Browse code

extra vignette in homepage

guangchuang yu authored on 27/12/2017 06:01:35
Showing9 changed files

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@@ -14,5 +14,5 @@ __init__.pyc
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 ggtree.Rproj
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 .Rproj.user
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 ggtree
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-*.html
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+vignettes/*.html
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@@ -56,6 +56,11 @@ site:
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 	rm themes;\
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 	cd ..
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+vignette:
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+	cd site_src/vignettes;\
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+	Rscript -e 'ff = list.files(pattern=".R|rmd"); sapply(ff, function(f) rmarkdown::render(f))';\
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+	mv *html ../../docs/vignettes/
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+
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 preview:
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 	cd site_src;\
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 	ln -s ../../software/themes themes;\
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@@ -346,7 +346,7 @@
346 346
 
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 				<p><link rel="stylesheet" href="https://guangchuangyu.github.io/css/font-awesome.min.css"> <link rel="stylesheet" href="https://guangchuangyu.github.io/css/academicons.min.css"></p>
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 <p><img src="https://raw.githubusercontent.com/Bioconductor/BiocStickers/master/ggtree/ggtree.png" height="200" align="right" /></p>
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-<p><a href="https://bioconductor.org/packages/ggtree"><img src="https://img.shields.io/badge/release%20version-1.10.0-blue.svg?style=flat" alt="releaseVersion" /></a> <a href="https://github.com/guangchuangyu/ggtree"><img src="https://img.shields.io/badge/devel%20version-1.11.3-blue.svg?style=flat" alt="develVersion" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-22348/total-blue.svg?style=flat" alt="total" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-1218/month-blue.svg?style=flat" alt="month" /></a></p>
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+<p><a href="https://bioconductor.org/packages/ggtree"><img src="https://img.shields.io/badge/release%20version-1.10.0-blue.svg?style=flat" alt="releaseVersion" /></a> <a href="https://github.com/guangchuangyu/ggtree"><img src="https://img.shields.io/badge/devel%20version-1.11.4-blue.svg?style=flat" alt="develVersion" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-22808/total-blue.svg?style=flat" alt="total" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-1218/month-blue.svg?style=flat" alt="month" /></a></p>
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 <p>The <code>ggtree</code> package extending the <em>ggplot2</em> package. It based on grammar of graphics and takes all the good parts of <em>ggplot2</em>. <em>ggtree</em> is designed for not only viewing phylogenetic tree but also displaying annotation data on the tree. <em>ggtree</em> is released within the <a href="https://bioconductor.org/packages/ggtree/">Bioconductor</a> project and the source code is hosted on <a href="https://github.com/GuangchuangYu/ggtree"><i class="fa fa-github fa-lg"></i> GitHub</a>.</p>
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 <div id="authors" class="section level2">
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 <h2><i class="fa fa-user"></i> Authors</h2>
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@@ -355,7 +355,7 @@
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 <div id="citation" class="section level2">
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 <h2><i class="fa fa-book"></i> Citation</h2>
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 <p>Please cite the following article when using <code>ggtree</code>:</p>
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-<p><a href="http://dx.doi.org/10.1111/2041-210X.12628"><img src="https://img.shields.io/badge/doi-10.1111/2041--210X.12628-blue.svg?style=flat" alt="doi" /></a> <a href="https://www.altmetric.com/details/10533079"><img src="https://img.shields.io/badge/Altmetric-325-blue.svg?style=flat" alt="Altmetric" /></a> <a href="https://scholar.google.com.hk/scholar?oi=bibs&amp;hl=en&amp;cites=7268358477862164627"><img src="https://img.shields.io/badge/cited%20by-55-blue.svg?style=flat" alt="citation" /></a></p>
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+<p><a href="http://dx.doi.org/10.1111/2041-210X.12628"><img src="https://img.shields.io/badge/doi-10.1111/2041--210X.12628-blue.svg?style=flat" alt="doi" /></a> <a href="https://www.altmetric.com/details/10533079"><img src="https://img.shields.io/badge/Altmetric-325-blue.svg?style=flat" alt="Altmetric" /></a> <a href="https://scholar.google.com.hk/scholar?oi=bibs&amp;hl=en&amp;cites=7268358477862164627"><img src="https://img.shields.io/badge/cited%20by-60-blue.svg?style=flat" alt="citation" /></a></p>
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 <p><strong>G Yu</strong>, DK Smith, H Zhu, Y Guan, TTY Lam<sup>*</sup>. ggtree: an R package for visualization and annotation of phylogenetic trees with their covariates and other associated data. <strong><em>Methods in Ecology and Evolution</em></strong>. 2017, 8(1):28-36.</p>
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 </div>
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 <div id="featured-articles" class="section level2">
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@@ -87,7 +87,7 @@ https://t.co/s9FYUbynCd @guangchuangyu
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 &amp;mdash; Guanyang Zhang 张冠阳 (@GYZhang2) December 13, 2017  ggtree使ってみた。”注目する枝組み合わせの分布”みたいなものを可視化したいんだけどまだちょっと見にくい。 pic.twitter.com/w5xs7cd0jQ
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 &amp;mdash; Kenji Fukushima (@kfuku0502) December 13, 2017  ggtreeにはhttps://t.co/8T3WU8h9pWからシルエット画像を取ってくる用の関数まで用意されているのか…。HGTの描画も楽そうだし、これはもう系統樹描画に関してはETEを投げ捨ててggtreeに鞍替えするべきか。https://t.co/gynekuwjCe
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 &amp;mdash; Kenji Fukushima (@kfuku0502) December 11, 2017  I&amp;#39;ve had good experiences with ggtree https://t.co/eRLhDoc4Hm
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-&amp;mdash; Philipp Bayer (@PhilippBayer) December 7, 2017  Also, thanks to @guangchuangyu for the R package ggtree - these visualizations are made possible by the reliability that sweet #rstats package!</description>
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+&amp;mdash; Philipp Bayer (@PhilippBayer) December 7, 2017  Thank you so much @guangchuangyu!</description>
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     </item>
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   </channel>
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@@ -355,22 +355,18 @@
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">I&#39;ve had good experiences with ggtree <a href="https://t.co/eRLhDoc4Hm">https://t.co/eRLhDoc4Hm</a></p>&mdash; Philipp Bayer (@PhilippBayer) <a href="https://twitter.com/PhilippBayer/status/938702392450617344?ref_src=twsrc%5Etfw">December 7, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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-<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Also, thanks to <a href="https://twitter.com/guangchuangyu?ref_src=twsrc%5Etfw">@guangchuangyu</a> for the R package ggtree - these visualizations are made possible by the reliability that sweet <a href="https://twitter.com/hashtag/rstats?src=hash&amp;ref_src=twsrc%5Etfw">#rstats</a> package!</p>&mdash; Alex Washburne (@alex_washburne) <a href="https://twitter.com/alex_washburne/status/936241103585517568?ref_src=twsrc%5Etfw">November 30, 2017</a></blockquote>
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-<script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">Thank you so much <a href="https://twitter.com/guangchuangyu?ref_src=twsrc%5Etfw">@guangchuangyu</a>! <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> is the easy way for my phd data analysis &lt;3 love it!</p>&mdash; Francisco Romero (@pinchehippie) <a href="https://twitter.com/pinchehippie/status/920370392451178496?ref_src=twsrc%5Etfw">October 17, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">Now on <a href="https://t.co/50tYJLLZqc">https://t.co/50tYJLLZqc</a> - a spotlight on the Top Tools for R Programming:<br>ggtree made the list!<a href="https://t.co/YQv7FeegpM">https://t.co/YQv7FeegpM</a> <a href="https://t.co/hGn7nBfbEJ">pic.twitter.com/hGn7nBfbEJ</a></p>&mdash; LabWorm (@TheLabWorm) <a href="https://twitter.com/TheLabWorm/status/912971120198012929?ref_src=twsrc%5Etfw">September 27, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">geom_hilight_encircle for unrooted layout <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> <a href="https://twitter.com/hashtag/rstats?src=hash&amp;ref_src=twsrc%5Etfw">#rstats</a> <a href="https://t.co/1wIwgwUduf">pic.twitter.com/1wIwgwUduf</a></p>&mdash; Guangchuang Yu (@guangchuangyu) <a href="https://twitter.com/guangchuangyu/status/907543915686793217?ref_src=twsrc%5Etfw">September 12, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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-<blockquote class="twitter-tweet"><p lang="en" dir="ltr">New Post: Plotting a Sequential Binary Partition on a Tree in R <a href="https://twitter.com/alex_washburne?ref_src=twsrc%5Etfw">@alex_washburne</a> <a href="https://twitter.com/guangchuangyu?ref_src=twsrc%5Etfw">@guangchuangyu</a> <a href="https://t.co/6jQKMof5aW">https://t.co/6jQKMof5aW</a></p>&mdash; Justin Silverman (@inschool4life) <a href="https://twitter.com/inschool4life/status/910671384069722112?ref_src=twsrc%5Etfw">September 21, 2017</a></blockquote>
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+<blockquote class="twitter-tweet"><p lang="en" dir="ltr">New Post: Plotting a Sequential Binary Partition on a Tree in R @alex_washburne <a href="https://twitter.com/guangchuangyu?ref_src=twsrc%5Etfw">@guangchuangyu</a> <a href="https://t.co/6jQKMof5aW">https://t.co/6jQKMof5aW</a></p>&mdash; Justin Silverman (@inschool4life) <a href="https://twitter.com/inschool4life/status/910671384069722112?ref_src=twsrc%5Etfw">September 21, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="sv" dir="ltr">blog: Introduction to ggplot2 and to ggtree 📝📈👨‍🔬👩‍🔬 <a href="https://twitter.com/hashtag/rstats?src=hash&amp;ref_src=twsrc%5Etfw">#rstats</a> <a href="https://twitter.com/hashtag/phdchat?src=hash&amp;ref_src=twsrc%5Etfw">#phdchat</a> <a href="https://t.co/ndmRitxpeH">https://t.co/ndmRitxpeH</a></p>&mdash; Jean 👨‍💻 (@JeanManguy) <a href="https://twitter.com/JeanManguy/status/903786057182957568?ref_src=twsrc%5Etfw">September 2, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">The ggtree package looks like a cool way to visualize hierarchical data<a href="https://t.co/spsqLkqeVG">https://t.co/spsqLkqeVG</a> <a href="https://t.co/GRODlrBahW">pic.twitter.com/GRODlrBahW</a></p>&mdash; Nathan Brouwer (@lobrowR) <a href="https://twitter.com/lobrowR/status/899635001247059969?ref_src=twsrc%5Etfw">August 21, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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-<blockquote class="twitter-tweet"><p lang="en" dir="ltr">New ggtree-based visualization in R package phylofactor! Below are the top three factors (= 4 bins) of mammalian body mass. <a href="https://t.co/ruT4OZF7gW">pic.twitter.com/ruT4OZF7gW</a></p>&mdash; Alex Washburne (@alex_washburne) <a href="https://twitter.com/alex_washburne/status/898729425168080897?ref_src=twsrc%5Etfw">August 19, 2017</a></blockquote>
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-<script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">Possible to combine <a href="https://twitter.com/hashtag/ggjoy?src=hash&amp;ref_src=twsrc%5Etfw">#ggjoy</a> with <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> ? My gg-fu is weak. <a href="https://twitter.com/hashtag/rstats?src=hash&amp;ref_src=twsrc%5Etfw">#rstats</a> <a href="https://twitter.com/hashtag/DataViz?src=hash&amp;ref_src=twsrc%5Etfw">#DataViz</a> <a href="https://twitter.com/hashtag/JoyPlot?src=hash&amp;ref_src=twsrc%5Etfw">#JoyPlot</a> <a href="https://t.co/4FICfER6Oa">https://t.co/4FICfER6Oa</a></p>&mdash; Libby Megna (@LibbyMegna) <a href="https://twitter.com/LibbyMegna/status/891144389715783680?ref_src=twsrc%5Etfw">July 29, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">Second post with an update on how to add tip shapes and colours to ggtree <a href="https://t.co/ezWF4TVQst">https://t.co/ezWF4TVQst</a></p>&mdash; Anthony Underwood (@bioinformAnt) <a href="https://twitter.com/bioinformAnt/status/883301626022375424?ref_src=twsrc%5Etfw">July 7, 2017</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr">am quite liking <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> <a href="https://twitter.com/hashtag/rstats?src=hash&amp;ref_src=twsrc%5Etfw">#rstats</a> <a href="https://twitter.com/hashtag/ggplot?src=hash&amp;ref_src=twsrc%5Etfw">#ggplot</a> <a href="https://t.co/hvywS2z4ps">pic.twitter.com/hvywS2z4ps</a></p>&mdash; Nicholas E Ilott (@IlottNick) <a href="https://twitter.com/IlottNick/status/788751417746059264?ref_src=twsrc%5Etfw">October 19, 2016</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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-<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Treespace visualization of a heuristic best tree search in <a href="https://twitter.com/hashtag/R?src=hash&amp;ref_src=twsrc%5Etfw">#R</a> package <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> <a href="https://twitter.com/hashtag/phylogenetics?src=hash&amp;ref_src=twsrc%5Etfw">#phylogenetics</a> <a href="https://t.co/hnSJpIABql">pic.twitter.com/hnSJpIABql</a></p>&mdash; Alejandro Damian Serrano 🔬 (@antropoteuthis) <a href="https://twitter.com/antropoteuthis/status/693123105707986944?ref_src=twsrc%5Etfw">January 29, 2016</a></blockquote>
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+<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Treespace visualization of a heuristic best tree search in <a href="https://twitter.com/hashtag/R?src=hash&amp;ref_src=twsrc%5Etfw">#R</a> package <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> <a href="https://twitter.com/hashtag/phylogenetics?src=hash&amp;ref_src=twsrc%5Etfw">#phylogenetics</a> <a href="https://t.co/hnSJpIABql">pic.twitter.com/hnSJpIABql</a></p>&mdash; Alejandro Damian-Serrano 🔬 (@antropoteuthis) <a href="https://twitter.com/antropoteuthis/status/693123105707986944?ref_src=twsrc%5Etfw">January 29, 2016</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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 <blockquote class="twitter-tweet"><p lang="en" dir="ltr"><a href="https://twitter.com/guangchuangyu?ref_src=twsrc%5Etfw">@guangchuangyu</a> Updated to latest <a href="https://twitter.com/hashtag/ggtree?src=hash&amp;ref_src=twsrc%5Etfw">#ggtree</a> and <a href="https://twitter.com/hashtag/ggplot2?src=hash&amp;ref_src=twsrc%5Etfw">#ggplot2</a> and very impressed! Any ideas on using geom_label with tip labels to add box/fill?</p>&mdash; Jo Williams-Newkirk (@ajwnewkirk) <a href="https://twitter.com/ajwnewkirk/status/691762302492790788?ref_src=twsrc%5Etfw">January 25, 2016</a></blockquote>
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 <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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@@ -25,7 +25,7 @@ https://t.co/s9FYUbynCd @guangchuangyu
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 &amp;mdash; Guanyang Zhang 张冠阳 (@GYZhang2) December 13, 2017  ggtree使ってみた。”注目する枝組み合わせの分布”みたいなものを可視化したいんだけどまだちょっと見にくい。 pic.twitter.com/w5xs7cd0jQ
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 &amp;mdash; Kenji Fukushima (@kfuku0502) December 13, 2017  ggtreeにはhttps://t.co/8T3WU8h9pWからシルエット画像を取ってくる用の関数まで用意されているのか…。HGTの描画も楽そうだし、これはもう系統樹描画に関してはETEを投げ捨ててggtreeに鞍替えするべきか。https://t.co/gynekuwjCe
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 &amp;mdash; Kenji Fukushima (@kfuku0502) December 11, 2017  I&amp;#39;ve had good experiences with ggtree https://t.co/eRLhDoc4Hm
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-&amp;mdash; Philipp Bayer (@PhilippBayer) December 7, 2017  Also, thanks to @guangchuangyu for the R package ggtree - these visualizations are made possible by the reliability that sweet #rstats package!</description>
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+&amp;mdash; Philipp Bayer (@PhilippBayer) December 7, 2017  Thank you so much @guangchuangyu!</description>
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NOjMKhUpWZWHK5LZgl9279229we2OBUX50kuVjv5QDo7PBwnsvrhWJF%2BYDIuVagZDxeFHOF1MEKbsBMEQS%2BKJjOVdXJ1BKw61EH%2BfeqSTzTz3I7ZA3Zuv%2Bwhshy3sDFL2TjctJR6n2SDsfFJ3A0I5ewXfAgugw7s%2B0XQG0SAfFVWHOEsr6TyphSHW5NHFc9J6Wa%2B7B3Dfp42HguHAUINniPlZCpQ%2Fl0CogDIrW%2F8u85iv7sGv8ZzGzYAxjwV%2FMCxTwobJQCTWU8HRPQeruaaXpRqestVdUOXso7dupeF7px4Z8%2Bed3arKFc44AIg51W9ch4kIIiUEocmSk4sBpCcj15oUDRJXYYExl37RmirrkIv55rLASYJJF%2BS3t0nopeptU%2BE%2BmLrLK%2BlPgQyid3mCBU6UP1rVz8R2n770zc%2FXf7x8s%2FNn9fvaFi3rmFHPfmMLWRP4lycho%2FjNPY4W82Os88wiJ34K4tdAIQjAOQkx8YArcM2PaAOjSZBL8uolzAJFFvGDXd8ej67P2AvKpUkOYghcnK7zl300RBcsExwzJ%2Fhbrd7GuYBwhgAIYtbTx%2F3%2Bd4klJ3gtKCQnGIz9InYZEzqG8EkjSzNavCB%2FcXYlcQshhyMsZrI6PYLWc3lOG%2FvlA4rHr%2F3uTFD3r38%2Fr%2B3fMKOke9W4oJ9G566u7au84CpOz%2Fct5R99wF7W6dIYjjnawrHIAh3hlungFOWgXoyzVKbHOr1eD19Il6vISsrrU8kSzbY%2B0QMGpdjgYh60zDTHJKHoyP4404pw27zB4o1o62gq%2BBLL299am8j%2Bzv774zj995%2FdgTOZsOfWr3rnTWPj2h8qGbo1%2FM%2F%2FkYYvmxfms7TtPrM54E7ns4vwBw0rFy%2FaNJjRRVTet31OgCBPABhongUDOCAzuE0h6gnxChToCJ1ulB0iH0jeqvscFBZotflk%2BhMQ5oJDqhrC%2Fl%2F%2FFxmAUlGYeK5Z6Jl5MDec2yJQdc%2Bl5ViNduL1avoZ805eGll04jy6COKheT8S%2BU6kQwdw%2BlW6nPpXF4qtEoBziwAye3mMnRLkqlPRLqZdQlsKxTcLghkqhzjrLL5M%2BWgUwldSkjbL1HPLrCf51d8MHbv66zu%2FmcGl5Kz0YNZ0%2Bmcf759kbEB29qGGrZiYWop2b2R9fYqnKnlWOVzqXqgNfQIB5LtRr8fQLLT7CyT0ZLaL2K0WFzU5e0TcfmojkckcgvcyhJ4pNlr8Bd63VyEhIbiGhfIBFGTq8R9lqcWB2Dl1G79Rn%2F9i8n08OU3L%2F760UX2E369YuvqVUPrI9VryFR8CXc5V%2FrYefbW7svv%2FYNdxUHv%2FOnFVQ1V8yse2Dde0UcAIY%2FzU4L0sA1FEQg3jJT0jVAJFBlqbOOrALk1dCOmkuHNF%2BmpaKOYunHhldNAlZhEyFGpz4R20C%2Bc47Vmu%2B6gqXo9lewuq5TfXrLnZORk9Ink5JjAlNwvYvJBoF8E5N8qd9nN3jrmj7mOx8OPLDXqolpgwv0zZkpuzaeTynf%2BvWjNvnr22b%2BbsfDJR7%2Be%2BcL6dQ1bXlu3CDvOWfHIMytnrhJPHt7x4L7eg%2F48%2B8C5U0euLuu%2Ff8ozr1xteHTRssdGru8V3kwfeHTMsN937%2FzksLEzFdlO5NQpNsMLWdAtnJlizzQYAAQu26AljUvWZbEQlyuJi1Ymcr8Iaal2jjKNg5qJ9Ctqx02jMyDFKHJw8TpUIvjHKhXZQlZ0%2FIwe1eO%2B%2B6%2FRVHpg2mv%2FuPbBuguPMtfKLU%2BtuXfjkIFraEVzg2tlMuZg6O57%2FvXBP1C3kZ3H9od2PPV81RMVE%2FaNAy3HEcaokRS34Ta%2BLAA8XotzQMRiizkRDVfN87X0JXae6NzkVR6Znehb6J8XL%2BY3IKovXMjn0oEDMrkmmc2iXu9yGm0DIkab6hgTZklwj%2FT6FDccpXsmn6Rjlxv%2BknyrTFMR8%2BU%2FcF9%2BDiRwh%2FUCiChwdeXD58cDhSwsRjeikNNcTo83%2F0AtP2DDKLywji1nhxSezMTjgo9eVHOy3LBbJgIQ0OsEsToiIFRHrIjI4wHOlfxEz6a4ZOTXTLq9eTjdTofW1bEH6up%2Bg5GIBDhGEr2BkRNVlMZTa%2FP3HKVyrMMKrF3H%2FKPYUAWjlGsXaRnXrxTIhrJwqp%2FbMtnphFYWIdgGoLWtddqASGuPzdA7YhNaqFZLvVJSEa48LZwUd4YSN4mJ%2Baq%2FctSSXgtmD6gf2emV91%2F9KNj38bHd9l3PX0tq19dMnzFw3OSsgsWjj%2BzqPXn0w4On3e9nZ%2BNJLYFZ1yqkQ2ITFEM5zzwyA%2B1KLJ1kVwpAjsvSTgx3S%2BrQQeiisxv5Ky%2B9kGbnqUmllmSFEhOP6%2FG4ug6C2nJQUPdSt0td36R1IFMgbsUalrqlQAbw4KK1v1BwIH%2FudKqm8NCQbeMHP2LUtVk3rv7Fb4712N3Tt%2FDeaWvZt3%2B8wA7swe6Y%2F5cvjv3I1rHJn%2BAyhLM44ODVn14%2F7bBUDpq%2Fhpxb8c388XfdM%2BrU3veu%2BTws17Pv7O79aFvzMnvxc3aaHRq8sAZX4jgUsP7CfvYntoNhGYquJiAAAKJNPAIyWLjk0ojFqENR0SwqyILNaiG9I0bRYhFECoKD518xh6iplZYz%2B5W8H0OIlBsz%2FtURB6IHmnaT7itJORvb6A94cnbjGZYvHrnSg0zENwfPGTGddQIKJwCEo9xyW8ALGdA7nO0UUg1Wn89iEGQLjwd01iRrUlXEarWAxVcVsTjAWxUBevt4QnM9%2FgxBMbluwe4SAjxpj%2FmcgN0ef3cCt2IAhVVLsR%2F7%2BTIjjZjU9PTeY1ew4I9%2FOvhn8cCeI%2FNf9BnK2Pk3%2FkZ7TF00%2B6HoquhndauXPAGAMIdb09Oqr8gOu6jFpbdQb5IDekccglHi%2FHK2DL%2B4emRymUNIE3%2BRo3WokKfbtNP37Cs0%2F7rxjQ0X2Cvs2Rex%2FNNLuysbxBB7lX3FPmdvl64rwyU44QusOVSzuj8AUTgmDuEc04FdsYcWQQ8COJyiuSoiUsFSFREct4ppwc9rSBlA%2BZuAPZTBx2Az2Uo2CY%2FhIHysic%2F1z59PI%2FdU5CtWz%2BaJB9gi9gKmYebVKZgHgMq89Bc%2Br1GJWSSDAQXQoWAyS%2FreEUlCQsTeEUKRr3B03DZmUZBwxy%2F6S%2FMZmh%2BdTYZHt5OF4oH1LKc%2BeilhJj0UhpMlAKQ6pAbjTRPxSW45Q0CbAac3asPzwaNfrY9LTuyi2ilOhUvnI8SSohNapUJK7wiAaDLZe0dMgujtHRGdt4%2B8%2FHaphRyV9%2Brq5lT1xe9nfPc0a2IrDuKQL%2F%2F9bve3DrL%2Fso%2FQj0kbVrGXCYuWZWXjUhzzD7xn%2F%2BD6GvYau8Q%2BZe8H8LUY7WK6yuVQ2KdHBJ0giCCaTTraO6LTiQaJoshJV81RgnG%2FQbydi5f%2FDYnpjc2ssZGSRrI3Ws1z7dXkYQC8NoLNxfFqVpwaNht1OotVT4GzFDJj9GrpGI15%2BJJiPpxLMg0v6dVv9AONx9jclFWuR6fyFGvI0TNxvRC%2BUjHmnkjBViRGg4Ix0Yn6RGzLWkgJZRVRDKHw1TvRrzc2NpL1J6JN5M0l0dc5snnk4%2BjCBF0QIT1soQCCJCMFzgtw3EBXxTekkO0%2B0aio0pV%2FbIp9V%2BKIgpPrUZJOFCUev%2FJSmsuNBjuVjDK1gKQgp2DnLbuZlRjwuJUAn2MY4nce4COtZjadZSsCntbhh6zRomMm0bbpo%2Bbh4oGrVQLPOume7Uev%2FBCXo1IDsUG7sFsvcaytVpDB7jBS2aqjKCdypaUI4xPzabNJKZdj%2BWvNn%2BtsW4%2FRVB2xkGeEk582NR%2FnE3ZMwaxy2guAqFp99FZ5bu%2BIXqDW3hHqvLVNiOltBiTmueJRtpW9oZgjHIE9sBOOujo9%2Bv1%2Ffvn5h%2F9Eeb77LHuYa%2B94HIt1bArbxs6yU1iIuRjEAnYqZp%2BE8erqdUBRONnA%2Bc75DE6XQaiKGAySLDuqIjKVEtavhpXmSgW%2FmlplYChutYXx7Ay7tLsRZ5PWUePGL949euKoYPr7t1HOh2jK6mdXrVC5wHaoXLBCCp%2BZp8MeAIEa%2BOqmZtns6x0xC7KTL2yZM%2BMtlRs3J6I2pViG8q258sX7OOxndrH0tpz5ki3rzuqxivyf%2FDnN%2BWMCN1SGs8yIxKS3y0aDQdYTwePVm8EMVRGzmVDK5UepkSi6cntnp2Ku8ktw20SOf5bGNm4BcRXyGdhfcfkJ9jQ7%2FVXTzl2vfEZGRLeJB94%2Fzf4%2BLjqZjFi9cuWqJwDVHIFw29ha4V6a0wSQ5BSFrGxTGvV4uH30CFSfoEoJiY4mt0CGlozy8D%2Bo5jgx%2B6jmBbwy4BEI%2B9d3rHnZ0I%2FGN%2B7usnL1ey%2BxM389WLx%2F1%2BINHRbWXfoDLjz%2B6Z07su%2BYN73vyIFFvd959sV3qtf2nfFA35F3FQw8AoDgABCGcv7JvJ7iABSRUp1epgK3CYLmFeJ5qGYSi7k3IEsbWYFQyQrE9PWqJzjM14yPj2OHrLDdhgYZZafDrqOCmQ8UpzGUuFzsLkUnVHMYs4uij%2F2F%2FcJfFxrfee3ld8QDzf2vsC8wo5nuaa44%2BMabh%2BghQAAA4XW1%2FpMcNqJgMuooCJQqiPLlrxWvQhjgF8%2F%2FSgXTwej3O6M%2FNmF1x8zWHdVaFh%2F5uU3bnwXkmg1yXz6aT6km%2BQwpyW6LRdQn2Q0U9TGTotqUGOKqNclWAjJldKcyenwSZ0h8cyc75y5CT3v2xU42u%2BnL9p6UYpSa0Nne7yy%2B1EQ%2F7PaW6%2Fdbm0N88llHNx18ic5qnrv59RXv0YUK93QAQr1q9QNhhyCJ3ORLiskXFJMvtDT5KhocAz63Yu7rj%2FPIY0oTXmKdjuAkfHg%2F60QWROeQZnI4%2Bgq5M9oX4lybrUY5GWGrIBJRpnoDiChTUeOcJmE%2BqKL%2BGCJdcNEhlrSb%2BQ6T8%2BR887zoCZJPFyv1ZQBBscZ6pWKmQyqDLKBgMIoCNwcUdUrMcuuKmVot8AvlzU6qi9roq82%2F0LSFwoaNC69OAIQGdoRMVnSRY2mRUFAYoxcJlTDIOdBSfeJRD5nMSvEEu4B%2BdkS6svyKX6HWC0A%2Bi1c2Kd5c2XRy3h0mgYbo%2F4spg%2FKNEDuCzdrMFFACSacHOUgFevPMXj5rMb9CfMoLfOrSA%2BKF5b9KyigFJCgExOMgQVJYD1TWiQQEwrO%2BG5rpVFUTC3DfaPxsA1vG9pEg3dQ8jnwV9QJea2Zv0k3XKtUKsJLHIlEqwBgjmU%2FLQUfRp9mbCwCxTjhHHZIf9OA8AILRID2BkJ%2Bs1ZoxwDW1OMStBHU83G1fm5MZ0%2B4QzhUdK3f33F8MRKk50lPCUEXzoVc4K1NnTEvz%2BRw6yqMpYkzrFSFGI7jd1ooIt4LJFRHRA24o%2F98LVH4tX7NllapJZ7zS6LZn8QVeLKsVKjrQrxv43GPPvUychyc%2FVveH0F3HR77xCrNs%2FmPDWy89tOWB3js3Y1%2Bb1GPe7Jq5dxTuORZ11TZuHC3LD00fOhwI7OVWtVZygRPSeVUt0%2BD1Wq2mVGqiGX4zmNwOu8HOhccRljzgqoiArYV5DSXF1SDB1sddEk825YBijeRQiVcrvHAqyJ5Pv%2F3%2Bk0l%2F7GwKzGzQ6Wa811i%2FqXFjfb0wlJ1jP%2FDXxwMGLpdcbNHcsTuWvv7ll29fOPPJXwAQpnMOLxWGxbIaK6VuPU3ySmaOmQ0cHDPPzVmNGM9qlJ1DHgNzu6hmOGTcZXYV9f8d8HTbUOn8QrbvuW11Tz3swiw0oRPvyPQu96Sywe9%2B2mlNGRBlVqGU88fB%2BdM97E%2BVvGCx2CV7ht%2FhtgIgmqhez9mjt1FnRYR6bscerSYTkLTqvTcUDPLPA6osi%2BJOiG7ST%2F%2Fn2W%2B%2F%2B%2BTCTLMsNCxmTzdu3Ny4evOmNS9gNlr5647tA%2Frh0V%2B%2Fmfny%2B4Gv3r54%2Bi%2BfxLF0cN44IRk6hdOTDF4jpdzqtkrxGit4uRskyaUyyqIw6paZQyiRZQ632%2B%2BJsUuivNbh53Kb%2Bx%2F2JYp%2Fe%2F%2B7qFl8eecf%2FzBk65bfb7WQLstc2AZl1GMH9v3fJxx%2Fp2pttp%2F%2Bc%2FeGrS8oUksFoBYpHVxK3cVlMjkJ4UaSuj0GvhQMgKIsVkScspUqq0GtY98IAxWmOZS1p2QNgeJSXkPW3DX3mE%2BzrxreeANH3lObN6LH8KHopW83l9G3%2B3TugmsDC9PnPNkLgEKQuYQCzplcKIVu8HC4a56vQ5YpvYtY4ESnSHIzW6Vn%2BQzd72xlLbYWV0R0nXpFDJm6XKvOqvPk5pJekVxrm%2FJekTY2T7teEU9KnHUa%2Bzj%2F8pXd%2BrzbxD1uragaVBdAqDC%2BjaAUkrJv%2FOXKcGMXmJOnbhQXF%2FF3QsHJVnf87VhB3sSqoa%2Fte5X9jf3r7FdPzMgtC%2FccNOnTtwb3ZPb6ZWdOPLzh7amPD50%2F4z8%2F1T4uVE5ICkzt9ewxXYdBbfPqVx54ddvqMauTndXFnYfmBnY%2B2PS66ypEhs2ZFOn5IO08%2FZFvfn4cEPYCCD24nnuUzM5i0nFz7dF7vEkWvcMhVEQcNgOA3q0Y7xjlCatesVT2mALbtRUfM1P06cfm%2F%2BGZhgadoWD%2FjBMnyJuLfn%2Fkk%2BjrfHXnDOow4N5XP4gWAxDYDoDjxAtAwcr9tZ3PJCDa7Ga5MmImVlQ04%2F3EwqZSIqAJJVQc3NDQ1CG3TceObXI7CJWYU1Zc0qFDaSkAubaKudSxTZAEd4Q9TqPRrNP5kj22yognrLcC1z6ISzW5xSTOhATTljhb3v2det7Zv%2FeNGZnLt9g16B6h%2BaqNHZHv0yaP8TSV89QGJTzetxgMRqNOEkSdYHeYAGw2nY7KRje1xiKGfD5zeUyFyuJsRTUiQi0bdclYkzcER73JeuD5E2zOnB07dKSgy2icydpGlxLpQTZOcjW%2FXTo9NjcO5nNT4GQCoiASQHfca2tMVBjHYVRo6SRfJQGoCAfcdruDiz%2BgdwRo66xWHrfb4RPMPm5p0302p1UPDkUPuCLEt534Igi1bHVIVIgEzfAqepHh1bRDypryyOa1DVNmblnVsDhFl79rIuIAXcHhmYdfJicWLNj3cnSLcv%2Fzx9HjQmV99dDDg8e8%2BheuMZq2cnxdUBBOApeiri69x23S22xcWW02g%2FV2ytpSV72Jmrp7m4JG6NDUt95RNPXwJ%2Bq8d0XUSWM2dhSfU9EknsU6wSyDnOwzeLgds1GbYvxvmcVylSHFilGFxE4PYRT74fKaf%2FwOTZcvobX5lZ3PPffii88%2F10Cy2I%2FswyeR%2FAFNmMfeZ1f%2F8rfzH545p1j5vdyW1apU%2B6E8nOEzCrKsS3foHJkBwQhWq7siYrXprboUaHXDzMdZ0GLBqpaeO2hPAhMUr62Y%2BgRHrThpU8Niry7c%2BPBf%2F%2Bf7yzvryabGFc8%2B6xowcMRg1kUqqh9azT5h%2F1GcNr14%2BGTWl29fevfUeYVXHNNSlVexqMKW6qHJyT6bL8OfnOK1pqalecxOp8wtv80MFRHz%2F%2BY2VT5yJ1l63Ul6r3vQ0njtQyL9GzaIW15cvXnjnI8uf%2FfJ57P0SQsajObpM%2Fd9mHXp3YunT59birloRDO2a6z%2F9T38eEzFCzE9okGOpw1ywy6zXm8wEF4DsZrB4FYtg03rc2nRkaE5IY15ZEfvjt4eRQtfaahz6rrsFoaZNlk%2FfTbaJFSenDQjlrnS6XyW1twOtIplrqLzeuZaEfHYJKq%2Frj%2F5t8pdueG5kbsG25Hfpq50%2Bj%2Fe%2F%2BtjA%2FbXzF82%2BdmN88r%2FevSPL3Z6ftEjj7Yds%2BJ13jSzsaHnpjbt7h4Uvrdr2aAH%2ByzaXLm4R1W3O7p2KO71FCCkX%2FuG7BQrwKPWJlwu3jPioEKS1%2BC0OXtFLGGbVeaCkj1xU3kqIVjV5ONWqo52xVGXhtxKNuHyEMcdA5NSJuSy17ZurRiBXdlrw2vN8lyzHQeQZdU9%2F83mRWePngiAsIOvrjKhElx8fh86ZZPJ4DS4PSaz2aZzWdVV7TFqEbMS%2F4daVmW0rJcrhBY127EvX9TPNNQl6UP7Z7zztlAZLeMO6GMSvnpozV2Dj54hp7RcjgiVau%2BHAQ0ms6hHK6jhiJZl%2BNX0NFTicIYQt7ER%2B76ptuiMte%2FtYyP4oI%2F8o0cx9iPtrx6K5UpSgI%2FWinsblz4lNc3rsZipYBZ0yQ7ubnTuxCyYK7c2A1U2Z2Rlk8LhUHSq1BmbsoRPKeSfcBbp2qSdPsY%2B3jNxsk5nLHCcaHqjg0snBF7dzc6QBZ3OvHR%2FdK5QyUaz6j5l%2B4tJbXTp7trW9eRvHClACAIIOpXGzLBdFiVAUWlxQZ3RLaD1pnQ4ngmjmhUfYgteQT9m%2FJktwFVH2Cn27hFSQLxsGO6IfhU9jUdYD0AgfL1LfHw3z%2FsVMqnHK5jB7OBLO0UHfIJCVam1GRJo46KKOdrSUrLvuwFOnfnuS%2FtYTsWfl%2FStKu2xq3cXzuCVn9wf%2Bpn87mrGy5vtC03HtkAsZ6YPCZW3yJl7RUQr6npF0P2%2F5cz0oeZ%2FksHR0%2BTL6D5y31Q6eN685sPxrixetlPl5%2FYlJxu9AFbZRbmnpqlpTq09K3F7TdV%2FbpXcPJZTfEtxCddDvj7d3EK4ZLfHjedrpx794PFH58%2F49MClCxdM44aRZaRxE%2BaPjywnw0Zg4ebdS6Xj7NzZoCl4FhAvMxuZrfluorSo0RSABN%2BtlHzx8nKeJv3cDAiV7Ijaw5Oq4OwWDQ4H8UFqqsXiE2laujso0QScEzYFFXSDxYr7U7DPVNCV5Dj2pcRw4eKhDx%2BZ%2F9jjp45OnvHwVFIePIvB49LSPRvZ%2ByPvJcsjvOq5cRenZNg4zJn2qEvdpyXVQg6tAS%2FXAzu1JvkcpuoIdVglCaojEuTngS3pjfw38rSkOlOZT8nQVNOmbD9lKoU5HFg8t2TMUz2mRrqPyi95omTcisrHK%2FsMJSfuLFn%2FUKvsVinhsvqH%2FRkZSeoOPFuKdcJwrcuYCALV8343AGpSu4xtNPOWXcZcCQNO1%2FXt0PNKk%2FGszp3Ly0IVZPfVC2Lfxb3C5ZVhQDjK7fd5dVemazjNozNTahCARxo62irVJxKnwUz4SzDKgg%2B07k9ljt9sw2apra1KOJCldLR6NAOuqD89OWHNwpPHcdniPisKChY%2BtHv7My8sX%2FFdifTO%2Bxlov4LNXXfvoH7vstCH5z462QkQypUYSDzBpV4Zzk5y6s3mZI%2BdGD1OMS3dlORL6h%2FR%2B3xOcNr6RpxJIPa5uRWkRdPQzZ6Nm29lf5Lfinl2ypuduEqQxqONXTatnD0HG9jQblU05erVU2%2B99f%2FEEzUL%2B%2F1uGTs397MxS%2B7YtDz%2FxwtzsfO%2BU4psZqMkeIVtnHNByAibW0GmBSxtctLd7iwZeNSYn1gJchaVBku9il8r9co82Ja9clCxDnKwNLs0IXQ6VLV4%2BOLx8%2BeOq7t%2FUVXVgmF14%2BYuGrN42MKqeVtnzHh627QZW8mHj01aNmxh794Lhz059ZEFD%2FCHvfj7JZN%2BN2XbM1Onbd8BiscDEJT9Fw8MDrdzWGSj0WYS9URPTS6LW%2FYmGSwW2So5HBScbqsz3UmsTqvThG7JlATlWg%2B33RHrzL7lpjuGUOGj1uaovjBEKnH2HjYCJfY6dmGv72BvYGd%2BARu7j1wgZ5vZ3Ma57Ec08RslQBKsgaxUVYkkUR726QUqUDlmFjgmiYqtbgjFLYRiI5p%2FYebmnxVpXPuF1kupUABdeGdcdiE4pdy0Dj5fmkmCgNS13E07lbRqK%2Fn1%2FmCviN%2Btt%2FWK6OGGznh%2Fs4t9I39VVFmLztSUlwuwZdCiRC2l%2FKk33lG0dHD%2FqprTbw5%2FZmTxqMV9Z8yYvelw%2FcCqjf%2F%2B6K9P9H9t4KLl7R%2BcvmJR99W%2Ff6Ggbs3LPQbRnMF1WW0mD5q1NDW4IJjSKdy5prTH%2BklDl%2BfctXrZxm5rs9r27dWuY8e8oqHTRvWb0MVZPfnuKWXOMUCwWLTQ8eKH6u5TWpiTanKAI8lnpW495N90QCAhzctKeI%2FFxVnZpaXZWcU4pzgrq7Q0K6tYnFrUrl1RYUFBYfwOQGEM7xzvEdt5hxKeSwWDXmrNT0936a1esbSDZAKH1ZRuIuCwOYjJYXKk5AWcoRQByhNPBdhblgFRMxHuG90bnN2obu8KDjc3eYHM1py5DiFU2NqhNXTQOXMWz10weE77sRWvffDZq0880vHB5vXv4PB3les1tv2D02z76xP2YNvdezD3pT3s7N497JOXhMCeTTu3t%2F2dq9X3n575qfMjIXZI%2FQ7b%2Fu6brOGD0zj0rT%2BwD%2F%2BwB3P2xr8GQKCCushU8W1OdzqUhlt5pRQDokeJazP8rQwGh88D1EYJNTvSOakf3feGku9qVGpqG4xTV8ojfbXWGSt18iYUtdZJXEnDlt0%2FedPztWvHjM%2BbtnB%2BHauecmLUlAeov2bk6HHjJkhCcGFoRIcJs1jnI2OaCgRBqd8NhFraSI%2BCBGbICTupxI21YNTrBbMkWKwmUYegHGS5WbPRiyhjVuw2EAfPVEriM1kjLsUhtexzTK9lO0kQ1%2Fdk29mzvXB9yo23qh9EHfeDXhAhJWwiKKAki0J1RCSQr20nattixUJOXfM71Bv9Hhc%2BCdeuaV3LRAIbAAjXdUoX16r7wqGgF3iOLui5Zpn1JodXKu1gsnFoi9Pi0DmtjnQHAR63E4fT4bythikCCP22ZKVVoUS%2Bhp0Bqm51Fnr%2BL2UjHz5YPXLwfRNx36B%2Bl3eeXrwWxYbNVy%2F8n%2BpGrtwd7tNtSfXsNFaLo9jTdPZ89ub%2FpXB47YrkEiRpzW3r%2BoJ09UfBJLnmAoG5dBi5LJ5U83Z%2F2GIGp7L7nGwzHPNQhS3J7yWaAKe27LkytvA6c%2FfPn39g4Oqa%2Bfun195VPX3qwLunC2vmH9i%2FoGZlTdOCgdOm3l0zdZoiv%2FGASic8yQYLAMhwBiA6Q93NqCLLub9OUmpcstOLaHGCwAsItnQvZqjyadHEUVx6cz%2B0JMt%2Bsjy645vIQH91edGont0XbPj9msiaPXiIVI2%2FNHhk35IePbMLh0yeP6V6%2FZPPA4KflKlzBqAsnGkVRaCONIPUOstxn%2FMhJ%2BnrRKMzxUmcTl2yP92s88eVhKvIfTe2KDHRmKtlyd%2F2PpPpA3vsPbRzw4w1sz%2F8snbmA6Or7%2Bw%2BpUPP8mXDl2wVvqx%2BwJu%2F%2FYmVHWb32L5q0oAeXXrkBYa2LZl5056LnkfvwhP6xD0X5YAIN3pyAOvaT85494494cnCD133dnN3O1oEqNZDegiV4IHicLJoMOhs4HS6dC6%2BLeC2ulLMRKks6LWkMWHX6XqfaELKyMnTOhsGs13PNCxJNkz%2BZ%2F0Qg6GhAeewK698pKaNLwyr2caOScrsU1mzMEJygRWCYYcgIoBopDa7TidSq4jaQa%2F8RJkG7MortqVTEvILI6Z9PL1rzacn%2F%2Fov0pY1S3t%2FraYhx5WrKDBA2ED6Yh0dqvitsEECMJuofkCEQsyAJOqq2jzatUOseZR82L1nz%2B7xMwlZzIVNAOBQIge7xQhgUfrILXa7jtog%2F71CzQq3qDNoZYbSkOzBpo31obZtOw24a8BDQx4ubWIXRk7UT9S1Kckrtu%2BbHgSEvqQKP1d3kPleHwFKDSZuX2mGBGlK3sc5EGO7FpnEzw8MXLlQ8pQsvpNv4K4ld9471NP2%2FhFAoDt1kaPi26q3zgo7lONnEnBvHfMfbr3iP964r4XTTjgzJSYsWHJ0V%2F3qF3eu3%2FB8lN07fsKwYRMeGCZM3nHw8LPP7T%2Bw%2FTH%2Bb%2FYjjwCBau4hdsY9BF%2BZRr1AgMrEoJdu5R%2F4fBhELEUxdqM72c5aTGef1%2BIQVnvjPTGxCb3wfhzek01IufGW24c%2BAOIZzq8gnCYLACAbHrsGKMNHNDV6EPR%2FosTBA8ziYuCw7Tjs%2BThseQz2CwV2Ou3PYeV9xMZBVchkAMkvnuAQM34FFf4CxEZ9KD5qXmxUIBBiM2mNMBxSoY3Sba1zpQWwlbVVwCXk5EIqmmhqKj93lzEgkm2zG3tH7IEWecP9w%2B9rGZ4ohslCYnXDUm9MGF2J0ihbnJBfkf59Rs7q4vv9Y9X1ozq9%2BdbRTwPhSMnYbk2zOnXtXqqkXKHH1tZM7NOvw5ip2e0XjzjcWDEhMjB%2FyIz70jFvcU%2FeGRvmVKrdoPJ0bltbq9R1v%2FYaDgTdn4hNzIa84ltA1MLCGETS7SCOQSAGkdoSIv86xGsg3HKMrOsQE6CUQxiaKGmtgtyAkWIwIMNxKIN5QK4xAIk3MIIVnNA%2FfAdPM%2BwIOhPaRNEtuvROycm7kHm7iMHM7wabASUqOtByowkglmHm5an5G8bOiYau9y%2FSAF7vYVQ2zqR5UUeUXdxLDtMT0SMkNXqR9Lhag0cfURpetbZG%2FAvZr2jRHOZSOkc5ztkqzrMIAf55rM9N5VmbON8PqhxBs8aRmyFqoTwG4b4dxLFrV2MQyS0hsq5DTACHylWC%2FhhXgUA%2BgFip9id54Z5wod3t1glmAKcgCUk%2BrogS11erXC6%2FJJ%2BWL8jcIsuyoNfbqiJ6Kri17tNEXW55EDWhHZV7uVhLarxnM5QhVqpNqbM3bcJ9eBf%2Bbn%2F07S9xNlt4lIyKtaWSunqyntWxHSQcba5nhhhNYrmqS%2B3jurSmJdWx7jiVLwUx3sKsmLb5bgdRi4YYhP92EMegKQaR3RIiX4PgeGy65RhZ1yEmwMdxnW4b5z7CQrQJJmEDGMEX1st6ino0mXXgy0%2B0x2rMHLeOu0ewbTh8BHua7RiLw9m2MThS2DCa%2F3fbaLyfPTsaR%2BCIsWwrAOXzv877434CJ6RAQFkZnnRvmsAPExtcAA6rqFMCF0%2Ba32f2945YHTpRoDazQHnjnES1lrm3%2BFq4%2BYgL%2Fygm0lglwc7fxSoM1BZEj3qKzovZ1zsLv1479tEH9ykddGe2jnx04rGmh6Mjpu%2F9zy%2FNwbFk68SdWpPhmOUDNr2FDyl9dMMXV699l61D26bmvgOVZjp2ZRN9qTc7xVdOrI9LlUxpXLoVMfk7Nb7fDFELp2MQKbeDOAZzYhAZLSGyrkNMgA3xlRNMtEfCbHWUTvF5CmKjOFSQeO%2FfrHjvH9%2BpMOtFUbKDBB6vWeALiC8fs96sl2LdkZoVarkRrHVH8v9lCDcaJGexM%2BzzQ42NZ9GHnuYrO3mL5LvvUdvFy4zXWq%2FB6ei%2FV%2B5Y9yQAqv0oW6R0aK94ppxcMTUAXpMJUu25YkGhw5Hbrl12RaQd5LrV3S5tj%2Bvm0xpaZCBL2vZIQjWCo6Q2%2F2lnOTKUqE%2F1UYJv5ZAOKb36Lxv32p%2BOTCrfUnn27ofnjujZq094yVz2TcPf%2Fv7%2B58IPi6dX3OnPyC0L3b917LZdPTcF8w%2F0mVQxcHZN%2BcTisqHF1YMuXO0r7Nv3562c52pXkOTnPL8TACXovgLUVWlXOH6L57V56vN2t3t%2B7FP1eajFc%2FGz689fe%2BUW3xc%2FvP58whegruiOKsCNGRZehzj%2BcwyiTQwCqAIhKbtXOVDENWdkOJQLre3tedlIaF%2BWlJTe3ghi5y4pbYNtKyK%2BAqGgV6RD66BdECyZQU%2BxzqKriLgsNtBaO9R97viBxZsNL1corarUot3Jy%2F%2BqHSkOv7bLFExMz5TiAMaaVIb%2Fwg7NmPnUc0VVb4%2Ba%2F3xO8a6Hj%2F0reqcOO967tWbwurHswpy73lz03Mt7Jg1ZtfPpwzvoK7OWGon8BOY%2F%2ByddrEUqp%2Fie%2B4eMYP%2F9%2ByRWGwjyVpav5k5sXH9%2F5MVNo2XdQ6Sw4ektO5V1zXc4lW4kzreeMU%2BJFaqnVDtxVIn1ikl8vyqRVppEbn5e21993vp2z4%2F9rD7PafGcS1R7PsEQk1d7TaLX%2FgqAo9URXolZHHYXKGOgqI3xIgApTICovZYRgzDHIa79iUMMSoA4xl6IQTg0iG84RDrHQ4OYwA4CqBbHZ9d89VRlx1zyq6euqsJ5fsnUqhXwYN5jsTttkj7YRp9eETFSj91nsfLIR0%2B9LqSttY3QmLJw6%2F3b430QyITiIlAqxdlBMcj%2FlHpUk%2B6gRVqnV4kwil39%2Be%2FsK5T%2F9sUYXdkp9n3vr4YN77ll3OW%2Bpzc8v7NpC3vppe0vPUtC7Ev2FzR%2FcQmlWcInr25%2BcGHXgtrefZ6cNHMlm8b%2BtaaRbXjh4Aku21jXgbraqmOrzaLyJC1RNqNUrt0Vk%2F1HquySb%2Fe8drD6PPN2z4%2Bp45Ngi%2Bd8fu35a9%2Ff4vtcJtrzCSkx3Wh3fS2Ph2YhR9gJVO1CD4WTPAaDTSACKjsZTifKZjMqJ%2FQQ8tX1yhOfG8nPjUN6iccXE96Pp8ejezqVFHXsFCrqot3J8iefZP%2Fq3KW8Y1m4nPwYfwOUY3tEGCUsjvv7PvxEa3orl8vQ6iZn76u47uxt1M%2Bb2Kjnf3P2ZWVxBdGcfXw7QXSpTl4Si1SnX6L2X2yaUjNt%2BDw0Xd40o6Z25NzmV4rxTJ9pvAljfYjl95r63Iuxboyetf0XbEBQGjL6zuy7cMOvu8aRRcWffLRjTHRO6DzXjNjutSq5e2KSf0PVDI8mmZuf107VNOfWz4851OeBFs%2B5ZLXnE%2FyxtZarrfrYDqw6wr2xGWIjpKsAWu%2BI2t%2BVyXex0jOkFJfNZpfsrQMOsKeYPHqqT%2BNdjB7q5euvRZPnb3oYUWsXUUomXo%2FW9JUVbx7J4HugOKR748Sz333%2Fyd8fMwk63mSElTs38OYRzF9LmyID2Efsvwpjn83sV86KdcDaFQ1NOXQi58u3ce%2FZMxo1nF6Nmgn7Y%2FTmxejV%2BpuEyuv9TaJArLfsb%2BIw6gkU6UvxFLggHe4Ot0uSrE5nKpjtqZKY4bc6eDxpBaOR51hGGj%2BVwg8UUAc4b5zk4det2ia1fWVJO2TlvZF9aafq7NnSl1EYN4y9zJ7BYRgeN5RaonxdR8%2BRfs09fmXXEH%2Becs89LqzDiTgeF3ljSZmwlZ1m55QTGn6hNi32qy1yujAU0iAXCmBQuG26zkI8nqx8t7tVlk4oDOW1Mbbh0RHvSCKixdiunWg32pIyxcyKCIieFj7YoVjVRAeseV9R9a0q5rdyvYktTFkxnyvWs%2FNzup6pu8B%2BROnrBae6djz2%2BInL0aAOq4Y%2Fe8%2BQDVf9G154buPm5xvWCb3mrjKRjN%2B7vp4xEwtQh3q8Y%2Ba0KbPYz19MYDO5tw1mkLIPz3985rOPP%2F10x9NP7wBEE68Q7pH8YFF6wGWwWXmN0KJs3CSfKkwsE%2FIgzx1QzhIE0DR3nLfB89CcmUMWLuFF2u%2BWPJGTu3C%2Bt3TBoiIAgpP5iG2lhdp%2BkEMyxSpMejflw753u9KSrHUfcfpp29njxj46a8zY3z3YPRTq3rmsqJu4b9TM2lGjps8c3qFLlw78AkQdn%2Bk78TN1N5wPn%2BSzg2gC%2FnKrZc73En4mKLYb3o4vKU6BwvQ0olRTQpJEXXkDB%2FTOLAxZRpmn39tucP%2FKjIL21tHmqcL5rLZZnbvMquO3Tl1n1aldEci5Ff%2FFEyCCePMvngykw%2BK%2FeMIh5f8VUtYgffQ49lB7%2BR0HUNTpQenhP6WBBkscHEs5y%2BQZ1WF29yx63DMUTVyicNM3RdTpRZly061Rq55Od5RisXIk%2FbGKDPGARzmLjqmfcouq%2Fe4LkcAKAEQZizSpY1khOWwS0KwXbHbQUZP2M1%2Bx3pUgbyrhA%2FvjeGG9tcNjs9M6maNnb2B4FnXTeR1Tw7TF6DZldL0ZRcHuMIs2WRn9LW10DWe%2Fei9JQJ4ELUkjOsxJ7m6%2BQYbnXvbTY2Ow6D6FHh%2F7lTTBZZSVLOtqB8g4iCCHzeZK%2BdC1Y38ymWJ3vb5SBnteXszG7cAfyXB6EYzgPBD%2FURrIP3Wr6u%2BOqQ9OmDF94qRp5JtZj%2F9u9sx5C%2Ficym8TiHvgB8gGOwAEwU4c%2FM4nELJA1RaoJelK5ZPTbBAIlYikk0WuCInpvPM3e2CJ%2B16ASv2UpGqjUBAIkMRRWhRNSeqtK6QAyGYBkJXxUyYgEkE7ZYLxAQJIVjbPWkkXx4%2BZIJRzr1gnnuT0TQ2Xp3rTPZ5kI5Hl5NZ2wZDslYJtjN4kb%2F%2BILklMTUvtHyFp1rT0tPw0qqdJaUlpzsxM6BvJlJ0W3iDhg5ZN3bwwdMsfKruRW2ZQbuRlt9evdcorVpPyolGwuJT%2FdUDsCHUKOz4AWfRHQvA065Z1snHLxtW7%2FoddaNewgZANO4LY%2Bn9OPN%2BrQSxmD80rC7ed1%2FRm9%2FpuaEacl3tH9TwUsfXIpYPVzprl6o4iBXdYT0AUtDAtYc3y%2BEuJtrjkUwGEVlI650ylKvE%2B5ABA%2FHNTwuf9lc%2BBgItUcf0%2FAgZwQedwuks0ypTyaYjSqY%2BiqLe60l3E5aIWOZ1mxPuV70toergeGwR4g0v8V2eKi0otVJZJ05xV7GHcsHQO%2B0ESk9LSjDup6913x%2FKzVKdeX9THFGzb1v5TDDfpQ45bECoJ9%2B43cBcf0nCXXr%2FF8%2F43notvxJ6rVEnqc1TWG05X9cp%2BAAQRKWiHl2Knck80KgqljCAC4Aq1QvJpPHP6XaxCImp1FiUv6pwAUXstt2Ud9NrbHGJCAsQx9ufEKktsFtJBzroOMYF9EK%2FV%2BGK1mv8PflNJUQAAAAABAAAAARmahXJJOF8PPPUACQgAAAAAAMk1MYsAAAAAyehMTPua%2FdUJoghiAAAACQACAAAAAAAAeAFjYGRg4Oj9u4KBgXPN71n%2FqjkXAUVQwU0Ap6sHhAB4AW2SA6wYQRRF786%2B2d3atm3b9ldQ27atsG6D2mFt2zaC2ra2d%2FYbSU7u6C3OG7mIowAgGQFlKIBldiXM1CVQQRZiurMEffRtDLVOYqbqhBBSS%2Fohgnt9rG%2BooxYiTOXDMvUBGbnWixwgPUgnUoLMJCOj5n1IP3Oe1ImajzZpD0YOtxzG6rSALoOzOiUm6ps4K8NJPs6vc%2F4cZ1UBv4u85FoRnHWr4azjkRqYKFej8hP3eqCfDER61uyT44DbBzlkBTwZD8h8%2FsMabOD3ZmFWkAiUs5f4f2SFNZfv6iTPscW%2BjOHynEzEcLULuaQbivCdW5SDNcrx50uFYLzFHYotZl1umvNM1tgNWX%2BV%2F3gdebi3ThTgVEMWKYci4kHZhxBie3TYx3rHbGr%2BPdo7x4dIHTKe5DFn%2BO%2Fj%2BW2VnE3ooW6isf0LIUENvZs1gf%2FLHojJwdpplCP5gn%2F5gi26FoYa19ZVFOJ6Sxuoz%2Fq2Ti20IKVJdnqvYJwnhfPH%2F2f6YHoQF30aZaK9J8T026RxH5fA%2FWPW%2F8IW4zkpnIfoFLifGB86v0ffm5nbyRs5iaHR3hNBD0HSfTzoPugRM%2BhdN0x052KoHLBS0tdgpidAiEesDsgWYO73RWQz2LWIwjqnMe%2FuYISQtlbyf2NlT9Q9PoBcBnrO6I5ELoMeyHkNnIXGdv809H%2FDXNOTeAEc0jWMJFcQxvFnto%2F5LjEvHrdbmh2Kji9aPL4839TcKPNAa6mlZUyOmZk6lzbPJ3bo56%2F%2FCz%2BVaqqrat5rY8x7xnzxl3nvo%2B27jFnz8c%2FmI9Nmh2XBdMsilrBitsnD9rI8aiN5DI%2FjSftC9mIf9pMfIB4kHiI%2BhWfQY5aPAYYYYYwpcyfpMMX0aZzBWZzDeVygchGXcBlX8ApexWt4HW%2FgLbzNbnfwLt7DJ%2Fp0TX4%2BUucji1hCnY%2FU%2BcijVB7D46jzkb3Yh%2F3kB4gHiYeIT%2BEZ9JjlY4AhRhhjytxJOkwxfRpncBbncB4XqFzEJVzGFbyCV%2FEaXscbeAtvs9sdvIv3cjmftWavuWs2mg6byt3ooIsFOyx77Kos2kiWsIK%2FUVPDOjawiQmO4CgdxnAcJzClz2PVbNKsy2ZzvoncjQ66qE2kNpHaRJawgr9RU8M6NrCJCY6gNpFjOI4TmNIn36TNfGSH5RrssKtyN%2B59b410iF0sUFO0l2UJtY%2F8jU9rWMcGNjHBEUypf0z8mm7vZLvZaC%2FLzdhmV2XBvpBF25IlLJOvEFfRI%2BNjgCFGGGNK5Rs6Z7Ij%2F45yNzro4m9Ywzo2sIkJjuBj2ZnvLDdjGxntLLWzLGGZfIW4ih4ZHwMMMcIYUyq1s8xkl97bH0y3JkZyM36j%2F%2B58rvTQxwBDjDDGNzyVyX35Ccjd6KCLv2EN69jAJiY4go%2Flfr05F%2BUa7CCzGx10sYA9tiWLxCWs2BfyN%2BIa1rGBTUxwBEfpMIbjOIEpfdjHvGaTd9LJb0duRp2S1O1I3Y4sYZl8hbiKHhkfAwwxwhhTKt%2FQOZPfmY3%2F%2FSs3Y5tNpTpL9ZQeGR8DDDHCGN%2FwbCbdfHO5GbW51OZSm8sSlslXiKvokfExwBAjjDGlUpvLTBY0K5KbiDcT672SbXZY6k7lbnTQxQI1h%2B1FeZTKY3gcT2KvTWUf9pMZIB4kHiI%2BxcQzxGfpfA7P4wW8yG4eT%2FkYYIgRxvgb9TWsYwObmOAITlI%2Fxf7TOIOzOIfzuEDlIi7hMq7gFbyK1%2FA63sBbeJtvdwfv4j28zyaP8QmVL%2FimL%2FENJ5PJHt3RqtyMbbYlPfQxwBAjjPEN9ZksqkMqN6PuV7bZy7LDtuRudNDFwzx1FI%2FhcTzJp73Yh%2F3kB4gHiYeIT%2BEZ9JjlY4AhRhjjb1TWsI4NbGKCIzjJlCmcxhmcxTmcxwVcxCVcxhW8glfxGl7HG3gLbzPxDt7Fe%2FgY%2F%2Begvq0YCAEoCNa1n%2BKVyTUl3Q0uIhoe%2B3DnRfV7nXGOc5zjHOc4xznO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Z9A7%2BtETl5RXdNNZGDm%2BvXYXWjgLDRzEhoLBAYv0%2F0NHAAAAAADBQ8CvAAFAAgFmgUzAAABHwWaBTMAAAPRAGYB%2FAgCAgsIBgMFBAICBOAAAu9AACBbAAAAKAAAAAAxQVNDACAAIP%2F9Bh%2F%2BFACECI0CWCAAAZ8AAAAABF4FtgAAACAAA3gBY2BgYGRgBmIGBh4GFoYDQFqHQYGBBcjzYPBkqGM4zXCe4T%2BjIWMw0zGmW0x3FEQUpBTkFJQU1BSsFFwUShTWKAn9%2Fw%2FUpQBU7cWwgOEMwwWg6iCoamEFCQUZsGpLhOr%2Fjxn6%2Fz%2F6f5CB9%2F%2Fe%2Fz3%2Fc%2F7%2B%2Bvv877MHGx6sfbDmwcoHyx5MedD9IOGByr39QHeRAABARzfieAFjE2EQZ2Bg3QYkS1m3sZ5lQAEscUDxagaG%2F29APAT5TwRIgnSJ%2Fpny%2F%2FW%2F%2Fv8P%2Fu0Bigj9C2MgC3BAqKcM3xgZGLUZLjNsYmQCsoGY4S3DfYZNDAyMIQAKyCHTAAAAeAGNVEd320YQ3oUaqwO66gUpi6wpN9K9V4QEYCquKnxvoTRA7VE5%2BZLemEvKyvkvA%2BtC%2BeRj6m9Iv0VH5%2BrMLEiml1XhzPdNn3n0rj6%2FEKn2%2FNzszO1bN29cv%2FbcdOtqGPjNxrPelcuXLl44f%2B7smdOnjh09crhe279vqrpXPuM%2BPbmzYj%2B2rVws5HMT42OjIxZnNQE8DmCkKiphIgOZtOo1EUx2%2FHotkGEMIhGAH6NTstUykExAxAKmEqSGMFl6aLn6J0svs%2FSGltwWF9lFSiEFfO1L0eMLMwrlT30ZCdgy8g2S0cMoZVRcFz1MVVStCCB8raOD2Md4abHQlM2VQr3G0kIRxSJKsF%2FeSfn%2By9wI1v7gfGqxXBmDUKdBsgy3Z1TgO64b1WvTsE36hmJNExLGmzBhQoo1Kp2ti7T2QN%2Ft2WwxPlRalsvJCwpGEvTVI4HWH0HlEByQPhx468dJ7HwFatIP4BBFvTY7zHPtt5Qcxqq2FPohw3bk1s9%2FRJI%2BMl61HzISwWoCn1UuPSfEWWsdShHqWCe9R91FKWyp01JJ3wlw3Oy2Ao74%2FXUHwrsR2HGHn4%2F6rYez12DHzPMKrGooOgki%2BHtFumcdtzK0uf1PNMOxwDhN2HVpDOs9jy2iAt0ZlemCLTr3mHfkUARWTMyDAbOrTUx3wAzdY%2BniaOaUhtHq9LIMcOLrCXQXQSSv0GKkDdt%2BcVypt1fEuSORsRUwgrZrAsamYJy8fu%2BAd0Mu2iYFhexjy9FIVLaLcxLDUJxABnH%2F97XOJAYQOOjWoewQ5hV4Pgpe0t9YkB49gh5JjAtb880y4Yi8AztlY7hdKitYm1PGpe8GO5vA4qW%2BFxwJfMosAk2X9n9X2cVVfnA36pzHNHJGbbITj75NTwpn4wQ7ySKfAu9u4kVOBVotr8LTsbMMIl4VynHBizBEJNVKBAfMNA9867j0InNX8%2BranLw2s6DOmqIHBIbDfQR%2FCiOVk4XBY4VcNSeU5YxEaGgjIEIUZOMi%2FoeJag4mEB3PUOweCaG4wwbWWAYcEMGKn9mR%2FsegY3R6zdYg2jipGKfZctzINQ%2FvxkJa9BOjR44W0OpTKAskcnjLTcKyuU%2FSVIWSKzKSHQHebYW9mfGYjfSHYfbT3%2Bv877XhsIwGzEUaleEwITyE2u%2F0q0Yfqq0%2F0dMDWuicvDanKbjsB2RY%2BTQwOnfvbMUhiNPFyDCRwhZhdjE69Ty6FjoOoeX0spZz6qKxxu%2Bed523KNd2do1fm2%2FUa6nFGqnkH8%2BkHv94bkFt2oyJj%2BfVPYtbzbgRpXuRU5uCMc%2BgFqEIGkWQQpFmUckZe2fTY6xr2FEDGH2px5nBcgOMs6WelWF2lmiKEiFjITOaMd7AehSxXIZ1DWZeymhkXmHMy3l5r2SVLSflBN1D5D5nLM%2FZRomXuZOi16yBe7yb5j0ns%2BiihRdlFbd%2FS91eUBslhm7mPyZq0MNzmezgspUUgVimQ3kn6ug48mntu3E1%2BMuBy8u4JnkZCxkvQUGuNKAoG4RfIfxKho8TPoEnyndzdO%2Fi7m8Dpwt4XrnSBvH45462t2hTEX4Bafun%2Bq8jIzK%2FAAEAAgAIAAr%2F%2FwAPeAF8egd8lFXW9zn3PmX6PNMnPZNJMRRDMkzmDYgZMRRDCEmMMUPJIgZEepHlRYyIiNhRUdYuS4ksy9reLDYsdOmLLC%2FLy7L2CgKrrCJkLt%2B9T2YyYPl%2BD8804J5zT%2Fn%2FzznPBQKbACSTvAEoqJAdtUhUJpQYjBJVAUrKSkIOJ1ZUOEKOUGkfV8ARiPB7E72m87WJZF58ibzhXPVE6QsAAnMufI4H9XXsUBh1UpOJSJLmQNWqNsasLkKhsrKnA%2FT1HCF9PQzSAPYtD5V5PW4lmFeIK86EcCRbObLp2lGjGxpH4%2Bf0wLkjjU3NDSNGxYSMxbSdDkzomhE1SypQalCISvniob1lDuTL7injC1O%2BMr%2FxmeJtxeRt%2FiJviJ8mmrjFOr0BJCZ3QAbkQFu0ypCZ45HcRqNJQkiT%2FLKsOO02s2Ryudze7CxVUnw%2Bv9%2BtmKTcgEEymzPRlgN2e5rHaeOXyeeiisnJFagMOSsqSkr45kL8Tr450SfM5%2Fy1V66pGvBwTV1BcYcDEX67QjQkbo8cigTplyVI2OHh%2F6zdXHO4%2BiR6SjoxMPzo8O21h2tPx7O2lmylNV%2FtY5Nwubj3fXUA%2F8BuFveBr74CoNB84V6pSnFCLhRCL7g7OijfR7Oy3FalR49AcXYRFBnsQUcgkAYO6H15j6wiAGu%2BI%2BAo6pleFDAWKJZMX%2BaImNunWOpiskIVH796ewAqEzvV9gqX9nQ4Qd8S%2F1V%2FScSM%2FrmsTP9FfNUNIvzuVlRPMFxY5PB6fY6iwsJw3%2FJIOOTx%2BlT%2BWzaR%2BxYWecrR7fWFFanqi%2F33nnn9%2Bv%2BMvXr7mk933%2Fv5Gy3PrN6yZjg7WFV1D5s2oGoh7nx%2Bk2vvTrkeDT0HKlieXvvakkfecj%2F5uKnhm6iNHRk27a6bevTL%2BclH3ulVkX3cBTJUXjip%2FCDvBiO4wQ95PB6qo%2Flen0%2BWTRpofo8nLa04mB3UgpeX5PbMLEzzKz4%2FtapOlXt5a1llpXhN7FF7r8zJ37o%2FiN15Q2XhvsE8RdajOqwFyrwFGETXr%2F0F9u9dNnZsWW9869X1azow9qe%2Fkpc7D52mPRf%2F%2FHcJFrR1npvf9sWX336EO7%2F9x7lqeUMn6frt8y%2B%2F%2FZD%2FJjzecOGEAnxvWdzjpTAzWtHbGjRhlhdMXqvLVZSWnl5kpSoChLJVtcwXSPea8vNLSrT0dEnTegyPaZIUqIlJLnSKhAV%2FpfBuhb9EbE53bYVIM%2F3S45hfiZ%2B7th8IFPHN5QuXcscms1vF8kiAZ2qBsEEEFQX7FnJDeNy%2B8nIF2JLZ7%2F77DPtk3rJhVV9vefPD%2B57CzCF98cr82%2Bs631s4%2FvbxrKPf1XjT0Iqrh%2F%2BuafTMxR%2B9e%2B%2BmxqZnxzzx5l8embstxo7PeX0Ju3DjoqYJA7C611hyd3hAtH%2FzpD5jAAVm4DM6Zjj5C5WIAIu9DuxCIB0kuvEBAKGBbSTz%2BL%2B3Qm7UZjaZqCSBqtrN%2BVQgmAMTua3joeaMhBTicTt9wULS8PSj5x58eNk9Z5c9RUrRiPte3MTKzvyHRd5Yh9vFygP4yq3JlfmyfHG%2Bso1LyP%2F5yqgRNVjuDPclRSGvk7Q%2B%2FejZJY89%2FOA5sTT7ifVb%2Bzru%2FOEM7tv0EisFhErSJGUpbrBBOOo3ms0ypVZUVc0umUyqilarYrDxpN1aJrKQuykJwvwz%2FyPMUOCTXSqlRa6CiEzJy8U4J8DWf%2FjpM%2FeeOMZeLMKpxYqbPTyx088Oz8MKtnMuFqefm4gzAKEZPpUqpG1g5qivGRSjkSKAxWo2giJRKOFCysqS4vjNhQXCAa4Bxz1HEI%2ByNlx0FBextqOk9SjezW49yhaIHbGzuBtOggKe1wgFWVapDCXbdSNt5ghfoNCgMxLA3X1v%2B%2BdV%2Beg%2FvIsdR9MJYWVcS5rISqDg%2BCuVQQLkSiTc7QoHPANIGq49dw6wi7GwgmvujZoUrrSRNsaMLqjsmfjnkYu4aU6SlJZ28xECNyqt0mMrM2pBricBidueiNS5iDcRA0ir4h%2By4yQgGJP%2FDwLVF05IQ%2BW9XLoPLou6LYoTFPCnGT0jYkaV2kfEaBok8y%2B1kkYCeeDQnIEyQI2nUrlDE3kkDT3PzsfZhXMoxZHGw2OmTRl7w%2BSpLeQoW8gexttwNi7C6ewO9hD7%2FusTaELr8eOAMA%2BA1nJtTNAj6jJKAAZEs8WgqihJRgX9wJHOkYoXkf8iwR2RiKKqRRiitWw3lYdnr30cDzNae%2F8Tw%2F1L3sS5gFALINXpKDQgmp1pQxW86M3O8aoqMTlNtTGnSjATM2tjXEgCYfS3hKyuCkFHkzBeScI6WKhFVxLuD%2BEQLt4TkOo6CU5f1drrhvrrVly%2FdspDayfe%2B8EtQx7fuJG0HcbZLyyc1r%2B5qXbojtE1xa0dt4x%2F5c31r9hA6MYtP5DrVgijoiV5Po6KKs3MBOCVStFlgez8bG57v8%2Fvq4tZ%2FGilfr8pX7VqJm1EzJQGeg3j5%2FxX8ruWMbrG4oduFyXxMEFyQlkpkMeJTvhKbCMY1j%2Fo2ykPlEmSr335KxvYPvbZydev29P65KNrX58%2Bc92zfxv6%2BKil76PnU1Sl6fe%2Bl694%2F%2FzIweMjUO1ZPnH2TU3fxqa09%2Bl%2F6OHXAQgEAaSZuhddMDiaZ1epkRAzpTKAxyVzrnGh7JLreGi7qF1VqO5WvoGQ0DwF584uo3cpz4sCBzc9T9SAQPKgoqI082X2QfxhshCzXmZ5Jmoo6MvOYAk7gCWH6cudN5%2B98oSroZZNBoRWbuEw1ygDmqI9OZ36aJrbbTPYqIFmZrldRpdFA27ONADF4%2FHXxjyKYhkRU9LgYsIJ6e%2BpgHAkGUjkgUhLSBg2N9w3IMwpylMaKScT%2Fn6efcC%2BPLN8xActmMGOhu%2B4bH6EpsV%2FyAgOoO0n9%2F%2BHnR2B5h7hr455LAPJ1%2Bwc%2B1i1AYGhXOs6eQf4IR%2BuigYUp8WSlweZTnAWFNpz6mJ2u4d60kbEPGnUwENEvUTbVJbqTCjIAQJlPo8IXEUNdQEJcCAhMvd%2Fgvy8Q3E6TmsbErv%2B%2BZ2tRuuN%2F7f1X%2BzsNyv%2FvYhoN066sbVlcRuZiq%2FiWvuP7rEb%2F7LuhyPfsFPLMffdxfMnz7%2B1fu5qEc0RPdM6QIHLo14FgCDKRFYNMiWU1MaoAsLfupYpQwobhpDby4OfkoJ4iZQWPyy9jNLm8wLSdEtUyzvBB3lwOVwbLXYqnl6U%2Bo3%2BQo%2FHnp1ttBtL%2BihOZyBQXGwBS0Z9zJIGwfoYXGwTYYlLnVeWdKFwoCSqAj0%2FLqoW8qk7kShFiku3kK9cfCPVHyDedt%2FqpeyLL06zk4uXtU1DyfXfE2fPmrng0Ccjbhg%2Bflxtq7zz3ZUzXhrU%2FO6sjqN73mrbXD2iY%2FKzm89vbBp7Y%2F3VcwaOI3vqq674XdnlYysH1Ym8GajvcgekQQFURnOzZJfFEgyCCwqLtNy6mKZRrzd9RMyrUkMdR%2BNfdbfu7DIBzCIaw0J5kS16edcXuNOdBXwbyU1J1ewxtvTOqxtHP%2F3%2BJIOl3xOz3v0nmr9Y%2Bf2d8VNjp4xrbbm7jQ5mdazJdtYzasufW2r%2B83%2FH0fEE%2B3DTXbdNum1%2BHfd4stOSZuvMURh1OXnyAPjtnsaYXeumMPAnaOwXTOb4NVYT72PqU%2BxG7xcf6mPNQAQX6%2FIUcHKmcllV1UUlBRXFZdIaYyZNUjgzJ6Rpm8u6mKrApzM0vUgYbrTrbF2SFHbS18Xa5GhSmF5P7JYqZODSiqKajIK%2FVYNEqQIEZRigFxShVFwJURhGD6JU0ZlDP443kvW7ccNSPH2abWFfCns140peoYDeNeZHHSqlRgkMcp00ViJSV30QKhkjagSue7JMQH4304%2FFkrTgKC9Tjh69VLueUScBrhFPNVAUJJTKEur6Ce0u1dCFuorNZH28UayJb2IaDjjNtKWsWmioXPicrpB365FYFc3LTU9PA%2BB2dlqdhUV2QCMFCAazGmNBl900ImaXkg7mVCR4KJVkyfpRJFR5F86oRckaXOFoe0m%2F7W6YevPVY5uWvzf1w3P7vm99YGyIHU4139VjH6ob1tLvqqpxR9u2r5m2onVI9RVXsHUX9eMTLkxQdnCc6AuVEIv2VCsq3G5XOGzt77rMZaWBtEDvNOgN0au8hkhEMg3QTPzqkVUq5feAklS7rOucMleiPU7ivc6kQtuiYCqrfNTdlVF8fxLxCKgtj3iUQC44%2BjrzOa06UfyDSESH3x2j106vnpWmTXnhlT1o%2BUfT%2Fqt9NdGau79%2FZhf73%2BexCP2T2Pz%2FZefZXez6I%2FgIyv%2FEkRs7Yf3IFpM1FG27n5x%2B%2BNQ9Q%2FotPPTGQSQBH%2FPd%2F9Yf%2Fvjjne1sx152gh0p6f3eKHwYW3%2FEZZ93sA627uCCpcfMzwj7AIC8WN4IKljh6miAWKkBQZHNZgqip6CSZLOSmpjVSs0yBZocIpTouZRiZWGortKL8gsDiITjI5Uik%2BLHJ7FXiYTziRJnywoMgWdwNFstbzxXRcbikdvy72CqiPvXAaQznI%2Ft4Idczsm9VLdbktKzzeY83vfZ7QGDlqalDY9ZNLRSTbODPb0mZneCvyYG9BLcSxY9KQVDSTe5ArmSp7voCQYwWfE4HPqnwOu4AyOYNn%2FC%2FfPZh2fjx7C84%2FaZ8xev2nXHraxT3vDKpkVrHaacdQ%2B%2B%2FxGdXTuy8Zr4NrZo3PgNgDCXI%2FUBnh9eKI36VZeLN%2BNWnxscUBNzSKpskmtiJleyNBOvSfVEKuQRD2%2B0Iw4l2BUdoTI%2BZiikBS%2B9h9OfOtrxL7aJvdiOkQOHDrc2tEs72U%2FHmW846xyGi3DSZ3j9azd1FvUDImwoz%2BE2NIBd1OtGAIdVkjTZUhOTqWTlLbMzaamUcEELnGVzAbVA0BHKleew8ew2Ng534wR8gL3Dxq5ZjO%2FxGuQP7A55A7ubrcHDnUMBdY8RLs0Mg6L5BgnAqphMiBbFWBOzKNxLAnII3zehaKqJofOXXkp5iCsitPAkbol0bqDV8RN4ijmIm4tl7zK2BLqkUsalGqFvNN1AqVkBQDQJoSl5QlZS0MVSLhaCX7P9dHD8OHKMEwKWxLu8KBdxL6ZDTbQo3e8nNquVEFemy2DIsGlmjQdbOr9BNkt%2Br%2BzlsmTu1FB3wd0z5VlnstgW8BBwKLpv9YJL5RlPdMKNOALkU1L14E93sr%2ByVfg43vTxgZtW%2FGXnd1vevKGVHafhuOnyAlyMU3AcPjDybB377rOT591Y2mUHeYJu%2FUg004jIzW%2BQJFm2GGhNrMaABoNsUijK3QmbMnfKFN2XPIHtjr%2FNdmE5uRrDZG78Xj5t2EIGAOCFiawBT%2BozgRw%2BbSAGXiPLwM0MRsr79e4NCw4Rxa5IJL6kRnJurq0bOKEZy79hDV4k7gVL5JHn1l4AdgYS%2BtfxVS0wMJpjIcRkNiOAzUBl2cq%2FUrNZoXwP3VtwpgBXF1eWAOXEQAdVfSMRDKBcx1awhYvEZm7FB7CZETKxJf4D39CN6%2FHf8XkJ6VIlly6LPUkqBVCQArccJKJUl6GXoPq6r3PD1MsbzldfSPxvRcyR3dAvmukGo9nI1bbxUPHKisdJjEQxq9QGilBcN36X0mUp6hA6Y9DpEYujXuXykscVRBpkK4wudhzbcaSC07GdfUgtRrZEms9Wzok3cw1WSi3nqklH6R3oPr8kYcedOm6WR9NMYETFagVwUFlRVM1MVW5RVLtHv11adI%2FEnAKwL1KEcM%2FJO9nv43fpSiwh81U7%2BqQGdrQtXseFv4FZvycdQPQ8%2BVKfDHgE0jgAfBZF8RpdNTGjRO01Mer6daQROSBexQQy16Hxpkj%2Bkj3BXubXE3gz1vNr%2FPlDb76Bs9nSNzaSY%2BxxdivejVP5tZCj0mP%2FOYvf4smfoAvtpHU62rkEFkhGowdsNrvdbQXBV3ZNM9TENGr%2FTSzoRn%2FZLXHoEyAo4ckJSx%2Bau%2BBBspEdYacX8yA6iCb0UGXmlKkTd504Fz8rb%2FgchAXYat0CdkjjEZynUFmSCDVIJg9AhmYypVOVEwBXRFK5UWSV22N7Ev4uHU92T9OQe%2BLX7PPaKziWzWZnfL9pJMZW1bO5OPS3LSUP1S3lg9poocvnk0ySppm8njQw8cTzu4wWMA6PAZgtFm40C%2FWaRcikzJbSWfPzuXKqQ0sxKLdfgl3BF0A82brsgaXLW7gB12EPzH7oTqxuZWvZKtp73M0Tm%2BPz4vvlDUeOLdxZwVwPk1KRVS2cQX0ce4s4n%2BRlpKcHICC7LeCGy4rdAbAELNlGX3ZNzCdRYyq%2BuhvwVHHWrRpn%2BIvGGoVFl%2FMhDadWMcJP9LZen9cr%2Bdin7JuOx%2FZeN2FqnzFL7767DtWvZu2f2TrnyermlsJrn977BC7f%2Flkz5g4srx3e8%2Borqypveeqmzf8qL%2F13n8KGgcUDKqrHbRP6FwNIYiqrimdLCgBFNBhVKlHOuxSdv3y2lARgcoLtYrOlOn53IGEMEF7k%2BdXC13JCQdThQHSbDQaX08hRhsdSYuuXVBAOtyLx4BHI6%2B6CYLnlEXbyLfYFex%2FD9zz7BAf0ztqVZ%2B7EwHn6YufCPz33%2FDraBqjXfyHBI2K%2BRonRKAOiVZYkC3BDJ%2Bq9VNpUJOaj%2BsXtVx6h57CC2dmLTMMKdPlKFXO0a4DY%2BdTwvZeN%2FqJLhrqRy8gSsx%2BT0e52yQh%2Bv2ynlszMrKwci9mcnemSzdRvt6NJiOSi%2BEtCbgo1UyM3WkiKOMKJUtMlGvCIi78nPihD2fPbzWFJ6WPdxqngfix9q9Sr9HQdwoJDth5mUy%2Fnm1hKoRixV%2FmpUJxwVT85trLi1EAa6twb%2BaS%2B9uuhNBsStmnSbVMVzTXLnPpUo6oYTYpJ0C2VLGYDkWXJqFCUkhDL9evG%2BooUZ3VpjZj8Izex59h6fnXg56wfNmF%2FDGMtC5Pi%2BGHyHdka%2F47Y4j27dJCYyF2B7wZVlZEQEERvNFFF4QqiSgVDdslOjEH5Z65AarLLowIDZAGWchEZbA%2FLwDo6mozsXBTfQUqoXleVJiZ0RugfzTJISFUVEExmlYuSRP1I0IAGUcZdOgxNpl1qFqqPbALSzPPvkbfjTVJ6vIrs30m%2FRXi%2F0ykkLWUbyWw9T7KjVgXRIIFRJlTBfN2EuvH0BNZX4iUpmc0y8bOPPmIblXMHz60Xa1gA6MDkVFt%2FZIKYnGpfnBa6sUmAHY9%2FmJhqI4S4fJ%2BQL55xoKIY%2BVYNoOZTiaaCvQtCfCFHMMy1CH34IX7GMmfKjQd%2FUoR8AzFIA%2BR3QIHeUTdBWVYkSTznFd6SVJko0DW%2BxLKLeyTRZYcwiGjADQ%2FjqVO8uP6KGOiGzmqyKN4maq1OtpHWXhja9SRIRonoRhEaJZ5K0NrOFyl%2F%2FvMAAGKNdIQ%2BqATAwK1gBjVKRVTIdwCUpB%2FrioP0XWLww7EvHPD6PGRL5ZkqbKpcLx3ptW2gZ%2Fz7GYIdmjju9pfm6E8Zq6OFTovBQvLy%2FP78LIMhaEkbFrNYZLfbPjjm5jWdnDM4JnvBk0Az%2Fy%2BZVYSeXlcUJWdMvMcN9%2B1u8h0omny9N6YT%2BhuGr1r0xzd%2BOr%2F5xbv%2FOn7T8Y9PswO%2FX3znY5MWPHHDsNfXvfono1K6rn7f%2BK3vx32E27h55MJbxwOBFVznDsUNTsjh7BvIojRg1Mw2n89szrWA2WPUFFDSh8QUL7iGxEC7mCz83SHi7H5mUeZ0aISzRVANCgTlw1AfH9d2D8WobftHX%2B7YNsMT%2BhpLLZbJM2ZOJJNvaZk%2BQ5rNdrPv2XH2t6XzFTdbPuiJ9jP3rwh0PPOXNWvWAMLoCyfoMWk2eDi6esRYymclxCubh8RkDexcM%2B%2BlZZJuOTk32SdwmnJoYkjgUBQyIf4DZqJx81Mjh9525cmTzcuHVf%2FBTQZgFvauOZFVwBH49ZIydr4kH4iQK81M2CcaDRi9Gi%2BobTZhqFy7xwIOIyi6fTTdPt5ft4%2BoT4Q%2BecShOXlPGioU%2FBLkji3iOnVPiAnZ9vHnOw9ON%2Fmw7Jv%2B1omT5kyVp7dNmDnLjWVoRx7zq9vG4YSfTjyy5vt7ViWNk9BynD61y%2BDMEKROSUpzOLKcJlOm3%2BOkzuoYFVUUVMesmuoZHFNTel5aloiry3bI3RbgrbNeR4XKwOMJ6AVAxMMtOP2GaQZcT2aVs%2B%2FY3zDt7LdoiJfID985vmNc3Qb61PyZM%2Bd3NmAPdGAahth3Jx%2B789Eel5%2B4rCjB7nSOkgMeuCKa7SZElSn1%2BqwAPhndyHVz283akJgZqJ4bgp8v7QVDiRwWFgxH9KfOeieocBWpiZ1l%2B9eu3bj%2Fufm1o2uv6ocGOq9zCZ23rKHh3ZdLPsoafsVgoKAwtzSV26sYyiEKd0SrzFlZAwZIfRwOUqzmSkGUpIHpPXr4fJFg8Kp0K1jRqlj7qv2GxYy5Eke5wr7FpDpWXFxYWDksVqi5e1fH3BkXz%2Bn4pxIOWz79gRHv0LneqJs2FQ76ewKfPao%2BpSsqEvmsj%2BykQFfCF6ZeRcGFyUQK8v26El%2F4WGzqS33OfxjpXbL2ndc3sTfYvm9%2BvP3WksHVg5tvOnmsZKGTFc2buvrNabOfa5w5%2Fdrrmura10otT%2FceNqZjJ5Xzew187smt%2F1i1bPw9We5Roeh1xYVrZ732vkM6L1UOHVlb2WcEHT5q0qRRuwBhBYC0lmeDB8LRdATw2Y0Wg8Fo9Nolp1MaEnNqJkCjR6D%2FJfU5336yUOPaKqJJEuCQeFQirWX7O%2B6YxfZjqapqE%2F61bQ958LsXt8S%2F40CwpeDekav%2Fvh0ILAPAD7lsA1jEZFcyGsFksprtJg9Rr4kR6DJ%2FZWoO7uobKtNnnyJUlrW3X3ttO14phMgLHn98yIjzPqkFgFxoY259XSt4oSTqd%2FL0JgaDT%2FNcE9PAaBctOk%2FsjOTEKYEwCRGJxwB6tajQpMDBcxoHXzN8CJbum6GLZe60066mRmnd%2BeJXN6mThXRIWPMH%2FUn%2BNdGgxLmTUKrIsmYzWa0Gg8lkN4P41WCzUcXkofbu2oTf3cjSZdpuokXRuGOyi1dx22KswGZWhYd5AffOIrF9jYxdh40sI74Et93MVivueDXr0gYPcG0ouF4DRIkAevQioLvExgPivyvuhO7qQJ5BQRgeLXS7XPrsKDMzI6PAajSaTPkuq9WRKzu46XwOzWzPRJNH7%2BG7krl7%2BOC8ePqbjJDCRIiEfKFykdziVfBd8q%2Bke9n%2B%2BuvnTGL7vy529F437Xwso%2FdL097ZwvbVXz9jOnlw3rz12%2BLfSS1Lh1%2B%2FurZpy%2BF4kfhtxYuQjGCut1tMFxHAq6vrscoOoatQFU0Xx29SyV%2FXLRG8TS0ierkyof%2BZtWWXEPbn7boC9dce3JHE5yf0pzhpostXLJYMcLnSvcYhMa9mp0Nidu8vu%2FxUrvPeVQMOCCQs6MzrxGVT5986ecr8W6dQmX3ELvzxh7swGyl%2FI6Xt6%2F70Qnv7mhfYKbbnQTS8jE7s8wA7B4LrOep1cC1ckMMn1Hl%2BRVFNlKpZmqrlcuQEq9U9hBOEwa5mQEaKzBKmSBWoSQVlTvPepDFCnPndRKFJtuemosq2GZrG9p%2FtaZv8wfaPbt58TGf7vePdSx%2Fwsv5K9SPtbB87%2FT%2Fs7H10mU722JDgM67pTN1euaIq8dIsyh%2BTpOUZ%2Bfg6PcNnz%2FZanE5V4I0FhsQsv8m6iSfIBUmS5S2dL8HBXl8ook%2BLIkFBaLdMkafPPzxZ2v7R5zsmPXeFIQMJ22e1lq48uri9oOMZ9uLa9lNYiho3Z9%2B6xqU%2FbcBDAybXN3ZFFJ3LddVEh0mcejw5BCxZZVnUS7wGFxqlMrTMRy%2BJIqpdWewrCD%2B6iu3%2Fsre97yvSbCP7xLR8SXyH1LKxZTYkqp%2F1XIZ4dpmjpLktAEU5bnchWNw5lhxTli9rcMynUdPgGPX%2BvJ2%2F2BgiqPTHK2HB5clePsGgXCkPt082oetPnbx1%2FbDrDtW395oycuG8yJd%2F3%2FXu6MZHa5Zcv2zRrf2wZn1HILfzsvKx%2Bb0rCstHz73%2B8VXN%2F8y%2F%2FJriK%2FqHR%2F%2B30LeE6xuRa8AjToRYDHa7y2UyEIfB4fWZnHbn4JjVYrfL3HVyQt3QpktOVnRhgnBcxKOXvoLpIyFPwCO6cjK3bsas9tdeeHRt8xasYDuu%2BTD4aeiNN0jGwgknTn4e%2F%2FyqK4UOT%2FGc4zM%2BcENZ1E8cDrfby3t%2Fj9NoJ7JNtumyPcmJ1sVDgItr7tQYgH%2BgrxdrpR2zt72PpSLjsXRp7XUHt5Mj8dki4Ynt%2FEpI9JkPcrlm6BV1m0GWiYgIK0G0GNEuC5llKWndDU1X%2Fx0SbTfiOtaElf%2FINyryZYexkjVJLfFF86aMXUzaumS4AZRtXEaWOMsoSyaOIVng81ETVTMyMjNzVEXJ9plMVLbbMxQ7yDqidR3RdPz2LIDSIO1WQ8wBsin%2FpGskRZpuUfew19lm7LMwJ1eRcrT7sG6R5NCsqBgvN92NPdk7uARPdt4vtTDH4m9q1lxH%2FPGvvE03jMkcer4XnuKKI5gApOW6bWqi%2BYoMaKSUSAQlGWWzQVWtfIZmMSoUAA1mj4T2S2cBqaROkYZeq3KlhdkClOu%2FmD2BI48cxZHsMWxja46fYO2kPwmyZ7A1fiy%2BDRewhcJLzK17ycs1KTC73ZrXK0koahm%2FJgob%2FpNT8no0p9XJMTHDAFyVskQJkKKvhBlTUzxHyokifvTqgNsSaw9mmBRz7n4cwoqu%2BvcfR9RErqqfl%2Bfkfr2%2FYcZNo8ic866XXnR8Z72xNZI450HXce2MIn%2BoKqkIYDYgmvQhAm8c7YR%2FMwyOoefSIULSSMJGySlCWEwR6LrOB4nC0uhAZiCmDrLp6%2B3xekDI4T38Id7D54ipCHUbcnIcfn%2BuNTMzIFGXy8qjKd9qSbTzYosp2hbbF7bnuBrm%2BREWRw08Coc18VTQ4xFQ6%2BEJhDmL2m6%2Fc%2FOZG4cpn31T3XpmM9quH32qucGAVz7Z9jEdXMUObcyzBF8xskNVg%2BknbU8BIO5gJWSlYgMK7tcIpZJMAaCyhONDYlbqCOKOo0cV29lA1ylOauB7yBN7yOHlOmgGQ75bkoI52TabW3Z7qCzl%2F3%2F2IIuHzuFynuSi2BZnlftyiBSnzxyCyzwcrImh4e0Xbhz2%2B9mfKtWtL7xTP39x26LeM2aFPyFVQ7CnuWmyw5K3EXsOrqIfh2dPY5tNjY2nGm7QTxGQIqmCtoEHIlG%2FAg4zmKnd7qNeu82mSJSaHQ5QoCRU1lYi9ElBdqqp5pwa1sv%2FRAMmELwQB0baym968pqFwxaOC99ePv7pgf89chFZcXX5l1NzcyPRii%2Bnphf8lzhBwpbiQanl0rP6Dg26zurbad4v56mukCugE0Wi7Vh7JsTasSV5lIO0dJbKBcljHAhLOdJqfN6cwad7QYchPV3OyCA%2Bn4mYMrPSXCNiBtuIGMiGNH4pGWmKygXqpwH4S8%2BePzvOII575nOCTh4R15lS69q26gmSEBt94OCr7YtF6z7vlm8b7mpdcN%2BrL%2FfHcyhjZk77c8arjmflv%2FBn9kZObzbAuFFEB4A0ST%2Bd2BztZXeaidFqTfd6iV%2FzO51ado7Fn%2BavjxnT0sDFqcleG3P6QR7xs%2BNNXUfUIJTSVqjbjT%2BpBpRfbpXXFSKawsFwiBuQbNyyZcyzs2sbcS679w9k3%2Fmvbhr%2B6qufy7sbvojGrt10dOm6WtZ5ttes1keObtl5BAjMBCYFpHXcnkW8R87TLC6j7EsnBrDZ8jIhM%2FOyYp9LSycWo2xQPZ4ctYBHz%2FYyHc11H2qb9S%2BiA4oURXyC3SM%2B0WGqPrVIoJJaFCmMXFRdbixfuGzBqEk3j1qwfGE43Pbogt%2BNn93Y9siC8v1T6%2BqnzxxRO50cnPC7BcsWhCMLly6MTZs8uu2RtlBo%2FiNtYyYOnz6ttm7aDBHpCoDEp%2BPghZnR%2F7I53U6Plce2UaYyMYkJqxeRED%2FHBp%2FidDkbYkCRuuwmm93WEFPtdgt6FMsl5xX9mtiW3kNfypcpEhAfkgPKkCfoEXdAGF7cGCBD0YAVbOGWH374gX38448%2FvsOW4BViZBv3vHrfq8eO8RdyHMhFiKNCMGoniiKGmUaJSlTVsUcEbCpFdAhyJGBIAFHnAbag8wAAgUm89lnw%2F0o5D7g2jvTvPzOzu9KCJNSFaAKEBMYHAokSuQpiY04OODjYsWxCcjbkNaluuPdyiXuaS0jHpPfeE0N68fVO%2FObSe%2B8uy39mVlqEzr76oeyi%2BbG7U3bK83yfkUZBGZwCMyKlaRaXRRTLC6E4JyfkAld4DKmpsbkrK0ttpSafxzc15nHqTVNjepQycUvmivi5NiuyMYtA0qyNo3NOVr9OFfZJmt75WUW7VMhOWtE4fsubj9zRP33SzuaW6LxFB3rWTJj4xSuvXdHyYsOAb%2Fbpj257c%2BOS5s4tvmrim7appHXPputbn8kPlVdURssit194%2FxklXdGr7p3261Hh7uKKUGH0uu2nzi8Pxya1V5qmAUYu4UfygiRwVi0%2FYrQaWIvIdGcQ4pBB7dzU9snCdpLZJF%2FSOXJNjdRPPa0uMhVd2TKurqk5Mq5FXFPXEB0%2F7ucNExvqGieOb6wDIIw7lSbR99oBPqhmvm9ikm0mm7%2Fc7yzPc%2BbV1IrpYEmnX1mlhbZglpActKMVbEo36zBrHWyifBGnSASrw44ZvIhr6bwgFCxiuH4R45HIul%2Bc91p4c3j55tf%2FfvilPddGFx5b8zJqf5X9DCi9v%2Fm10vvcrj6U09uHsg%2F0Ke%2F29invHSBfX7VJ%2BTAv99nwkcNvfNd82xjlI%2F4%2FSu%2BrLyi3%2FObXaPaLTJb0b6xlBfCX%2BDHKMLqgAOoieZk65HLlmXXU56PLK%2FRmGI2e9HQbys4GEGweShSEA0F1mAtak3BQbR1SPGxVVo3K6irbp3YM1ToJV3pGr452r7n58XnrWi6tr79h3tY9yqTy%2FKbYvMvxsYvGRLrPu%2FBCWegef0l%2BcNcmpeGP%2FqIz6oqkNPas06Fd6BEEkMAIbZHRaUaDTKd2RMKCgERqGDdkGNkrBpBGCE4XBIMoIpOMsR4lWko4kLBqJI%2BK5j8Faab66Q897w8yR4ALIR3yqYfpaPGg8hFyDSo70RG06A12%2FoayC49HL1E%2Fs9K3DL2QNXzKGb8fhTCZCCJkRZgzSkcQkogAAdYJoQTf6LXQWZQQHjx2hLz1I7pgEIaGErEHWAIzAAhaezTEW%2BS5kUqBYFHUgcViJEbamxB9uT%2FROLFE8QLBIegdsp5%2BnaSN8spKbara53ErgY4FlFnoIwadmhP5X7VaYcvuz5QHAu8h%2FcO3K%2Bs89eFTJuceP%2Bdft9utd0xUFqDpyj3kqh3K1%2BH6uhrlzX%2FZctHQEckuSNLhJG8MjPTGCNLRbwWDZH%2BFr%2F6Jm7D5hAmyIDMiQ0ZGTrbVkMkqRQ3FUq17vL06HSowmDyctbXd2N5201ln3XjW5a88G6uvnz2nLjJHWMg%2B7W0766bZL10emd02YWJ7G%2BNFAYSwiCGdcx%2BZGTqdRB35BoSomd9sMRrSZYQkAYOKeoYC8S5MM5WnxriwyfZwnAs9I2%2Fh3kG0RVlFY12UNylYiiCAo%2FgZTriVRKwOA5LAgiyuTNnkwQ4Hyucer4lJXb96j39EPHUF%2BJnjK%2F5%2BbriipGXeqiuf3np9%2B4YudA6O3jbYEQv6S2bt37Cle8be7rMBwVgcxo%2BIr4APJkRy7enY7QbIl%2FLTzVK65C8mdrvDIed4PSa5IIE5pbQ8dlABTRX6S6xu1DgHrezj3QjuuaN9%2Fn1P7N541ards5oXtJ3REgwFWsOdE%2Fb9v3W9wlu7a432i6at2N7wzOzzq6tvrAr76ePuDExYn%2BqLI0JEDyCnCdwXdyjui3uFjR%2FVNMjMIUk6ao6YiGZWHZ0i%2FDX75U5H1aEgAOK2LmrkhkxmMUmXJFnOsjrBQR%2FdrXNlOGl7yiCq4Y2Z%2BzTTkbYwT8qwtv73xo0CxS6XhZtDZ7WvpVaAD0ZnlC6fNWF%2Bvigy%2Byj67YoVdz%2FPrAF7Z8wo%2F9mM65SDUhQQLFSOCbslO2RAIOJINwsiAoTMFr0emUykKWYSWc8XiHtk4gMlbe5qgAb7UsMIa0IFwu6bbumd0PqX1%2F72IW5Tjkmn%2F3QfCVmPHEWCwiKd8Cj0e7KGEUURmUU6Ebk1RiCQCHSypSLhfEr%2F%2B2Eqe2hQsaNeALBCVcRlNjI7Fh1Y7Gaz0W60ySYW9pXNXt9QQI0EXB1%2F3PjAIiZPQYprQ3RWgnr3Xd88KXuOu%2FGW5v7s6Kwj6xc5btOZJpzh7hmf2cktXDiKGxPRSYI8MjopD%2BWfMDoJeePRSb4QbvyciNkVzReismdxFD2z4Oyi0vHr6MwOwnTUfEt8ic9KPBFjIvYqgzhkDw%2FxTGK3kxc9YlKPgt969IarH3%2FwwP4nFG9dY%2BPEiY2NdULbnf0v3Hr7wAu3dHR2dnTMm5cy6s2OlKZTy49OL2AW1Ib01FNiGh70BD7YIdHEB79%2FOej1B9UBL%2B6NL0aoFonqQehRdg4ip%2FLxIFqsSMPn2KuMXYbaUNsyJZw1fMrGrnIA6Qpa2n5Y%2BTuAYvg1fgUA6eAP5Nrjj4L8IMFW%2BuJUVye0D51Au5h8T7W6B7CZSZlyNlXeJ75ClUs8XEnM8as%2BEb9qmXpVwDBeWUH%2BLLTzNU5DpKiQug4YJk0jh0pMoyDbnI1lQp0JPk9rzJdhoRy8xZvKwaN4g9Cm5HHsnddbrUub3bCVWHLF4ldiF1wYPjM27aFzzp37w3lvHP3F7rOrUcnw6jY6d1dT86yJ4eiY0sOnTO6%2F%2FYLru%2Bj0cyyamXhHhoZU2lu3GPuhiOexHiQ0HfQPYqfoh9HVJ1B0w2%2F%2FheIgzFQV2SMV52iKgYTCOlIxU1N0cUXaQwR7uWRYkxbXSNDfPYvXhpfEa4MpdD7OPtrg4sg4yUbMNmIRLCjNZEJsvgbgEETRbiYUvqb4syENGQkj%2FJFkkzkxTAQrMmlscsKiQLvUAAeUNb8G7yQ062PCs0QKkEYsI9rR6nzH9imOvcoLeLew9%2FghbKIUT%2BhoLlq5jiPvcYqZDnXNrC6WKXZGjNP8%2BVlGYAXOBfY556p5%2BZaodTT0KC89ZE%2BUXqqiG9pSFPdShT1JcXDoO1XhHnmNmZqia%2BgnXgMYFag1wGbucZ7cAJnQGCmivUCW3ep0GlBamtthAIqVWwGovcRJi9eKLYy8TgmP0%2BBgddahWmkscQqUlpiPo4MhBwPPA1tV5FzFz7cKwm9%2Bd%2BCzzzahATIdd1Du%2FG5GoOPWnR9%2BofQoyl1qHsRXeDuriLez36eUA%2BdUeTlUxtt7N1fgvJMpulHDv1AchOdUhXek4hxNMZBQZI1UzNQUXVzB2vvoeGkj2IAMglnogXTIjaRLBGTZYORGZXcgqMUn8260FqnLBlSM7lL%2BuB%2BVocqr6Rhetkf5tfL7vfj3qKxH%2BSMavZf%2B%2BVuaSiUAhD7DLeIHkgA2yIZCCEdyXJ4cuz0tB9LAW%2BTMK3Ab3QxXJQWpdOWImbyK8arGGFaJqpEG2V2IO%2FyqihEFV1Wm94Xts3tnv8iA1RevaL1x1sDRP56CjrR2UWL1%2FZBiOG0%2BWqzyvXWXXHDpANrEwNWGNfM3DSi%2FfHYJ%2Frbsp%2B8e6j5uKR4aUmlIXgO18Vocrdaz1uOkKrqR6V8oDkKPqsgfqZipKbq4gr0RJcl9kqDwq4yNv3kb1KtYuCSJSmbrqZpIDiOjjbIoSpJTMDbFZEdTTJAFWdIRyZowKGrdjOZBjePIDroW0tZGwh2UUz1yNcPaH1CQ4fikjst3rbt0NcHv%2FagMUij5c2Vc18rz5%2FNZJM3JfMkD1dAaGU3tegXFxQDlWSZTbXkgUGPKKtBBcbEui2SWhkqnxEIQcFgyozFLwnGq7ZUx0g03TH%2FaTYLqcnOkuuX8iaFL8zhXsVAn4a3SSDRSWl1%2FRVfoo3fmXTau%2BubIbfnTo2vnNjQ0TVjXsWQjbb4%2BhL9FfuGvkV%2BcNqai1JldVTJn7srmu%2B7JLfy6KLhqVGhcaeOylsh5lbWnl49r6TrnKPVMv%2FLO%2FazH5ASbVEBr5VQ%2BUtQfAPb2jbbEazY1vfvCE6Xna%2BkHfxhi6RUj001a%2BkAasPTikemClt4lAX%2B3T%2BGCYcUDmqJ%2FlKrwqwogTCEpQjeUQBBOgS2RydU1JDM%2FP2g3GoNBuabG7%2FGMKZPlsC%2FfW50fjVVXsyDp7OxQNJZtNo6aSoF3p%2BS0NFDHPHgbYiBJgQZGv%2FERLZmZ0t5q6wkJKnqMhzBz8MufZG0ZXsZRzHYYrWJk1TDShwoZfiVWbn2rce4L19%2F03NdfPRtr2nHzvKc%2Femdx%2Fd3LDyM4XkaJq%2Bcfm%2FbY8bqFq1fv6FyOvX%2B1oHvwefbOru7Y0zcz5q91cn3Tq52bInXKZx9RCGvWp8UlOEsQzpxD6T%2F05acLVrNap952xtZhP0xWx0%2B0iY%2BfnCrjtT1FbQ2389oqStRWanr34n%2BeflDP00eNTBe09C6rWpeVidoeugYAvcGv8LTaXynTgF0DGRLXuBwA%2Fy5J0T00eaRi6JdU8UmS4qDyuqqwJBTvUMXlkqApuriC9Vdu9UkSBIfk5fPVpZGx4MYuV46oJ%2BkEY0tOTnr6qEKLpcQNmZh%2BSJ2ImdjppB56CnnSKS02%2BRpiJifBU2MEnYC8izsQ2clwI9I%2B1YYLf3Gtkw8SVgdtm4XAwyNdtX46hDAvXCL2GCmnN3ZetuitjjuuvUr5%2F0PfKX9DwuFDDfpT17zfga0rz19x8fIFq84TXdXF99Wdtr1n%2Fm5lz4fKh8pLyPrJR8gyV%2Bhdtuva4%2FMv2Lj1ih27%2Blg74MwMf2tPV9%2FaEPAZUHI97ucl3KK2k5t4PReeOJ319ZfAyRW8pRiS%2BgUt3aSlD6jpeSPTBS29y6C2pIDWK8yCw0JYeIl7wbKhNGJ1pqWZBQEIyYUcNwVKAXHz0vPBYdBQiw8WTxJRTWOGj2%2BK1tf%2FPFpXNzVaf2ojO%2BKOwcEvTpva%2FPOG6c1EmNrUMqWhpRkIfcaHKAN0OZ81eEfOGnzxWQOjb0jBFAZx%2FC%2BzhmCNsJ9hQWsvOLVn0n5GBm1eUrt%2FzK5jR21o%2FOiJKy9AhwzKa%2F6alefjSoYJlXV2dVyL7IwUqpp%2BQes1ytH2RjTouvnWlnFKMOP2oSGVpeD1c2ZST4ByefGmpvMavgVOruA1XMnTC0emC1p6V0B9A0u1np977PkV5qi9zXh%2BBQ8XJOgmziYWsLhqD%2B1vHQZzli2Dxi8VWsCcbXDIRM6dEpOdxEnL%2BCQocxLLTDtnDWdWTT4Wyh0nAU7ot8Herhf%2F%2FuZLf5xv0ulUfvGjOONEDrXMYEgzK%2BCtE9qVsXpQVixvbB7mnLQ8CVqeut5Qc%2F0zNdcJKk9oH6byMk5M5VGJGk2mO108BE7wQmekxuJwGFF%2Bvs6WAeDL0umKLHa6drMgI7HQX0YznaWSNBddcwhCLotpRQ5tBcd%2BThplmiAy%2BBMMx2M6XcOLuERnVGvx%2B3WnH9vn31Wm9Cv3oTPQhPGbvaRDW9Q9dstdd%2FXVrfR7t8jpaBvqQuejTSZZXeCR145%2B8%2B1PDivZbnPyN%2BhT3SphMXhgNARhQWRMoMKEHQ6%2FX19RkWu3V%2BXr9aEchzvgiMYCATCbfxaNmc3YJNDOmfLEZnDT4VwQvFNiQupwHj45Cp00iOdT56kG4bniI7dDo6KTeT2fSk%2BLtyhf7dl5pPfHLSgb4QUvT7nsi2%2BR%2BbhTt2fL%2BU90tDx99FwN5Pu4fbWMBnC3%2FZprdiD9%2FciByqY1XcvYaf26naXlbOCeHGf7BhavuJhFHD0h%2FFXwSAVgZP0Zi5ozAMh6jE0ZWF4vsh39sg5pyx2NKqQzEZ2XGU%2BdFNAgrdc1Ne977elTUafn6kbhr2ed0XJ29tMLqh5sYBENqFX4M4lKD8Q9ehmS1eqmkUWyR8ay7CDxvRTYHVKNZ7qk8YhEdy1YcOklCy%2B67Pqa0tKaiorSGvGlCzavv%2BiCDZu7ykKhsrKqKkDwa%2BHPgkEygQuqIm4KNEUEQjLdBhvobPTrYvM6MzavFyCQ9fpZmoNENQebXw6qkISXvbF5mNVHiE23yjF6xRM27knfvXTUtKZoET%2B%2FfAk7F%2Buray7vKyjOr%2BKHAr4bGHqI3IN7%2BG5S%2BAS7SU0nbeih999Xlbp%2FqtQllG7Sj%2Fp4jIw7kiaIOqTTySBou5KZB5gLq7jGWhvCumKTs7N6sN5L%2Bp1zkG2h8t3HkHQFCVwRmQhIknSCRC8wvD8WUrffQHtNwbWDkz3iI84XlPdRySFI3luLeVIwEfnuWhIEtNuffHstwOzeZBl%2F%2BgzwRczUIGsiggSSZNFlkHRtI0Z%2BoT8E%2BbOoWSnwxY%2FoUzVPdILhSZyRP8ezp2Vz%2BE4SGJn%2FndpNDXwrMFMaMYjsRi%2BqN9Luoz60qB5QH885cqO31JNM8Ua1DBJFgVlJkOt5SRihMGIaeQcIpN7Ap91gROGgt0eWkkvbi2wunXrfKIyCdLA9wszuRplAgHssUq3uc6%2FavnXvvku37cGf9hzou3r%2FLbcAELbTizQXhfm75mXsYF6m6kEvys4gbKuXAofMQuS5LUhtbJnmP9AJy8gdX3yp56m7v%2BAps89kZzPacGPqPmctKUf%2BVkA7vpHbtCsijrgDV9RLQAg9pa0JI9VZmsxW0W%2FVN5vqlE12xKZeO24nRzp2bfoHPRPEf7z2SBs4vvHEBm8ApCxj83oe25YVSSeAEcaCFtqW8B8j5EX48mN%2F%2FIKMjge2AeK7BW0S%2B6EYdkQaJaL3%2BXI8RW5ntmywWIrSafaLika5cnP12dklBpdLzpRy83Knx0heRt66PJxOMvMy82yFPiiEabFCndlkMzXHbNp2YiNNoxZenyxzKUghO%2FCtQOhvro%2FH5DgKdA420DrVfS4oWELdb%2F7qWvq7BuL7XXhXXu9CVyrtGKN5yj0hZNq9ecn93ynPj9q6VMBLtvjQpG%2Be6ps7ebnwys5f3ucNFDzwTXgIxqK0Tx5wFVff9zVyT%2F%2FQ4%2BXsWgfzjp%2B0n6MTYDbdHRriMbs%2FSh7wQyNfQ04lboD45x8nfd7MPgcMBhzF34tPQRpYGbthFXUmWnBEBixim90k62TJikTRaiW6PJLPDTwBLSYu4RpNwn%2B8DhpfWI1CfA%2BzWrZnHP5%2BzefKBrTh0zXKHkmuzliH39q3rwfXHT%2FUN3Nu1gWuZ9Wn05u0pyuGRuJWn14KAMTT4QTpzcPp0q6k3PF0dS8BvtMDAcsjIIiIQGKXQLYPAt8FgTU2uvZ8EQDruB3sL%2FEV7krVDmZIWNNupYoPkxTdQ3NGKoYYgS4mKQ4q76sKS0JxHADfqZupKbq4gq9wuaT6%2FwCVeR0IAAAAAQAAAAEZmiehT9dfDzz1AAkIAAAAAADJQhegAAAAAMnoSqH7DP2oCo0IjQABAAkAAgAAAAAAAHgBY2BkYODo%2FbuCgYGr9zfPv0quXqAIKrgJAJZXBsIAeAFtkQOsGEEQhv%2Fbnd272rZtG0Ft27ZtW1G9dYMiamrbZlgrqN17M89K8uVfTna%2FoRs4AwCUGVBCU0zQl7DAlEIZWoPOfhXUs0BbVQAL1CG0ZepQd9STPdUW9dQ61FGN%2BU5LpOW1pswUpmU0hZj%2BTGOmWnQ2lPNyV2rEoO%2FA%2BmUw0CwATG8cNjkwyXzEYZrG9Of5NUyy%2BXBY7Q4Hm9a8tgCH%2FWU4bOcwPfmsjc7GvDcYPWk7StjU2G8qAf5xwHQE6D%2BzHRXUbqzi96bmrEQNEeim4V965jWnB%2Bho0sNRHnTn7E5H0V3nQAlaAGsawqkxWKfGhDPoO2Ts%2FGdwsk5fIecd011vh9O%2FOaegHO9toBWAfYLM5JBSxvoNquliyEeDvUucbeXvMd55vIqRtTGMJTnzAkP5bdnsXvTX6VGOPkbfYe%2ByRgh%2F6xHoLms6QDmmlvyFPThTB2PEtbczfMbr3XUu1JD7fmqUjaYre68jzpPD3wJIH6QH0RyQ5L6Ui%2FGeGFqDOZLiPj7iXnpkDsKJ5%2BTwO3LmEe8JYecb2fcazoXMC%2FEd4z0J7EFS3MdH3EuPJJX07gom%2Bff4%2FDMcpS1ee85bBLQNGO84cgiqPerpVcghUBEeK%2FS1jzBBfUZbwUv5X%2F7bkOlslqCEwJ5TBw4lBFsBJdRuHA4vYk%2Fown8RLYvLrQAAeAEc0jWMJFcQxvFnto%2F5LjEvHrdbmh2Kji9aPL4839TcKPNAa6mlZUyOmZk6lzbPJ3bo56%2F%2FCz%2BVaqqrat5rY8x7xnzxl3nvo%2B27jFnz8c%2FmI9Nmh2XBdMsilrBitsnD9rI8aiN5DI%2FjSftC9mIf9pMfIB4kHiI%2BhWfQY5aPAYYYYYwpcyfpMMX0aZzBWZzDeVygchGXcBlX8ApexWt4HW%2FgLbzNbnfwLt7DJ%2Fp0TX4%2BUucji1hCnY%2FU%2BcijVB7D46jzkb3Yh%2F3kB4gHiYeIT%2BEZ9JjlY4AhRhhjytxJOkwxfRpncBbncB4XqFzEJVzGFbyCV%2FEaXscbeAtvs9sdvIv3cjmftWavuWs2mg6byt3ooIsFOyx77Kos2kiWsIK%2FUVPDOjawiQmO4CgdxnAcJzClz2PVbNKsy2ZzvoncjQ66qE2kNpHaRJawgr9RU8M6NrCJCY6gNpFjOI4TmNIn36TNfGSH5RrssKtyN%2B59b410iF0sUFO0l2UJtY%2F8jU9rWMcGNjHBEUypf0z8mm7vZLvZaC%2FLzdhmV2XBvpBF25IlLJOvEFfRI%2BNjgCFGGGNK5Rs6Z7Ij%2F45yNzro4m9Ywzo2sIkJjuBj2ZnvLDdjGxntLLWzLGGZfIW4ih4ZHwMMMcIYUyq1s8xkl97bH0y3JkZyM36j%2F%2B58rvTQxwBDjDDGNzyVyX35Ccjd6KCLv2EN69jAJiY4go%2Flfr05F%2BUa7CCzGx10sYA9tiWLxCWs2BfyN%2BIa1rGBTUxwBEfpMIbjOIEpfdjHvGaTd9LJb0duRp2S1O1I3Y4sYZl8hbiKHhkfAwwxwhhTKt%2FQOZPfmY3%2F%2FSs3Y5tNpTpL9ZQeGR8DDDHCGN%2FwbCbdfHO5GbW51OZSm8sSlslXiKvokfExwBAjjDGlUpvLTBY0K5KbiDcT672SbXZY6k7lbnTQxQI1h%2B1FeZTKY3gcT2KvTWUf9pMZIB4kHiI%2BxcQzxGfpfA7P4wW8yG4eT%2FkYYIgRxvgb9TWsYwObmOAITlI%2Fxf7TOIOzOIfzuEDlIi7hMq7gFbyK1%2FA63sBbeJtvdwfv4j28zyaP8QmVL%2FimL%2FENJ5PJHt3RqtyMbbYlPfQxwBAjjPEN9ZksqkMqN6PuV7bZy7LDtuRudNDFwzx1FI%2FhcTzJp73Yh%2F3kB4gHiYeIT%2BEZ9JjlY4AhRhjjb1TWsI4NbGKCIzjJlCmcxhmcxTmcxwVcxCVcxhW8glfxGl7HG3gLbzPxDt7Fe%2FgY%2F%2Begvq0YCAEoCNa1n%2BKVyTUl3Q0uIhoe%2B3DnRfV7nXGOc5zjHOc4xznOcY5znOMc5zjHOc5xjnOc4xznOMc5znGOc5zjHOc4xznOcY5znOMc5zjHOc5xjnOc4xznOMc5znGOc5zjHOc4xznOcY5znOM8XZouTZemS1OAKcAUYAowBZgCTAHm3x31O7p3vNf5c1iXeBkEAQDFcbsJX0IqFBwK7tyEgkPC3R0K7hrXzsIhePPK%2F7c77jPM1yxSPua0WmuDzNcuNmuLtmq7sbyfsUu7De%2Fxu9fvvvDNfN3ioN9j5pq0ximd1hmd1TmlX7iky7qiq7qmG3pgXYd6pMd6oqd6pud6oZd6pdd6p%2Ff6oI%2F6pC%2FKSxvf9F0%2F1LFl1naRcwwzrAu7AHNarbW6oEu6rCu6qmu6ob9Y7xu%2BkbfHH1ZopCk25RVrhXKn4LCO6KiOGfvpd%2BR3is15xXmVWKGRptgaysQKpUwc1hEdVcpEysTI7xTbKHMcKzTSFDtCmVihkab4z0FdI0QQBAEUbRz6XLh3Lc7VcI%2FWN54IuxXFS97oH58%2BMBoclE1usbHHW77wlW985wcHHHLEMSecsUuPXMNRqfzib3pcllj5xd%2B0lSVW5nNIL3nF6389h%2BY5NG3Thja0oQ1taEMb2tCGNrQn%2BQwjrcwxM93gJre4Y89mvsdb3vGeD3zkE5%2F5wle%2B8Z0fHHDIEceccMaOX67wNz3747gObCQAQhCKdjlRzBVD5be7rwAmfOMQsUvPLj279OzSYBks49Ibl97In%2FHCuNDGO%2BNOW6qlWqqlWqqlWqqlWqqYUkwpphTzifnEfII92IM92IM92IM92IM92IM92I%2FD4%2FA4PA6Pw%2BPwODwOj8M%2Ff7kaaDXQyt7K3mqglcCVwNVAq4FWA60GWglZCVkJWQlZCVkJWQlZDbQyqhpoNdAPh3NAwCAAwwDM%2B7b2sg8kCjIO4zAO4zAO4zAO4zAO4zAO4zAO4zAO4zAO4zAO4zAO47AO67AO67AO67AO67AO67AO67AO67AO67AO67AO67AO63AO53AO53AO53AO53AO53AO53AO53AO53AO53AO53AO5xCHOMQhDnGIQxziEIc4xCEOcYhDHOIQhzjEIQ5xiEMd6lCHOtShDnWoQx3qUIc61KEOdahDHepQhzrUoQ6%2Fh%2BP6RpIjiKEoyOPvCARUoK9LctP5ZqXTop7q%2F6H%2F0H%2B4P9yfPz82bdm2Y9ee%2FT355bS3%2FdivDW9reFtDb4beDL0ZejP0ZujN0JuhN0Nvht4MvRl6M%2FRm6M3w1of3PVnJSlaykpWsZCUrWclKVrKSlaxkJStZySpWsYpVrGIVq1jFKlaxilWsYhWrWMUqVrGa1axmNatZzWpWs5rVrGY1q1nNalazmtWsYQ1rWMMa1rCGNaxhDWtYwxrWsIY1rGENa1nLWtaylrWsZS1rWcta1rKWtaxlLWtZyzrWsY51rGMd61jHOtaxjnWsYx3rWMc61rEeTf1o6kdTP%2F84rpMqCKAYhmH8Cfy2JjuLCPiYPDH1Y%2BrH1I%2BpH1M%2Fpn5M%2FZh6FEZhFEZhFEZhFEZhFEZhFFZhFVZhFVZhFVZhFVZhFVbhFE7hFE7hFE7hFE7hFE7hFCKgCChPHQFlc7I52ZxsTgQUAUVAEVAEFAFFQBFQBBQBRUARUAQUAUVAEVAEFAFFQBFQti5bl63L1mXrsnXZuggoAoqAIqAIKAKKgCKgCCgCioAioAgoAoqAIqAIKAKKgCKgCCgCyt5GQBFQBPTlwD7OEIaBKAxSOrmJVZa2TsJcwJ6r0%2F%2B9sBOGnTDshOF%2BDndyXG7k7vfh9%2Bn35fft978Thp2wKuqqqKtarmq58cYbb7zzzjvvfPDBBx988sknn3zxxRdfPHnyVPip8FPhp8JPhZ8KP78czLdxBDAMAMFc%2FbdAk4AERoMS5CpQOW82uWyPHexkJzvZyU52spOd7GQnu9jFLnaxi13sYhe72MVudrOb3exmN7vZzW52s8EGG2ywwQYbbLDBBnvZy172spe97GUve9nLJptssskmm2yyySabbLHFFltsscUWW2yxxX6%2B7P%2BrH%2Fqtf6%2B2Z3u2Z3u2Z3u2Z3u2Z3s%2BO66jKoYBGASA%2FiUFeLO2tqfgvhIgVkOshvj%2F8f%2FjF8VqiL8dqyG%2Bd4klllhiiSWWWGKJJY444ogjjjjiiCOO%2BPua0gPv7paRAHgBLcEDlNxQAADArI3Ydv7Vtm3btm3btm3btm3bD7VvBoIgLXVVqCf0ztXT9dzd3j3cvcX90CN5Snmae%2Fp45np2e356gbeH94HP8Q3x3feH%2FX38NwJwoHigQ2Ba4GBQCK4NfgxVDE0OnQr7w1nCI8P7wi8jdqR4ZGzkRDQSLRmdH%2F0UqxTrEVsbux%2FPHe8b3xh%2FlgglzESJRJfE6MS6ZChZJzkj%2BRouCA9GJKQuMhI5hsZRHR2A7kZ%2FYZWxldhtPDPeFd%2BIPybyE0OIy2SIrEy2IneSX8mvFKB6UpfodPQYeiOTjmnK3GOzsCPYpexaLjdXiRvBHeJ%2B8BX5Lvxe%2FqOACmWEnsJ60SsyYjqxiLhE3CoeE6%2BLL8RvUlRqJXWThkszpJXSbjkq83JaOZ9cXm4gd5IXKZACK4qSSSmiVFWmq0lVUtOr%2BdXyagO1oxbRSM3UsmnFtOpaC62nNkqbo7M60HPppfXaemu9j77X4IwUI49RxqhrtDWOGzeM92Y985lFWWWtcdZia4d10%2FpiU3YZu6%2B91j7rME5xp5szGVAgDcgBioDhYDpYDjaDE%2BAmeAW%2Bp8R%2FA5ajfCcAAAABAAAA3QCKABYAWAAFAAIAEAAvAFwAAAEAAQsAAwABeAF9jgNuRAEYhL%2FaDGoc4DluVNtug5pr8xh7jj3jTpK18pszwBDP9NHTP0IPs1DOexlmtpz3sc9iOe9nmddyPsA8%2BXI%2BqI1COZ%2FkliIXhPkiyDo3vCnG2CaEn0%2B2lH%2BgmfIvotowZa3769ULZST4K%2BcujqTb%2Fj36S4w%2FQmgDF0tWvalemNWLX%2BKSMBvYkhQSLG2FZR%2BafmERIsqPpn7%2ByvxjfMlsTjlihz3OuZE38bTtlAAa%2FTAFAHgBbMEDjJYBAADQ9%2F3nu2zbtm3b5p9t17JdQ7Zt21zmvGXXvJrZe0LA37Cw%2F3lDEBISIVKUaDFixYmXIJHEkkgqmeRSSCmV1NJIK530Msgok8yyyCqb7HLIKZfc8sgrn%2FwKKKiwIooqprgSSiqltDLKKqe8CiqqpLIqqqqmuhpqqqW2Ouqqp74GGmqksSaaaqa5FlpqpbU22mqnvQ466qSzLrrqprs9NpthprNWeWeWReZba6ctQYR5QaTplvvhp4VWm%2BOyt75bZ5fffvljk71uum6fHnpaopfbervhlvfCHnngof36%2BGappx57oq%2BPPpurv34GGGSgwTYYYpihhhthlJFGG%2BODscYbZ4JJJjphoykmm2qaT7445ZkDDnrujRcOOeyY46444qirZtvtnPPOBFG%2BBtFBTBAbxAXxQYJC7rvjrnv%2FxpJXmpPDXpqXaWDg6MKZX5ZaVJycX5TK4lpalA8SdnMyMITSRjxp%2BaVFxaUFqUWZ%2BUVQQWMobcKUlgYAHQ14sAAAeAFFSzVCLEEQ7fpjH113V1ybGPd1KRyiibEhxt1vsj3ZngE9AIfgBmMR5fVk8qElsRjHOHAYW%2BQwyumxct4bKxXkWDEvx7JjdszQNAZcekzi9Zho8oV8NCbnIT%2FfEXNRJwqmlaemnQMbN8E1OE7Mzb%2FP%2F8xzKZrEMA2hl3rQATa0Uxs2bN%2B2f8M2AEpwj5yQBvklvJ3AqRcEaMKrWq%2F19eWakl7NsZbyJoNblqlZc7KywcRbRnBjc00FeF6%2Fenoi05EcG62tsXhkPcdk87BHVC%2BZXleUPrOsUHaUI2tb4y%2F8OwbsTEAJAA%3D%3D%29%20format%28%22woff%22%29%7D%2A%7Bbox%2Dsizing%3Aborder%2Dbox%7Dbody%7Bpadding%3A0%3Bmargin%3A0%3Bfont%2Dfamily%3A%22Open%20Sans%22%2C%22Helvetica%20Neue%22%2CHelvetica%2CArial%2Csans%2Dserif%3Bfont%2Dsize%3A16px%3Bline%2Dheight%3A1%2E5%3Bcolor%3A%23606c71%7Da%7Bcolor%3A%231e6bb8%3Btext%2Ddecoration%3Anone%7Da%3Ahover%7Btext%2Ddecoration%3Aunderline%7D%2Epage%2Dheader%7Bcolor%3A%23fff%3Btext%2Dalign%3Acenter%3Bbackground%2Dcolor%3A%23159957%3Bbackground%2Dimage%3Alinear%2Dgradient%28120deg%2C%23155799%2C%23159957%29%3Bpadding%3A1%2E5rem%202rem%7D%2Eproject%2Dname%7Bmargin%2Dtop%3A0%3Bmargin%2Dbottom%3A%2E1rem%3Bfont%2Dsize%3A2rem%7D%2Eproject%2Dtagline%7Bmargin%2Dbottom%3A2rem%3Bfont%2Dweight%3A400%3Bopacity%3A%2E7%3Bfont%2Dsize%3A1%2E5rem%7D%2Eproject%2Dauthor%2C%2Eproject%2Ddate%7Bfont%2Dweight%3A400%3Bopacity%3A%2E7%3Bfont%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+</head>
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+
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+<body>
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+
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+
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+<section class="page-header">
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+<h1 class="title toc-ignore project-name">Annotating phylogenetic tree with images using ggtree and ggimage</h1>
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+<h4 class="author project-author">Guangchuang Yu<br />
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+School of Public Health, The University of Hong Kong</h4>
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+<h4 class="date project-date">2017-12-27</h4>
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+</section>
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+
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+
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+<div id="TOC" class="toc">
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+<ul>
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+<li><a href="#annotate-tips">Annotate tips</a></li>
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+<li><a href="#annotate-internal-nodes">Annotate internal nodes</a></li>
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+<li><a href="#use-image-as-background">Use image as background</a></li>
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+</ul>
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+</div>
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+
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+<section class="main-content">
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+<div id="annotate-tips" class="section level2">
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+<h2>Annotate tips</h2>
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+<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r"><span class="kw">library</span>(ggimage)
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+<span class="kw">library</span>(ggtree)
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+url &lt;-<span class="st"> </span><span class="kw">paste0</span>(<span class="st">&quot;https://raw.githubusercontent.com/TreeViz/&quot;</span>,
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+            <span class="st">&quot;metastyle/master/design/viz_targets_exercise/&quot;</span>)
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+x &lt;-<span class="st"> </span><span class="kw">read.tree</span>(<span class="kw">paste0</span>(url, <span class="st">&quot;tree_boots.nwk&quot;</span>))
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+info &lt;-<span class="st"> </span><span class="kw">read.csv</span>(<span class="kw">paste0</span>(url, <span class="st">&quot;tip_data.csv&quot;</span>))
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+p &lt;-<span class="st"> </span><span class="kw">ggtree</span>(x) <span class="op">%&lt;+%</span><span class="st"> </span>info <span class="op">+</span><span class="st"> </span><span class="kw">xlim</span>(<span class="ot">NA</span>, <span class="dv">6</span>)
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+p <span class="op">+</span><span class="st"> </span><span class="kw">geom_tiplab</span>(<span class="kw">aes</span>(<span class="dt">image=</span> imageURL), <span class="dt">geom=</span><span class="st">&quot;image&quot;</span>, <span class="dt">offset=</span><span class="dv">2</span>, <span class="dt">align=</span>T, <span class="dt">size=</span>.<span class="dv">16</span>, <span class="dt">hjust=</span><span class="dv">0</span>) <span class="op">+</span>
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+<span class="st">    </span><span class="kw">geom_tiplab</span>(<span class="dt">geom=</span><span class="st">&quot;label&quot;</span>, <span class="dt">offset=</span><span class="dv">1</span>, <span class="dt">hjust=</span>.<span class="dv">5</span>)</code></pre></div>
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+<p><img 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" /><!-- --></p>
100
+</div>
101
+<div id="annotate-internal-nodes" class="section level2">
102
+<h2>Annotate internal nodes</h2>
103
+<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">## example from https://rgriff23.github.io/2017/05/11/primate-phylogeny-ggtree.html
104
+<span class="kw">library</span>(ape)
105
+tree &lt;-<span class="st"> </span><span class="kw">read.nexus</span>(<span class="st">&quot;https://raw.githubusercontent.com/rgriff23/Dissertation/master/Chapter_2/data/tree.nex&quot;</span>)
106
+phylopic_info &lt;-<span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">node =</span> <span class="kw">c</span>(<span class="dv">124</span>, <span class="dv">113</span>, <span class="dv">110</span>, <span class="dv">96</span>, <span class="dv">89</span>, <span class="dv">70</span>),
107
+                            <span class="dt">phylopic =</span> <span class="kw">c</span>(<span class="st">&quot;7fb9bea8-e758-4986-afb2-95a2c3bf983d&quot;</span>,
108
+                                        <span class="st">&quot;bac25f49-97a4-4aec-beb6-f542158ebd23&quot;</span>,
109
+                                        <span class="st">&quot;f598fb39-facf-43ea-a576-1861304b2fe4&quot;</span>,
110
+                                        <span class="st">&quot;aceb287d-84cf-46f1-868c-4797c4ac54a8&quot;</span>,
111
+                                        <span class="st">&quot;0174801d-15a6-4668-bfe0-4c421fbe51e8&quot;</span>,
112
+                                        <span class="st">&quot;72f2f854-f3cd-4666-887c-35d5c256ab0f&quot;</span>),
113
+                            <span class="dt">species =</span> <span class="kw">c</span>(<span class="st">&quot;galagoids&quot;</span>, <span class="st">&quot;lemurs&quot;</span>, <span class="st">&quot;tarsiers&quot;</span>,
114
+                                        <span class="st">&quot;cebids&quot;</span>, <span class="st">&quot;hominoids&quot;</span>, <span class="st">&quot;cercopithecoids&quot;</span>))
115
+pg &lt;-<span class="st"> </span><span class="kw">ggtree</span>(tree)
116
+pg <span class="op">%&lt;+%</span><span class="st"> </span>phylopic_info <span class="op">+</span><span class="st"> </span><span class="kw">geom_nodelab</span>(<span class="kw">aes</span>(<span class="dt">image=</span>phylopic), <span class="dt">geom=</span><span class="st">&quot;phylopic&quot;</span>, <span class="dt">alpha=</span>.<span class="dv">5</span>, <span class="dt">color=</span><span class="st">'steelblue'</span>)</code></pre></div>
117
+<p><img 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" /><!-- --></p>
118
+<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">d &lt;-<span class="st"> </span><span class="kw">data.frame</span>(<span class="dt">node =</span> <span class="kw">c</span>(<span class="st">&quot;70&quot;</span>,<span class="st">&quot;89&quot;</span>,<span class="st">&quot;96&quot;</span>,<span class="st">&quot;110&quot;</span>,<span class="st">&quot;113&quot;</span>,<span class="st">&quot;124&quot;</span>),
119
+                <span class="dt">images =</span> <span class="kw">c</span>(<span class="st">&quot;https://i.imgur.com/8VA9cYw.png&quot;</span>,
120
+                            <span class="st">&quot;https://i.imgur.com/XYM1T2x.png&quot;</span>,
121
+                            <span class="st">&quot;https://i.imgur.com/EQs5ZZe.png&quot;</span>,
122
+                            <span class="st">&quot;https://i.imgur.com/2xin0UK.png&quot;</span>,
123
+                            <span class="st">&quot;https://i.imgur.com/hbftayl.png&quot;</span>,
124
+                            <span class="st">&quot;https://i.imgur.com/3wDHW8n.png&quot;</span>))
125
+pg <span class="op">%&lt;+%</span><span class="st"> </span>d <span class="op">+</span><span class="st"> </span><span class="kw">geom_nodelab</span>(<span class="kw">aes</span>(<span class="dt">image=</span>images), <span class="dt">geom=</span><span class="st">&quot;image&quot;</span>)</code></pre></div>
126
+<p><img 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lSoYCS86t3ydllGjBghEydO1Ko7JKBaDQfBIIAAAggggECwBNQrV9V8on369JGWLVsGKwy/t9u1a1e/1+lrhSSgvgpyPAIIIIAAAgjYSkC9eal///626pNunSEB1W1EiAcBBBBAAAEEXALqzUYff/yx/PHHH65tgVo5c+aMUfX69esD1QT1/ilAAspXAQEEEEAAAQQCJuBM6tTl7ZIsKSkpxmXxtLS0khzu1TFnz541yp86dcqr4yjsvQAJqPdmHIEAAggggAACHgj07NlT5s2b51Zy7969Xj0Fv3LlSrfjA/nh8OHDkpiYKG3atAlkM9TtECAB5WuAAAIIIIAAAgERSE5OlqSkJHn22WdFJZJTp071ag7QgATlQaWLFy+WjIwMD0pao0iHDh2kcePGWgVLAqrVcBAMAggggAAC9hGIi4uT+Ph4GTp0qHzxxRdGAqpz75xTL7355puifuyyqGmYXnvtNa26QwKq1XAQDAIIIIAAAggES0Aly86pmIIVQyDajY6ODkS1PtVJAuoTHwcjgAACCCCAgJ0ESpUqJeqHJbAC4YGtntoRQAABBBBAAAEEEHAXIAF19+ATAggggAACCCCAQIAFOMccYGCqRwABBBBAQFeBQ4cOycKFC+Xmm28OSIjfffedHDlyJCB1U6m1BUhArT1+RI8AAggggECJBerWrSsHDx6UHTt2lLiOog5UbzFS71ZXy549e4y/3bp1k8jISGOdX+YI3H777XLfffeZ05iHrZCAeghFMQQQQAABBOwm8MMPPwS0S2PGjHFNRN+pUydp166dtG7dWsLDuQMwoPD5KtdtDlAVHglovkHiIwIIIIAAAk6BA/fEyGfNp8qtt5y/RK22Jf2DVzU6jTz927BhQ1m6dKmnxSlncwH+CWLzAaZ7CCCAAALeC5w7d844SCWavdYOl2PjE4zP//fvWYVWVrZceVHJKQsCCBQvQAJavBElEEAAAQRCSMA4w5lY0dVj59nOtLHRMrtl7iXrghLNE8eOSL23Y40kVO0vl5DoqoMVBBBwFyABdffgEwIIIIBACArs35/mShxV9w+nl+zJ7WPph+REZo7UWtNZstpeLGFhFYx61dlRFgQQOC/APaDnLVhDAAEEEAhBgbLx5WXb4NNG0hi2bo1su+lwoQrJH1SS/f3TCt2vEs6Yrl0k/CfHmdIrOjnW2zvqFQnP/lFatGoja1b9Wuixdtxx5swZycjIkK+//tqO3bNMn5o3by6VK1fWKt6wHMeiVUQEgwACCCCAgEkCYXHlpUxUlGS3bC0RVaoYrZ7bt09KLf9Zjh09fxa0bHwFR5J64YNHzsvzznDVpfe6B/o7P7r+qjrDl/8iJ44Wnty6CttopXPnzrJkyRIb9ciaXRkyZIjMmDFDq+BJQLUaDoJBAAEEEDBT4Oi4GKmysrORfOZ89omE9brBaD5r9y45vWSF5OTkJozqTN63Q+KkZcUISX4lRk7ef0piX7gwIVVnQMve0tuoIydtv4RVSnZ1RyWhVX7/UbbsO+raZvcVdfZz/fr1EhcXZ/euat2/GjVqSEyMXg/IkYBq/ZUhOAQQQACBQAk8c3UpeSb7ateZz/ztnEvdJxkL5xubVQKqnoRfdSD36fir3zubv7hxr6e699N5JjUnO1vC8s13qZLQHS3+xzROF+ixIdQEeAgp1Eac/iKAAAIIGAKjW5UuUiKialVJdTz5nndplRQh6ifvoi7PH3Rceq/w4gnHZfafXbvyJ59qh0pOVZLKgkCoC/AQUqh/A+g/AgggkE9APTCiHg+Ictwbaeelx6/nz1aeeP9tKVcuQc6FhUvYddfndjs7R+q9FSPzjkTKe+vPybOXnX99pPPBJVXw5x+XS1KzjpImZWXTwByp/9bHEta7j4TP+1R+PJItDTMPSqlSpSTu1tsdpcOMurMdZ0d5G5BBwa8QFeASfIgOPN1GAAEEChOIiIgQlSDZeSkdFS2lLussp7750ujmhC4RMq5NaTnjuMJe98itcuLd3Ac2ykiUbBubmzQW5OG85L416QPX7rTJ0VJp9/lL9DcN6iiLFy1zmB4yysRe1UMif10u6YcPuI5hBYFQEyABDbURp78IIIBAMQKxsbEybNgwGeJ4ctaui3rTkUq0nUvTpk1ly8gYiY/MTTbPOc4AR4Tlrsc6rhWWeXKwUbRs8r9l25DTzsOMv+rS+/EHykqmI2dXT8WvC8ud8zPp7lMS9kiEJFU76VZefeh5XS/54vPPLtjOhoIFUlNTpX379pKSkmL7M/MFC/i2tV+/fjJw4EDfKvHz0VyC9zMo1SGAAAJWFwhzJF5qzsBmzZpZvStexZ8y5XxiefvgofL2WzNETSB/Yv/598Ab65HhcmDc+SltjowrK2o+Q+eUTE1zzk/fpO4NlX9cGAbJ54UmRW3ZtWuX7Ny5U6o47qGNjna/L7eo49inrwAJqL5jQ2QIIIAAAkESUMmnWvImn65QzmZLpckxkjY2dxomx62ijs8XTsmkyqvEtGnzVrJu7SrX4ax4L1CmTBnjoIkTJ0qXLl28r4AjtBMgAdVuSAgIAQQQQEAHAeOd8M/mXnrPH09ORn858PBbxmZ1pd4o67j8XtDyv6v+KGgz2woQePDBByU+Pl7Kli3rtnfv3r3G55MnL7ydwa0gHywjQAJqmaEiUAQQQAABswRUQlncMmhBuLxzzfmHtY7cFyPlXzqfhNr9Qa7ifEqy/4UXXhB1C4j6ybs4LX/77Te57rrr8u5i3aICzANq0YEjbAQQQACBwAuoh44KW/Imn6pM1vlc1Lh39NB9uZeNCzue7e4CzjeD//Of/xT1kFjen3Xr1hmF1YNILPYQ4AyoPcaRXiCAAAII+FFg4rKz8lC7SJl93UmpUOXfcnjf+QeRimrGeeZ0W54JBBJf4rJxUWbe7FMPIv3xB7c0eGOmytasWVO7V3GSgHo7ipRHAAEEELC9gEo+1dI2OUL+uP20ZORMkkqVq8l3869x9b3jzOgLpmRSDx2pZe3BcxLpmOXp8rfPXHA5ObcEv70ROHr0qFF80KBB3hxG2T8F1JRqM2acn7lBBxgSUB1GgRgQQAABBLQQiHO8VvP40cOipgM9+2c2qd7/foVjztCTx9NlxfqrZOy99xuJqEpGG13/tWy4LcMV+7FBf5PjJzLlqsvnO94mlZs0uXbadGXChAmyz/GOezVFki+L8xL8jh07Lqjm0ksvlXfeeUeqOl6Pmv/+0AsKs+ECgebNm1+wLdgbSECDPQK0jwACCCCgjYBKPtUS//L5h4mudnw+c+aMsV39OnHs/DyfGwfESMTjqVI+oY5UqhQp+//xf0Y5xzz2IbNMnTpVTp065XiVaTm/9Hnjxo0F1qPbROoFBslGjwVIQD2moiACCCCAAALuAomORPXwocOOs52H5a9/6+u+M0Q+qfsL27Zt6/MlXnUGNDw8XK6+WqX8LHYX4Cl4u48w/UMAAQQQCKhAhcQKRv1zZv8noO1QOQJ2EiABtdNo0hcEEEAAAQQQQMACAlyCt8AgESICCCCAAAKhIvDBBx/I2rVrQ6W7pvTzL3/5i/Ts2dOUtjxthATUUynKIYAAAggggEDABNTT7UlJSaJeu+mcdilgjYVYxfXr1ycBDbExp7sIIIAAAgjYSmDTpk0S4ZiWyrmoJ+CzsrKcH336m5aW5tPxHGwdAc6AWmesiBQBBBBAAIGgCqSnp0uDBg0uiOHw4dzpqy7YwQYEChEgAS0Ehs0IIIAAAggg4C6QnZ37wvsHHnhAOnfubOwcNmyYXHzxxe4F+YRAMQIkoMUAsRsBBBBAAAEE3AVatWolPXr0MDYmJiZKQkKCewE+IVCMAAloMUDsRgABBBBAAAH/CKh7RTMzM/1TGbV4LBATE+NxWbMKkoCaJU07CCCAAAIIhLCASjyjoqIcb40KofeUajLew4cPlylTpmgSTW4YJKBaDQfBIIAAAgggYE8BdfZTJZ+DBg2Sjh072rOTmvaqQ4cO2kVGAqrdkBAQAggggAAC9hVQyefgwYPt20F65pEACahHTBRCAAEEEEAAgYIEUlNT5YsvvpBOnToVtNu1zTlX6LJly0hAXSqhu0ICGrpjT88RQAABBEJIYNWqVTJ+/Hhp3bp1iXutJp1Xy549e1x1qDOa+/btk+TkZNe2glbOnTtnbNbxgZiC4mVbYAVIQAPrS+0IIIAAAghoIfDhhx/KggULZM2aNaJee1mSxZlEbt682XX4f/7zH9d6USsqeY2NjZVmzZoVVYx9ISJAAhoiA003EUAAAQRCWyAlJcUA2LJli5T0LKR645Ga97O4y+1FSX/++eeiLtuzmCdw5ZVXSvv27c1r0IOWSEA9QKIIAggggAACCPgmULp0aYmMjDTOwi5atMi3yjjaK4Hjx4+TgHolRmEEEEAAAQQQsIVAqVKl5MyZM7boC53wXSDc9yqoAQEEEEAAAQQQQAABzwVIQD23oiQCCCCAAAIIIICAHwRIQP2ASBUIIIAAAggggAACnguQgHpuRUkEEEAAAQQQQAABPwjwFLwfEKkCAQQQQCA0BFavXi3//e9/LdnZFStW+By3821Gw4YNk9GjR/tcHxWYI3D33XfLk08+aU5jHrZCAuohFMUQQAABBEJXICIiwuj8a6+9JurHykt2dnaJw69UqZL069dPatasaUwqX+KKONBUgauvvtrU9jxpjATUEyXKIIAAAgiEtICaQmjHjh2WNpg1a5Y8+OCDEh7u2913qh4WBHwVIAH1VZDjEUAAAQRCQkCd9bPyot5gxIKALgK+/TNIl14QBwIIIIAAAggggIBlBEhALTNUBIoAAggggAACCNhDgEvw9hhHeoGAxwLdu3eX/fv3S3JyssfHUDC0BDIyMmTp0qWh1Wl667PA7NmzZffu3VKxYkWf66IC/wpccsklkpKS4t9KfayNBNRHQA5HwGoCahqZ0qVLS7Vq1awWOvGaJBAWFibqhwUBbwTuuOMOSU9P9+YQypokcNddd8nrr79uUmueNUMC6pkTpRCwjYCaRqV9+/Yyffp02/SJjvhXoEyZMtKuXTv/VkpttheoW7euNGzYUKZOnWr7vlqpg+ofk3FxcdqFTAKq3ZAQEAIIIIAAAoETOHjwoMTExPi9ATVJvZquKiEhwe91U6H9BEhA7Tem9AgBBBBAAIELBH777TdjWyCnk9q7d+8F7bIBgYIESEALUmEbAggggAACNhN45JFHpEKFCtKgQYOA9Oy+++6Tli1bBqRuKrWfAAmo/caUHiGAAAIIIHCBgHo6fcKECRds99eGSZMmSVJSkr+qox6bC5CA2nyA6R4CCCCAAAJmCOzZs0e2bdsmbdu2NaM52vBCYMCAATJmzBgvjgh8URLQwBvTAgIIIIAAArYX6Nmzp+zatUuqVq1q+75arYO1a9fWLmQSUO2GhIAQQAABBBCwnsCMGTOsFzQRB02AV3EGjZ6GEUAAAQQQQACB0BQgAQ3NcafXCCCAAAIIIIBA0ARIQINGT8MIIIAAAggggEBoCnAPaGiOO71GAAEEEEAAgSIEvvzyS4mMjDTe7lREMUvsatKkiahpuHRaSEB1Gg1iQQABBBBAAIGgC+Tk5EiPHj2CHoe/Ahg8eLDMnDnTX9X5pR4SUL8wUgkCCCCAAAII2EVAJaBqefjhh6Vfv36W71bdunW16wMJqHZDQkAIIIAAAgggoINA9erVpUWLFjqEYrsYSEBtN6R0CAEEEEAAgdASWLdunZEoli5dWsLDfX++2nkGdN68eXL33XeHFqZJvSUBNQmaZhBAAAEEEEAgMALnzp2T7OxsGThwoKSkpPjciKpr/Pjx0rp1a5/rooKCBUhAC3ZhKwIIIIAAAghYRCAiIsKI9KabbpIuXbr4HLUzAa1SpYrPdVFBwQIkoAW7sBUBBBBAAAEEQlxg2rRp8tVXX1le4cYbb5Sbb75Zq36QgGo1HASDAAIIIIBA4AUyMzPl7NmzgW/IpBYyMjL82pK6j1RdylfzgB47dsyvdQejMn/7+KMPJKD+UKQOBBBAAAEELCQQFxcnZ86csVDEnoX6888/++USvGpt06ZNnjVKqRIJkICWiI2DEEAAAQQQsK5AVFSUdO/eXXr37m3dTuSJfPfu3TJhwgRp06ZNnq2s6ixAAqrz6BAbAggggAACARBQ0xWpJ7wHDRoUgNrNr1JNw6QSUHXJnMUaAr5PlmWNfhIlAggggAACCCCAgCYCnAHVZCAIAwEEEEAAAQR8E0hNTZXt27f7VokNj1bTSanbLnRaSEB1Gg1iQQABBBCwnYB6AvmNN97wywTp/sI5deqUpKen+6u6oNdz9OhRIwbdphoKOsyfAQwdOlTefPNNXcIx4iAB1Wo4CAYBBBBAwG4CkyZNkr///e/adevrr7/WLqaSBtShQweZMmWK1KhRQ8LCwkpajW2P0/GNTiSgtv260TEEEEAAAR0EGjVqZISxcuVKqVChgg4hGe9N79Onjxax+CuI4cOH+6sq6jFBgATUBGSaQAABBBAITYE6KY3kuWeeMDpfvXp1qVixohYQpUqVEjXZOgsCwRIgAQ2WPO0igAACCNheYNvmDXLgwEHb95MOIuCtAP/88VaM8ggggAACCHgpkJZ2QHJyvDyI4gjYWIAzoDYeXLqGAAIIIBBcgQceGC/33z9OavZ/UXZ+MC64weRp/fTp0zJ//nw5fPhwnq2s2lFAPZR17bXXSrdu3bTqHgmoVsNBMAgggAACdhBQl92btmgjp06fkr86HvZRyadKQk8tfK7A7kV3ukdOL/lHgfsq/SdN0vpWKnBfSTeWL19eduzYIYcOHSppFRxnIYHKlSuTgFpovAgVAQQQQACBEglERpaWdWt+NY5tujhb1tXNrSbmqvESd+e9bnUen/6ykXzGlU+S40cOuPapxPODiuscP2qTfxPQXbt2udphBYFgCHAPaDDUaRMBBBBAwNYC8fHxkpRUUVTyqRb115l4qoRTLdnHj4haL7XxU1HJZsy0dcZfta6SUZV8tmje3PgxDuAXAjYS4BK8jQaTriCAAAII6COgEknncmpYUyPBjNj5tZyrebWReKp9Odt/kpgXv3UWM/4aiefG9W7b+ICA3QRIQO02ovQHAQQQQMA0AZVkFnZ/5rEpEyWs9J/v3247JDfpdCSfzuXc4T0Sdeh350fj77ou6sJkc5n59v9Ju4tayZVdu7jt5wMCdhEgAbXLSNIPBBBAAAHTBOI695OtH00x2ivbspNsW/ixccndGYC6hN73Lw3l8yaPSam6rZybRZ0JPVOnu/E5atuXxlnR9Zf90/jc+IdRxqV6dQZ0yO23uY5hxTyBHMdcWerHTot6Cl7H15OSgNrpW0ZfEEAAAT8IZGdny969e2XVqlV+qM2eVXw3+SG3jql7PL9q4O71j4ldpNzEF+Q/df/tKqvu88x55kaJ/MtI2XR3bandrKnUduztXfaEnDrxhlHuyjwPIrkOZCXgAvfcc49Mnjw54O0Eo4HRo0fLK6+8EoymC22TBLRQGnYggAACoSlw9uxZefXVV42f0BTwrNexceWlzIwNEvvIR3KgX7K0znNYWESEqDOap95/Q2KuyN3hvA/0mykt5OLLb5TH69wkV4WJREqOnD2pypR1PQWvzrAe/9+HeWpkNdACamqqCMe4qe++3ZaOHTtq1yUSUO2GhIAQQACB4AosWrRI1FnQyMjI4AaiceuTXnxZfro594zlnKobRb77zoi2x19uMC6rq2RTXUqXj//j2J77NLsxE5PDtceym+TsX5Lk3oTc5HPybc8ax6pzb86pmFTyWdD9pQVtMw7ml88CZcuWNRLQ4cOH+1wXFRQvEOa418FeNzsU32dKIBDSAi1btpT27dvL9OnTQ9qBziPgi0DeJ9ydDyGp5FEtnzqSTjV9knNZs3atlC5dWho3amRsqtugsZQeMVUypwyXjQPucxZz/Y184KQkVnvKmCi+Vq1aru3OlY8+mi033vg350f+einw5JNPyrvvviv16tVzO3LDhg2ye/du4x9fbjv4EBAB5gENCCuVIoAAAgjYVcCZaKon1p3Jp+qrmkRe/agn139f/7uoxFMlm/0PNpWXX86dfF593v7bXVKqRSf5fO7HopLN/ItKPg/tmSDO5DNvsqvWST7zi3n3ea1jXPbt2ycxMTFuP+ofCZyT887Sl9JcgvdFj2MRQAABBEJOQJ29zLuo125OmvSivPDC+ddsdroi98bP3ds3S/0FZ2Tma9eInH3FSD7VseoS/XWOvyphjftXktuZUJV8qiTUueRNcvOuO/fz1zsBldgnJyfL3Llz3Q58+eWX5aGH3B8ucyvAB78KkID6lZPKEEAAAQTsLrDp7jVS+9IJ0tQxgXxa39ze5k0+8/Z/1erVsv6yrx1Pu7/hSj5vv/tLmfvBX41i6oymSkJV0qnKqHWW4AgcO3ZMzp075zhbnfumquBEEZhWO3fuLG3atAlM5SWslQS0hHAchgACCCAQmgJ17nBcvv3z7UXq7KdaVjsSTXV/df7luuv7GImnmn5JJHe+z7df7y6r16bJ+o2HJW10JUkY9pKkT3vKkXyeP+uZvx4+B14gIyPDuP/TjmdB1TRMJKCB/w7RAgIIIIAAAgETiPvtG1njmDzeOXG8uhe08zvL5Mg/3BNQda+out+zsGXE6I+MXenT7nM9/V5YWbZ7J9CuXTtJS0uTChUqXHDg1q1b5dSpUxdsf+GFFxy3UbxwwXY2BEaAM6CBcaVWBBBAAAGbCuzZudVIGLf/JjJk5AJpKp9L6Ut7GdvUmU51f6daVPKpklS1ON92pNbV2U+WwAqoh4zUtEoFnfVTl9pTU1MDGwC1FytAAlosEQUQQAABBBBwF1D3ahpPp/cfJVlbV0nm87f8ebbTcWbUuNwujuQz95iCks/rn0uX491z9zvvA3VvgU++CKgzn5deeqlMmzbtgmrGjRsnH3/88QXb2WCuAAmoud60hgACCCBgEwHnE+mH9nwntZ9XCWfu2c6sNUscr9lc49ZL51nPrt1zEyKVfO7YscOYaslZj9sBfEDA5gIkoDYfYLqHAAIIIBBYATVlknqAyHXP52UXXma/vv8c2bZpvVsgznk+3TbyAYEQESABDZGBppsIIIAAAoEVcE6hpF5j2rXa+fe8fPjhh3IifbocOXJEwsPPbw9sNKFde1ZWVqGTyq9bt0527dolNWrUCBmkO+64Qx577DGt+ksCqtVwEAwCCCCAgNUF8ieZf/zxh9GlBg0aWL1rlopfJfwFLUOGDJHIyEhp3LhxQbttue2KP1+MoFPnSEB1Gg1iQQABBBCwnYCag1GdkWv057vgbddBDTt07733Gg8hFRTa3/72N1E/LMEVIAENrj+tI4AAAgjYXCAhIUGefPJJm/dSr+4999xzkpSUpFdQROMmwM0obhx8QAABBBBAAAEEEAi0AAlooIWpHwEEEEAAAQQQQMBNgEvwbhx8QAABBBBAAAGrC5w+fVrUKzdnz55t9a74Jf6LLrpIateu7Ze6/FUJCai/JKkHAQQQQAABBLQQOHDggGzatEkWLlyoRTzBDuLOO+8s8K1QwYyLBDSY+rSNAAIIIIAAAn4XUG+ZOnnyJPOu/imbmJjod2NfKyQB9VWQ4xFAAAEEEEBAK4Fy5cqJ+mHRV4CHkPQdGyJDAAEEEEAAAQRsKUACasthpVMIIIAAAggggIC+AiSg+o4NkSGAAAIIIIAAArYU4B5QD4f1pZdekho1akhERISHR1AMAT0F1NOhhw4d0jM4okIAAQQsKNC7d29Zs2aNVKlSRcvob7nlFhk+fLhWsZGAejAcK1askHHjxnlQkiIIWEPghx9+sEagRIkAAghYQEDNOXrmzBmpVauWltFWqlRJu7hIQD0YEueTdP/+97+lc+fOHhxBEQT0Fejatatcdtll+gZIZAgggIDFBNSZTzXRu8oTWDwTIAH1zMkopebR0vX0uhfdoGiIC0RGRjI3Xoh/B+g+Ar4I/PTTT/Lyyy9L8+bNfanGVsf+9ttvouNcmzojk4DqPDrEhgACCCCAgGYCb775pvGKy2+++UazyIIXTnp6upw6dSp4AViwZRJQCw4aISOAAAIIIBAsgcaNG0t0dDQPM+YZgGuuuUaioqLybGG1OAES0OKE2I8AAggggAACCBQhkJmZKRkZGbJ06dIiSgVvV4MGDSQhISF4ARTQMgloAShsQgABBBBAAAEEPBXYuHGj7NmzR9q3b+/pIaaWGzx4sMycOdPUNotrjAS0OCH2I4AAAgggYDOB7Oxsueqqq6ROnToSGxvrVe/UNG5nz5716hi7F16yZIns2LFD4uLitOxq/fr1tYuLBFS7ISEgBBBAAAEEAiugztYtXrxYNmzY4HXSlJqaKiqBZTkvUK9ePVE/LJ4LkIB6bkVJBBBAAAEEbCHgfGDmlVdekRtvvNGrPk2aNEkee+wxr46hMAL5BXgXfH4RPiOAAAIIIIAAAggEVIAENKC8VI4AAggggAACCCCQX4BL8PlF+IwAAggggAAChQrs3bvXeAipf//+hZZhh14Cf/3rX72+1SLQPSABDbQw9SOAAAIIIBBEgb59+4p6a1FycrIrCudT7GreSm/vAVUP2yQlJcmuXbtc9bGit8DBgwe1C5AEVLshISAEEEAAAQT8J3D48GEpVaqUdOrUyVXpyZMnZfPmzW5JqWtnMSsjR44U9cOCgC8CJKC+6HEsAggggAACmgtUrlxZVMI5depUV6RpaWnyr3/9S2rVquXaxgoCZgrwEJKZ2rSFAAIIIIAAAgggICSgfAkQQAABBBBAAAEETBXgEryp3DSGAAIIIICAPgLp6emi3mzEYm+BihUrGvcB69RLElCdRoNYEEAAAQRsKTB//nzjwZ3mzZtLWFiYqX387rvvLmgvMzPT2HbnnXdesI8N9hO44447ZPr06Vp1jARUq+EgGAQQQAABOwr8+uuvsnXrVqlZs6ZERESY2kWVbIaHu99xV61aNVGv4axUqZKULl3a1HhozHyBiy66yPxGi2mRBLQYIHYjgAACCCDgq4BK+NTy+eefS5kyZXytzqvjb731VtmyZcsFx4wePfqCbWxAwCwB938SmdUq7SCAAAIIIIAAAgiErAAJaMgOPR1HAAEEEEAAAQSCI0ACGhx3WkUAAQQQQAABBEJWgHtAQ3bo6TgCCCCAQCAEMjIy5OWXX5aGDRu6qv/pp59c62avqLce7dixQx588EGzm6Y9TQS6d+8uXbp00SSa3DBIQLUaDoJBAAEEELC6wLRp02TChAkFdiMrK6vA7YHcGB0dLcePH5cPPvggkM1Qt8YCZcuWJQHVeHwIDQEEEEAAAZ8FUlJSjDqWL18u1atXN9ZnzZolY8eODcpk4J999pnPfaICBPwtwBlQf4tSHwIIIIAAAg6BpKQkSU5ONizi4+MxQQCBPAI8hJQHg1UEEEAAAQQQQACBwAuQgAbemBYQQAABBBBAAAEE8giQgObBYBUBBBBAAAEEEEAg8ALcAxp4Y1pAAAEEEAhxgQ0bNhgCCQkJEhYWFuIadN9sAfXa1RdffNHsZotsjwS0SB52IoAAAgggkCuQnZ0tH330kTjf616Yy7p16y7YNWzYMElNTZWWLVtesI8NCARaoHPnzoFuwuv6SUC9JuMABBBAAIFQFHjllVfk3nvv9bjrKuGsWbOmUb5OnTryzjvveHwsBRGwuwAJqN1HmP4hgAACCPhFoF69ekY98+fPlypVqhRa55IlS2TMmDFSuXLlQsuwA4FQFyABDfVvAP1HAAEEEPBKoEmTJq4zmwUduHPnzoI2sw0BBPII8BR8HgxWEUAAAQQQQAABBAIvwBnQwBvTAgIIIIAAAkUKPP/885KZmSnly5cvshw7ESiJQMeOHaVFixYlOTRgx5CABoyWihFAAAEEEPBMYMKECUYC6llpSiHgnYC6J3ny5MneHRTg0iSgAQamegQQQAABBIoTqFChggwdOlSefvrp4oqyHwFbCJCA2mIY6QQCCCCAgG4C27dvl7Nnz3oUlrr8fu7cOY/KUggBOwiQgNphFOkDAggggIA2Aps3bzZi6dSpk1cxffLJJzJx4kSvjqEwAlYVIAG16sgRNwIIIICAlgIjRoyQmJgYqV27tsfx9e3bV6655hqPy1MQAasLkIBafQSJHwEEEEBAK4HIyEi56667vIopNjZW4uLivDqGwghYWYAE1MqjR+wIIIAAArYQOHr0qEydOlVmzZpli/7QCb0EhgwZIg899JBWQZGAajUcBIMAAgggYKbAjh075ODBgxIdHV1ss4F8w5G6BJ+dnS0VK1YsNg4KIOCtwEUXXeTtIQEvTwIacGIaQAABBBDQVaB169Zy5MgRr8JLTU0t8lWcXlX2Z+F33323JIdxDAKWFSABtezQETgCCCCAgK8CNWrUkIsvvljGjx9fbFXfffedPPbYY1K5cuViy1IAAQSKFiABLdqHvQgggAACNhZQDwyphLJz587F9vLYsWPFlqEAAgh4JhDuWTFKIYAAAggggAACCCDgHwHOgPrHkVoQQAABBBBAwESBV1991ZhrNSwszMRWrdmUute5evXqWgWvfQL66aefipofrVSp4IW6e/duY9DUE4osCCCAAAIIIBBcgQULFsiYMWOCG4SFWh86dKi8+eabWkUcvKzOA4YzZ87IDTfc4EFJc4osXrxYunfvbk5jtIIAAggggAACBQo4p6uaM2eOtG3btsAybDwvoOODc1onoM4zjk899ZT06dPnvKTJa9u3b5drr71WrrzySpNbpjkEEEAAAQQCK5CTkyOZmZmBbcTPtTvjVYlVzZo1/Vw71ZkhoHUC6gSoWrWqNG7c2PnR9L/BvPxvemdpEAEEEEAgpATUK0BPnjxpyT7/+uuvcumll1oy9lAP2hIJaKgPEv1HAAEEEEAgUAIxMTHSsWNHrW55K66v6srkxIkTpVmzZsUVZb+mAiSgmg4MYSGAAAII6COwzZHw2HWJioqSVq1ayZ133mmZLq5YscJIQNU8rizWFCABtea4ETUCCCCAQAkFyvbvf/7IlBRZ73jgdXbebef3Ss7ZsxL2Z5Lz70LK5CnOqkkCzpcCjBw5UuLj401q1brN9Hd8d++44w6tOkACqtVwEAwCCCCAQKAFsg+kSXhSJQn7cqGk/z6zyOYSmgyRnO5XuZXZv39/UKcGdAvGDx+ysrJEPYhkpaV+/fqS4vjHg3pGhLOgxY9c2bJliy9kcgkSUJPBaQ4BBBBAILgCKvk8+rLjLKj6KWZxJqjx934gW7ZsMUqrd8fbbVHTGT333HOW6ZaaVH3Tpk2WiZdALxQgAb3QhC0IIIAAAiEk8MvKLdK+db1ie3z33XfLWccl+QYNGhRb1koFBg0aJF27drVSyMRqAwESUBsMIl1AAAEEEPBe4Jl/fiY79xyQac8NKfDgawdMknn/ut+1Lzo6Wh588EHXZ7usjBo1SsqXL2+X7tAPiwiQgFpkoAgTAQQQQMB3gbjySXL0z/s+HxnVq8gK8yaf6pK9Ovb4kQNFHsNOBBDwTIAE1DMnSiGAAAIIWFhAJY/qfk7nPZ0l6Yo69ty+z0Q9mGSnRPTcuXOiHqxavXp1SVg4xgICdevWFfXCAZ0WElCdRoNYEEAAAQT8KqAST7X4kngWFJCaymnPG2/YYgqgw4cPy9tvv238FNRXtllfYPDgwTJzZtEzPpjdSxJQs8VpD4EgC+zcuVM2bNggs2fPDnIkNI9AYAXOXnONSL4plPzZYrW77pKc9KNycv48f1Zrel2LFi2S06dPi7rHlcWeAsF8nXlhoiSghcmwHQGbCowdO9a43Fa5cmWb9pBuhbpAenq6TN+3z2DI+fYnCbvCv+8Kd84LquYRVQmuOht64oMPLMt++eWXWzZ2AreuAAmodceOyBEokcDjjz9eouM4CAGrCOR905Ez+VTzeOadeL6gCeYL6586yym/b5SwDu3cijgTUbXR6kmoW8f4gIAJAiSgJiDTBAIIIICAOQJ5k09ni+rspLoXVCWMKhE1Fi8uzYclOF71mCf5VPWlpaVJ3TFjnE0Yf3lK3o2DDwgUKUACWiQPOxFAAAEErCSgznKqRLPOhs2yJbGcdAw7K7+tW2d0wXj7kWPNm7Ofzr7nPXv6z+dHy+rfdzjepjREIqr0Muq/5OmnbfVkvLPf/EUgUAIkoIGSpV4EEEAAAdMFnNMjqaSzWdOmxrRJIlvcnoJXT8R7k4TmTT5Vh4YPuMrVLzUt06WXD5E92ze7trGCgK8CO3bskF69eknz5s2lVCnfU7XevXuL+tFp8b1XOvWGWBBAAAEEEHAINK6wxZF85r67vSAQlYS6LscXVCDPNucUTurNSZNen+uWzKpiHTp0kOq1UzgDmseMVd8Eli9fLmvWrJGsrCyJjY31rTLH0W3atPG5Dn9XQALqb1HqQwABBBAImoDzPkx1aVydnXQud/51qHNV/rMhR3745O+SfSDNta2olXV/7JLLbvi79G0UZvyouqbPmeE6ZNL93aRF57muz6wg4KtAUlLu/LWzZs0yzoL6Wp+Ox5OA6jgqxIQAAgggUCIB5yV4lYiqJFMtKnnsWOW0sa5+/fDJc3LJ03Ncn4tbUcerusYPH+8qqpJS59Ki8wjnKn8DJKDOBD7tuM+2YcOGEhYWFqBW9Kl23Z/3LesTkf8jIQH1vyk1IoAAAggEWcCZiK753xRXIuoMSSWMGX8mje3atZOmjntF33nnHefuAv+q11Q+N/U5t30qMXW247aDD34XmDNnjjzxxBN+r1f3CtVLQ9R9oHZcSEDtOKr0CQEEEEDAEPDX2cmWLVs66lM/55fjRzjzeV4jsGvVqlUzGli8eLFtE7K8gj/++KPxEFKjRo3ybrbVOgmorYaTziCAAAIIIGBfgYSEBElMTLRvB//sWXy8Y+5Zx3Ls2DE5cuTIn1tL/kfVFx4eXvIKAnAkCWgAUKkSAQQQQAABBBAoqcDu3buNQ/31mtRhw4bJG2+8UdJwAnIcCWhAWKkUAQQQQAABd4HPP/9cFi1aJHXr1nXfwadiBTZt2mSUyczMLLasHQr87W9/k/Xr10vjxo390p327dv7pR5/VkIC6k9N6kIAAQQQQKAQgUcffVTUw0yh8BR3IQQl3pyTk2Mcu3nzZlEPjtl9iYyMlKeeesrW3SQBtfXw0jkEEEAAAV0E1INMKrFYunSpLiFZJo4ffvhB1OVof50RtEzHbRyoXnek2hiariGAAAIIIIAAAgjkCpCA8k1AAAEEEEAAAQQQMFWAS/CmctMYAggggAACCHgrcObMGeOQqVOnSuXKlb09POTLd+vWzbiFQScIElCdRoNYEEAAAQRMFdi/f7+on969ewe83e+//16ys7MD3o4dG1D3zpYqVUrUG5EiIiLs2MWA9kk9+OavKZ38FSgJqL8kqQcBBBBAwHIC6jWcas7FkydPBjx29T5zlpIJqOQpVKZgKpmQ9Y4iAbXemBExAggggICfBObPn++nmoqvZuDAgcbcjsWXpAQC9hfgIST7jzE9RAABBBBAAAEEtBIgAdVqOAgGAQQQQAABBBCwvwAJqP3HmB4igAACCCCAAAJaCXAPqFbDQTAIIIAAAnYVWLt2rfEqzri4OLt2kX5pKjBixAh57rnntIqOBFSr4SAYBBBAAAG7CowfP16+/vprqVevnl27SL80Fejatat2kZGAajckBIQAAgggYEeBvn37ivphQQABEe4B5VuAAAIIIIAAAgggYKoACaip3DSGAAIIIIAAAgggQALKdwABBBBAAAEEEEDAVAHuATWVm8YQQAABBHQW2Lhpk3z55QIZPWqkzmEWGtvy5ctl9uzZkpKSUmgZdoSewGWXXSaNGzfWquMkoFoNB8EggAACCJgpEFc+Sd588b+y7rtlRrNPvTNKGtSvb2YIfm1LPWm/aNEiv9ZJZdYXUNMwvfbaa1p1hARUq+EgGAQQQAABswRmzfxZJoydbCSfyeWry8h/3GBW0wFrp3Xr1rLJcRZ348aNAWuDiq0nEBUVpV3QJKDaDQkBIYAAAgiURCArK0u2b98u0dHRHh3+z7eekqwTZ+W2rsOl933tZPfu3a7jvl+wWy6/prrrs1VWjh07JtnZ2aJjwmEVQ+I0R4AE1BxnWkEAAQQQCLDA9ddfL/PmzfOolQ9m/CRd63cXdebzoXfulFGTD0rZhIrGseqSfP+hl3pUj46FwsLCdAyLmBBwEyABdePgAwIIIICAVQXUG4YSExNl5syZxXbh1kF/kbHXP2aUe++dGcbfUweT5cTJoxJTcb98+umnxdahY4Hp06fL0qVLdQyNmBBwEyABdePgAwIIIICAVQViYmJE/agzoUUt6t5PZ/KpyjnLqweSjh85UNSh2u/7/vvvZd26ddrHSYAIkIDyHUAAAQQQsJ2ASjJvGnLJBf2a8eoCuefxW90SUFXIDsmn6scff/whe/fulaZNm6qPLAgYArfffruMGzdOKw0SUC+GY/PmzZKUlOTFERRFAAEEEDBLQCVemZmZopLPnbu3OJp1T0BVkplUsapMHDTdLSS1feSQx+TpZ56VRx952G2f1T706dNH1INITZo0sVroxBtAAR2/D2E5jiWAffap6lOnTklsbKxxP8/gwYN9qsuXg1evXi2tWrXypQqORQABBBAIsEBYRIT8e9r3RiuNL4qRli1bulr813vvSeqWMIlNj3Vtyzvtkkpa7xj3F8tfgnd1jhUENBfgDKgHA6T+IzZ37lypWDH3CUkPDqEIAggggIAJAjvXF/xG6QWf/uZKQFVyGSkpcnzbMoktn5uA5k0+TQiTJhBAIJ8ACWg+kMI+9urVq7BdbEcAAQQQCLBAy1YdZdTgR6VsmXjj8voDj99itNihQ27DKslUy8dfvyZ9rh4pNavXkxeeeN/4q7arS/KT5z5pXH7Pn3w6j7X6A0iqnywIWEWAS/BWGSniRAABBEJUQCWIzldl5iVo2rGd8aCRSjTVopLOvEvufaDu253bnpo81ngFp7O82u5Map3b+IsAAoETIAENnC01I4AAAgj4KDB62DMSf6acMWF8/qr2H9ltnNVUUyqpZNS5TLu/izxx3Qj5uV5rqZRURaKjzt/3qco4k1BneZWMfvxhbhLr3MZfBOwk0KJFC6lcubJWXSIB1Wo4CAYBBBBAQAns3r1HqlevVijG83f/S8pEx7n2q8vq6ml29RajNldUlLjXZssnW9fLPQs/kndf+8ZVLu+KMxF98O+35t3MOgK2ExgyZIjMmJH7wgVdOkcCqstIEAcCCCCAgE8Cp0+fNiZhr1W7tjRp1FxefW6OtOlYQdq2v8x1uV0lnb37t3PbphpV5VgQsKOAejVr9erVjZc06NQ/HkLSaTSIBQEEEECgxALR0dHStm1b4/i0A3td9aiHi67vNUT6X3+Hsa1Bgwau6ZbU/aXvfPy0Y/ujBU5c76qEFQQQ8KtAwfNX+LUJKkMAAQQQQCC4AnM/K/j98OptSYP6kHwGd3RoPRQFOAMaiqNOnxFAAIEQFMh9Naf725EUQ0Gv7AxBHrqMgKkCnAE1lZvGEEAAAQQQQAABBDgDyncAAQQQQAABBFwCl156qZw7d04SExNd21ixtkC/fv1k0KBBWnWCBFSr4SAYBBBAAAEEgiuwZs0aqVq1qiQlJQU3EFr3m0B4uH4XvElA/Ta8VIQAAggggID1BcqWLSv9+/eXJ5980vqdoQfaCpCAajs0BIYAAgggYIbAH3/8IZMmTZLmzZub0Zz2bRw7dkz27NmjfZwEaG0BElBrjx/RI4AAAgj4KPDqq6/KzJkzRV2mVJN2h/qi7v9csWJFqDPQ/wALkIAGGJjqEUAAAQT0FmjatKkRYFZWFgmoQyI5OVl69eql96ARneUFSEAtP4R0AAEEEEAAAf8JZGdny8GDB2XDhg3+q5SagipQs2ZNiY2NDWoM+Ru3RALK/wjyDxufEUAAAQQQCIxAenq6vP7668ZPYFqgVrMFhgwZIjNmzDC72SLb0zoBVfehqGXlypVFdoKdCCCAAALBE8jIyJC+fftKkyZNJDIyMniBlLDl77//voRH2vOwL774Qs6cOSMxMTH27GAI9krHB+y0TkAjIiKMr4maDoIFAQQQQEBPgVWrVolKWn788UeJiorSM8giolJPfbOcF+jWrdv5D6whECABrRPQAPWZahFAAAEE/CgQHx9v1Pbxxx9Lly5d/FizOVVNnTpVRowYYU5jtIIAAoaAflPjMzAIIIAAAggggAACthYgAbX18NI5BBBAAAEEEEBAPwEuwes3JkSEAAIIIGCiQFpamtHasGHDmAfURHeaMk9Azevas2dP8xr0oCVZ3wcKAAAa5ElEQVQSUA+QKIIAAgjYSWDgwIGyePFiqVatml+6dfz4caOejRs3WvIe0EqVKkm5cuXkp59+8osHlSCgm0DDhg1JQHUbFOJBAAEEQk1g69atcvr0aalbt65fun7o0CFZt26dZaftGT58uKgfFgQQME+AM6DmWdMSAgggoIWA88zn+++/75d4VPK5YMECqVGjhl/qoxIEELC/AA8h2X+M6SECCCCAAAIIIKCVAAmoVsNBMAgggAACCCCAgP0FuARv/zGmhwgggIApAuq+UvVaThYEENBLIDY2Vq+AHNGQgGo3JASEAAIIWEvgyJEjRsDXXnuttQInWgRCREA9ZDdlyhSteksCqtVwEAwCCCBgPYEOHTrI/fffL/Xr15eIiAjrdYCIEbC5gPrfqG4LCahuI0I8CCCAgMUEwsPD5YUXXrBY1ISLAALBFOAhpGDq0zYCCCCAAAIIIBCCApwBDcFBp8sIIGA9gblz58pbb70lTZo08Tl49cafnJwcn+uhAgQQQKCkAiSgJZXjOAQQQMBEgRkzZsj8+fNlxYoVPre6f/9+iYqK8rkeKkAAAQRKKkACWlI5jkMAAQRMFGjatKmsWrVKdu3a5XOrN910k+zZs8fneqhAL4HbbrtNatWqZdlXouqlaZ9owsLC5Morr5T27dtr1SkSUK2Gg2AQQAABBBDwXiA1NVXee+89I/ksXbq09xVwhK0FTpw4QQJq6xGmcwgggAACCARBwJl0qvuE1RluFgR0F+AMqO4jRHwIIIAAAloKLFu2TLKzs6VUqeD/X2l6erphpOJhQcAKAsH/X40VlIgRAQQQQACBfAKXXHKJkYDm2xzUj59//rncfPPNQY2BxhHwRIAE1BMlyiCAAAIIIJBPIDo6WgYMGCADBw7Mt8f8j0ePHpXu3bsLr0M1354WSyZAAloyN45CAAEEEAhxAfUGqJo1a4o6Exrs5dChQ0YIOtwOEGwL2reGAAmoNcaJKBFAAAEEEChUIDMz09h3xx13yMiRIwstx47QE1DTMN11113y1FNPadV5ElCthoNgEEAAgcALnD59Wo4cOSJffvll4BuzcQsq6VPT2+iwVK5cWfr168c8oDoMhoYxXH311dpFRQKq3ZAQEAIIIBBYgU2bNsnvv/8uPXr0CGxDIVC7ejvVM888o0VPZ82apUUcBIGAJwIkoJ4oUQYBBBCwkYB6F/yOHTt4Y46PY9qiRQu54YYbfKyFwxEITQES0NAcd3qNAAIhLFCuXDlp3rx5CAv4p+sRERFazAHqn95QCwLmCoSb2xytIYAAAggggAACCIS6AGdAQ/0bQP8RQAABBEokcO7cOVm5cqXxDvYSVcBBCJgk0L59e6lfv75JrXnWDAmoZ06UQgABBBBAwE1APQX/0UcfGT9uO/iAgGYCahqm119/XauoSEC1Gg6CQQABBBCwisCxY8fk7NmzVgmXOENYQN33rdtCAqrbiBCPLQU6dOgg6q0pFSpUsGX/6FTgBZYvXy7Ot90EvjVa8EQgJiaGmQQ8gaIMAgUIkIAWgMImBPwtoO4Tq1atmpQpU8bfVVNfiAhkZ2eHSE/pJgIIhIIACWgojDJ9DLqASjxvu+02efzxx4MeCwFYU2D8+PHy/vvvWzN4okYAAQTyCTANUz4QPiKAAAIIIIAAAggEVoAzoIH1pXYEEEAAAQQQ8KPAkiVL5Prrr5fatWuLehkAS/ECAwYMkDFjxhRf0MQSJKAmYtMUAggggAACCPgmkJqaKkePHpWUlBTR8elu33oXmKNVsq7bQgKq24gQDwIIIIAAAggUKhAfH2/se/7556VevXqFlmOH3gIkoHqPD9HZQCCufJIseeaE/PdA8Z35dWq0UajN8NPFF6YEAggg4IPAzTffbEwNZ7WziBs2bDB6zRysPgy+BoeSgGowCIRgb4HjRw6ISixrnXhGqtV8V/bs3OrW4dwE9bixbc22bBk0iYmt3YD4gAACARH44IMPRJ1NtNr0cCdPnjQ8mBc3IF8L0yolATWNmoZCXWDcv8rJV4/vNZLRvBZLnsn95Ew+v173m7Fhi+Nf+fcPvVtUAsuCAAII+FMgJyfHqO6ZZ56RESNG+LPqgNf15ZdfSo8ePaRKlSoBb4sGAidAAho4W2q2scC2Awdkc9p++evlXYpNEHfs2GFIfPX4iQtEtuzNlnpVw0Uln6NmxMuytZdL31felNLhuU92Tpqh17t7L+gAGxBAAAGTBZzJ89KlS2XPnj0mt27N5po0aSIVK1bUKngSUK2Gg2CsIPDUM89K74G3iTpDWVyCeNMV7eSLtdslpWqMzBxxytW91CM5kpaeIy3q5E7Fq5LPZ3u1N/Zfd8kVMuf7xa6yrCCAAAIInBfYtWuX8UHdw8rimcDgwYNl5syZnhU2qRQJqEnQNGMfgQmPPCzOy+TF9eqHbVscDyBluBVTDxglV60l8x/d79q+5Jnj8s7cg8bnfw49apxZHdnzlNzYIctxyf5W4wxpl5GbpFatWq5jWEEAAX0E1CVhdS9l+fLl9QmqiEicZxHXr19fRCk9d915553SqFEjy1jroFinTh0dwnCLgQTUjYMPCHgmcHXTZqJ+3vh4tqiHiAq7T3PXrsOSmFRRzmaFORLR40YiKY4HkuY/Ko6Es5XR2NtLt8jtF5+fSkSdDU2pmmUkn+rS/OJ1paVL02yST8+GhlIIBEXgq6++kuTkZElKSgpK+9426kxADx7M/Yevt8cHu/wVV1wR7BBo30cBElAfATk8dAXUk+0PP5FoJJZqXSWU9Su732NzWfuFcujAace/1HPnrVOX3Lv/PUFevP2YCy5v8qk2Op+aV8mnWm6d9IskLrnIeHjJ+aCSsYNfCCCgjUBkZKTce++9Mm7cOG1iKioQlYCGh4dLx44diyrGPgQCJkACGjBa/SqePXu2qCcemzdvrl9wloyorzSqOjf3rKYj/jYtfpVf17RxS0In/9xXxkq0HD+eJU8v7CVz5syRCb9cJ0dTRQZdv1B++OUqo+ebUnPPQry64Gfj82871L2huQ8mLalzkasNYye/EEAAAQQQsLgACajFB9Cb8BcuXCirV68W9S91Fv8IvH7HGUdymFuXSj7V8uKSdVI5uVLuRnFMoXSJI5XMzjZeHac2jnr3c2Nf7vyfuUmoOnP60qLV8l2TBFn5e7oMeD7DuLTvvGyvLsurB57u6vO3P+vlDwIIIIAAAtYVIAG17th5Hbl6ZVl0dLT88ssvXh/LAYULHHLM2znq5oGyYXXu2cu3HfeEfvLAPtcB6rJ5hQoVJP89Syq5VIu6TJ/7V6TTI3GOyerrGpPVq0vxo69xZK+O5faLReo5brp37jM28gsBBBDwUWD69OmiTk6w2FvgxhtvFN1mDSABtfd3jt6ZIKAeRtqweoVbS0Nei5YxPTMkIsxxqd3xZqNxb1eUCluXyT8HXicPf/aL64Ek5zRM6mCVqKon4EWOGmc/ndMync48J9O/WWbUn/8tSsZGfoWEwO+//y779u3j3deajvbp06dl0aJFlrkHNCwsTOrXry9RUVGOW4Ry/zGsKS1h+UHg1Knz0wD6oTq/VEEC6hdGKkHgvIDzifiqVSvI3r2HjR39Lmpk/FX3eqqHjp5+N0Pm/LLGddCSb7+VtFXd5IHpue+AP552nbFPXZp33h/qKsxKSArceuutot59rSaUZtFPYPLkyVKzZk39Aisioo0bNxaxl10IBFaABDSwvtQewgLO5FMRfLh8gzze8xLjQSX1+W3HPZ15l06OKUU6XZGbfKrtcZW+MiapV0/Mn3KcAX01b2HWQ1Kgb9++on5Y9BR4/fXXjTOKekZHVAjoJ0ACqt+YEJFNBXLv9cx981HupfbCO6ou26upnb78e7pRSM0leuiANefrK7yX7EEAAQQQCFWB3P83DNXe028EgiSg7g195/5I6X5t7qX2/GGoJ+TzLl8/ccJISFVSyoIAAggggIDVBTgDavURJH7tBdTUV189ecJ4yMj50NG0RbHy/Yp0GVRI9M7J6J27nZPS93xgrxxwnAlNcpwRZUEAAX0E1MTuhw8flu3bt+sTFJEg8KdAlSpVjAfOdAIhAdVpNIjFlgI3Dxgs+/eUlVGjRknPG0fIro+qG8lncZ1V74xXZzxvm9ZUdu7cWejrPourh/0IIBB4AfWA2MSJE42fwLdGCwh4JzB06FB58803vTsowKVJQAMMTPUIrHNM0VSxYu4ZS3XmMsmRWHq6qCR05yPul+M9PZZyCCBgnsCsWbMkIiLCmGvZvFZpCQHPBFq1auVZQRNLkYCaiE1TCJREwDmtU0mO5RgEEDBHgBkKzHGmFfsI8BCSfcaSniCAAAIIIIAAApYQIAG1xDARJAIIIIAAAgggYB8BElD7jCU9QQABBBBAAAEELCHAPaCWGCaCtLqAek/0/PnzjWlarN4X4kcAAQQQsJZAz549pVu3bloFTQKq1XAQjF0Fypcvb0ylpOYJZEEAAQQQQMBMgapVq5KAmglOWwjoIrBr1y5dQiEOBBBAAAEEgi7APaBBHwICQAABBBBAAAEEQkuABDS0xpveIoAAAggggAACQRcgAQ36EBAAAggggAACCCAQWgI8hBRa401vEUAAgZAQyM7ODol+0kkEPBEID9fvfGNYjmPxJPhglMnIyJAyZcpIgwYNpHLlysEIwVZtbtq0SVJTU4X/MNtqWOkMAgjkE+jRo4d8+eWX+bbyEYHQFRg9erS88sorWgFofQY0NjZWWrZsaSSfcXFxWsFZMZi9e/dKWFiYFUMnZgQQQMBjgaSkJElOTpbHH3/c42MoiICdBTp27Khd97ROQJXWqlWrtEOzakCTJk3iP8hWHTziRgABjwXKlSsnau7du+++2+NjKIgAAuYKaJ+AmstBawgggIB5AoMGDZKff/5ZatSoYV6jIdDSypUr5dSpUyHQU7qIgHUFSECtO3ZEjgACFhdYs2aN8XrWhg0bWrwneoUfERHB7UZ6DQnRIHCBAAnoBSRsQAABBMwRUGc+ExMTZe7cueY0GCKtjBw5UhYtWhQivaWbCFhTgATUmuNG1AgggAAChQgcOXJEDh06JC+99FIhJdiMQGgJdO7cWdq2batVp0lAtRoOgkEAAQQQ8FXg5MmTRgL6yCOP+FoVxyNgC4FRo0aRgNpiJOkEAggggIC2Ap9++qm2sREYAgjkCnAGlG8CAgggkEdg+fLlEh0dnWdL4FbVpWIWBBBAIBQFSEBDcdTpMwIIFCiQlpYm7dq1K3BfoDaalewGKn7qRQABBEoiQAJaEjWOQQABWwo43xT22GOPSZcuXQLexwceeEB0fEdzwDtOAwggEPICJKAh/xUAAIHQEnjq406yddUxefuplYV2PKfBYunc+YlC9/trR5UqVSQjI8Nf1VEPAgggYBkBElDLDBWBIoCAPwQm9Fki0kfkymsuk8sGRBhVPnnLt25V//rNfnlMrpD8290KOT5c2+MamTd/Qf7NfEbAY4ElS5ZIt27dpEKFCqIm0GdBIBACd955p6grOzotJKA6jQaxIIBAwAS6dLlMOg6NkPCIHBnc4X1ZtOAHo61ufZoayab6MKrbx8a2Adc8Jb9lviaPvV94Eqr2TZ480yjPLwRKKqBeGXr27Fnp2bOnJCUllbQajkOgSIErrriiyP3B2EkCGgx12kQAAdMFFi/OTThVw7t37zaSS7VevWmkcaZTJZT//KqPPPR2R7XZSEbV52c+6SyP3PA/ueradrJw3jJjnyq7aMYhx3H1jc/8QqCkAjExMcahY8eOlWbNmpW0Go5DwHICJKCWGzICRgABXwWqV6/uuryukkn1o5ZSUWGO3zmyQaZI36S+xrYzGdnG34a1c98iosqGhefID4vXGdt9+ZWammokw0OGDPGlGo61sMDOnTuN6I8ePWrhXhA6At4LkIB6b8YRCCBgIwHnfZ5XDGwvnbtFyY/fnpU2F5eWBm1qS+1LqkjWmWw53P2wTJn6hnQd0t7o+TczfzH+dujSWK4aWvBl0yYyQm66pV+RUuohpF27dsmvv/5aZDl22lcgPT3d6NyxY8fs20l6hkABAmE5jqWA7WyyocCkSZPk8ccf56lbG44tXSpcYOzoMVKufeFPvDuPvP3Sf8lfbugmlS4q7zjDGSY52Tny6E3PyNOz3F/n+NajH8pbPw5wHub6u+jNw/LD/35zfWYFAU8E1ENI6j3da9eu5RK8J2CUsY0ACahthrL4jpCAFm9EidAT+PDfH8pP6a/JmhVnjc5HREbIubPnjPXTx85IdLkoSVt3WCo1reCGs3tlmmz8dZvbNj4g4K3A4sWLpWvXrvLiiy9KzZo1vT2c8gh4JKBesFG7dm2PyppViEvwZknTDgIIaCGw5Jtv5ZvURyXvtZ/yFdS9nyLpW49LQt04V5wq+VRLcvNE44yoWp/z0gKZ8Mij0mbkGte9o2r72dNZ8vjNi8T5UInaxoJAcQLOS/Djxo0rrij7ESixgJqGadq0aSU+PhAHcgY0EKqa1skZUE0HhrBME3A+bJSw7wa5d9w9F7R79d2XOs5+5j50lH/n8X0nJa5KGWPzgXVH5OzJLElslCBlEktLx6uijQT1XOb5o5z3lp7fwhoCBQuoh9F4I1bBNmz1j0BiYqJ288ySgPpnbC1Ri3rS9u2335ZatWpZIl6CRMCfArc9U1X+75G9hVZZoXySfDOng9v+Ps/9ItmZjoQ0IkwqpmVKakK4vHRbaWnUdp7cdddQeX/WbLl/2iUSUzZSImPC5dG//s/teD4ggAACCBQsQAJasIstty5atEief/55adGihS37R6cQKKnAlk1b5KFR+6VhysVGFbHJz8qoEbfJGy+lyC/Lv5VG9XOfflc7Fy3ZI4u/3+c46zlK+vZzf8pdnWE99G1zmTJtSklD4TgEEEAgJARIQENimOkkAggUJbB0YQf5eeUJ6bWnm5w4fVZqjA83isfHR8nSFd/JlLdS5IUXJ0r02UmuarZOzJLW015zfXaufPu/b6VFqxaSkJDg3MRfBBBAAIF8AiSg+UD4iAACoSegXoe49ocrjY6HhYVLZGS01K7RTJ54bJvcNOCA4wzoJbJh/wB5e8AdsjXzpCzY8rss+d/30qnz5aGHRY8RQAABPwiQgPoBkSoQQMD6AmpK5E4XtZVrr8uU3X/Ulqio3LOg/W47YHSu2rzLJf3MGQkLC5MmT0SKJL5g/U7TAwQQ8FrggQcekPfee0+7aY2K6sitt94qw4cPL6qI6fuYhsl0chpEAAHdBHr17CH1K0ZKu2Y15MB2kSta1naFuGN5Hck6ly1PrvvMMXXTOfniq02ufawggEDoCWzZskWOHz8uderUsUznK1WqpF2sJKDaDQkBIYCA2QKRZ487mkw0mv1h1WZp36i2KwR1ZjTC8WakAZ2vkW9+3ejazgoCCISmQPXq1aVy5cry/vvvhyaAn3pNAuonSKpBAAHrCfTs0UM6dLhMalVNlHDHpfVWKdXdks/8PToV6f42pPz7+YyA3QXmz58v7777rjRu3NjuXS20f+rtVYcOHSp0Pzs8E+AeUM+cKIUAAjYTePS+sfL111/KpS0byuBhI2TY6HGOBLSadG3T0HGpPafA3p6t3s5xOf6cDBo0UHZt+kVWfz5bug29UyLj6hdYno0I2E3guuuuE5WEhvIsD8eOHTP+G5GVlWW34TW1PySgpnLTGAII6CKgpl5yLh+9V0naNawlv2zYLqXCw6VZnaoSVfr8BaLNew/Kb1v3SpWK5WTfgaNSuWK83DnisBw7fk4uvupHZzX8RcD2Ag899JD83//9n+zevdv2fS2sg2PGjJF58+bJpk3cD16YkSfbz/8X1pPSlEEAAQRsIDDvi3lSMfc170ZvSpeKMJJP9SErO1tWbXH/P1d1eV4ln2qpkhQv6sn4Y47bRrftyJDcqeuNXfxCAIEQEMjMzJTTp0/LL7/8YpneNmjQQMqXL69VvCSgWg0HwSCAgBkC1/a8VpYufNrV1LMzPjbWDxw4IOpp0Q8//FD69u3r2p935b6B1xsfy1SZIf2uapJ3F+sIIBACAmvXrjXOAF9yySWW6e3gwYNl5syZWsXLJXithoNgEEDATIE1q1dKi5atXU2mpaVJcnKyXHPNNVK/Pvd1umBYQeBPgYULF8qOHTskIyMjZE0OHz4sy5Ytk8TE3JkzrACh/nsWHx+vVagkoFoNB8EggEAwBU6cOCHVqlUzLlVFR0cHMxTaRkBLgT179oh6cxgP4Gg5PJYKikvwlhougkUAgUAKlC1bVo4ePRrIJqgbAUsLOB9CsnQnCF4Lgdx3zWkRCkEggAACCCCAAAIIhIIACWgojDJ9RAABBBBAAAEENBLgErxGg0EoCCCAAAII6Cyg5v9UD+HcdNNNOodJbPkE+vTpIzfeeGO+rcH9SAIaXH9aRwABBBBAwDICKSkpxkN66mEkFusI6PjqUJ6Ct873h0gRQAABBBBAAAFbCHAPqC2GkU4ggAACCCCAAALWESABtc5YESkCCCCAAAIIIGALARJQWwwjnUAAAQQQQAABBKwjQAJqnbEiUgQQQAABBBBAwBYCJKC2GEY6gQACCCCAAAIIWEeABNQ6Y0WkCCCAAAIIIICALQRIQG0xjHQCAQQQQAABBBCwjgAJqHXGikgRQAABBBBAAAFbCJCA2mIY6QQCCCCAAAIIIGAdARJQ64wVkSKAAAIIIIAAArYQIAG1xTDSCQQQQAABBBBAwDoCJKDWGSsiRQABBBBAAAEEbCFAAmqLYaQTCCCAAAIIIICAdQRIQK0zVkSKAAIIIIAAAgjYQoAE1BbDSCcQQAABBBBAAAHrCJCAWmesiBQBBBBAAAEEELCFAAmoLYaRTiCAAAIIIIAAAtYRIAG1zlgRKQIIIIAAAgggYAsBElBbDCOdQAABBBBAAAEErCNAAmqdsSJSBBBAAAEEEEDAFgIkoLYYRjqBAAIIIIAAAghYR4AE1DpjRaQIIIAAAggggIAtBEhAbTGMdAIBBBBAAAEEELCOAAmodcaKSBFAAAEEEEAAAVsIkIDaYhjpBAIIIIAAAgggYB0BElDrjBWRIoAAAggggAACthAgAbXFMNIJBBBAAAEEEEDAOgIkoNYZKyJFAAEEEEAAAQRsIUACaothpBMIIIAAAggggIB1BEhArTNWRIoAAggggAACCNhC4P8BHF5EWpZXuucAAAAASUVORK5CYII=" /><!-- --></p>
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+</div>
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+<div id="use-image-as-background" class="section level2">
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+<h2>Use image as background</h2>
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+<div class="sourceCode"><pre class="sourceCode r"><code class="sourceCode r">pg <span class="op">+</span><span class="st"> </span><span class="kw">geom_phylopic</span>(<span class="dt">image=</span><span class="st">&quot;79ad5f09-cf21-4c89-8e7d-0c82a00ce728&quot;</span>, <span class="dt">size=</span><span class="ot">Inf</span>, <span class="dt">alpha=</span>.<span class="dv">5</span>, <span class="dt">color=</span><span class="st">'firebrick'</span>)</code></pre></div>
131
+<p><img 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" 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@@ -9,7 +9,7 @@ weight: 1
9 9
 
10 10
 <p><link rel="stylesheet" href="https://guangchuangyu.github.io/css/font-awesome.min.css"> <link rel="stylesheet" href="https://guangchuangyu.github.io/css/academicons.min.css"></p>
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 <p><img src="https://raw.githubusercontent.com/Bioconductor/BiocStickers/master/ggtree/ggtree.png" height="200" align="right" /></p>
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-<p><a href="https://bioconductor.org/packages/ggtree"><img src="https://img.shields.io/badge/release%20version-1.10.0-blue.svg?style=flat" alt="releaseVersion" /></a> <a href="https://github.com/guangchuangyu/ggtree"><img src="https://img.shields.io/badge/devel%20version-1.11.3-blue.svg?style=flat" alt="develVersion" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-22348/total-blue.svg?style=flat" alt="total" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-1218/month-blue.svg?style=flat" alt="month" /></a></p>
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+<p><a href="https://bioconductor.org/packages/ggtree"><img src="https://img.shields.io/badge/release%20version-1.10.0-blue.svg?style=flat" alt="releaseVersion" /></a> <a href="https://github.com/guangchuangyu/ggtree"><img src="https://img.shields.io/badge/devel%20version-1.11.4-blue.svg?style=flat" alt="develVersion" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-22808/total-blue.svg?style=flat" alt="total" /></a> <a href="https://bioconductor.org/packages/stats/bioc/ggtree"><img src="https://img.shields.io/badge/downloads-1218/month-blue.svg?style=flat" alt="month" /></a></p>
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 <p>The <code>ggtree</code> package extending the <em>ggplot2</em> package. It based on grammar of graphics and takes all the good parts of <em>ggplot2</em>. <em>ggtree</em> is designed for not only viewing phylogenetic tree but also displaying annotation data on the tree. <em>ggtree</em> is released within the <a href="https://bioconductor.org/packages/ggtree/">Bioconductor</a> project and the source code is hosted on <a href="https://github.com/GuangchuangYu/ggtree"><i class="fa fa-github fa-lg"></i> GitHub</a>.</p>
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 <div id="authors" class="section level2">
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 <h2><i class="fa fa-user"></i> Authors</h2>
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@@ -18,7 +18,7 @@ weight: 1
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 <div id="citation" class="section level2">
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 <h2><i class="fa fa-book"></i> Citation</h2>
20 20
 <p>Please cite the following article when using <code>ggtree</code>:</p>
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-<p><a href="http://dx.doi.org/10.1111/2041-210X.12628"><img src="https://img.shields.io/badge/doi-10.1111/2041--210X.12628-blue.svg?style=flat" alt="doi" /></a> <a href="https://www.altmetric.com/details/10533079"><img src="https://img.shields.io/badge/Altmetric-325-blue.svg?style=flat" alt="Altmetric" /></a> <a href="https://scholar.google.com.hk/scholar?oi=bibs&amp;hl=en&amp;cites=7268358477862164627"><img src="https://img.shields.io/badge/cited%20by-55-blue.svg?style=flat" alt="citation" /></a></p>
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+<p><a href="http://dx.doi.org/10.1111/2041-210X.12628"><img src="https://img.shields.io/badge/doi-10.1111/2041--210X.12628-blue.svg?style=flat" alt="doi" /></a> <a href="https://www.altmetric.com/details/10533079"><img src="https://img.shields.io/badge/Altmetric-325-blue.svg?style=flat" alt="Altmetric" /></a> <a href="https://scholar.google.com.hk/scholar?oi=bibs&amp;hl=en&amp;cites=7268358477862164627"><img src="https://img.shields.io/badge/cited%20by-60-blue.svg?style=flat" alt="citation" /></a></p>
22 22
 <p><strong>G Yu</strong>, DK Smith, H Zhu, Y Guan, TTY Lam<sup>*</sup>. ggtree: an R package for visualization and annotation of phylogenetic trees with their covariates and other associated data. <strong><em>Methods in Ecology and Evolution</em></strong>. 2017, 8(1):28-36.</p>
23 23
 </div>
24 24
 <div id="featured-articles" class="section level2">
25 25
new file mode 100644
... ...
@@ -0,0 +1,82 @@
1
+---
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+title: "Annotating phylogenetic tree with images using ggtree and ggimage"
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+author: "Guangchuang Yu\\
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+
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+        School of Public Health, The University of Hong Kong"
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+date: "`r Sys.Date()`"
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+output:
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+  prettydoc::html_pretty:
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+    toc: true
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+    theme: cayman
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+    highlight: github
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+  pdf_document:
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+    toc: true
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+vignette: >
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+  %\VignetteIndexEntry{Annotating phylogenetic tree with images}
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+  %\VignetteEngine{knitr::rmarkdown}
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+  %\usepackage[utf8]{inputenc}
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+---
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+
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+```{r style, echo=FALSE, results="asis", message=FALSE}
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+knitr::opts_chunk$set(tidy = FALSE,
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+		   message = FALSE)
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+```
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+
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+
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+```{r echo=FALSE, results="hide", message=FALSE}
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+library(ape)
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+library("ggtree")
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+library("ggimage")
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+```
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+
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+
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+## Annotate tips
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+
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+```{r fig.width=7.6, fig.height=6.6, message=FALSE, warning=FALSE}
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+library(ggimage)
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+library(ggtree)
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+url <- paste0("https://raw.githubusercontent.com/TreeViz/",
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+			"metastyle/master/design/viz_targets_exercise/")
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+x <- read.tree(paste0(url, "tree_boots.nwk"))
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+info <- read.csv(paste0(url, "tip_data.csv"))
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+p <- ggtree(x) %<+% info + xlim(NA, 6)
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+p + geom_tiplab(aes(image= imageURL), geom="image", offset=2, align=T, size=.16, hjust=0) +
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+	geom_tiplab(geom="label", offset=1, hjust=.5)
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+```
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+
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+
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+## Annotate internal nodes
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+
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+```{r message=FALSE, warning=FALSE}
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+## example from https://rgriff23.github.io/2017/05/11/primate-phylogeny-ggtree.html
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+library(ape)
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+tree <- read.nexus("https://raw.githubusercontent.com/rgriff23/Dissertation/master/Chapter_2/data/tree.nex")
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+phylopic_info <- data.frame(node = c(124, 113, 110, 96, 89, 70),
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+							phylopic = c("7fb9bea8-e758-4986-afb2-95a2c3bf983d",
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+										"bac25f49-97a4-4aec-beb6-f542158ebd23",
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+										"f598fb39-facf-43ea-a576-1861304b2fe4",
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+										"aceb287d-84cf-46f1-868c-4797c4ac54a8",
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+										"0174801d-15a6-4668-bfe0-4c421fbe51e8",
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+										"72f2f854-f3cd-4666-887c-35d5c256ab0f"),
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+							species = c("galagoids", "lemurs", "tarsiers",
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+										"cebids", "hominoids", "cercopithecoids"))
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+pg <- ggtree(tree)
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+pg %<+% phylopic_info + geom_nodelab(aes(image=phylopic), geom="phylopic", alpha=.5, color='steelblue')
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+
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+
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+d <- data.frame(node = c("70","89","96","110","113","124"),
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+				images = c("https://i.imgur.com/8VA9cYw.png",
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+           				 	"https://i.imgur.com/XYM1T2x.png",
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+           				 	"https://i.imgur.com/EQs5ZZe.png",
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+         		   		 	"https://i.imgur.com/2xin0UK.png",
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+           					"https://i.imgur.com/hbftayl.png",
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+            				"https://i.imgur.com/3wDHW8n.png"))
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+pg %<+% d + geom_nodelab(aes(image=images), geom="image")
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+```
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+
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+## Use image as background
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+
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+```{r}
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+pg + geom_phylopic(image="79ad5f09-cf21-4c89-8e7d-0c82a00ce728", size=Inf, alpha=.5, color='firebrick')
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+```
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+