGj5KFcTiu+++Uzd3gwYNIs75tWvX5Ntvv1XXm8WTPkzDhg1D+urbt69ApH7zm9+o89OnTxccK1u2bMjwoQ5qodE+7rzzThXns88+Gyo4j3mAgGNdsFOnTsmkSZOkaNGiHsg2k7Bjxw71zlHVqlXlgw8+kCVLlkihQoWkX79+cvvttwcBHT58WNA62bVrl+BlNtzUTz31VPDlsj179qj3iG6++WYpUaKEug7dsSlTpshPP/2kBAXdKrxbVaFChWCYoANj48cff5QFCxZImTJlpF27dupa1BXY/v37ZeLEifLkk0/Kpk2bZOnSpbJ582apUaOG6s7dc889Khz+ZRagmTNnqodd48aNVRi8AIh8rl27Vn744Qdp06aNPPjgg1KsWLFgHNxwloAjAoS3P4cPHy7PPPOMjBgxImQOX3/99eDxOnXqyH333acqfPCgAxt4OxemPx1wqVzgjWAYXtpy6o1kCAcMN/jYsWOlePHism7dOtmwYYMaOwGDVatWSbdu3VSXGeKBlwaXL18uK1askMWLFwveHNfx3HbbbUrA0Mrt3Lmz6tahHEeNGqXGZeALwgaRg+FFRLx1jn2M/cyePVseeughtb9s2TLZu3evCnf69GkllLt375aOHTsqRhivQgvp/fffV+mtVauWnD17VqUb8d5xxx1y5coVJZzIx/jx4wUvXPbu3VtdB8FBfv/yl78IhgQgVE4Yylnn2Ql/6X3g4aHZpz9u9zbya2WOCNCsWbMET0hUUjNDpdOGm/CBBx5wXAg0LKcFSPvFTeKUoZUCQ5cHA8QQv2bNmqkbeuPGjeo4ui4Ykxk8eLAMGTJE3dToZq1fv14gNGhB6FYHBp+R/gEDBqhwGAzu0qWLatl06tRJ+ULrSb9trr/2gn0dhz6PwXGIBN4K//7779WNA8FDGtq2bSv169dX4gFxW7RokRpA37lzp/KB9BUuXFi1knCgXr16qtWNByBEC3UQAgqhQt7RSsOQwE033aSut/Nf+jzb6SdU3PCt2Yc679Yx2wUIMxGff/65vP3225Z5xABiesMTzenvRqGAIAZ4ejppuHHxRNZPeyd8f/3118oNWjjomqCLjJsTLaDlRisHY0RoHaFb1KdPH3UeF0AkfjC6L+gGNWnSRIkRjt96662CmSy0VEqWLCktWrSQkydPqtYIbnZ896p69erqGMLjaYzvCCEMBA2GOLAPAcRXQ7CPOoA/CAS6jWPGjBF0CxEGBl+4BmmG1a1bV+2jZZN+f8aMGWr/pZdeUi03XDN//nx1DP+wb7ehi4p8nTt3zm5X18WPoQ83/Opu+XUJ+v8HbB+EhrCgj4++PbpVx44dU/15VHSaOwQg7igTGFoU2jCNDatcubISH2yjtZG+Raivw9Q2RApdMDxd0dLQ3Sa0pHSrDqIK8cE+wmQ2iAtEC6YHsXWLSL8acOTIEbn77rtl0KBByh/Spx9OOoxu0ekBaB0H9pFOjGHB9HiQ2uE/1wnYLkAYPIQIYfAPf5jVwKAi+uk0dwjomxPeT5w4oRJx6NChYNcEN6mefcJMmTZch9YKWmxoLWH2C90ktFTwrk6pUqVUULSmtKErBtNh9HH9ia4TZsmqVasWHKPQ0+hasNB1Qqt06NChgu4ZunQY1MZTvWLFiioqnafMAgSBgkAinRiD0d9ER4v84YcfVmNPOi38dJ6A7V0w57NEj1kR0Dcrupx4Qa99+/bqRsRNjlkwtG7QRSpdurQaI+nevbvccsstMm3aNBX1888/r8J88sknal/f9M2bN1fdKswyobWCgc/JkyerMLqlggHf/v37S4cOHdTgb+aWCwIfPXpUXYN4qlSpogQPBzDeAwHB4DMMogb7+eeflZBiHAtCBlFFHOjiIQyEBy83Ij50J3EMM38YK0Kaae4RsL0FlDlrqID6qZX5HPedIaAF6L333lPdK8xMomuF6XWMkcBwM2NmCl0wDDhjWh3HMFsJAYFp8dDighv+ueeeUzN5EB6Mw+g3o7VI4RpMMuiukE6LPo948fIhlszA2CFmyLp27arCQ0Dw8iTGrWB6eQkdB7pw6OrpdCHteoYRA9bwgbxAfCBIaIlDZGnuEYgxKoMnfxfMj4PQx48fV10FJ6sDWgEYbEaLx2yWBDc6/nS3LKv0ISwWlMNXIsxMD0LrLmDmcGjpYLAZrTGdLvBBNw9dqkgN3UOIjtPrLiG9fh2ExiSEmbELZkbGR8chLFYLkqHlg79w7UbDh4oX3TcMNqc3zMhl1zBrVqRIEfXeUHbj4vXZJxD5oyT7vhkDCZCAzwlQgHxeAZh9EnCTAAXITfr0TQI+J0AB8nkFYPZJwE0CFCA36dM3CficAAXI5xWA2ScBNwlQgNykT98k4HMCFCCfVwBmnwTcJEABcpM+fZOAzwlQgHxeAZh9EnCTAAXITfr0TQI+J0AB8nkFYPZJwE0CFCA36dM3CficAAXI5xWA2ScBNwlQgNykT98k4HMCFCCfVwBmnwTcJEABcpM+fZOAzwlQgHxeAZh9EnCTAAXITfr0TQI+J0AB8nkFYPZJwE0CFCA36dM3CficAAXI5xWA2ScBNwlQgNykT98k4HMCFCCfVwBmnwTcJEABcpM+fZOAzwlQgHxeAZh9EnCTAAXITfr0TQI+J0AB8nkFYPZJwE0CMQHD3EyAme+UlBRJTU01O23L8djYWImJiXHFb758+SQpKUmcLo74+Hi5du2a437j4uIkT548kpycbEtZWkWaN29eQf1y2lDGaWlpcvXqVaddi1t5Rv1CWZuZ+RmzKxw6funSJXVDOuROuUlISFACdOXKFSfdCiom/s6fP68qqJPOCxcuLGDttNgXKlRIEhMT5dy5c05mV/kqVqyYK35LlCihOLuR56JFi7qWZ6sCZhfMig7PkQAJ2EqAAmQrXkZOAiRgRYACZEWH50iABGwlQAGyFS8jJwESsCJAAbKiw3MkQAK2EqAA2YqXkZMACVgRoABZ0eE5EiABWwlQgGzFy8hJgASsCFCArOjwHAmQgK0EKEC24mXkJEACVgQoQFZ0eI4ESMBWAhQgW/EychIgASsCFCArOjxHAiRgKwEKkK14GTkJkIAVAQqQFR2eIwESsJUABchWvIycBEjAigAFyIoOz5EACdhKgAJkK15GTgIkYEWAAmRFh+dIgARsJUABshUvIycBErAiQAGyosNzJEACthKgANmKl5GTAAlYEaAAWdHhORIgAVsJUIBsxcvISYAErAhQgKzo8BwJkICtBChAtuJl5CRAAlYEKEBWdHiOBEjAVgIUIFvxMnISIAErAhQgKzo8RwIkYCsBCpCteP0T+eXLl2XYsGFy5MiRYKYPHz4c3M5qY+LEibJy5UoVbPPmzfLf//43q0t4PhcQcEyATpw4IYsWLZKDBw/mAmzMQmYCe/bskY8++kgKFSqkTv35z3+WqVOnZg4Wcj8tLU2GDx8u586dU+cXL14s27ZtCxmWB3MXgTgnsrNw4UKZOXOmNG/eXD788EPp3r27PPDAA064pg+HCDRu3Fh2796tvKWkpMjs2bMFrZpwbO/evYIWVMOGDVXwQYMGhXMZw+QCArYLUCAQkCVLlsjQoUOlUqVK0qBBAxkzZgwFKBdUnvRZeOedd6Rw4cKqfEeOHClXr15VLaBSpUopYdm6datqAW/ZskUaNWokXbp0kaZNm6oocKx48eJyyy23qOteeOEF6devn9SoUUOdX7p0qeDv9OnT0r59e7n//vslPj4+vXtu51ACtgtQTExMsD+PSrlmzRolRJl5oYJqK1asmKqQTleyPHnyCNLrtN+4uF+LAX7RHXHSYmNjBf7xmR2bNGmS9OnTRwoWLCj58uWTMmXKyIMPPiiVK1eWXbt2SceOHaV3797Sq1cvVQdatmwpaPkUKFBAtm/frkQJ+UfYWbNmyZAhQ1Q5jBs3TvCHa2vVqiUDBw5UIvXII49EnFw3yhiJhV83fTtdr8MqIKOF4oidP38+YFTIQKtWrQIHDhzI4NO46QLVq1cP/hnjBxnOc8fbBE6ePBkwKltg3bp1KqE9e/YMdOrUKZjo0aNHB4wWUnAfG0WLFg1MmTJFHWvSpEnAEBy1bYhNoEKFCmp748aNAUMcA8uWLVP7+DdixIjASy+9FNznhrcJGI0OywTa3gLSKojm+YIFC9RMB56U8+fPl8TERHUaTwWMGWgrUqSIXLhwQZKTk/UhRz7z5s2rnlBu+AWfM2fOON4CQgvkypUr2fJrCIRqRRnCIadOnZK1a9fKo48+qrZRcOg2oQv1t7/9TY4dOybGA0gNON98881q1gwDzhi0xrWrVq2S+vXrq+2PP/5YdenQbcc52OOPP64+9b7aucF/GChH/XLaUK9TU1Pl4sWLTrtWLVM3/KJeW5ntAoQByW+++UbuuusudXO3aNFC3nrrLdm5c6fcdtttwbTVrVs3uI2Ns2fPqqZ2hoM27+guGLqKTpru/sCv010w+Lt27Zq6MSLN86ZNm1T3CPxQbuhaQUSQn/3790uHDh2katWqcuedd0rt2rUlf/78snz5csHA9erVq5X/evXqqfCYgjdaT2ob9QbdrmiXh/FIjnqc4bCDXzd9R5tjOHnOKkz2Ov5ZxW6cR79z/PjxsmHDBhX6u+++U4OJFStWDONqBskJBDB+h1YKTE+fQ4BgkydPlmrVqsm8efPkr3/9q2Ds5tChQ0pY0PrCAHT58uWlZMmScunSJSVeejYMgobxJG24rlu3bup6fYyfOZuA7QKE7lX//v0Fg5RPPvmkGpDGjBhmR2i5gwAECDNbMEzFY0YLwoHWFQajjTEiJS7ofhjjPjJ37lwlSgiPa7XgYDAaLQQtZrrrhtkvdE+NsR9Vb9B1o+UOArZ3wYAJFQytIPRBMUtCyz0E8LYzBEKLSJ06dVSXCi3cHTt2qLGgr776SnXJMOYHUWnbtq0KAwoQILRq9Da6anrcANPt06ZNU111tJbQfX/11VdVWP7LHQRijCcOZjA8ZxhLSEpKcjRdCQkJapwKg7JOGloLaDUcP37c8TEg3Ozo+qB1Ei3DmBIGefE6hTYMGmPwV3epsA1BwhvyWRlaUHhw6UmLrMJndR7pQv1y2kqUKKE46ze+nfRvzDoG3zR30i/yjMkdM3OkBWTmnMdzJwG8V5RefJBLjPFEauyuR0rO+9fZPgbkfQRMIQmQgFsEKEBukadfEiABoQCxEpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGgALkGno6JgESoACxDpAACbhGICoC5PRPGbtGi45JgASiSiBsAfr9738vp0+fvs75hAkTpG/fvtcd5wESIAESyIpA2AJ04MABadCggaxYsULFeeLECWnXrp30799fmjdvnpUfnicBEiCB6wjEBAy77miIAykpKfLyyy/L6NGj5YknnpA5c+ZI1apVZdKkSVKzZs0QV2TvEPylpaVlL5IbvDo2NlZiYmIkNTX1Bq/MXnD4zZs3ryQlJWUvogiujouLU/kNsxpE4CH0JfCbJ08eSU5ODh3AxqPx8fFy9epVGz2EjhplDM5u+HYrzyhn/JlZ2AKECFBZunXrJvPnz5fixYvLmjVrbBEf+Dp79qzjN2RCQoISIKfHtPLly6d4Hj9+3HHRLVy4sFy6dMlx0S1UqJAkJiYKWtJOW7FixVT9ctpviRIlFOdz58457VqKFi0qbvhFniG8ZhZ2F2zdunXSqFEj2bhxo8yePVtatWoljRs3llGjRjl+05hlhsdJgARyFoGwBaht27ZSp04d2bFjh3Ts2FFmzJgh48ePl6FDh8qzzz6bs3LN1JIACXiCQNgC9M4778jMmTNVV0GnvEePHrJt2za59dZb9SF+kgAJkEDYBMIWoC5duoSMtFKlSmomLORJHiQBEiABCwJhC5BFHDxFAiRAAhERoABFhI0XkQAJRIMABSgaFBkHCZBARAQoQBFh40UkQALRIEABigZFxkECJBARAQpQRNh4EQmQQDQIUICiQZFxkAAJRESAAhQRNl5EAiQQDQIUoGhQZBwkQAIREaAARYSNF5EACUSDAAUoGhQZBwmQQEQEKEARYeNFJEAC0SBAAYoGRcZBAiQQEQEKUETYeBEJkEA0CFCAokGRcZAACUREgAIUETZeRAIkEA0CFKBoUGQcJEACERGgAEWEjReRAAlEgwAFKBoUGQcJkEBEBChAEWHjRSRAAtEgQAGKBkXGQQIkEBEBClBE2HgRCZBANAhQgKJBkXGQAAlERIACFBE2XkQCJBANAhSgaFBkHCRAAhERoABFhI0XkQAJRINAXDQiYRz+JTBjxgz5/vvvpXPnzlKzZs2IQXz66aeyZcsWuf/++6VJkyYh49m7d69Mnz5dqlSpIt27dw8ZhgdzFgHHWkBnz56VZcuWydGjR3MWIabWkgCEY9y4cXLgwAHLcFmd/PLLL1U8O3fuNA36448/qjCffPKJaRieyFkEHBGg+fPny3PPPScHDx6UoUOHyujRo3MWJaaWBEjAFgK2d8FSU1Plww8/lJEjR0rlypXlsccek65du0rPnj2lWLFitmSKkTpP4NKlS/Laa6+pblTVqlXl+eeflwoVKgQTcuzYMUF37euvv5a8efNKq1at1EMpGCDEBlrLb7zxhuzbt0/q168vDRo0CBGKh3IyAdsFKE+ePPLBBx9IgQIFFKekpCS5ePGiQJjSW4sWLYK7rVu3lsGDB0vhwoWDx5zYiImJUW4KFSrkhLvrfJQsWfK6Y3YfQJ4TEhIidpMvXz517cCBA1U8gUBA1q9fL4sXL5Zdu3ZJ8eLF5ciRI2qMCN20/Pnzy5UrV9T5hQsXytKlSwV1RKcB7EuXLi3nz5+Xtm3byvHjx6VIkSJqnAkPMhgEDGEitdjY2Gxdnx2/cXFxrvhGOWeHWaR5Rn2wMtsFCM61+KSlpcmbb74pbdq0kcw324MPPhhMZ+3atSUlJUWuXbsWPObEBioHzGm/uAETExMF4pxVgUWbA27mq1evRuxXP0jq1asnCxYsUPGgLDdv3qxaL4MGDVKtIYgPWr6jRo2SU6dOSbdu3WTlypUyZswY6dOnT/CBhHKHQI0dO1aJT8OGDeWzzz4TiEaHDh2UuMEnwkRqEDuwdtpQxrgHkpOTnXYteFC45dcqs44IEBKAzL/66quqgqJ1k9lefPHFDIcwaO10JUHFxJMiO5U7QybC3EHlQOVEyxAV1ElDKxPdJy0kN+pbi/Xvfve7YNpbtmypBGjbtm3yyy+/yIoVK1S0vXr1UkKCJ3GXLl1k2LBh8sUXX6gZLYggDPXkwoULgmthiBcGLogXrSukFWEiNTxosnN9pH4h9tlNe6S+8ZBzK89WaXZkEPry5csyYMAAQfMa4wQoCFruIoCulbZSpUqpTbRm0rdWypQpo4NI2bJl1bbZTaEfAum7w5lbzcHIuJFjCTgiQEOGDJEaNWoIxgmgxLTcR2DDhg3BTK1du1ZtV6pUSdDa0IPHGO/R9vnnn6vNOnXq6EMZPjFhAdu0aVPw+OrVq4Pb3MgdBGzvgu3evVs1m9F0xiyINvTxMbNByx0E8KqFHmDGWBC6svplwR49eggECl1v1AMMSmO/aNGi8vTTT4cE8Oijj8qECRNk3rx5cvr0aTWYjUFrWu4iYLsA1apVS1atWpW7qDE31xHAaxYYYIa4YNJh+PDhwTejH374YRX+P//5j8ydO1dtN27cWCZOnGg6M4OpfLzgiLFB1J9y5coJru/fv/91vnkg5xKIMWZdrOfJXMqb3wahMV2NKeecNgiduXr8/PPPgrEes642WjPx8fFSvnx5NfB+4sSJzFFk2McYErjcdNNNGY5nZwfvn6F+OW0lSpRQY2Lnzp1z2rVqbbrhF3m2GvO1vQXkOGk6dJVAVkKBCnkjBiHLKs4biY9hvUXAkUFob2WZqSEBEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAQqQV0qC6SABHxKgAPmw0JllEvAKAc/+Njx+0D4mJsZRTvHx8Y77RAbj4n4thoSEBAkEAo7mGb7hNy0tzXG/KN/ExERH/cIZfm/eDb+xsb8+793w7Vaes7qHPStAqChO34zan/5EGpw2p33Dn/5zOq/w53R+dR7d9Oumb51/r3x6VoBSUlIkKSnJcU5QbKf96goJv063RNDSTE5OltTUVEdZo7WJP6dZI5Nogbjht0CBAqp83fCNVq4bfpFnK+MYkBUdniMBErCVAAXIVryMnARIwIoABciKDs+RAAnYSoACZCteRk4CJGBFgAJkRYfnSIAEbCVAAbIVLyMnARKwIkABsqLDcyRAArYSoADZipeRkwAJWBGgAFnR4TkSIAFbCVCAbMXLyEmABKwIUICs6PAcCZCArQQoQLbiZeQkQAJWBChAVnR4jgRIwFYCFCBb8TJyEiABKwIUICs6PEcCJGArAQqQrXgZOQmQgBUBCpAVHZ4jARKwlQAFyFa8jJwESMCKAAXIig7PkQAJ2EqAAmQrXkZOAiRgRYACZEWH50iABGwlQAGyFS8jJwESsCJAAbKiw3MkQAK2EqAA2YqXkZMACVgRoABZ0eE5EiABWwlQgGzFy8hJgASsCFCArOjwHAmQgK0EKEC24mXkJEACVgQoQFZ0eI4ESMBWAhQgW/Ey8q1bt8qbb74ZFojU1FQZNmyYHDhwIKzwDJTzCTgqQBcvXpQ1a9bkfGrMQdgEdu7cKe+//35Y4dPS0mTy5Mny888/hxWegXI+gTinspCUlCR///vfJTY2Vu6++26n3NJPDiIQHx8v+/bty0EpZlKzS8ARAUKTetCgQVKkSBH1l91E83rvEHjnnXfk5ptvVsKxatUqqV69ujzyyCNSt27dkIm8cuWKTJgwQXbs2CFoEd9yyy3yxz/+UapWrSrogvXv31+eeeYZqVGjhiDuKlWqqBbR4sWLJW/evPLoo4/KfffdFzJuHsx5BBwRoMuXL8vgwYPl9OnT8tlnn4WkNHz48ODxOnXqyL333it4IjppcXG/4tCfTvnOkyePclWwYEEJBAJOuVV+cFPHxMQIuj+R2Ndffy2jR49WwtO3b1+ZM2eOdOvWTVauXCmVKlWShIQEFX+hQoVU9J06dRKIEETn2rVrSmQQHl015H327NnSo0cPQXjEDRGCOOG6devWyR/+8AcVd6NGjSJJrroG5avTE3EkEVyIcgZrN3y7lWfk18ocESD9NFy+fLlpWpYsWRI8hydh27ZtxWkh0LDc8psvX74gA6c20CXGX6TCh2tRXihbPDAee+wxqVevnvz73/+WiRMnqmPgCiE6c+aMVKxYUT2MateurW5GtJjQosG5cuXKqWxDFBEecaPVvGzZMrUNgYMfjCM2bdo0YkSIF/E7bfCrWbjh2408Z5VPRwQoq0Tg/Jdffpkh2NmzZwXjRk4aCggVBE9oJw3CU7x4cdVCjLQlEml6CxcuLJcuXVIiEkkcKSkp0qxZMzl37lzw8ubNm8vatWvl5MmTcuHCBdW6wjZs1KhRsn37diUkBw8eVJ84joFnLfyIC+ERd61atRQXhIGVKVNGndPx/Xr0xv4XK1ZMUL+cthIlSijO6Vk5lYaiRYtmKCOn/CLPVuboLJhVQngu5xIoX758hsRjH93uzIYHCrpbnTt3lk8++UQgBBjTsbL8+fNnOI1WRKSttQwRcccTBDzTAvIEDSYiIgKrV6/OcN33338v9evXz3AMO4sWLVIto/Xr10vNmjUlMTFRpk6dqsI53fK7LnE84AoBtoBcwZ67nO7Zs0f+97//qa7r9OnTZe7cudK1a9frMonuE8aLjh8/rs799NNP8o9//ENtJycnXxeeB3I/AUcF6Le//a3861//yv1UfZZDDAi//fbbqlXz+uuvy9ChQ+Wee+65jgLCde/eXU3TY3odY0XPP/+8Gv/CtDzNfwRijP60s/O+YTL24yA0WgZOd0WyOwjds2dPNTCMB8vRo0elbNmyaiDfqpgxuIw/iNCJEyesgtpyjoPQtmANGSkGoTGraWYcAzIjw+M3TEBPo2d1ISpkVrMjWcXB87mDgKNdsNyBjLlITwAv1WWeqUp/ntskYEWALSArOjyXJYGxY8dmGYYBSMCMAFtAZmR4nARIwH4CGIT2kv3yyy8B4x2RgPGimpeSZWtajLfAVZ6Nt4Ft9eOlyEeOHBlo2bKll5Jke1qML+kGXnzxRdv9eMWB8V0/Va+NVzNMk+S5FpCRUjUT5PRskP1Sb+5B5xmffjGUL94J8pMhv36s11Z59pwA+alCMq8k4HcCnhuExjeq27RpIzfddJNvyqZ06dIqz178trJdhYD1fkJ9X8wuf16IFy9ilixZ0gtJcSQN+N4e7mWs+WRmnn0R0SzBPE4CJJB7CLALlnvKkjkhgRxHwPYuGL5kuGnTJvV6/u233266yiEG6LACHr4agMWq0HyD4QuL6Rcpxxu0t956qzoXbtwqsIP/wk2XMeMnGzZsEKwAqd8ixtcZfvjhhwypxRpFd911l1rC9Ntvv81wDse9Ylhiddu2bZZrfn/33Xfy448/SuPGjTN0R6yYmV3jhXzji7joOlcyVn80M7P04+tGmzdvzlD+iMOqzpv5cPJ4Vnk2K8tQ+bK1C4aFvR5//HEFGCKChbewIBVuqPR2+PBheeGFF6Rhw4ZqASucw7ekEe6VV15R357GgkowLPOAVffCjVtd5OC/cNO1YMEC+eijj6RFixZqqVHkCf1lrKu8cOHCYIrB7fz584LwX331leDFv2rVqgXPjxgxIrjt5gbW+nn55ZfVg8PsC8dvvPGGWnoVDxAsWDZmzBg1PmDFzOwaN/OqfWNBNaxfjb/7779fH87waZb++fPny6xZs+T//u//lAhheRKshw0zq/MZInZpJ6s8W5VlqHxhcSfbzPg5loBRAMH4n3rqqYCxrm9wX28Y6/4G3nrrLb0b6NevXwDvxsDw7oTxxAye0xvhxq3DO/UZbrqMhbgCu3btUsk6depUoFWrVgHjJs6QTOwbwhQw1ttRx43F3AOTJ0/OEMYLO/v37w8YC40FUL5m77kYFTfw8MMPB4yWrkryxx9/HPjnP/+pts2YWV3jdr7nzZsXaN++fQDlaKxzHjI5ZunH+zHGGtcB48ca1HXGipSBBx54IGAsS6v2zep8SCcOHgwnz2ZliWSGypetY0D4iRU0tbVh27jp9G7wE0t0pl/ACusEG5VazZJgrWAsv4n1ZtBS0hZu3Dq8U5/hpAtNb3wLHPmEoVuJ71QdOXIkQzLfe+89tb6y/hmjvXv3ChauxyJeGzdu9MzKgPpHB6xWN8Qvo6CMddc6fV0wY2Z1TQZQLuxgMTWUD1pzmVv0Ojlm6cfi9B988IFUrlxZBUXrEd1XDEOApVmd1/G69RlOns3K0ixftgrQsWPH1JiOBobxHfwyRmbDDYaFx/ErCSgINM8xFgIRQn8SNxsKB03UTz/9VF0ebtyZfdm9H066sBwEfulhubHAOmzLli1itIJUntUB4x+6XfiFCfwKhDYIEFYTRFd2ypQpYrQ29ClXP/GjA1iI3spQnlhgXlv6umDGzOoaHY9bn1hIX3+j33i4h0yGVfoLFCigrsFLevjlWHS/MUVvVedDOnHwYDh5NitLs3zZOggNpYdwaIPAQEUzG+CjZYRV9PAeEH5yBQWEBcmxuh5uWBjGPiZNmiRGc1XCjTuzL7v3w01Xnz591HgOfnYGA9AYeE9/g2L50jvuuEOttaPTjLxjLAytiHbt2onRBVCtwgoVKuggnv204mJ2zuy4ZzOZKWFZpR8P11dffVW1ZPGzVTCrOp8pek/umuXZLF+2toCg6GhOasN2qBcMcVNhFT00S6dNm6ZuMixsjl8PSP/rBXihSS/aFW7c2rdTn+GmCyILQXn33XfV72ohr+kXd8fvp3Xo0CGYbCzghdkj3YXBmjpY4hRPnJxgpUqVuq4u6Jk/M2ZW1+T0PKNLMmDAANX1fu2114KLdlnV+ZyQZ7OyNMuXrQKEJTc///xz9fM66GKga6V/UA77+IMZA5JiDEKrwsDUNH7U7s4771TdkD/96U9qxgvNXMwOYdYIN6FV3G4WlFW6ML2O/j7MGLBVM0LoiuB3rlBwuqWHJyPC6t9TQ3i0DDGDiC4YbPfu3ao7i5lDL5vOM17BwCsEhw4dUl1t/CoGWngwM2ZW13g1z5gFwoMCZpX+IUOGqF9/HThwoGrN6/yg621W53UYr32mv5fNytIsX7Z2wVq3bq1uLgxOQjSMUfDgwJsxWq5uKozrPPTQQ+qnm3v37q2+rIepe90a6Nixo7pZ0X3DzYqnBcwqbjcLyCpdTz/9tOAXYBs0aCDoghnfCFfvkKDZiilKbXhfAk//9At9YaATrNBlwx8G5lF59W9p6Wu99pk+zxDdJ598Uq0BjR8oxPrQMCtmZtd4LZ86PfiFV3Sr8NoE6muo9OPhgQcJ/mbMmKEvVV1yDNSb1flgQI9tpL+XrcoyVL5sfQ9Ic8KP02HsJ6ubBQPQmOXJbBiowzkUaGYLN+7M19m9H266zPJslT48TcDCbPbF6lq3z129elVNLIQqZzNmVte4nZ9w/EeSfqs6H45Pt8OYlWXmfDkiQG7DoH8SIAFvErB1DMibWWaqSIAEvEKAAuSVkmA6SMCHBChAPix0ZpkEvEKAAuSVkmA6SMCHBChAPix0ZpkEvEKAAuSVkmA6SMCHBChAPix0ZpkEvEKAAuSVkvBBOrAECd4MXrJkSTC3WIANb4XjHM1/BChA/itz13KMX//A8qU9evRQX0zF0iz4eg7WQsI5mv8I8E1o/5W5qznGl3GbNGmivqiJr6Hge2/4Mi6+bEvzHwEKkP/K3PUcb926Va12gNYQFmOrUqWK62liAtwhwC6YO9x97RVfREWLB4vVpV+wztdQfJp5toB8WvBuZRvLqmAJXizHgW9GY51vY9H9LFdKcCu99GsvAVvXA7I36Yw9JxLAek74aRcsLgcBwm+i4RhWxKT5jwBbQP4rc9dyjAW4mjVrplbA7NKli0oHfuEDs2KYjsdvp9P8RYAC5K/yZm5JwFMEOAjtqeJgYkjAXwQoQP4qb+aWBDxFgALkqeJgYkjAXwQoQP4qb+aWBDxFgALkqeJgYkjAXwQoQP4qb+aWBDxFgALkqeJgYkjAXwQoQP4qb+aWBDxFgALkqeJgYkjAXwT+H3YknpxP/VS/AAAAAElFTkSuQmCC" /><!-- --></p> </div> <div id="font-size" class="section level3"> <h3>Font size</h3> <p>The <code>size</code> of text is measured in mm. This is unusual, but makes the size of text consistent with the size of lines and points. Typically you specify font size using points (or pt for short), where 1 pt = 0.35mm. ggplot2 provides this conversion factor in the variable <code>.pt</code>, so if you want to draw 12pt text, set <code>size = 12 / .pt</code>.</p> </div> <div id="justification" class="section level3"> <h3>Justification</h3> <p>Horizontal and vertical justification have the same parameterisation, either a string (“top”, “middle”, “bottom”, “left”, “center”, “right”) or a number between 0 and 1:</p> <ul> <li>top = 1, middle = 0.5, bottom = 0</li> <li>left = 0, center = 0.5, right = 1</li> </ul> <div class="sourceCode" id="cb11"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb11-1"><a href="#cb11-1"></a>just <-<span class="st"> </span><span class="kw">expand.grid</span>(<span class="dt">hjust =</span> <span class="kw">c</span>(<span class="dv">0</span>, <span class="fl">0.5</span>, <span class="dv">1</span>), <span class="dt">vjust =</span> <span class="kw">c</span>(<span class="dv">0</span>, <span class="fl">0.5</span>, <span class="dv">1</span>))</span> <span id="cb11-2"><a href="#cb11-2"></a>just<span class="op">$</span>label <-<span class="st"> </span><span class="kw">paste0</span>(just<span class="op">$</span>hjust, <span class="st">", "</span>, just<span class="op">$</span>vjust)</span> <span id="cb11-3"><a href="#cb11-3"></a></span> <span id="cb11-4"><a href="#cb11-4"></a><span class="kw">ggplot</span>(just, <span class="kw">aes</span>(hjust, vjust)) <span class="op">+</span></span> <span id="cb11-5"><a href="#cb11-5"></a><span class="st"> </span><span class="kw">geom_point</span>(<span class="dt">colour =</span> <span class="st">"grey70"</span>, <span class="dt">size =</span> <span class="dv">5</span>) <span class="op">+</span><span class="st"> </span></span> <span id="cb11-6"><a href="#cb11-6"></a><span class="st"> </span><span class="kw">geom_text</span>(<span class="kw">aes</span>(<span class="dt">label =</span> label, <span class="dt">hjust =</span> hjust, <span class="dt">vjust =</span> vjust))</span></code></pre></div> <p><img src="data:image/png;base64,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" /><!-- --></p> <p>Note that you can use numbers outside the range (0, 1), but it’s not recommended.</p> </div> </div> <!-- code folding --> <!-- dynamically load mathjax for compatibility with self-contained --> <script> (function () { var script = document.createElement("script"); script.type = "text/javascript"; script.src = "https://mathjax.rstudio.com/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML"; document.getElementsByTagName("head")[0].appendChild(script); })(); </script> </body> </html>