From 7ba43cb5230fe2fe46b1d8f400fa7870988a7a44 Mon Sep 17 00:00:00 2001
From: tim-salabim <tim.appelhans@gmail.com>
Date: Sat, 14 Dec 2024 17:22:38 +0000
Subject: [PATCH] =?UTF-8?q?Deploying=20to=20gh-pages=20from=20@=20r-spatia?=
 =?UTF-8?q?l/leafem@2d1e3535aaac27c03e5bbc8e1a4e52bb1907e846=20?=
 =?UTF-8?q?=F0=9F=9A=80?=
MIME-Version: 1.0
Content-Type: text/plain; charset=UTF-8
Content-Transfer-Encoding: 8bit

---
 404.html                           |  2 +-
 CODE_OF_CONDUCT.html               |  2 +-
 LICENSE-text.html                  |  2 +-
 authors.html                       |  6 +++---
 index.html                         |  2 +-
 news/index.html                    | 12 ++++++------
 pkgdown.yml                        |  2 +-
 reference/addCOG.html              |  2 +-
 reference/addCopyExtent.html       |  2 +-
 reference/addExtent.html           |  2 +-
 reference/addFeatures.html         |  2 +-
 reference/addFgb.html              |  2 +-
 reference/addGeoRaster.html        |  2 +-
 reference/addGeotiff.html          |  2 +-
 reference/addHomeButton.html       |  2 +-
 reference/addImageQuery.html       |  2 +-
 reference/addLocalFile.html        |  2 +-
 reference/addLogo.html             |  6 +++---
 reference/addMouseCoordinates.html |  2 +-
 reference/addPMPolygons.html       |  2 +-
 reference/addRasterRGB.html        |  2 +-
 reference/addReactiveFeatures.html |  2 +-
 reference/addStarsImage.html       |  2 +-
 reference/addStaticLabels.html     |  2 +-
 reference/addTileFolder.html       |  2 +-
 reference/colorOptions.html        |  2 +-
 reference/extendLayersControl.html |  2 +-
 reference/garnishMap.html          |  2 +-
 reference/imagequeryOptions.html   |  2 +-
 reference/index.html               |  2 +-
 reference/paintRules.html          |  2 +-
 reference/updateLayersControl.html |  2 +-
 search.json                        |  2 +-
 33 files changed, 42 insertions(+), 42 deletions(-)

diff --git a/404.html b/404.html
index a377a5b..afa0c85 100644
--- a/404.html
+++ b/404.html
@@ -20,7 +20,7 @@
 
     <a class="navbar-brand me-2" href="https://r-spatial.github.io/leafem/index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/CODE_OF_CONDUCT.html b/CODE_OF_CONDUCT.html
index b493210..e12220a 100644
--- a/CODE_OF_CONDUCT.html
+++ b/CODE_OF_CONDUCT.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/LICENSE-text.html b/LICENSE-text.html
index 48996a3..d8a3120 100644
--- a/LICENSE-text.html
+++ b/LICENSE-text.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/authors.html b/authors.html
index 770c45b..10220f6 100644
--- a/authors.html
+++ b/authors.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
@@ -98,14 +98,14 @@ <h2 id="citation">Citation</h2>
 
       <p>Appelhans T (2024).
 <em>leafem: 'leaflet' Extensions for 'mapview'</em>.
-R package version 0.2.3.9014,
+R package version 0.2.3.9015,
 https://r-spatial.github.io/leafem/, <a href="https://github.com/r-spatial/leafem" class="external-link">https://github.com/r-spatial/leafem</a>.
 </p>
       <pre>@Manual{,
   title = {leafem: 'leaflet' Extensions for 'mapview'},
   author = {Tim Appelhans},
   year = {2024},
-  note = {R package version 0.2.3.9014,
+  note = {R package version 0.2.3.9015,
     https://r-spatial.github.io/leafem/},
   url = {https://github.com/r-spatial/leafem},
 }</pre>
diff --git a/index.html b/index.html
index ab944ba..bb0501e 100644
--- a/index.html
+++ b/index.html
@@ -22,7 +22,7 @@
 
     <a class="navbar-brand me-2" href="index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/news/index.html b/news/index.html
index eeb7359..27de83d 100644
--- a/news/index.html
+++ b/news/index.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
@@ -33,22 +33,22 @@ <h1>Changelog</h1>
     </div>
 
     <div class="section level2">
-<h2 class="pkg-version" data-toc-text="0.2.3.9014" id="leafem-0239014-2024-11-25">leafem 0.2.3.9014 (2024-11-25)<a class="anchor" aria-label="anchor" href="#leafem-0239014-2024-11-25"></a></h2>
+<h2 class="pkg-version" data-toc-text="0.2.3.9015" id="leafem-0239015-2024-12-14">leafem 0.2.3.9015 (2024-12-14)<a class="anchor" aria-label="anchor" href="#leafem-0239015-2024-12-14"></a></h2>
 <div class="section level5">
-<h5 id="id_-features-and-improvements-0-2-3-9014">✨ features and improvements<a class="anchor" aria-label="anchor" href="#id_-features-and-improvements-0-2-3-9014"></a></h5>
+<h5 id="id_-features-and-improvements-0-2-3-9015">✨ features and improvements<a class="anchor" aria-label="anchor" href="#id_-features-and-improvements-0-2-3-9015"></a></h5>
 <ul><li>
 <code><a href="../reference/addMouseCoordinates.html">addMouseCoordinates()</a></code> gained argument <code>css</code> to modify the layout of the div. <a href="https://github.com/r-spatial/leafem/issues/95" class="external-link">#95</a></li>
 <li>
 <code><a href="../reference/addHomeButton.html">addHomeButton()</a></code> gained arguments <code>css</code> and <code>hover_css</code> to modify the layout. <a href="https://github.com/r-spatial/leafem/issues/92" class="external-link">#92</a></li>
 </ul></div>
 <div class="section level5">
-<h5 id="id_-bug-fixes-0-2-3-9014">🐛 bug fixes<a class="anchor" aria-label="anchor" href="#id_-bug-fixes-0-2-3-9014"></a></h5>
+<h5 id="id_-bug-fixes-0-2-3-9015">🐛 bug fixes<a class="anchor" aria-label="anchor" href="#id_-bug-fixes-0-2-3-9015"></a></h5>
 </div>
 <div class="section level5">
-<h5 id="id_-documentation-etc-0-2-3-9014">💬 documentation etc<a class="anchor" aria-label="anchor" href="#id_-documentation-etc-0-2-3-9014"></a></h5>
+<h5 id="id_-documentation-etc-0-2-3-9015">💬 documentation etc<a class="anchor" aria-label="anchor" href="#id_-documentation-etc-0-2-3-9015"></a></h5>
 </div>
 <div class="section level5">
-<h5 id="id_-miscellaneous-0-2-3-9014">🍬 miscellaneous<a class="anchor" aria-label="anchor" href="#id_-miscellaneous-0-2-3-9014"></a></h5>
+<h5 id="id_-miscellaneous-0-2-3-9015">🍬 miscellaneous<a class="anchor" aria-label="anchor" href="#id_-miscellaneous-0-2-3-9015"></a></h5>
 </div>
 </div>
     <div class="section level2">
diff --git a/pkgdown.yml b/pkgdown.yml
index 148b412..81265fe 100644
--- a/pkgdown.yml
+++ b/pkgdown.yml
@@ -2,7 +2,7 @@ pandoc: 3.1.11
 pkgdown: 2.1.1
 pkgdown_sha: ~
 articles: {}
-last_built: 2024-12-14T17:14Z
+last_built: 2024-12-14T17:22Z
 urls:
   reference: https://r-spatial.github.io/leafem/reference
   article: https://r-spatial.github.io/leafem/articles
diff --git a/reference/addCOG.html b/reference/addCOG.html
index cdb1063..75746cb 100644
--- a/reference/addCOG.html
+++ b/reference/addCOG.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addCopyExtent.html b/reference/addCopyExtent.html
index a00223b..724956a 100644
--- a/reference/addCopyExtent.html
+++ b/reference/addCopyExtent.html
@@ -15,7 +15,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addExtent.html b/reference/addExtent.html
index 15b05ab..0b45146 100644
--- a/reference/addExtent.html
+++ b/reference/addExtent.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addFeatures.html b/reference/addFeatures.html
index 19c3955..7846982 100644
--- a/reference/addFeatures.html
+++ b/reference/addFeatures.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addFgb.html b/reference/addFgb.html
index befa33b..5b718a2 100644
--- a/reference/addFgb.html
+++ b/reference/addFgb.html
@@ -31,7 +31,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addGeoRaster.html b/reference/addGeoRaster.html
index 5fd54e8..630b833 100644
--- a/reference/addGeoRaster.html
+++ b/reference/addGeoRaster.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addGeotiff.html b/reference/addGeotiff.html
index c0e7c85..ea2268f 100644
--- a/reference/addGeotiff.html
+++ b/reference/addGeotiff.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addHomeButton.html b/reference/addHomeButton.html
index 54aad57..613cc82 100644
--- a/reference/addHomeButton.html
+++ b/reference/addHomeButton.html
@@ -9,7 +9,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addImageQuery.html b/reference/addImageQuery.html
index 53434fe..c3de4ae 100644
--- a/reference/addImageQuery.html
+++ b/reference/addImageQuery.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addLocalFile.html b/reference/addLocalFile.html
index b972c16..ab84e4f 100644
--- a/reference/addLocalFile.html
+++ b/reference/addLocalFile.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addLogo.html b/reference/addLogo.html
index 03e2d4b..b11158f 100644
--- a/reference/addLogo.html
+++ b/reference/addLogo.html
@@ -9,7 +9,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
@@ -129,7 +129,7 @@ <h2 id="ref-examples">Examples<a class="anchor" aria-label="anchor" href="#ref-e
 <span class="r-in"><span><span class="va">img</span> <span class="op">&lt;-</span> <span class="st">"https://www.r-project.org/logo/Rlogo.svg"</span></span></span>
 <span class="r-in"><span><span class="fu"><a href="https://rstudio.github.io/leaflet/reference/leaflet.html" class="external-link">leaflet</a></span><span class="op">(</span><span class="op">)</span> <span class="op"><a href="https://magrittr.tidyverse.org/reference/pipe.html" class="external-link">%&gt;%</a></span> <span class="fu"><a href="https://rstudio.github.io/leaflet/reference/map-layers.html" class="external-link">addTiles</a></span><span class="op">(</span><span class="op">)</span> <span class="op"><a href="https://magrittr.tidyverse.org/reference/pipe.html" class="external-link">%&gt;%</a></span> <span class="fu">addLogo</span><span class="op">(</span><span class="va">img</span>, url <span class="op">=</span> <span class="st">"https://www.r-project.org/logo/"</span><span class="op">)</span></span></span>
 <div id="htmlwidget-d11fc4360aa0230696d7" style="width:700px;height:432.632880098888px;" class="leaflet html-widget"></div>
-<script type="application/json" data-for="htmlwidget-d11fc4360aa0230696d7">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"&copy; <a href=\"https://openstreetmap.org/copyright/\">OpenStreetMap<\/a>,  <a href=\"https://opendatacommons.org/licenses/odbl/\">ODbL<\/a>"}]},{"method":"addLogo","args":["https://www.r-project.org/logo/Rlogo.svg","1734196505.83996",{"alpha":1,"url":"https://www.r-project.org/logo/","position":"topleft","offsetX":50,"offsetY":13,"width":60,"height":60}]}]},"evals":[],"jsHooks":[]}</script><span class="r-in"><span></span></span>
+<script type="application/json" data-for="htmlwidget-d11fc4360aa0230696d7">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"&copy; <a href=\"https://openstreetmap.org/copyright/\">OpenStreetMap<\/a>,  <a href=\"https://opendatacommons.org/licenses/odbl/\">ODbL<\/a>"}]},{"method":"addLogo","args":["https://www.r-project.org/logo/Rlogo.svg","1734196948.94518",{"alpha":1,"url":"https://www.r-project.org/logo/","position":"topleft","offsetX":50,"offsetY":13,"width":60,"height":60}]}]},"evals":[],"jsHooks":[]}</script><span class="r-in"><span></span></span>
 <span class="r-in"><span><span class="co">## with local image</span></span></span>
 <span class="r-in"><span><span class="kw">if</span> <span class="op">(</span><span class="fu"><a href="https://rdrr.io/r/base/ns-load.html" class="external-link">requireNamespace</a></span><span class="op">(</span><span class="st">"png"</span><span class="op">)</span><span class="op">)</span> <span class="op">{</span></span></span>
 <span class="r-in"><span>  <span class="kw"><a href="https://rdrr.io/r/base/library.html" class="external-link">library</a></span><span class="op">(</span><span class="va"><a href="http://www.rforge.net/png/" class="external-link">png</a></span><span class="op">)</span></span></span>
@@ -152,7 +152,7 @@ <h2 id="ref-examples">Examples<a class="anchor" aria-label="anchor" href="#ref-e
 <span class="r-wrn co"><span class="r-pr">#&gt;</span> <span class="warning">Warning: </span>'src' parameter is deprecated in 'addLogo' and will be ignored.</span>
 <span class="r-wrn co"><span class="r-pr">#&gt;</span> The function now automatically determines if 'img' is a local or remote image using 'file.exists(img)'.</span>
 <div id="htmlwidget-21c7483268bafca56cec" style="width:700px;height:432.632880098888px;" class="leaflet html-widget"></div>
-<script type="application/json" data-for="htmlwidget-21c7483268bafca56cec">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"&copy; <a href=\"https://openstreetmap.org/copyright/\">OpenStreetMap<\/a>,  <a href=\"https://opendatacommons.org/licenses/odbl/\">ODbL<\/a>"}]},{"method":"addCircleMarkers","args":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{"interactive":true,"className":"","stroke":true,"color":"#03F","weight":5,"opacity":0.5,"fill":true,"fillColor":"#03F","fillOpacity":0.2},null,null,null,null,null,{"interactive":false,"permanent":false,"direction":"auto","opacity":1,"offset":[0,0],"textsize":"10px","textOnly":false,"className":"","sticky":true},null]},{"method":"addLogo","args":["https://jeroenooms.github.io/images/banana.gif","1734196505.84738",{"alpha":1,"position":"bottomleft","offsetX":5,"offsetY":40,"width":100,"height":100}]}],"limits":{"lat":[48.900742,49.884229],"lng":[10.316987,11.509409]}},"evals":[],"jsHooks":[]}</script><span class="r-in"><span></span></span>
+<script type="application/json" data-for="htmlwidget-21c7483268bafca56cec">{"x":{"options":{"crs":{"crsClass":"L.CRS.EPSG3857","code":null,"proj4def":null,"projectedBounds":null,"options":{}}},"calls":[{"method":"addTiles","args":["https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png",null,null,{"minZoom":0,"maxZoom":18,"tileSize":256,"subdomains":"abc","errorTileUrl":"","tms":false,"noWrap":false,"zoomOffset":0,"zoomReverse":false,"opacity":1,"zIndex":1,"detectRetina":false,"attribution":"&copy; <a href=\"https://openstreetmap.org/copyright/\">OpenStreetMap<\/a>,  <a href=\"https://opendatacommons.org/licenses/odbl/\">ODbL<\/a>"}]},{"method":"addCircleMarkers","args":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{"interactive":true,"className":"","stroke":true,"color":"#03F","weight":5,"opacity":0.5,"fill":true,"fillColor":"#03F","fillOpacity":0.2},null,null,null,null,null,{"interactive":false,"permanent":false,"direction":"auto","opacity":1,"offset":[0,0],"textsize":"10px","textOnly":false,"className":"","sticky":true},null]},{"method":"addLogo","args":["https://jeroenooms.github.io/images/banana.gif","1734196948.9526",{"alpha":1,"position":"bottomleft","offsetX":5,"offsetY":40,"width":100,"height":100}]}],"limits":{"lat":[48.900742,49.884229],"lng":[10.316987,11.509409]}},"evals":[],"jsHooks":[]}</script><span class="r-in"><span></span></span>
 <span class="r-in"><span></span></span>
 </code></pre></div>
     </div>
diff --git a/reference/addMouseCoordinates.html b/reference/addMouseCoordinates.html
index 33fb69f..9f59bb2 100644
--- a/reference/addMouseCoordinates.html
+++ b/reference/addMouseCoordinates.html
@@ -15,7 +15,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addPMPolygons.html b/reference/addPMPolygons.html
index c62895a..1544574 100644
--- a/reference/addPMPolygons.html
+++ b/reference/addPMPolygons.html
@@ -11,7 +11,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addRasterRGB.html b/reference/addRasterRGB.html
index f46e7dd..ed82ff8 100644
--- a/reference/addRasterRGB.html
+++ b/reference/addRasterRGB.html
@@ -23,7 +23,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addReactiveFeatures.html b/reference/addReactiveFeatures.html
index ea4aa7a..e24eb2d 100644
--- a/reference/addReactiveFeatures.html
+++ b/reference/addReactiveFeatures.html
@@ -21,7 +21,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addStarsImage.html b/reference/addStarsImage.html
index 4deb12c..dd96b40 100644
--- a/reference/addStarsImage.html
+++ b/reference/addStarsImage.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addStaticLabels.html b/reference/addStaticLabels.html
index e95fcca..b5738e1 100644
--- a/reference/addStaticLabels.html
+++ b/reference/addStaticLabels.html
@@ -11,7 +11,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/addTileFolder.html b/reference/addTileFolder.html
index 81f44cf..dce73b2 100644
--- a/reference/addTileFolder.html
+++ b/reference/addTileFolder.html
@@ -9,7 +9,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/colorOptions.html b/reference/colorOptions.html
index 65fcd26..35ed9df 100644
--- a/reference/colorOptions.html
+++ b/reference/colorOptions.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/extendLayersControl.html b/reference/extendLayersControl.html
index d0959c7..ea7750d 100644
--- a/reference/extendLayersControl.html
+++ b/reference/extendLayersControl.html
@@ -11,7 +11,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/garnishMap.html b/reference/garnishMap.html
index 0efcd4a..c2f44b0 100644
--- a/reference/garnishMap.html
+++ b/reference/garnishMap.html
@@ -15,7 +15,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/imagequeryOptions.html b/reference/imagequeryOptions.html
index 2e73285..7cfc1de 100644
--- a/reference/imagequeryOptions.html
+++ b/reference/imagequeryOptions.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/index.html b/reference/index.html
index 1764ad1..60ec371 100644
--- a/reference/index.html
+++ b/reference/index.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/paintRules.html b/reference/paintRules.html
index 861db61..6e7d361 100644
--- a/reference/paintRules.html
+++ b/reference/paintRules.html
@@ -7,7 +7,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/reference/updateLayersControl.html b/reference/updateLayersControl.html
index 804b78d..26869c6 100644
--- a/reference/updateLayersControl.html
+++ b/reference/updateLayersControl.html
@@ -11,7 +11,7 @@
 
     <a class="navbar-brand me-2" href="../index.html">leafem</a>
 
-    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9014</small>
+    <small class="nav-text text-muted me-auto" data-bs-toggle="tooltip" data-bs-placement="bottom" title="">0.2.3.9015</small>
 
 
     <button class="navbar-toggler" type="button" data-bs-toggle="collapse" data-bs-target="#navbar" aria-controls="navbar" aria-expanded="false" aria-label="Toggle navigation">
diff --git a/search.json b/search.json
index 65c8fe5..0ebf360 100644
--- a/search.json
+++ b/search.json
@@ -1 +1 @@
-[{"path":"https://r-spatial.github.io/leafem/CODE_OF_CONDUCT.html","id":null,"dir":"","previous_headings":"","what":"Contributor Code of Conduct","title":"Contributor Code of Conduct","text":"contributors maintainers project, pledge respect people contribute reporting issues, posting feature requests, updating documentation, submitting pull requests patches, activities. committed making participation project harassment-free experience everyone, regardless level experience, gender, gender identity expression, sexual orientation, disability, personal appearance, body size, race, ethnicity, age, religion. Examples unacceptable behavior participants include use sexual language imagery, derogatory comments personal attacks, trolling, public private harassment, insults, unprofessional conduct. Project maintainers right responsibility remove, edit, reject comments, commits, code, wiki edits, issues, contributions aligned Code Conduct. Project maintainers follow Code Conduct may removed project team. Instances abusive, harassing, otherwise unacceptable behavior may reported opening issue contacting one project maintainers. Code Conduct adapted Contributor Covenant (http://contributor-covenant.org), version 1.0.0, available http://contributor-covenant.org/version/1/0/0/","code":""},{"path":"https://r-spatial.github.io/leafem/authors.html","id":null,"dir":"","previous_headings":"","what":"Authors","title":"Authors and Citation","text":"Tim Appelhans. Maintainer, author. Christoph Reudenbach. Contributor. Kenton Russell. Contributor. Jochen Darley. Contributor. Daniel Montague. Contributor, copyright holder.           Leaflet.EasyButton plugin Lorenzo Busetto. Contributor. Luigi Ranghetti. Contributor. Miles McBain. Contributor. Sebastian Gatscha. Contributor. Björn Harrtell. Contributor, copyright holder.           FlatGeobuf plugin Daniel Dufour. Contributor, copyright holder.           georaster-layer--leaflet Yeedle Neuwirth. Contributor. Derek Friend. Contributor. Kevin Cazelles. Contributor.","code":""},{"path":"https://r-spatial.github.io/leafem/authors.html","id":"citation","dir":"","previous_headings":"","what":"Citation","title":"Authors and Citation","text":"Appelhans T (2024). leafem: 'leaflet' Extensions 'mapview'. R package version 0.2.3.9014, https://r-spatial.github.io/leafem/, https://github.com/r-spatial/leafem.","code":"@Manual{,   title = {leafem: 'leaflet' Extensions for 'mapview'},   author = {Tim Appelhans},   year = {2024},   note = {R package version 0.2.3.9014,     https://r-spatial.github.io/leafem/},   url = {https://github.com/r-spatial/leafem}, }"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"leafem---leaflet-extensions-for-mapview","dir":"","previous_headings":"","what":"leaflet Extensions for mapview","title":"leaflet Extensions for mapview","text":"leafem provides extensions package leaflet many used package mapview. intention package enhance leaflet functionality provide GIS-like feeling plotting spatial data interactively.","code":""},{"path":"https://r-spatial.github.io/leafem/index.html","id":"installation","dir":"","previous_headings":"","what":"Installation","title":"leaflet Extensions for mapview","text":"can install released version leafem CRAN :","code":"install.packages(\"leafem\")"},{"path":[]},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addfeatures","dir":"","previous_headings":"Extensions","what":"addFeatures","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet)  leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(data = breweries91)"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addmousecoordinates","dir":"","previous_headings":"Extensions","what":"addMouseCoordinates","title":"leaflet Extensions for mapview","text":"","code":"leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addMouseCoordinates()"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"garnishmap","dir":"","previous_headings":"Extensions","what":"garnishMap","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet)  m <- leaflet() %>% addProviderTiles(\"OpenStreetMap\") garnishMap(m, addMouseCoordinates)"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addhomebutton","dir":"","previous_headings":"Extensions","what":"addHomeButton","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet) library(raster)  m <- leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addCircleMarkers(data = breweries91) %>%   addHomeButton(extent(breweries91), \"breweries91\") m"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addimagequery","dir":"","previous_headings":"Extensions","what":"addImageQuery","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet) library(plainview)  leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addRasterImage(poppendorf[[1]], project = TRUE, group = \"poppendorf\",                  layerId = \"poppendorf\") %>%   addImageQuery(poppendorf[[1]], project = TRUE,                 layerId = \"poppendorf\") %>%   addLayersControl(overlayGroups = \"poppendorf\")"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addlogo","dir":"","previous_headings":"Extensions","what":"addLogo","title":"leaflet Extensions for mapview","text":"","code":"img <- \"https://www.r-project.org/logo/Rlogo.svg\"  leaflet() %>% addTiles() %>% addLogo(img, url = \"https://www.r-project.org/logo/\")"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"code-of-conduct","dir":"","previous_headings":"Extensions","what":"Code of Conduct","title":"leaflet Extensions for mapview","text":"Please note ‘leafem’ project released Contributor Code Conduct. participating project agree abide terms.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":null,"dir":"Reference","previous_headings":"","what":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"Add Cloud Optimised Geotiff (COG) leaflet map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"","code":"addCOG(   map,   url = NULL,   group = NULL,   layerId = NULL,   resolution = 96,   opacity = 0.8,   options = leaflet::tileOptions(),   colorOptions = NULL,   pixelValuesToColorFn = NULL,   autozoom = TRUE,   rgb = FALSE,   imagequery = TRUE,   imagequeryOptions = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"map map add COG . url url COG file render. group name group raster image belong . layerId layerId. resolution target resolution simple nearest neighbor interpolation. Larger values result detailed rendering, may impact performance. Default 96 (pixels). opacity opacity rendered layer. options options passed layer. See tileOptions details. colorOptions list defining palette, breaks na.color used. Currently used. pixelValuesToColorFn optional JS function passed browser. Can used fine tune manipulate color mapping. See examples & https://github.com/r-spatial/leafem/issues/25 examples. Currently used. autozoom whether automatically zoom full extent layer. Default TRUE rgb logical, whether render Geotiff RGB. Currently used. imagequery TRUE leaflet control hovered/clicked value appear map. imagequeryOptions additional options control panel. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"function overlay Cloud Optimised Geotiff data remote url leaflet map. Like addGeotiff uses leaflet plugin 'georaster-layer--leaflet' render data. See addGeotiff bit detail means.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"","code":"if (interactive()) {   library(leaflet)   library(leafem)    base_url = \"https://sentinel-cogs.s3.us-west-2.amazonaws.com\"   image_url = \"sentinel-s2-l2a-cogs/46/X/DG/2022/8/S2B_46XDG_20220829_0_L2A/L2A_PVI.tif\"   url = sprintf(\"%s/%s\", base_url, image_url)    leaflet() |>     addTiles() |>     leafem:::addCOG(       url = url       , group = \"COG\"       , resolution = 512       , autozoom = TRUE     ) }"},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":null,"dir":"Reference","previous_headings":"","what":"Copy current view extent to the clipboard — addCopyExtent","title":"Copy current view extent to the clipboard — addCopyExtent","text":"Add JavaScript functioality enable copying current view bouding box clipboard. copy.btn argument expects valid keycode event.code \"KeyE\" (default). Use https://www.toptal.com/developers/keycode find approprate codes keyboard.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Copy current view extent to the clipboard — addCopyExtent","text":"","code":"addCopyExtent(map, event.code = \"KeyE\")"},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Copy current view extent to the clipboard — addCopyExtent","text":"map mapview leaflet object. event.code JavaScript event.code ley strokes.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Copy current view extent to the clipboard — addCopyExtent","text":"","code":"library(leaflet)    leaflet() %>%   addProviderTiles(\"CartoDB.Positron\") %>%     addCopyExtent(event.code = \"KeyE\") %>%     addMouseCoordinates()  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"CartoDB.Positron\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (function(el,x,data){\\n           var map = this;\\n\\n           map.on('keypress', function(e) {\\n               console.log(e.originalEvent.code);\\n               var key = e.originalEvent.code;\\n               if (key === 'KeyE') {\\n                   var bb = this.getBounds();\\n                   var txt = JSON.stringify(bb);\\n                   console.log(txt);\\n\\n                   setClipboardText('\\\\'' + txt + '\\\\'');\\n               }\\n           })\\n        }).call(this.getMap(), el, x, data);\\n}\",\"data\":null},{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}   # now click on the map (!) and zoom to anywhere in the map, then press 'e' on   # your keyboard. This will copy the current extent/bounding box as a JSON object   # to your clipboard which can then be parsed with:    # jsonlite::fromJSON(<Ctrl+v>)"},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":null,"dir":"Reference","previous_headings":"","what":"Add extent/bbox of spatial objects to a leaflet map — addExtent","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"function adds bounding box spatial object leaflet mapview map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"","code":"addExtent(map, data, ...)"},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"map leaflet mapview map. data sf object added map. ... additional arguments passed addFeatures","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"","code":"library(leaflet)  # Usage in leaflet leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addExtent(gadmCHE)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addPolygons\",\"args\":[[[[{\"lng\":[5.956063270568848,10.49511241912853,10.49511241912853,5.956063270568848,5.956063270568848],\"lat\":[45.81705856323248,45.81705856323248,47.8084831237793,47.8084831237793,45.81705856323248]}]]],null,null,{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}},\"pane\":\"overlayPane\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2,\"smoothFactor\":1,\"noClip\":false},null,{\"maxWidth\":800,\"minWidth\":50,\"autoPan\":true,\"keepInView\":false,\"closeButton\":true,\"closeOnClick\":true,\"className\":\"\"},null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[45.81705856323248,47.8084831237793],\"lng\":[5.956063270568848,10.49511241912853]}},\"evals\":[],\"jsHooks\":[]} leaflet(gadmCHE) %>%   addProviderTiles(\"OpenStreetMap\") %>%   addExtent()  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addPolygons\",\"args\":[[[[{\"lng\":[5.956063270568848,10.49511241912853,10.49511241912853,5.956063270568848,5.956063270568848],\"lat\":[45.81705856323248,45.81705856323248,47.8084831237793,47.8084831237793,45.81705856323248]}]]],null,null,{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}},\"pane\":\"overlayPane\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2,\"smoothFactor\":1,\"noClip\":false},null,{\"maxWidth\":800,\"minWidth\":50,\"autoPan\":true,\"keepInView\":false,\"closeButton\":true,\"closeOnClick\":true,\"className\":\"\"},null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[45.81705856323248,47.8084831237793],\"lng\":[5.956063270568848,10.49511241912853]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":null,"dir":"Reference","previous_headings":"","what":"Type agnositc version of leaflet::add* functions. — addFeatures","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"Add simple features geometries sf","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"","code":"addFeatures(map, data, pane = \"overlayPane\", ...)"},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"map leaflet mapview map. data sf object added map. pane name map pane features rendered . ... arguments passed respective leaflet::add* functions. See addCircleMarkers, addPolylines addPolygons.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"","code":"library(leaflet)  leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addCircleMarkers(data = breweries91)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(data = breweries91)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}},\"pane\":\"overlayPane\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,{\"maxWidth\":800,\"minWidth\":50,\"autoPan\":true,\"keepInView\":false,\"closeButton\":true,\"closeOnClick\":true,\"className\":\"\"},null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addPolylines(data = atlStorms2005)  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%>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(atlStorms2005)  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leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addPolygons(data = gadmCHE)  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%>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(gadmCHE)  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a flatgeobuf file to leaflet map — addFgb","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"flatgeobuf performant binary geo-spatial file format suitable serving large data. details see https://github.com/flatgeobuf/flatgeobuf respective documentation GDAL/OGR driver https://gdal.org/en/latest/drivers/vector/flatgeobuf.html.  contrast classical ways serving data R onto leaflet map, flatgeobuf can stream data chunk chunk rendering map less instantaneous. map responsive data still loading popup queries, zooming panning work even though data rendered yet. makes rather pleasant user experience wait data added map interacting .","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"","code":"addFgb(   map,   file = NULL,   url = NULL,   layerId = NULL,   group = NULL,   popup = NULL,   label = NULL,   radius = 10,   stroke = TRUE,   color = \"#03F\",   weight = 5,   opacity = 0.5,   fill = FALSE,   fillColor = NULL,   fillOpacity = 0.2,   dashArray = NULL,   options = NULL,   className = NULL,   scale = scaleOptions(),   minZoom = NULL,   maxZoom = 52,   highlightOptions = NULL,   labelOptions = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"map mapview leaflet object. file file path .fgb file added map. set, url ignored. url url data added map. respected file = NULL. layerId layer id. group group name file added map. popup either logical whether show feature properties (fields) popups name field show popups. label name field shown tooltip. radius size circle markers. stroke whether draw stroke along path (e.g. borders polygons circles). color stroke color. weight stroke width pixels. opacity stroke opacity. fill whether fill path fillColor. fillColor set, set TRUE, default FALSE. fillColor fill color. set, fill set TRUE. fillOpacity fill opacity. dashArray string defines stroke dash pattern. options list extra options tile layers, popups, paths (circles, rectangles, polygons, ...), map elements. className optional class name popup (table). Can used define css popup. scale named list instructions scale radius, width, opacity, fillOpacity mapped attribute column. minZoom minimum zoom level data rendered. maxZoom maximum zoom level data rendered. highlightOptions Options highlighting shape mouse . labelOptions Vector labelOptions provide label options label. Default NULL ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"Styling options addFgb offer flexibility allowing users either specify styles directly function arguments define attributes data object: Direct Styling: can pass style arguments (e.g., color, weight, opacity) directly function. apply uniformly features layer. Attribute-based Styling: Alternatively, can include styling properties (e.g., color, fillColor, weight) columns data object writing FGB file. Set corresponding arguments addFgb NULL, function use attributes styling map rendering. example:","code":"## using custom `color` data$color <- colorNumeric(palette = \"viridis\", domain = data$var)(data$var) sf::st_write(obj = data, dsn = \"myfile.fgb\", driver = \"FlatGeobuf\") leafem::addFgb(file = \"myfile.fgb\", color = NULL)  ## using custom `fillColor` data$fillColor <- colorNumeric(palette = \"viridis\", domain = data$var)(data$var) sf::st_write(obj = data, dsn = \"myfile.fgb\", driver = \"FlatGeobuf\") leafem::addFgb(file = \"myfile.fgb\", fill = TRUE, fillColor = NULL)"},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"","code":"if (interactive()) {    library(leaflet)    library(leafem)     # via URL    url = \"https://raw.githubusercontent.com/flatgeobuf/flatgeobuf/3.0.1/test/data/UScounties.fgb\"     leaflet() %>%      addTiles() %>%      leafem:::addFgb(        url = url        , group = \"counties\"        , label = \"NAME\"        , popup = TRUE        , fill = TRUE        , fillColor = \"blue\"        , fillOpacity = 0.6        , color = \"black\"        , weight = 1      ) %>%        addLayersControl(overlayGroups = c(\"counties\")) %>%        addMouseCoordinates() %>%        setView(lng = -105.644, lat = 51.618, zoom = 3)  }"},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":null,"dir":"Reference","previous_headings":"","what":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"Add stars/raster image leaflet map using optimised rendering.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"","code":"addGeoRaster(   map,   x,   group = NULL,   layerId = NULL,   resolution = 96,   opacity = 0.8,   options = leaflet::tileOptions(),   colorOptions = NULL,   project = TRUE,   pixelValuesToColorFn = NULL,   autozoom = TRUE,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"map map add raster data . x stars/raster object rendered. group name group raster image belong . layerId layerId. resolution target resolution simple nearest neighbor interpolation. Larger values result detailed rendering, may impact performance. Default 96 (pixels). opacity opacity rendered layer. options options passed layer. See tileOptions details. colorOptions list defining palette, breaks na.color used. project whether project RasterLayer conform leaflets expected crs. Defaults TRUE things likely go haywire set FALSE. pixelValuesToColorFn optional JS function passed browser. Can used fine tune manipulate color mapping. See https://github.com/r-spatial/leafem/issues/25 examples. autozoom whether automatically zoom full extent layer. Default TRUE ... arguments passed addGeotiff.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"uses leaflet plugin 'georaster-layer--leaflet' render raster data. See https://github.com/GeoTIFF/georaster-layer--leaflet details. clue rendering uses simple nearest neighbor interpolation --fly ensure smooth rendering. enables handling larger rasters standard addRasterImage.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"","code":"if (interactive()) {   library(leaflet)   library(leafem)   library(stars)    tif = system.file(\"tif/L7_ETMs.tif\", package = \"stars\")   x1 = read_stars(tif)   x1 = x1[, , , 3] # band 3    leaflet() %>%     addTiles() %>%     leafem:::addGeoRaster(       x1       , opacity = 1       , colorOptions = colorOptions(         palette = grey.colors(256)       )     ) }"},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":null,"dir":"Reference","previous_headings":"","what":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"Add GeoTIFF file leaflet map using optimised rendering.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"","code":"addGeotiff(   map,   file = NULL,   url = NULL,   group = NULL,   layerId = NULL,   resolution = 96,   bands = NULL,   arith = NULL,   project = TRUE,   method = NULL,   opacity = 0.8,   options = leaflet::tileOptions(),   colorOptions = NULL,   rgb = FALSE,   pixelValuesToColorFn = NULL,   autozoom = TRUE,   imagequery = TRUE,   imagequeryOptions = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"map map add raster data . file path GeoTIFF file render. url url GeoTIFF file render. Ignored file provided. group name group raster image belong . layerId layerId. resolution target resolution simple nearest neighbor interpolation. Larger values result detailed rendering, may impact performance. Default 96 (pixels). bands bands use case multi-band Geotiff. arith optional function applied multi-layer object. computed --fly browser. project TRUE (default), automatically project x map projection expected georaster-layer--leaflet (EPSG:4326); FALSE, caller's responsibility ensure file already projected. method character defining resampling method used project TRUE. See https://gdal.org/en/latest/programs/gdalwarp.html#cmdoption-gdalwarp-r possible values. opacity opacity rendered layer. options options passed layer. See tileOptions details. colorOptions list defining palette, breaks na.color used. rgb logical, whether render Geotiff RGB. pixelValuesToColorFn optional JS function passed browser. Can used fine tune manipulate color mapping. See examples & https://github.com/r-spatial/leafem/issues/25 examples. autozoom whether automatically zoom full extent layer. Default TRUE imagequery TRUE leaflet control hovered/clicked value appear map. imagequeryOptions additional options control panel. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"uses leaflet plugin 'georaster-layer--leaflet' render GeoTIFF data. See https://github.com/GeoTIFF/georaster-layer--leaflet details. GeoTIFF file read directly browser using geotiffjs (https://geotiffjs.github.io/), need read data current R session. GeoTIFF files can read file system via url. clue rendering uses simple nearest neighbor interpolation --fly ensure smooth rendering. enables handling larger rasters standard addRasterImage.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"","code":"if (interactive()) {   library(leaflet)   library(leafem)   library(stars)    tif = system.file(\"tif/L7_ETMs.tif\", package = \"stars\")   x1 = read_stars(tif)   x1 = x1[, , , 3] # band 3    tmpfl = tempfile(fileext = \".tif\")    write_stars(st_warp(x1, crs = 4326), tmpfl)    leaflet() %>%     addTiles() %>%     addGeotiff(       file = tmpfl       , opacity = 0.9       , colorOptions = colorOptions(         palette = hcl.colors(256, palette = \"inferno\")         , na.color = \"transparent\"       )     )  }"},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":null,"dir":"Reference","previous_headings":"","what":"Add a home button / zoom-to-layer button to a map. — addHomeButton","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"function adds button map enables zooming provided extent / bbox.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"","code":"addHomeButton(   map,   ext,   group = \"layer\",   position = \"bottomright\",   add = TRUE,   css = list(),   hover_css = list() )  removeHomeButton(map)"},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"map mapview leaflet object. ext extent / bbox zoom . group name group/layer zoomed (character string) position position button (one 'topleft', 'topright', 'bottomleft', 'bottomright'). Defaults 'bottomright'. add logical. Whether add button map (mainly internal use). css, hover_css list valid CSS key-value pairs. See e.g. https://www.w3schools.com/cssref/index.php possible values.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"functions","dir":"Reference","previous_headings":"","what":"Functions","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"removeHomeButton(): remove homeButton map","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"","code":"library(leaflet) library(raster) #> Loading required package: sp  ## pass a group name only m <- leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addCircleMarkers(data = breweries91, group = \"breweries91\") %>%   addHomeButton(group = \"breweries91\") m  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"breweries91\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addHomeButton\",\"args\":[0,0,0,0,false,\"breweries91\",\"Zoom to breweries91\",\"<strong> breweries91 <\\/strong>\",\"bottomright\"]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} ## pass a raster extent - group can now be an arbitrary label m <- leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addCircleMarkers(data = breweries91, group = \"breweries91\") %>%   addHomeButton(ext = extent(breweries91), group = \"Brew\") m  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"breweries91\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addHomeButton\",\"args\":[10.316987,48.900742,11.509409,49.884229,true,\"Brew\",\"Zoom to Brew\",\"<strong> Brew <\\/strong>\",\"bottomright\"]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} ## remove the button removeHomeButton(m)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"breweries91\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addHomeButton\",\"args\":[10.316987,48.900742,11.509409,49.884229,true,\"Brew\",\"Zoom to Brew\",\"<strong> Brew <\\/strong>\",\"bottomright\"]},{\"method\":\"removeHomeButton\",\"args\":[]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":null,"dir":"Reference","previous_headings":"","what":"Add image query functionality to leaflet/mapview map. — addImageQuery","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"Add image query functionality leaflet/mapview map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"","code":"addImageQuery(   map,   x,   band = 1,   group = NULL,   layerId = NULL,   project = TRUE,   type = c(\"mousemove\", \"click\"),   digits,   position = \"topright\",   prefix = \"Layer\",   className = \"\",   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"map map RasterLayer queried. x RasterLayer queried. band stars layers, band number queried. group group RasterLayer queried. layerId layerId RasterLayer queried. Needs supplied addRasterImage addStarsImage. project whether project RasterLayer conform leaflets expected crs. Defaults TRUE things likely go haywire set FALSE. type whether query occur 'mousemove' 'click'. Defaults 'mousemove'. digits number digits shown display field. position place display field. Default 'topright'. prefix character string shown prefix layerId. className character string append control legend. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"function enables Raster*/stars objects added leaflet/mapview maps queried. Standard query 'mousmove', can changed 'click'. Note work, layerId needs one set addRasterImage addStarsImage. Currently works numeric values (.e. numeric/integer factor values supported).","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"","code":"if (interactive()) {   if (requireNamespace(\"plainview\")) {     library(leaflet)     library(plainview)      leaflet() %>%       addProviderTiles(\"OpenStreetMap\") %>%       addRasterImage(poppendorf[[1]], project = TRUE, group = \"poppendorf\",                      layerId = \"poppendorf\") %>%       addImageQuery(poppendorf[[1]], project = TRUE,                     layerId = \"poppendorf\") %>%       addLayersControl(overlayGroups = \"poppendorf\")   } }"},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":null,"dir":"Reference","previous_headings":"","what":"Add vector data to leaflet map directly from the file system — addLocalFile","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"Add vector data leaflet map directly file system","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"","code":"addLocalFile(   map,   file,   layerId = NULL,   group = NULL,   popup = NULL,   label = NULL,   radius = 10,   stroke = TRUE,   color = \"#03F\",   weight = 5,   opacity = 0.5,   fill = TRUE,   fillColor = color,   fillOpacity = 0.2,   dashArray = NULL,   options = NULL )"},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"map mapview leaflet object. file file path file added map. NOTE: reprojected --fly \"longlat\". layerId layer id. group group name file added map. popup either logical whether show feature properties (fields) popups name field show popups. label name field shown tooltip. radius size circle markers. stroke whether draw stroke along path (e.g. borders polygons circles). color stroke color. weight stroke width pixels. opacity stroke opacity. fill whether fill path color (e.g. filling polygons circles). fillColor fill color. fillOpacity fill opacity. dashArray string defines stroke dash pattern. options list extra options tile layers, popups, paths (circles, rectangles, polygons, ...), map elements.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"","code":"if (interactive()) {   library(leafem)   library(leaflet)   library(sf)    destfile = tempfile(fileext = \".gpkg\")    st_write(st_as_sf(gadmCHE), dsn = destfile)    leaflet() %>%     addTiles() %>%     addLocalFile(destfile, popup = TRUE) }"},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":null,"dir":"Reference","previous_headings":"","what":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"function adds image map. local remote (web) image sources supported. Position map completely controllable.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"","code":"addLogo(   map,   img,   alpha = 1,   src = NULL,   url = NULL,   position = c(\"topleft\", \"topright\", \"bottomleft\", \"bottomright\"),   offset.x = 50,   offset.y = 13,   width = 60,   height = 60,   class = NULL,   layerId = NULL )  updateLogo(map, img, layerId)  removeLogo(map, layerId)  hideLogo(map, layerId)  showLogo(map, layerId)"},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"map mapview leaflet object. img image added map. alpha opacity added image. src DEPRECATED. function now automatically determines img local remote image using file.exists(img). url optional URL opened clicking image (e.g. company's homepage). position one \"topleft\", \"topright\", \"bottomleft\", \"bottomright\". offset.x offset x direction chosen position (pixels). offset.y offset y direction chosen position (pixels). width width rendered image pixels. height height rendered image pixels. class optional class layerId id logo div.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"","code":"library(leaflet) ## default position is topleft next to zoom control  img <- \"https://www.r-project.org/logo/Rlogo.svg\" leaflet() %>% addTiles() %>% addLogo(img, url = \"https://www.r-project.org/logo/\")  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addLogo\",\"args\":[\"https://www.r-project.org/logo/Rlogo.svg\",\"1734196505.83996\",{\"alpha\":1,\"url\":\"https://www.r-project.org/logo/\",\"position\":\"topleft\",\"offsetX\":50,\"offsetY\":13,\"width\":60,\"height\":60}]}]},\"evals\":[],\"jsHooks\":[]} ## with local image if (requireNamespace(\"png\")) {   library(png)    img <- system.file(\"img\", \"Rlogo.png\", package=\"png\")   leaflet() %>% addTiles() %>% addLogo(img, src = \"local\", alpha = 0.3)    ## dancing banana gif :-)   m <- leaflet() %>%     addTiles() %>%     addCircleMarkers(data = breweries91)    addLogo(m, \"https://jeroenooms.github.io/images/banana.gif\",           position = \"bottomleft\",           offset.x = 5,           offset.y = 40,           width = 100,           height = 100) } #> Warning: 'src' parameter is deprecated in 'addLogo' and will be ignored. #> The function now automatically determines if 'img' is a local or remote image using 'file.exists(img)'.  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addLogo\",\"args\":[\"https://jeroenooms.github.io/images/banana.gif\",\"1734196505.84738\",{\"alpha\":1,\"position\":\"bottomleft\",\"offsetX\":5,\"offsetY\":40,\"width\":100,\"height\":100}]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":null,"dir":"Reference","previous_headings":"","what":"Add mouse coordinate information at top of map. — addMouseCoordinates","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"function adds box displaying current cursor location (latitude, longitude zoom level) top rendered mapview leaflet map. case mapview, automatically added. NOTE: information render mouse movement happened map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"","code":"addMouseCoordinates(   map,   epsg = NULL,   proj4string = NULL,   native.crs = FALSE,   css = list() )  removeMouseCoordinates(map)  clip2sfc(x, clipboard = TRUE)"},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"map mapview leaflet object. epsg epsg string shown. proj4string proj4string shown. native.crs logical. whether use native crs coordinates box. css list valid CSS key-value pairs. See e.g. https://www.w3schools.com/cssref/index.php possible values. x charcter string valid longitude latitude values. Order matters! missing clipboard = TRUE (default) contents read clipboard. clipboard whether read contents clipboard. Default TRUE.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"style set \"detailed\", following information displayed: x: x-position mouse cursor projected coordinates y: y-position mouse cursor projected coordinates epsg: epsg code coordinate reference system map proj4: proj4 definition coordinate reference system map lat: latitude position mouse cursor lon: longitude position mouse cursor zoom: current zoom level default, 'lat', 'lon' 'zoom' shown. show details epsg, proj4 press hold 'Ctrl' move mouse. 'Ctrl' + click copy current contents box/strip top map clipboard, though currently copying 'lon', 'lat' 'zoom' supported, 'epsg' 'proj4' change pan zoom.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"functions","dir":"Reference","previous_headings":"","what":"Functions","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"removeMouseCoordinates(): remove mouse coordinates information map clip2sfc(): convert mouse coordinates clipboard sfc","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"","code":"library(leaflet)  leaflet() %>%   addProviderTiles(\"OpenStreetMap\") # without mouse position info  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":[]}m = leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addMouseCoordinates()  m  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}} removeMouseCoordinates(m)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[]}} # adjust css leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addMouseCoordinates(     css = list(      \"font-size\" = \"30px\",      \"text-align\" = \"center\",      \"background-color\" = \"#ff000080\",      \"color\" = \"rgb(255, 255, 255)\"    )  )  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"#ff000080\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"rgb(255, 255, 255)\\\",\\\"font-size\\\":\\\"30px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"center\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}"},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":null,"dir":"Reference","previous_headings":"","what":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"Add vector tiles stored PMTiles AWS S3 bucket leaflet map. Add point data stored PMTiles Add polylines stored PMTiles","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"","code":"addPMPolygons(   map,   url,   style,   layerId = NULL,   group = NULL,   pane = \"overlayPane\",   attribution = NULL )  addPMPoints(   map,   url,   style,   layerId = NULL,   group = NULL,   pane = \"overlayPane\",   attribution = NULL )  addPMPolylines(   map,   url,   style,   layerId = NULL,   group = NULL,   pane = \"overlayPane\",   attribution = NULL )"},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"map map add . url url tiles served. style styling layer. See paintRules details. layerId layer id. group group name. pane map pane layer added. See leaflet details. attribution optional attribution character string.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"functions can used add cloud optimized vector tiles data .pmtiles format stored Amazon Web Services (AWS) S3 bucket leaflet map. instructions create files, see https://github.com/protomaps/PMTiles. NOTE: may see tiles rendered RStudio viewer pane. Make sure open map browser.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"functions","dir":"Reference","previous_headings":"","what":"Functions","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"addPMPoints(): add points stored PMTiles addPMPolylines(): add ploylines stored PMTiles","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"","code":"## PMPolygons library(leaflet) library(leafem)  url_nzb = \"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/nz-building-outlines.pmtiles\"  leaflet() %>%   addTiles() %>%   addPMPolygons(     url = url_nzb     , layerId = \"nzbuildings\"     , group = \"nzbuildings\"     , style = paintRules(       layer = \"nz-building-outlines\"       , fillColor = \"pink\"       , stroke = \"green\"     )   ) %>%   setView(173.50, -40.80, 6)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addPMPolygons\",\"args\":[\"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/nz-building-outlines.pmtiles\",\"nzbuildings\",\"nzbuildings\",{\"layer\":\"nz-building-outlines\",\"fillColor\":\"pink\",\"color\":\"#0033ffcc\",\"do_stroke\":true,\"width\":0.5,\"radius\":3,\"stroke\":\"green\",\"opacity\":1,\"dash\":null},\"overlayPane\",null]}],\"setView\":[[-40.8,173.5],6,[]]},\"evals\":[],\"jsHooks\":[]} ## PMPoints library(leaflet) library(leafem)  url_depoints = \"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/depoints.pmtiles\"  leaflet() %>%   addTiles() %>%   addPMPoints(     url = url_depoints     , layerId = \"depoints\"     , group = \"depoints\"     , style = paintRules(       layer = \"depoints\"       , fillColor = \"black\"       , stroke = \"white\"       , radius = 4     )   ) %>%   setView(10, 51, 6)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addPMPoints\",\"args\":[\"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/depoints.pmtiles\",\"depoints\",\"depoints\",{\"layer\":\"depoints\",\"fillColor\":\"black\",\"color\":\"#0033ffcc\",\"do_stroke\":true,\"width\":0.5,\"radius\":4,\"stroke\":\"white\",\"opacity\":1,\"dash\":null},\"overlayPane\",null]}],\"setView\":[[51,10],6,[]]},\"evals\":[],\"jsHooks\":[]} ## PMPolylines library(leaflet) library(leafem)  url_rivers = \"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/rivers_africa.pmtiles\"  ## NOTE: these will only render until a zoom level of 7!! leaflet() %>%   addTiles() %>%   addPMPolylines(     url = url_rivers     , layerId = \"rivers\"     , group = \"rivers\"     , style = paintRules(       layer = \"rivers_africa\"       , color = \"blue\"     )   ) %>%   setView(24, 2.5, 4)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addPMPolylines\",\"args\":[\"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/rivers_africa.pmtiles\",\"rivers\",\"rivers\",{\"layer\":\"rivers_africa\",\"fillColor\":\"#0033ff66\",\"color\":\"blue\",\"do_stroke\":true,\"width\":0.5,\"radius\":3,\"stroke\":\"#000000\",\"opacity\":1,\"dash\":null},\"overlayPane\",null]}],\"setView\":[[2.5,24],4,[]]},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":null,"dir":"Reference","previous_headings":"","what":"Add an RGB image as a layer — addRasterRGB","title":"Add an RGB image as a layer — addRasterRGB","text":"Create Red-Green-Blue image overlay RasterStack / RasterBrick stars object based three layers. Three layers (sometimes referred \"bands\" may represent different bandwidths electromagnetic spectrum) combined represent red, green blue channel. function can used make 'true (false) color images' Landsat multi-band satellite images. Note, text plagiarized, .e. copied plotRGB. addRasterRGB addStarsRGB aliases.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add an RGB image as a layer — addRasterRGB","text":"","code":"addRasterRGB(   map,   x,   r = 3,   g = 2,   b = 1,   quantiles = c(0, 1),   domain = NULL,   na.color = \"#BEBEBE80\",   method = c(\"auto\", \"bilinear\", \"near\"),   ... )  addStarsRGB(   map,   x,   r = 3,   g = 2,   b = 1,   quantiles = c(0, 1),   domain = NULL,   na.color = \"#BEBEBE80\",   method = c(\"auto\", \"bilinear\", \"near\"),   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add an RGB image as a layer — addRasterRGB","text":"map map widget object created `leaflet()“ x  RasterBrick, RasterStack `stars“ raster object r integer. Index Red channel/band, 1 nlayers(x) g integer. Index Green channel/band, 1 nlayers(x) b integer. Index Blue channel/band, 1 nlayers(x) quantiles upper lower quantiles used color stretching. set NULL, stretching performed basing domain argument. domain upper lower values used color stretching. used quantiles NULL. domain quantiles set NULL, stretching applied based min-max values. na.color color used NA pixels method method used computing values new, projected raster image. \"bilinear\" (default) appropriate continuous data, \"ngb\" - nearest neighbor - appropriate categorical data. Ignored project = FALSE. See projectRaster details. ... additional arguments passed addRasterImage","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"author","dir":"Reference","previous_headings":"","what":"Author","title":"Add an RGB image as a layer — addRasterRGB","text":"Tim Appelhans, Luigi Ranghetti","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add an RGB image as a layer — addRasterRGB","text":"","code":"# \\donttest{   require(raster)   require(stars) #> Loading required package: stars #> Loading required package: abind #> Loading required package: sf #> Linking to GEOS 3.10.2, GDAL 3.4.1, PROJ 8.2.1; sf_use_s2() is TRUE   require(plainview) #> Loading required package: plainview   require(leaflet)    leaflet() %>%     addTiles(group = \"OpenStreetMap\") %>%     addRasterRGB(plainview::poppendorf, 4,3,2, group = \"True colours\") %>%     addStarsRGB(st_as_stars(plainview::poppendorf), 5,4,3, group = \"False colours\") %>%     addLayersControl(       baseGroups = c(\"Satellite\"),       overlayGroups = c(\"True colours\", \"False colours\"),     )  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,\"OpenStreetMap\",{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addRasterImage\",\"args\":[\"data:image/png;base64,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\",[[49.75756745633345,11.1626229049889],[49.7112314220438,11.23371481162488]],null,\"True 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\",[[49.75756745633345,11.1626229049889],[49.710965981058,11.23389065153885]],\"False colours\",\"False colours\",{\"tileSize\":256,\"zIndex\":1,\"minZoom\":0,\"opacity\":1}]},{\"method\":\"addLayersControl\",\"args\":[\"Satellite\",[\"True colours\",\"False colours\"],{\"collapsed\":true,\"autoZIndex\":true,\"position\":\"topright\"}]}],\"limits\":{\"lat\":[49.710965981058,49.75756745633345],\"lng\":[11.1626229049889,11.23389065153885]}},\"evals\":[],\"jsHooks\":[]}# }"},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":null,"dir":"Reference","previous_headings":"","what":"Add a reactive layer to map. — addReactiveFeatures","title":"Add a reactive layer to map. — addReactiveFeatures","text":"function adds layer map dependent another layer. reactive layer shown/hidden holding Ctrl-button keyboard performing action defined . can either \"click\" (default) \"mouseover\". Note: srcLayer needs added map using addGeoJSON need able link two layers common attribute defined argument . Linking done via group name srcLayer.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a reactive layer to map. — addReactiveFeatures","text":"","code":"addReactiveFeatures(   map,   x,   srcLayer,   by,   on,   group,   layerId = NULL,   options = NULL,   style = NULL,   updateStyle = NULL,   popup = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a reactive layer to map. — addReactiveFeatures","text":"map mapview leaflet object. x (sf) features added map. srcLayer group name source layer x bound . shared attribute x srcLayer two layers bound together. action invoke action. Can one \"click\" (default) \"mouseover\". action triggered holding Ctrl-key performing . group group name object added map. layerId layerId. options options passed layer. See e.g. pathOptions details. style named list styling instructions geometries x. updateStyle named list update styling srcLayer. popup character vector HTML content popups layer x. See addControl details. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a reactive layer to map. — addReactiveFeatures","text":"","code":"library(leaflet) library(leafem) library(sf) library(geojsonsf)  # create some random data che = st_as_sf(gadmCHE) if (require(lwgeom)) {   pts = st_as_sf(st_sample(che, 200))   pts = st_join(pts, che[, \"ID_1\"])    che = sf_geojson(che)    leaflet() %>%     addTiles() %>%     addGeoJSON(che, group = \"che\") %>%     addReactiveFeatures(       pts       , srcLayer = \"che\"       , by = \"ID_1\"       , on = \"click\"       , group = \"pts\"       , style = list(color = \"black\", fillOpacity = 0.3)       , updateStyle = list(         opacity = 0.3         , fillOpacity = 0.3         , color = \"forestgreen\"         , fillColor = \"forestgreen\"       )     ) %>%     addMouseCoordinates() %>%     setView(lng = 8.31, lat = 46.75, zoom = 8) } #> Loading required package: lwgeom #> Linking to liblwgeom 3.0.0beta1 r16016, GEOS 3.10.2, PROJ 8.2.1 #>  #> Attaching package: ‘lwgeom’ #> The following object is masked from ‘package:sf’: #>  #>     st_perimeter  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addGeoJSON\",\"args\":[{\"type\":\"FeatureCollection\",\"features\":[{\"type\":\"Feature\",\"properties\":{\"OBJECTID\":1,\"ID_0\":223,\"ISO\":\"CHE\",\"NAME_0\":\"Switzerland\",\"ID_1\":1,\"NAME_1\":\"Aargau\",\"HASC_1\":\"CH.AG\",\"CCN_1\":null,\"CCA_1\":\"\",\"TYPE_1\":\"Canton|Kanton|Chantun\",\"ENGTYPE_1\":\"Canton\",\"NL_NAME_1\":\"\",\"VARNAME_1\":\"Argovia|Argcvia|Argovie\"},\"geometry\":{\"type\":\"MultiPolygon\",\"coordinates\":[[[[8.226543426513786,47.605094909668029],[8.226647377014274,47.60506820678722],[8.227575302123967,47.60508728027344],[8.228583335876465,47.60519409179699],[8.229330062866211,47.60546493530285],[8.229865074157829,47.60576248168951],[8.231576919555721,47.607231140136779],[8.232858657836914,47.60832977294922],[8.234026908874512,47.60924148559576],[8.236118316650334,47.611175537109378],[8.236849784851018,47.611789703369087],[8.237627029418946,47.612346649170039],[8.238540649414063,47.612682342529357],[8.2393417358399,47.61269760131847],[8.240230560302792,47.612628936767638],[8.241250038146973,47.61250686645519],[8.24217891693121,47.61249923706066],[8.244287490844727,47.612541198730529],[8.24584102630621,47.61271667480469],[8.24784851074213,47.613132476806587],[8.248795509338493,47.61336898803711],[8.24983215332037,47.61367797851568],[8.252035140991211,47.61429977416992],[8.252312660217286,47.6143798828125],[8.253087997436638,47.614582061767638],[8.253680229187012,47.61471176147461],[8.254101753234864,47.6148033142091],[8.256240844726506,47.61515808105469],[8.25809478759777,47.61525344848633],[8.258979797363338,47.61527252197277],[8.259749412536678,47.61505889892584],[8.260181427001954,47.614841461181587],[8.260662078857536,47.61447906494146],[8.263081550598145,47.61042022705078],[8.263785362243766,47.60980606079107],[8.264385223388672,47.60958862304699],[8.26502323150629,47.609489440918029],[8.265910148620606,47.609477996826289],[8.267718315124626,47.609630584716857],[8.270612716674862,47.61003112792969],[8.272203445434628,47.61032104492199],[8.273914337158204,47.610755920410159],[8.276585578918457,47.6114387512207],[8.27784442901617,47.611606597900337],[8.279023170471192,47.61166000366211],[8.280119895935059,47.61168289184576],[8.281135559082088,47.611618041992247],[8.284912109375,47.611179351806757],[8.286145210266114,47.61097717285156],[8.287721633911247,47.610637664795039],[8.288964271545467,47.61023712158203],[8.289423942565975,47.61004638671875],[8.294683456421013,47.60784149169933],[8.295499801635743,47.60736083984375],[8.295810699462834,47.607177734375],[8.296547889709473,47.60673522949213],[8.297137260437012,47.60611724853527],[8.297480583191032,47.60567092895519],[8.297586441040096,47.60518646240246],[8.297426223754997,47.6040992736817],[8.296304702758903,47.598880767822269],[8.295814514160213,47.597560882568419],[8.295378684997559,47.59598159790039],[8.29530239105219,47.595218658447269],[8.29526138305664,47.59480667114269],[8.295308113098145,47.59375381469732],[8.2956161499024,47.59253311157221],[8.296299934387264,47.59137725830084],[8.296979904174919,47.59030532836914],[8.297921180725155,47.58906936645519],[8.299321174621582,47.587924957275507],[8.300630569458065,47.586952209472659],[8.302211761474667,47.586048126220649],[8.30351638793951,47.585613250732539],[8.304583549499512,47.58531951904308],[8.307099342346249,47.58471679687506],[8.308593750000057,47.58431625366222],[8.309711456298942,47.583827972412169],[8.310833930969296,47.583248138427737],[8.31275558471691,47.58195495605469],[8.313836097717399,47.58116912841808],[8.3143892288208,47.58069992065424],[8.314756393432618,47.580387115478519],[8.3156356811524,47.5795783996582],[8.317928314208928,47.57731246948242],[8.319113731384391,47.576251983642638],[8.320385932922477,47.57513427734375],[8.322126388549919,47.573913574218867],[8.32377147674572,47.57294845581055],[8.325917243957634,47.5721054077149],[8.328402519226018,47.57121658325195],[8.330827713012809,47.57072067260748],[8.333411216735954,47.57045745849621],[8.336094856262207,47.57041549682617],[8.33697414398199,47.57040405273443],[8.341172218322754,47.570442199707148],[8.343821525573845,47.570610046386779],[8.345587730407772,47.57072830200207],[8.347780227661247,47.57074356079113],[8.350021362304802,47.57061767578131],[8.354192733764763,47.57031249999994],[8.356156349182243,47.570140838623107],[8.357675552368221,47.57011413574213],[8.358149528503362,47.57012176513666],[8.358603477478141,47.57012939453125],[8.35962009429943,47.57000732421881],[8.360641479492245,47.569801330566409],[8.362689018249626,47.569271087646487],[8.363968849182243,47.568923950195429],[8.365241050720272,47.56874847412121],[8.3671493530274,47.56859588623041],[8.369218826293946,47.56842803955078],[8.371418952941895,47.568271636963007],[8.372430801391545,47.56811904907221],[8.374598503112793,47.56787490844738],[8.376043319702206,47.56761932373058],[8.377703666687069,47.56725311279291],[8.378900527954216,4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x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}"},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":null,"dir":"Reference","previous_headings":"","what":"Add stars layer to a leaflet map — addStarsImage","title":"Add stars layer to a leaflet map — addStarsImage","text":"Add stars layer leaflet map","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add stars layer to a leaflet map — addStarsImage","text":"","code":"addStarsImage(   map,   x,   band = 1,   colors = \"Spectral\",   opacity = 1,   attribution = NULL,   layerId = NULL,   group = NULL,   project = FALSE,   method = c(\"auto\", \"bilinear\", \"near\"),   maxBytes = 4 * 1024 * 1024,   options = gridOptions(),   data = getMapData(map),   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add stars layer to a leaflet map — addStarsImage","text":"map mapview leaflet object. x stars layer. band band number plotted. colors color palette (see colorNumeric) function use color raster values (hint: providing function, set na.color \"#00000000\" make NA areas transparent). palette ignored x SpatRaster color table RGB channels. opacity base opacity raster, expressed 0 1 attribution HTML string show attribution layer layerId layer id group name group raster image belong (see parameter addTiles) project TRUE, automatically project x map projection expected Leaflet (EPSG:3857); FALSE, caller's responsibility ensure x already projected, extent(x) expressed WGS84 latitude/longitude coordinates method method used computing values new, projected raster image. \"bilinear\" (default) appropriate continuous data, \"ngb\" - nearest neighbor - appropriate categorical data. Ignored project = FALSE. See projectRaster details. maxBytes maximum number bytes allow projected image (base64 encoding); defaults 4MB. options list additional options, intended provided call gridOptions data data object argument values derived; default, data object provided leaflet() initially, can overridden. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add stars layer to a leaflet map — addStarsImage","text":"adaption addRasterImage. See documentation details.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add stars layer to a leaflet map — addStarsImage","text":"","code":"# \\donttest{ library(stars) library(leaflet)  tif = system.file(\"tif/L7_ETMs.tif\", package = \"stars\") x = read_stars(tif) leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addStarsImage(x, project = TRUE) #> Warning: no_data_value not set: missing values will appear as zero values  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addRasterImage\",\"args\":[\"data:image/png;base64,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\",[[-7.949822106851126,-34.9165889614845],[-8.040991548630679,-34.825821253803]],\"stars\",\"stars\",{\"tileSize\":256,\"zIndex\":1,\"minZoom\":0,\"opacity\":1}]}],\"limits\":{\"lat\":[-8.040991548630679,-7.949822106851126],\"lng\":[-34.9165889614845,-34.825821253803]}},\"evals\":[],\"jsHooks\":[]}# }"},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":null,"dir":"Reference","previous_headings":"","what":"Add static labels to leaflet or mapview objects — addStaticLabels","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"wrapper around addLabelOnlyMarkers, function provides smart--easy solution add custom text labels existing leaflet mapview map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"","code":"addStaticLabels(map, data, label, group = NULL, layerId = NULL, ...)"},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"map leaflet mapview object. data sf Spatial* object used label placement, defaults locations first dataset 'map'. label labels placed positions indicated 'data' character, vector can coerced type. group group static labels layer. layerId layerId static labels layer. ... Additional arguments passed labelOptions.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"labelled leaflet map","code":""},{"path":[]},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"author","dir":"Reference","previous_headings":"","what":"Author","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"Florian Detsch, Lorenzo Busetto","code":""},{"path":[]},{"path":"https://r-spatial.github.io/leafem/reference/addTileFolder.html","id":null,"dir":"Reference","previous_headings":"","what":"Add raster tiles from a local folder — addTileFolder","title":"Add raster tiles from a local folder — addTileFolder","text":"Add tiled raster data pyramids local folder created gdal2tiles.py (see https://gdal.org/en/latest/programs/gdal2tiles.html details).","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addTileFolder.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add raster tiles from a local folder — addTileFolder","text":"","code":"addTileFolder(   map,   folder,   tms = TRUE,   layerId = NULL,   group = NULL,   attribution = NULL,   options = leaflet::tileOptions(),   data = leaflet::getMapData(map) )"},{"path":"https://r-spatial.github.io/leafem/reference/addTileFolder.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add raster tiles from a local folder — addTileFolder","text":"map mapview leaflet object. folder (top level) folder tiles (folders) reside. tms whether tiles served TMS tiles. layerId layer id. group group name tile layer added map. attribution attribution text tile layer (HTML). options list extra options tile layers. See tileOptions details. tiles created gdal2tiles.py argument tms needs set TRUE. data data object argument values derived; default, data object provided leaflet() initially, can overridden.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/colorOptions.html","id":null,"dir":"Reference","previous_headings":"","what":"Color options for addGeoRaster and addGeotiff — colorOptions","title":"Color options for addGeoRaster and addGeotiff — colorOptions","text":"Color options addGeoRaster addGeotiff","code":""},{"path":"https://r-spatial.github.io/leafem/reference/colorOptions.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Color options for addGeoRaster and addGeotiff — colorOptions","text":"","code":"colorOptions(   palette = NULL,   breaks = NULL,   domain = NULL,   na.color = \"#bebebe22\" )"},{"path":"https://r-spatial.github.io/leafem/reference/colorOptions.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Color options for addGeoRaster and addGeotiff — colorOptions","text":"palette color palette use. Can set colors color generating function result colorRampPalette. breaks breaks color change. domain value domain (min/max) within color mapping occur. na.color color NA values (map NaN Javascript).","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":null,"dir":"Reference","previous_headings":"","what":"Extend Layers Control in Leaflet Map — extendLayersControl","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"function extends existing layers control leaflet map adding custom views, home buttons, opacity controls, legends. enhances functionality layers control created leaflet leaflet.extras.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"","code":"extendLayersControl(   map,   view_settings,   home_btns = FALSE,   home_btn_options = list(),   setviewonselect = TRUE,   opacityControl = list(),   includelegends = TRUE )"},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"map leaflet mapview object extended layers control added. view_settings list specifying view settings layer. list element contain either: coords: vector length 2 (latitude, longitude) setting view, length 4 (bounding box: lat1, lng1, lat2, lng2) fitting bounds. zoom: zoom level (used setView). fly (optional): logical indicating whether use flyTo flyToBounds instead setView fitBounds. options (optional): Additional options pass setView, fitBounds, flyTo. home_btns Logical. TRUE, adds \"home\" button next layer name layer control. Clicking home button zooms map view specified layer view_settings. home_btn_options list options customize home button appearance behavior. Possible options include: text: text emoji display button (default '🏠'). cursor: CSS cursor style button (default 'pointer'). class: CSS class name button (default 'leaflet-home-btn'). styles: Semicolon separated CSS-string (default 'float: inline-end;'). setviewonselect Logical. TRUE (default) sets view layer selected. opacityControl list specifying opacity control settings layer. list element contain: min: Minimum opacity value (default 0). max: Maximum opacity value (default 1). step: Step size opacity slider (default 0.1). default: Default opacity value (default 1). width: Width opacity slider (default '100%'). class: CSS class name slider (default 'leaflet-opacity-slider'). includelegends Logical. TRUE (default), appends legends layer control. Legends matched layers group name. legends need added corresponding layer IDs.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"modified leaflet map object extended layers control including view controls, home buttons, opacity controls, legends.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"function generates JavaScript listens overlayadd baselayerchange events automatically sets view zoom level according specified view_settings. home_btns enabled, home button added next layer layer control. clicked, zooms map predefined view layer. opacity control slider allows users adjust opacity layers. legend appended corresponding layer control, matched layer's group name.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"","code":"library(sf) library(leaflet) library(leafem)  # Example data ########## breweries91 <- st_as_sf(breweries91) lines <- st_as_sf(atlStorms2005) polys <- st_as_sf(leaflet::gadmCHE)  # View settings ########## view_settings <- list(   \"Base_tiles1\" = list(     coords = c(20, 50),     zoom = 3   ),   \"Base_tiles2\" = list(     coords = c(-110, 50),     zoom = 5   ),   \"breweries91\" = list(     coords = as.numeric(st_coordinates(st_centroid(st_union(breweries91)))),     zoom = 8   ),   \"atlStorms2005\" = list(     coords = as.numeric(st_bbox(lines)),     options = list(padding = c(110, 110))   ),   \"gadmCHE\" = list(     coords = as.numeric(st_bbox(polys)),     options = list(padding = c(2, 2)),     fly = TRUE   ) )  # Opacity control settings ########## opacityControl <- list(   \"breweries91\" = list(     min = 0,     max = 1,     step = 0.1,     default = 1,     width = '100%',     class = 'opacity-slider'   ) )  # Legends ########## legends <- list(   \"breweries91\" = \"<div>Legend for breweries<\/div>\" )  leaflet() %>%   ## Baselayer   addTiles(group = \"Base_tiles1\") %>%   addProviderTiles(\"CartoDB\", group = \"Base_tiles2\") %>%    ## Overlays   addCircleMarkers(data = breweries91, group = \"breweries91\") %>%   addPolylines(data = lines, group = \"atlStorms2005\") %>%   addPolygons(data = polys, group = \"gadmCHE\") %>%    ## Extend Layers Control   extendLayersControl(     view_settings, home_btns = TRUE,     home_btn_options = list(       \"Base_tiles1\" = list(text = '🏡', cursor = 'ns-resize', class = 'homebtn'),       \"Base_tiles2\" = list(text = '❤️', cursor = 'pointer'),       \"atlStorms2005\" = list(text = '🌎', cursor = 'all-scroll'),       \"breweries91\" = list(text = '🌎', styles = 'background-color: red'),       \"gadmCHE\" = list(text = '🌎', styles = 'float: none;')     ),     opacityControl = opacityControl,     includelegends = TRUE   ) %>%    ## LayersControl   addLayersControl(     baseGroups = c(\"Base_tiles1\", \"Base_tiles2\"),     overlayGroups = c(\"breweries91\", \"atlStorms2005\", \"gadmCHE\"),     options = layersControlOptions(collapsed = FALSE, autoZIndex = TRUE)   )  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,\"Base_tiles1\",{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a 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red\"},\"atlStorms2005\":{\"layer\":\"atlStorms2005\",\"text\":\"🌎\",\"cursor\":\"all-scroll\"},\"gadmCHE\":{\"layer\":\"gadmCHE\",\"text\":\"🌎\",\"styles\":\"float: none;\"}},true,{\"breweries91\":{\"min\":0,\"max\":1,\"step\":0.1,\"default\":1,\"width\":\"100%\",\"class\":\"opacity-slider\"}},true]},{\"method\":\"addLayersControl\",\"args\":[[\"Base_tiles1\",\"Base_tiles2\"],[\"breweries91\",\"atlStorms2005\",\"gadmCHE\"],{\"collapsed\":false,\"autoZIndex\":true,\"position\":\"topright\"}]}],\"limits\":{\"lat\":[10.7,68.8],\"lng\":[-101.4,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":null,"dir":"Reference","previous_headings":"","what":"Garnish/decorate leaflet or mapview maps. — garnishMap","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"function provides versatile interface add components leaflet mapview map. takes functions \"addMouseCoordinates\" addLayersControl respective arguments adds map. Arguments must named. Functions can plain character strings.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"","code":"garnishMap(map, ...)"},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"map mapview leaflet object. ... functions arguments add things map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"","code":"library(leaflet)  m <- leaflet() %>% addProviderTiles(\"OpenStreetMap\") garnishMap(m, addMouseCoordinates)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}} ## add more than one with named argument library(leaflet)  m1 <- garnishMap(m, addScaleBar, addMouseCoordinates,                  position = \"bottomleft\") m1  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addScaleBar\",\"args\":[{\"maxWidth\":100,\"metric\":true,\"imperial\":true,\"updateWhenIdle\":true,\"position\":\"bottomleft\"}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}"},{"path":"https://r-spatial.github.io/leafem/reference/imagequeryOptions.html","id":null,"dir":"Reference","previous_headings":"","what":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","title":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","text":"Imagequery options addGeoRaster, addGeotiff addCOG","code":""},{"path":"https://r-spatial.github.io/leafem/reference/imagequeryOptions.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","text":"","code":"imagequeryOptions(   className = \"info legend\",   position = c(\"topright\", \"topleft\", \"bottomleft\", \"bottomright\"),   type = c(\"mousemove\", \"click\"),   digits = NULL,   prefix = \"Layer\",   noData = \"NoData Value\" )"},{"path":"https://r-spatial.github.io/leafem/reference/imagequeryOptions.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","text":"className character string append control legend. position place display field. Default 'topright'. type whether query occur 'mousemove' 'click'. Defaults 'mousemove'. digits number digits shown display field. prefix character string shown prefix layerId. noData text shown mouse NoData Value identified GDAL. default \"NoData Value\" show whatever defined Geotiff metadata.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/paintRules.html","id":null,"dir":"Reference","previous_headings":"","what":"Styling options for PMTiles — paintRules","title":"Styling options for PMTiles — paintRules","text":"Styling options PMTiles","code":""},{"path":"https://r-spatial.github.io/leafem/reference/paintRules.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Styling options for PMTiles — paintRules","text":"","code":"paintRules(   layer,   fillColor = \"#0033ff66\",   color = \"#0033ffcc\",   do_stroke = TRUE,   width = 0.5,   radius = 3,   stroke = \"#000000\",   opacity = 1,   dash = NULL )"},{"path":"https://r-spatial.github.io/leafem/reference/paintRules.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Styling options for PMTiles — paintRules","text":"layer name layer PMTiles file visualise. fillColor fill color polygons color line color do_stroke logical, whether polygon borders drawn width line width radius point radius stroke color point border opacity point opacity dash either NULL (default) solid line numeric vector length 2 denoting segment length spce segments (pixels), e.g. c(5, 3)","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":null,"dir":"Reference","previous_headings":"","what":"Update the layer controls when adding layers to an existing map. — updateLayersControl","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"adding additional base layers overlay layers existing map, updateLayersControl either update existing layers control add new one map none.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"","code":"updateLayersControl(   map,   addBaseGroups = character(0),   addOverlayGroups = character(0),   position = \"topleft\",   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"map leaflet mapview map. addBaseGroups group names base layers added layers control. addOverlayGroups group names overlay layers added layers control. position position control: \"topleft\", \"topright\", \"bottomleft\", \"bottomright\". ... arguments passed addLayersControl.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"","code":"library(leaflet)  map = leaflet() %>%         addProviderTiles(\"OpenStreetMap\", group = \"OSM\") %>%         addProviderTiles(\"CartoDB.DarkMatter\", group = \"dark\") %>%         addCircleMarkers(data = breweries91, group = \"brew\")  map # no layers control  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,\"OSM\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addProviderTiles\",\"args\":[\"CartoDB.DarkMatter\",null,\"dark\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"brew\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} map %>%   updateLayersControl(addBaseGroups = c(\"OSM\", \"dark\"),                       addOverlayGroups = \"brew\")  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,\"OSM\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addProviderTiles\",\"args\":[\"CartoDB.DarkMatter\",null,\"dark\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"brew\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addLayersControl\",\"args\":[[\"OSM\",\"dark\"],\"brew\",{\"collapsed\":true,\"autoZIndex\":true,\"position\":\"topleft\"}]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":[]},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-features-and-improvements-0-2-3-9014","dir":"Changelog","previous_headings":"","what":"✨ features and improvements","title":"leafem 0.2.3.9014 (2024-11-25)","text":"addMouseCoordinates() gained argument css modify layout div. #95 addHomeButton() gained arguments css hover_css modify layout. #92","code":""},{"path":[]},{"path":[]},{"path":[]},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-023-2023-09-17","dir":"Changelog","previous_headings":"","what":"leafem 0.2.3 (2023-09-17)","title":"leafem 0.2.3 (2023-09-17)","text":"CRAN release: 2023-09-17","code":""},{"path":[]},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-features-and-improvements-0-2-2","dir":"Changelog","previous_headings":"","what":"✨ features and improvements","title":"leafem 0.2.2 (2023-09-16)","text":"new suite functions add PMTiles served S3 bucket. addFgb() now responds click, mouseover & mouseout shiny (thanks @dfriend21). #64","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-features-and-improvements-0-2-2-1","dir":"Changelog","previous_headings":"","what":"✨ features and improvements","title":"leafem 0.2.2 (2023-09-16)","text":"addFGB() now accepts arbitrary labels. #53 update georaster-layer--leaflet version 3.7.1","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-bug-fixes-0-2-2","dir":"Changelog","previous_headings":"","what":"🐛 bug fixes","title":"leafem 0.2.2 (2023-09-16)","text":"update flatgeobuf geojson js lib latest version. (https://github.com/r-spatial/mapview/issues/411) fix parsing negative coordinates clip2sfc(). @famuvie #45 remove offending character conversion addStaticLabels(). @jannes-m #47 address changes latest stars version caused CRAN ERRORs. #70","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-miscellaneous-0-2-2","dir":"Changelog","previous_headings":"","what":"🍬 miscellaneous","title":"leafem 0.2.2 (2023-09-16)","text":"removed gdalUtils dependency using new sf::st_layers() instead. remove rgdal Suggests.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2","dir":"Changelog","previous_headings":"","what":"leafem 0.1.8","title":"leafem 0.2.2 (2023-09-16)","text":"bugfixes: (unexported) addCOG now works much better updating JS deps. #48 georaster.noDataValue now mapped correctly na.color. #52","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-1","dir":"Changelog","previous_headings":"","what":"leafem 0.1.6","title":"leafem 0.2.2 (2023-09-16)","text":"new features: new function addReactiveFeatures show/hide one layer clicking another. #38 bugfixes: imageQuery now properly updated shiny. #27 homeButton work extents xmin = 0. #40 miscellaneous: add(Raster/Stars)RGB default quantile stretching now 0 & 1.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-2","dir":"Changelog","previous_headings":"","what":"leafem 0.1.3","title":"leafem 0.2.2 (2023-09-16)","text":"new features: addFgb gained argument className allow css specification. new functions addGeotiff addGeoRaster render large raster data using https://github.com/GeoTIFF/georaster-layer--leaflet bugfixes: don’t use st_zm addFeatures.mapdeck remove mousecoords strip exists. #23 addFgb now respects pane passed via options. addFgb used fail LayerId contained . (dot). addFgb uses layerId instead group attach html.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-3","dir":"Changelog","previous_headings":"","what":"leafem 0.1.0","title":"leafem 0.2.2 (2023-09-16)","text":"new features: addHomeButton now infers bounding box group argument without pass extent object. Also now handles vectors c(xmin, ymin, xmax, ymax) - e.g. via sf::st_bbox(). backward-breaking change! addLocalFile gained argument tms specify whether tiles TMS tiles. new function updateLayersControl update (add) layers control adding new base overlay layers existing map (https://twitter.com/mdsumner/status/1194596180061118465). added support ‘mapdeck’ maps addFeatures. added methods addStarsImage (moved mapview) addRasterRGB. Thanks Luigi Ranghetti #1. addFeatures now also works leaflet_proxy objects. Thanks Lorento Busetto #2. new function addFgb add flatgeobuf files file url. addImageQuery now much robust. Also works leaflet_proxy objects now. Thanks Sebastian Gatscha #9, #12, #13 miscellaneous: garnishMap now uses match.arg tries robust.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-4","dir":"Changelog","previous_headings":"","what":"leafem 0.0.1","title":"leafem 0.2.2 (2023-09-16)","text":"initial commit","code":""}]
+[{"path":"https://r-spatial.github.io/leafem/CODE_OF_CONDUCT.html","id":null,"dir":"","previous_headings":"","what":"Contributor Code of Conduct","title":"Contributor Code of Conduct","text":"contributors maintainers project, pledge respect people contribute reporting issues, posting feature requests, updating documentation, submitting pull requests patches, activities. committed making participation project harassment-free experience everyone, regardless level experience, gender, gender identity expression, sexual orientation, disability, personal appearance, body size, race, ethnicity, age, religion. Examples unacceptable behavior participants include use sexual language imagery, derogatory comments personal attacks, trolling, public private harassment, insults, unprofessional conduct. Project maintainers right responsibility remove, edit, reject comments, commits, code, wiki edits, issues, contributions aligned Code Conduct. Project maintainers follow Code Conduct may removed project team. Instances abusive, harassing, otherwise unacceptable behavior may reported opening issue contacting one project maintainers. Code Conduct adapted Contributor Covenant (http://contributor-covenant.org), version 1.0.0, available http://contributor-covenant.org/version/1/0/0/","code":""},{"path":"https://r-spatial.github.io/leafem/authors.html","id":null,"dir":"","previous_headings":"","what":"Authors","title":"Authors and Citation","text":"Tim Appelhans. Maintainer, author. Christoph Reudenbach. Contributor. Kenton Russell. Contributor. Jochen Darley. Contributor. Daniel Montague. Contributor, copyright holder.           Leaflet.EasyButton plugin Lorenzo Busetto. Contributor. Luigi Ranghetti. Contributor. Miles McBain. Contributor. Sebastian Gatscha. Contributor. Björn Harrtell. Contributor, copyright holder.           FlatGeobuf plugin Daniel Dufour. Contributor, copyright holder.           georaster-layer--leaflet Yeedle Neuwirth. Contributor. Derek Friend. Contributor. Kevin Cazelles. Contributor.","code":""},{"path":"https://r-spatial.github.io/leafem/authors.html","id":"citation","dir":"","previous_headings":"","what":"Citation","title":"Authors and Citation","text":"Appelhans T (2024). leafem: 'leaflet' Extensions 'mapview'. R package version 0.2.3.9015, https://r-spatial.github.io/leafem/, https://github.com/r-spatial/leafem.","code":"@Manual{,   title = {leafem: 'leaflet' Extensions for 'mapview'},   author = {Tim Appelhans},   year = {2024},   note = {R package version 0.2.3.9015,     https://r-spatial.github.io/leafem/},   url = {https://github.com/r-spatial/leafem}, }"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"leafem---leaflet-extensions-for-mapview","dir":"","previous_headings":"","what":"leaflet Extensions for mapview","title":"leaflet Extensions for mapview","text":"leafem provides extensions package leaflet many used package mapview. intention package enhance leaflet functionality provide GIS-like feeling plotting spatial data interactively.","code":""},{"path":"https://r-spatial.github.io/leafem/index.html","id":"installation","dir":"","previous_headings":"","what":"Installation","title":"leaflet Extensions for mapview","text":"can install released version leafem CRAN :","code":"install.packages(\"leafem\")"},{"path":[]},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addfeatures","dir":"","previous_headings":"Extensions","what":"addFeatures","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet)  leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(data = breweries91)"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addmousecoordinates","dir":"","previous_headings":"Extensions","what":"addMouseCoordinates","title":"leaflet Extensions for mapview","text":"","code":"leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addMouseCoordinates()"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"garnishmap","dir":"","previous_headings":"Extensions","what":"garnishMap","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet)  m <- leaflet() %>% addProviderTiles(\"OpenStreetMap\") garnishMap(m, addMouseCoordinates)"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addhomebutton","dir":"","previous_headings":"Extensions","what":"addHomeButton","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet) library(raster)  m <- leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addCircleMarkers(data = breweries91) %>%   addHomeButton(extent(breweries91), \"breweries91\") m"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addimagequery","dir":"","previous_headings":"Extensions","what":"addImageQuery","title":"leaflet Extensions for mapview","text":"","code":"library(leaflet) library(plainview)  leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addRasterImage(poppendorf[[1]], project = TRUE, group = \"poppendorf\",                  layerId = \"poppendorf\") %>%   addImageQuery(poppendorf[[1]], project = TRUE,                 layerId = \"poppendorf\") %>%   addLayersControl(overlayGroups = \"poppendorf\")"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"addlogo","dir":"","previous_headings":"Extensions","what":"addLogo","title":"leaflet Extensions for mapview","text":"","code":"img <- \"https://www.r-project.org/logo/Rlogo.svg\"  leaflet() %>% addTiles() %>% addLogo(img, url = \"https://www.r-project.org/logo/\")"},{"path":"https://r-spatial.github.io/leafem/index.html","id":"code-of-conduct","dir":"","previous_headings":"Extensions","what":"Code of Conduct","title":"leaflet Extensions for mapview","text":"Please note ‘leafem’ project released Contributor Code Conduct. participating project agree abide terms.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":null,"dir":"Reference","previous_headings":"","what":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"Add Cloud Optimised Geotiff (COG) leaflet map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"","code":"addCOG(   map,   url = NULL,   group = NULL,   layerId = NULL,   resolution = 96,   opacity = 0.8,   options = leaflet::tileOptions(),   colorOptions = NULL,   pixelValuesToColorFn = NULL,   autozoom = TRUE,   rgb = FALSE,   imagequery = TRUE,   imagequeryOptions = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"map map add COG . url url COG file render. group name group raster image belong . layerId layerId. resolution target resolution simple nearest neighbor interpolation. Larger values result detailed rendering, may impact performance. Default 96 (pixels). opacity opacity rendered layer. options options passed layer. See tileOptions details. colorOptions list defining palette, breaks na.color used. Currently used. pixelValuesToColorFn optional JS function passed browser. Can used fine tune manipulate color mapping. See examples & https://github.com/r-spatial/leafem/issues/25 examples. Currently used. autozoom whether automatically zoom full extent layer. Default TRUE rgb logical, whether render Geotiff RGB. Currently used. imagequery TRUE leaflet control hovered/clicked value appear map. imagequeryOptions additional options control panel. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"function overlay Cloud Optimised Geotiff data remote url leaflet map. Like addGeotiff uses leaflet plugin 'georaster-layer--leaflet' render data. See addGeotiff bit detail means.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCOG.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add Cloud Optimised Geotiff (COG) to a leaflet map. — addCOG","text":"","code":"if (interactive()) {   library(leaflet)   library(leafem)    base_url = \"https://sentinel-cogs.s3.us-west-2.amazonaws.com\"   image_url = \"sentinel-s2-l2a-cogs/46/X/DG/2022/8/S2B_46XDG_20220829_0_L2A/L2A_PVI.tif\"   url = sprintf(\"%s/%s\", base_url, image_url)    leaflet() |>     addTiles() |>     leafem:::addCOG(       url = url       , group = \"COG\"       , resolution = 512       , autozoom = TRUE     ) }"},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":null,"dir":"Reference","previous_headings":"","what":"Copy current view extent to the clipboard — addCopyExtent","title":"Copy current view extent to the clipboard — addCopyExtent","text":"Add JavaScript functioality enable copying current view bouding box clipboard. copy.btn argument expects valid keycode event.code \"KeyE\" (default). Use https://www.toptal.com/developers/keycode find approprate codes keyboard.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Copy current view extent to the clipboard — addCopyExtent","text":"","code":"addCopyExtent(map, event.code = \"KeyE\")"},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Copy current view extent to the clipboard — addCopyExtent","text":"map mapview leaflet object. event.code JavaScript event.code ley strokes.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addCopyExtent.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Copy current view extent to the clipboard — addCopyExtent","text":"","code":"library(leaflet)    leaflet() %>%   addProviderTiles(\"CartoDB.Positron\") %>%     addCopyExtent(event.code = \"KeyE\") %>%     addMouseCoordinates()  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"CartoDB.Positron\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (function(el,x,data){\\n           var map = this;\\n\\n           map.on('keypress', function(e) {\\n               console.log(e.originalEvent.code);\\n               var key = e.originalEvent.code;\\n               if (key === 'KeyE') {\\n                   var bb = this.getBounds();\\n                   var txt = JSON.stringify(bb);\\n                   console.log(txt);\\n\\n                   setClipboardText('\\\\'' + txt + '\\\\'');\\n               }\\n           })\\n        }).call(this.getMap(), el, x, data);\\n}\",\"data\":null},{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}   # now click on the map (!) and zoom to anywhere in the map, then press 'e' on   # your keyboard. This will copy the current extent/bounding box as a JSON object   # to your clipboard which can then be parsed with:    # jsonlite::fromJSON(<Ctrl+v>)"},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":null,"dir":"Reference","previous_headings":"","what":"Add extent/bbox of spatial objects to a leaflet map — addExtent","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"function adds bounding box spatial object leaflet mapview map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"","code":"addExtent(map, data, ...)"},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"map leaflet mapview map. data sf object added map. ... additional arguments passed addFeatures","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addExtent.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add extent/bbox of spatial objects to a leaflet map — addExtent","text":"","code":"library(leaflet)  # Usage in leaflet leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addExtent(gadmCHE)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addPolygons\",\"args\":[[[[{\"lng\":[5.956063270568848,10.49511241912853,10.49511241912853,5.956063270568848,5.956063270568848],\"lat\":[45.81705856323248,45.81705856323248,47.8084831237793,47.8084831237793,45.81705856323248]}]]],null,null,{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}},\"pane\":\"overlayPane\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2,\"smoothFactor\":1,\"noClip\":false},null,{\"maxWidth\":800,\"minWidth\":50,\"autoPan\":true,\"keepInView\":false,\"closeButton\":true,\"closeOnClick\":true,\"className\":\"\"},null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[45.81705856323248,47.8084831237793],\"lng\":[5.956063270568848,10.49511241912853]}},\"evals\":[],\"jsHooks\":[]} leaflet(gadmCHE) %>%   addProviderTiles(\"OpenStreetMap\") %>%   addExtent()  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addPolygons\",\"args\":[[[[{\"lng\":[5.956063270568848,10.49511241912853,10.49511241912853,5.956063270568848,5.956063270568848],\"lat\":[45.81705856323248,45.81705856323248,47.8084831237793,47.8084831237793,45.81705856323248]}]]],null,null,{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}},\"pane\":\"overlayPane\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2,\"smoothFactor\":1,\"noClip\":false},null,{\"maxWidth\":800,\"minWidth\":50,\"autoPan\":true,\"keepInView\":false,\"closeButton\":true,\"closeOnClick\":true,\"className\":\"\"},null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[45.81705856323248,47.8084831237793],\"lng\":[5.956063270568848,10.49511241912853]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":null,"dir":"Reference","previous_headings":"","what":"Type agnositc version of leaflet::add* functions. — addFeatures","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"Add simple features geometries sf","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"","code":"addFeatures(map, data, pane = \"overlayPane\", ...)"},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"map leaflet mapview map. data sf object added map. pane name map pane features rendered . ... arguments passed respective leaflet::add* functions. See addCircleMarkers, addPolylines addPolygons.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFeatures.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Type agnositc version of leaflet::add* functions. — addFeatures","text":"","code":"library(leaflet)  leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addCircleMarkers(data = breweries91)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(data = breweries91)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}},\"pane\":\"overlayPane\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,{\"maxWidth\":800,\"minWidth\":50,\"autoPan\":true,\"keepInView\":false,\"closeButton\":true,\"closeOnClick\":true,\"className\":\"\"},null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addPolylines(data = atlStorms2005)  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%>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(atlStorms2005)  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leaflet() %>% addProviderTiles(\"OpenStreetMap\") %>% addPolygons(data = gadmCHE)  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%>% addProviderTiles(\"OpenStreetMap\") %>% addFeatures(gadmCHE)  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a flatgeobuf file to leaflet map — addFgb","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"flatgeobuf performant binary geo-spatial file format suitable serving large data. details see https://github.com/flatgeobuf/flatgeobuf respective documentation GDAL/OGR driver https://gdal.org/en/latest/drivers/vector/flatgeobuf.html.  contrast classical ways serving data R onto leaflet map, flatgeobuf can stream data chunk chunk rendering map less instantaneous. map responsive data still loading popup queries, zooming panning work even though data rendered yet. makes rather pleasant user experience wait data added map interacting .","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"","code":"addFgb(   map,   file = NULL,   url = NULL,   layerId = NULL,   group = NULL,   popup = NULL,   label = NULL,   radius = 10,   stroke = TRUE,   color = \"#03F\",   weight = 5,   opacity = 0.5,   fill = FALSE,   fillColor = NULL,   fillOpacity = 0.2,   dashArray = NULL,   options = NULL,   className = NULL,   scale = scaleOptions(),   minZoom = NULL,   maxZoom = 52,   highlightOptions = NULL,   labelOptions = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"map mapview leaflet object. file file path .fgb file added map. set, url ignored. url url data added map. respected file = NULL. layerId layer id. group group name file added map. popup either logical whether show feature properties (fields) popups name field show popups. label name field shown tooltip. radius size circle markers. stroke whether draw stroke along path (e.g. borders polygons circles). color stroke color. weight stroke width pixels. opacity stroke opacity. fill whether fill path fillColor. fillColor set, set TRUE, default FALSE. fillColor fill color. set, fill set TRUE. fillOpacity fill opacity. dashArray string defines stroke dash pattern. options list extra options tile layers, popups, paths (circles, rectangles, polygons, ...), map elements. className optional class name popup (table). Can used define css popup. scale named list instructions scale radius, width, opacity, fillOpacity mapped attribute column. minZoom minimum zoom level data rendered. maxZoom maximum zoom level data rendered. highlightOptions Options highlighting shape mouse . labelOptions Vector labelOptions provide label options label. Default NULL ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"Styling options addFgb offer flexibility allowing users either specify styles directly function arguments define attributes data object: Direct Styling: can pass style arguments (e.g., color, weight, opacity) directly function. apply uniformly features layer. Attribute-based Styling: Alternatively, can include styling properties (e.g., color, fillColor, weight) columns data object writing FGB file. Set corresponding arguments addFgb NULL, function use attributes styling map rendering. example:","code":"## using custom `color` data$color <- colorNumeric(palette = \"viridis\", domain = data$var)(data$var) sf::st_write(obj = data, dsn = \"myfile.fgb\", driver = \"FlatGeobuf\") leafem::addFgb(file = \"myfile.fgb\", color = NULL)  ## using custom `fillColor` data$fillColor <- colorNumeric(palette = \"viridis\", domain = data$var)(data$var) sf::st_write(obj = data, dsn = \"myfile.fgb\", driver = \"FlatGeobuf\") leafem::addFgb(file = \"myfile.fgb\", fill = TRUE, fillColor = NULL)"},{"path":"https://r-spatial.github.io/leafem/reference/addFgb.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a flatgeobuf file to leaflet map — addFgb","text":"","code":"if (interactive()) {    library(leaflet)    library(leafem)     # via URL    url = \"https://raw.githubusercontent.com/flatgeobuf/flatgeobuf/3.0.1/test/data/UScounties.fgb\"     leaflet() %>%      addTiles() %>%      leafem:::addFgb(        url = url        , group = \"counties\"        , label = \"NAME\"        , popup = TRUE        , fill = TRUE        , fillColor = \"blue\"        , fillOpacity = 0.6        , color = \"black\"        , weight = 1      ) %>%        addLayersControl(overlayGroups = c(\"counties\")) %>%        addMouseCoordinates() %>%        setView(lng = -105.644, lat = 51.618, zoom = 3)  }"},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":null,"dir":"Reference","previous_headings":"","what":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"Add stars/raster image leaflet map using optimised rendering.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"","code":"addGeoRaster(   map,   x,   group = NULL,   layerId = NULL,   resolution = 96,   opacity = 0.8,   options = leaflet::tileOptions(),   colorOptions = NULL,   project = TRUE,   pixelValuesToColorFn = NULL,   autozoom = TRUE,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"map map add raster data . x stars/raster object rendered. group name group raster image belong . layerId layerId. resolution target resolution simple nearest neighbor interpolation. Larger values result detailed rendering, may impact performance. Default 96 (pixels). opacity opacity rendered layer. options options passed layer. See tileOptions details. colorOptions list defining palette, breaks na.color used. project whether project RasterLayer conform leaflets expected crs. Defaults TRUE things likely go haywire set FALSE. pixelValuesToColorFn optional JS function passed browser. Can used fine tune manipulate color mapping. See https://github.com/r-spatial/leafem/issues/25 examples. autozoom whether automatically zoom full extent layer. Default TRUE ... arguments passed addGeotiff.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"uses leaflet plugin 'georaster-layer--leaflet' render raster data. See https://github.com/GeoTIFF/georaster-layer--leaflet details. clue rendering uses simple nearest neighbor interpolation --fly ensure smooth rendering. enables handling larger rasters standard addRasterImage.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeoRaster.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add stars/raster image to a leaflet map using optimised rendering. — addGeoRaster","text":"","code":"if (interactive()) {   library(leaflet)   library(leafem)   library(stars)    tif = system.file(\"tif/L7_ETMs.tif\", package = \"stars\")   x1 = read_stars(tif)   x1 = x1[, , , 3] # band 3    leaflet() %>%     addTiles() %>%     leafem:::addGeoRaster(       x1       , opacity = 1       , colorOptions = colorOptions(         palette = grey.colors(256)       )     ) }"},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":null,"dir":"Reference","previous_headings":"","what":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"Add GeoTIFF file leaflet map using optimised rendering.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"","code":"addGeotiff(   map,   file = NULL,   url = NULL,   group = NULL,   layerId = NULL,   resolution = 96,   bands = NULL,   arith = NULL,   project = TRUE,   method = NULL,   opacity = 0.8,   options = leaflet::tileOptions(),   colorOptions = NULL,   rgb = FALSE,   pixelValuesToColorFn = NULL,   autozoom = TRUE,   imagequery = TRUE,   imagequeryOptions = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"map map add raster data . file path GeoTIFF file render. url url GeoTIFF file render. Ignored file provided. group name group raster image belong . layerId layerId. resolution target resolution simple nearest neighbor interpolation. Larger values result detailed rendering, may impact performance. Default 96 (pixels). bands bands use case multi-band Geotiff. arith optional function applied multi-layer object. computed --fly browser. project TRUE (default), automatically project x map projection expected georaster-layer--leaflet (EPSG:4326); FALSE, caller's responsibility ensure file already projected. method character defining resampling method used project TRUE. See https://gdal.org/en/latest/programs/gdalwarp.html#cmdoption-gdalwarp-r possible values. opacity opacity rendered layer. options options passed layer. See tileOptions details. colorOptions list defining palette, breaks na.color used. rgb logical, whether render Geotiff RGB. pixelValuesToColorFn optional JS function passed browser. Can used fine tune manipulate color mapping. See examples & https://github.com/r-spatial/leafem/issues/25 examples. autozoom whether automatically zoom full extent layer. Default TRUE imagequery TRUE leaflet control hovered/clicked value appear map. imagequeryOptions additional options control panel. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"uses leaflet plugin 'georaster-layer--leaflet' render GeoTIFF data. See https://github.com/GeoTIFF/georaster-layer--leaflet details. GeoTIFF file read directly browser using geotiffjs (https://geotiffjs.github.io/), need read data current R session. GeoTIFF files can read file system via url. clue rendering uses simple nearest neighbor interpolation --fly ensure smooth rendering. enables handling larger rasters standard addRasterImage.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addGeotiff.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a GeoTIFF file to a leaflet map using optimised rendering. — addGeotiff","text":"","code":"if (interactive()) {   library(leaflet)   library(leafem)   library(stars)    tif = system.file(\"tif/L7_ETMs.tif\", package = \"stars\")   x1 = read_stars(tif)   x1 = x1[, , , 3] # band 3    tmpfl = tempfile(fileext = \".tif\")    write_stars(st_warp(x1, crs = 4326), tmpfl)    leaflet() %>%     addTiles() %>%     addGeotiff(       file = tmpfl       , opacity = 0.9       , colorOptions = colorOptions(         palette = hcl.colors(256, palette = \"inferno\")         , na.color = \"transparent\"       )     )  }"},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":null,"dir":"Reference","previous_headings":"","what":"Add a home button / zoom-to-layer button to a map. — addHomeButton","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"function adds button map enables zooming provided extent / bbox.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"","code":"addHomeButton(   map,   ext,   group = \"layer\",   position = \"bottomright\",   add = TRUE,   css = list(),   hover_css = list() )  removeHomeButton(map)"},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"map mapview leaflet object. ext extent / bbox zoom . group name group/layer zoomed (character string) position position button (one 'topleft', 'topright', 'bottomleft', 'bottomright'). Defaults 'bottomright'. add logical. Whether add button map (mainly internal use). css, hover_css list valid CSS key-value pairs. See e.g. https://www.w3schools.com/cssref/index.php possible values.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"functions","dir":"Reference","previous_headings":"","what":"Functions","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"removeHomeButton(): remove homeButton map","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addHomeButton.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a home button / zoom-to-layer button to a map. — addHomeButton","text":"","code":"library(leaflet) library(raster) #> Loading required package: sp  ## pass a group name only m <- leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addCircleMarkers(data = breweries91, group = \"breweries91\") %>%   addHomeButton(group = \"breweries91\") m  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"breweries91\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addHomeButton\",\"args\":[0,0,0,0,false,\"breweries91\",\"Zoom to breweries91\",\"<strong> breweries91 <\\/strong>\",\"bottomright\"]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} ## pass a raster extent - group can now be an arbitrary label m <- leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addCircleMarkers(data = breweries91, group = \"breweries91\") %>%   addHomeButton(ext = extent(breweries91), group = \"Brew\") m  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"breweries91\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addHomeButton\",\"args\":[10.316987,48.900742,11.509409,49.884229,true,\"Brew\",\"Zoom to Brew\",\"<strong> Brew <\\/strong>\",\"bottomright\"]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} ## remove the button removeHomeButton(m)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"breweries91\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addHomeButton\",\"args\":[10.316987,48.900742,11.509409,49.884229,true,\"Brew\",\"Zoom to Brew\",\"<strong> Brew <\\/strong>\",\"bottomright\"]},{\"method\":\"removeHomeButton\",\"args\":[]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":null,"dir":"Reference","previous_headings":"","what":"Add image query functionality to leaflet/mapview map. — addImageQuery","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"Add image query functionality leaflet/mapview map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"","code":"addImageQuery(   map,   x,   band = 1,   group = NULL,   layerId = NULL,   project = TRUE,   type = c(\"mousemove\", \"click\"),   digits,   position = \"topright\",   prefix = \"Layer\",   className = \"\",   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"map map RasterLayer queried. x RasterLayer queried. band stars layers, band number queried. group group RasterLayer queried. layerId layerId RasterLayer queried. Needs supplied addRasterImage addStarsImage. project whether project RasterLayer conform leaflets expected crs. Defaults TRUE things likely go haywire set FALSE. type whether query occur 'mousemove' 'click'. Defaults 'mousemove'. digits number digits shown display field. position place display field. Default 'topright'. prefix character string shown prefix layerId. className character string append control legend. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"function enables Raster*/stars objects added leaflet/mapview maps queried. Standard query 'mousmove', can changed 'click'. Note work, layerId needs one set addRasterImage addStarsImage. Currently works numeric values (.e. numeric/integer factor values supported).","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addImageQuery.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add image query functionality to leaflet/mapview map. — addImageQuery","text":"","code":"if (interactive()) {   if (requireNamespace(\"plainview\")) {     library(leaflet)     library(plainview)      leaflet() %>%       addProviderTiles(\"OpenStreetMap\") %>%       addRasterImage(poppendorf[[1]], project = TRUE, group = \"poppendorf\",                      layerId = \"poppendorf\") %>%       addImageQuery(poppendorf[[1]], project = TRUE,                     layerId = \"poppendorf\") %>%       addLayersControl(overlayGroups = \"poppendorf\")   } }"},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":null,"dir":"Reference","previous_headings":"","what":"Add vector data to leaflet map directly from the file system — addLocalFile","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"Add vector data leaflet map directly file system","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"","code":"addLocalFile(   map,   file,   layerId = NULL,   group = NULL,   popup = NULL,   label = NULL,   radius = 10,   stroke = TRUE,   color = \"#03F\",   weight = 5,   opacity = 0.5,   fill = TRUE,   fillColor = color,   fillOpacity = 0.2,   dashArray = NULL,   options = NULL )"},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"map mapview leaflet object. file file path file added map. NOTE: reprojected --fly \"longlat\". layerId layer id. group group name file added map. popup either logical whether show feature properties (fields) popups name field show popups. label name field shown tooltip. radius size circle markers. stroke whether draw stroke along path (e.g. borders polygons circles). color stroke color. weight stroke width pixels. opacity stroke opacity. fill whether fill path color (e.g. filling polygons circles). fillColor fill color. fillOpacity fill opacity. dashArray string defines stroke dash pattern. options list extra options tile layers, popups, paths (circles, rectangles, polygons, ...), map elements.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLocalFile.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add vector data to leaflet map directly from the file system — addLocalFile","text":"","code":"if (interactive()) {   library(leafem)   library(leaflet)   library(sf)    destfile = tempfile(fileext = \".gpkg\")    st_write(st_as_sf(gadmCHE), dsn = destfile)    leaflet() %>%     addTiles() %>%     addLocalFile(destfile, popup = TRUE) }"},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":null,"dir":"Reference","previous_headings":"","what":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"function adds image map. local remote (web) image sources supported. Position map completely controllable.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"","code":"addLogo(   map,   img,   alpha = 1,   src = NULL,   url = NULL,   position = c(\"topleft\", \"topright\", \"bottomleft\", \"bottomright\"),   offset.x = 50,   offset.y = 13,   width = 60,   height = 60,   class = NULL,   layerId = NULL )  updateLogo(map, img, layerId)  removeLogo(map, layerId)  hideLogo(map, layerId)  showLogo(map, layerId)"},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"map mapview leaflet object. img image added map. alpha opacity added image. src DEPRECATED. function now automatically determines img local remote image using file.exists(img). url optional URL opened clicking image (e.g. company's homepage). position one \"topleft\", \"topright\", \"bottomleft\", \"bottomright\". offset.x offset x direction chosen position (pixels). offset.y offset y direction chosen position (pixels). width width rendered image pixels. height height rendered image pixels. class optional class layerId id logo div.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addLogo.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"add a local or remote image (png, jpg, gif, bmp, ...) to a leaflet map — addLogo","text":"","code":"library(leaflet) ## default position is topleft next to zoom control  img <- \"https://www.r-project.org/logo/Rlogo.svg\" leaflet() %>% addTiles() %>% addLogo(img, url = \"https://www.r-project.org/logo/\")  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addLogo\",\"args\":[\"https://www.r-project.org/logo/Rlogo.svg\",\"1734196948.94518\",{\"alpha\":1,\"url\":\"https://www.r-project.org/logo/\",\"position\":\"topleft\",\"offsetX\":50,\"offsetY\":13,\"width\":60,\"height\":60}]}]},\"evals\":[],\"jsHooks\":[]} ## with local image if (requireNamespace(\"png\")) {   library(png)    img <- system.file(\"img\", \"Rlogo.png\", package=\"png\")   leaflet() %>% addTiles() %>% addLogo(img, src = \"local\", alpha = 0.3)    ## dancing banana gif :-)   m <- leaflet() %>%     addTiles() %>%     addCircleMarkers(data = breweries91)    addLogo(m, \"https://jeroenooms.github.io/images/banana.gif\",           position = \"bottomleft\",           offset.x = 5,           offset.y = 40,           width = 100,           height = 100) } #> Warning: 'src' parameter is deprecated in 'addLogo' and will be ignored. #> The function now automatically determines if 'img' is a local or remote image using 'file.exists(img)'.  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,null,{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addLogo\",\"args\":[\"https://jeroenooms.github.io/images/banana.gif\",\"1734196948.9526\",{\"alpha\":1,\"position\":\"bottomleft\",\"offsetX\":5,\"offsetY\":40,\"width\":100,\"height\":100}]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":null,"dir":"Reference","previous_headings":"","what":"Add mouse coordinate information at top of map. — addMouseCoordinates","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"function adds box displaying current cursor location (latitude, longitude zoom level) top rendered mapview leaflet map. case mapview, automatically added. NOTE: information render mouse movement happened map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"","code":"addMouseCoordinates(   map,   epsg = NULL,   proj4string = NULL,   native.crs = FALSE,   css = list() )  removeMouseCoordinates(map)  clip2sfc(x, clipboard = TRUE)"},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"map mapview leaflet object. epsg epsg string shown. proj4string proj4string shown. native.crs logical. whether use native crs coordinates box. css list valid CSS key-value pairs. See e.g. https://www.w3schools.com/cssref/index.php possible values. x charcter string valid longitude latitude values. Order matters! missing clipboard = TRUE (default) contents read clipboard. clipboard whether read contents clipboard. Default TRUE.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"style set \"detailed\", following information displayed: x: x-position mouse cursor projected coordinates y: y-position mouse cursor projected coordinates epsg: epsg code coordinate reference system map proj4: proj4 definition coordinate reference system map lat: latitude position mouse cursor lon: longitude position mouse cursor zoom: current zoom level default, 'lat', 'lon' 'zoom' shown. show details epsg, proj4 press hold 'Ctrl' move mouse. 'Ctrl' + click copy current contents box/strip top map clipboard, though currently copying 'lon', 'lat' 'zoom' supported, 'epsg' 'proj4' change pan zoom.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"functions","dir":"Reference","previous_headings":"","what":"Functions","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"removeMouseCoordinates(): remove mouse coordinates information map clip2sfc(): convert mouse coordinates clipboard sfc","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addMouseCoordinates.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add mouse coordinate information at top of map. — addMouseCoordinates","text":"","code":"library(leaflet)  leaflet() %>%   addProviderTiles(\"OpenStreetMap\") # without mouse position info  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":[]}m = leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addMouseCoordinates()  m  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}} removeMouseCoordinates(m)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[]}} # adjust css leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addMouseCoordinates(     css = list(      \"font-size\" = \"30px\",      \"text-align\" = \"center\",      \"background-color\" = \"#ff000080\",      \"color\" = \"rgb(255, 255, 255)\"    )  )  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"#ff000080\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"rgb(255, 255, 255)\\\",\\\"font-size\\\":\\\"30px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"center\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}"},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":null,"dir":"Reference","previous_headings":"","what":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"Add vector tiles stored PMTiles AWS S3 bucket leaflet map. Add point data stored PMTiles Add polylines stored PMTiles","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"","code":"addPMPolygons(   map,   url,   style,   layerId = NULL,   group = NULL,   pane = \"overlayPane\",   attribution = NULL )  addPMPoints(   map,   url,   style,   layerId = NULL,   group = NULL,   pane = \"overlayPane\",   attribution = NULL )  addPMPolylines(   map,   url,   style,   layerId = NULL,   group = NULL,   pane = \"overlayPane\",   attribution = NULL )"},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"map map add . url url tiles served. style styling layer. See paintRules details. layerId layer id. group group name. pane map pane layer added. See leaflet details. attribution optional attribution character string.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"functions can used add cloud optimized vector tiles data .pmtiles format stored Amazon Web Services (AWS) S3 bucket leaflet map. instructions create files, see https://github.com/protomaps/PMTiles. NOTE: may see tiles rendered RStudio viewer pane. Make sure open map browser.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"functions","dir":"Reference","previous_headings":"","what":"Functions","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"addPMPoints(): add points stored PMTiles addPMPolylines(): add ploylines stored PMTiles","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addPMPolygons.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add vector tiles stored as PMTiles in an AWS S3 bucket to a leaflet map. — addPMPolygons","text":"","code":"## PMPolygons library(leaflet) library(leafem)  url_nzb = \"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/nz-building-outlines.pmtiles\"  leaflet() %>%   addTiles() %>%   addPMPolygons(     url = url_nzb     , layerId = \"nzbuildings\"     , group = \"nzbuildings\"     , style = paintRules(       layer = \"nz-building-outlines\"       , fillColor = \"pink\"       , stroke = \"green\"     )   ) %>%   setView(173.50, -40.80, 6)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addPMPolygons\",\"args\":[\"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/nz-building-outlines.pmtiles\",\"nzbuildings\",\"nzbuildings\",{\"layer\":\"nz-building-outlines\",\"fillColor\":\"pink\",\"color\":\"#0033ffcc\",\"do_stroke\":true,\"width\":0.5,\"radius\":3,\"stroke\":\"green\",\"opacity\":1,\"dash\":null},\"overlayPane\",null]}],\"setView\":[[-40.8,173.5],6,[]]},\"evals\":[],\"jsHooks\":[]} ## PMPoints library(leaflet) library(leafem)  url_depoints = \"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/depoints.pmtiles\"  leaflet() %>%   addTiles() %>%   addPMPoints(     url = url_depoints     , layerId = \"depoints\"     , group = \"depoints\"     , style = paintRules(       layer = \"depoints\"       , fillColor = \"black\"       , stroke = \"white\"       , radius = 4     )   ) %>%   setView(10, 51, 6)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addPMPoints\",\"args\":[\"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/depoints.pmtiles\",\"depoints\",\"depoints\",{\"layer\":\"depoints\",\"fillColor\":\"black\",\"color\":\"#0033ffcc\",\"do_stroke\":true,\"width\":0.5,\"radius\":4,\"stroke\":\"white\",\"opacity\":1,\"dash\":null},\"overlayPane\",null]}],\"setView\":[[51,10],6,[]]},\"evals\":[],\"jsHooks\":[]} ## PMPolylines library(leaflet) library(leafem)  url_rivers = \"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/rivers_africa.pmtiles\"  ## NOTE: these will only render until a zoom level of 7!! leaflet() %>%   addTiles() %>%   addPMPolylines(     url = url_rivers     , layerId = \"rivers\"     , group = \"rivers\"     , style = paintRules(       layer = \"rivers_africa\"       , color = \"blue\"     )   ) %>%   setView(24, 2.5, 4)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addPMPolylines\",\"args\":[\"https://vector-tiles-data.s3.eu-central-1.amazonaws.com/rivers_africa.pmtiles\",\"rivers\",\"rivers\",{\"layer\":\"rivers_africa\",\"fillColor\":\"#0033ff66\",\"color\":\"blue\",\"do_stroke\":true,\"width\":0.5,\"radius\":3,\"stroke\":\"#000000\",\"opacity\":1,\"dash\":null},\"overlayPane\",null]}],\"setView\":[[2.5,24],4,[]]},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":null,"dir":"Reference","previous_headings":"","what":"Add an RGB image as a layer — addRasterRGB","title":"Add an RGB image as a layer — addRasterRGB","text":"Create Red-Green-Blue image overlay RasterStack / RasterBrick stars object based three layers. Three layers (sometimes referred \"bands\" may represent different bandwidths electromagnetic spectrum) combined represent red, green blue channel. function can used make 'true (false) color images' Landsat multi-band satellite images. Note, text plagiarized, .e. copied plotRGB. addRasterRGB addStarsRGB aliases.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add an RGB image as a layer — addRasterRGB","text":"","code":"addRasterRGB(   map,   x,   r = 3,   g = 2,   b = 1,   quantiles = c(0, 1),   domain = NULL,   na.color = \"#BEBEBE80\",   method = c(\"auto\", \"bilinear\", \"near\"),   ... )  addStarsRGB(   map,   x,   r = 3,   g = 2,   b = 1,   quantiles = c(0, 1),   domain = NULL,   na.color = \"#BEBEBE80\",   method = c(\"auto\", \"bilinear\", \"near\"),   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add an RGB image as a layer — addRasterRGB","text":"map map widget object created `leaflet()“ x  RasterBrick, RasterStack `stars“ raster object r integer. Index Red channel/band, 1 nlayers(x) g integer. Index Green channel/band, 1 nlayers(x) b integer. Index Blue channel/band, 1 nlayers(x) quantiles upper lower quantiles used color stretching. set NULL, stretching performed basing domain argument. domain upper lower values used color stretching. used quantiles NULL. domain quantiles set NULL, stretching applied based min-max values. na.color color used NA pixels method method used computing values new, projected raster image. \"bilinear\" (default) appropriate continuous data, \"ngb\" - nearest neighbor - appropriate categorical data. Ignored project = FALSE. See projectRaster details. ... additional arguments passed addRasterImage","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"author","dir":"Reference","previous_headings":"","what":"Author","title":"Add an RGB image as a layer — addRasterRGB","text":"Tim Appelhans, Luigi Ranghetti","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addRasterRGB.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add an RGB image as a layer — addRasterRGB","text":"","code":"# \\donttest{   require(raster)   require(stars) #> Loading required package: stars #> Loading required package: abind #> Loading required package: sf #> Linking to GEOS 3.10.2, GDAL 3.4.1, PROJ 8.2.1; sf_use_s2() is TRUE   require(plainview) #> Loading required package: plainview   require(leaflet)    leaflet() %>%     addTiles(group = \"OpenStreetMap\") %>%     addRasterRGB(plainview::poppendorf, 4,3,2, group = \"True colours\") %>%     addStarsRGB(st_as_stars(plainview::poppendorf), 5,4,3, group = \"False colours\") %>%     addLayersControl(       baseGroups = c(\"Satellite\"),       overlayGroups = c(\"True colours\", \"False colours\"),     )  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,\"OpenStreetMap\",{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addRasterImage\",\"args\":[\"data:image/png;base64,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\",[[49.75756745633345,11.1626229049889],[49.7112314220438,11.23371481162488]],null,\"True 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\",[[49.75756745633345,11.1626229049889],[49.710965981058,11.23389065153885]],\"False colours\",\"False colours\",{\"tileSize\":256,\"zIndex\":1,\"minZoom\":0,\"opacity\":1}]},{\"method\":\"addLayersControl\",\"args\":[\"Satellite\",[\"True colours\",\"False colours\"],{\"collapsed\":true,\"autoZIndex\":true,\"position\":\"topright\"}]}],\"limits\":{\"lat\":[49.710965981058,49.75756745633345],\"lng\":[11.1626229049889,11.23389065153885]}},\"evals\":[],\"jsHooks\":[]}# }"},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":null,"dir":"Reference","previous_headings":"","what":"Add a reactive layer to map. — addReactiveFeatures","title":"Add a reactive layer to map. — addReactiveFeatures","text":"function adds layer map dependent another layer. reactive layer shown/hidden holding Ctrl-button keyboard performing action defined . can either \"click\" (default) \"mouseover\". Note: srcLayer needs added map using addGeoJSON need able link two layers common attribute defined argument . Linking done via group name srcLayer.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add a reactive layer to map. — addReactiveFeatures","text":"","code":"addReactiveFeatures(   map,   x,   srcLayer,   by,   on,   group,   layerId = NULL,   options = NULL,   style = NULL,   updateStyle = NULL,   popup = NULL,   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add a reactive layer to map. — addReactiveFeatures","text":"map mapview leaflet object. x (sf) features added map. srcLayer group name source layer x bound . shared attribute x srcLayer two layers bound together. action invoke action. Can one \"click\" (default) \"mouseover\". action triggered holding Ctrl-key performing . group group name object added map. layerId layerId. options options passed layer. See e.g. pathOptions details. style named list styling instructions geometries x. updateStyle named list update styling srcLayer. popup character vector HTML content popups layer x. See addControl details. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addReactiveFeatures.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add a reactive layer to map. — addReactiveFeatures","text":"","code":"library(leaflet) library(leafem) library(sf) library(geojsonsf)  # create some random data che = st_as_sf(gadmCHE) if (require(lwgeom)) {   pts = st_as_sf(st_sample(che, 200))   pts = st_join(pts, che[, \"ID_1\"])    che = sf_geojson(che)    leaflet() %>%     addTiles() %>%     addGeoJSON(che, group = \"che\") %>%     addReactiveFeatures(       pts       , srcLayer = \"che\"       , by = \"ID_1\"       , on = \"click\"       , group = \"pts\"       , style = list(color = \"black\", fillOpacity = 0.3)       , updateStyle = list(         opacity = 0.3         , fillOpacity = 0.3         , color = \"forestgreen\"         , fillColor = \"forestgreen\"       )     ) %>%     addMouseCoordinates() %>%     setView(lng = 8.31, lat = 46.75, zoom = 8) } #> Loading required package: lwgeom #> Linking to liblwgeom 3.0.0beta1 r16016, GEOS 3.10.2, PROJ 8.2.1 #>  #> Attaching package: ‘lwgeom’ #> The following object is masked from ‘package:sf’: #>  #>     st_perimeter  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,null,{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a href=\\\"https://opendatacommons.org/licenses/odbl/\\\">ODbL<\\/a>\"}]},{\"method\":\"addGeoJSON\",\"args\":[{\"type\":\"FeatureCollection\",\"features\":[{\"type\":\"Feature\",\"properties\":{\"OBJECTID\":1,\"ID_0\":223,\"ISO\":\"CHE\",\"NAME_0\":\"Switzerland\",\"ID_1\":1,\"NAME_1\":\"Aargau\",\"HASC_1\":\"CH.AG\",\"CCN_1\":null,\"CCA_1\":\"\",\"TYPE_1\":\"Canton|Kanton|Chantun\",\"ENGTYPE_1\":\"Canton\",\"NL_NAME_1\":\"\",\"VARNAME_1\":\"Argovia|Argcvia|Argovie\"},\"geometry\":{\"type\":\"MultiPolygon\",\"coordinates\":[[[[8.226543426513786,47.605094909668029],[8.226647377014274,47.60506820678722],[8.227575302123967,47.60508728027344],[8.228583335876465,47.60519409179699],[8.229330062866211,47.60546493530285],[8.229865074157829,47.60576248168951],[8.231576919555721,47.607231140136779],[8.232858657836914,47.60832977294922],[8.234026908874512,47.60924148559576],[8.236118316650334,47.611175537109378],[8.236849784851018,47.611789703369087],[8.237627029418946,47.612346649170039],[8.238540649414063,47.612682342529357],[8.2393417358399,47.61269760131847],[8.240230560302792,47.612628936767638],[8.241250038146973,47.61250686645519],[8.24217891693121,47.61249923706066],[8.244287490844727,47.612541198730529],[8.24584102630621,47.61271667480469],[8.24784851074213,47.613132476806587],[8.248795509338493,47.61336898803711],[8.24983215332037,47.61367797851568],[8.252035140991211,47.61429977416992],[8.252312660217286,47.6143798828125],[8.253087997436638,47.614582061767638],[8.253680229187012,47.61471176147461],[8.254101753234864,47.6148033142091],[8.256240844726506,47.61515808105469],[8.25809478759777,47.61525344848633],[8.258979797363338,47.61527252197277],[8.259749412536678,47.61505889892584],[8.260181427001954,47.614841461181587],[8.260662078857536,47.61447906494146],[8.263081550598145,47.61042022705078],[8.263785362243766,47.60980606079107],[8.264385223388672,47.60958862304699],[8.26502323150629,47.609489440918029],[8.265910148620606,47.609477996826289],[8.267718315124626,47.609630584716857],[8.270612716674862,47.61003112792969],[8.272203445434628,47.61032104492199],[8.273914337158204,47.610755920410159],[8.276585578918457,47.6114387512207],[8.27784442901617,47.611606597900337],[8.279023170471192,47.61166000366211],[8.280119895935059,47.61168289184576],[8.281135559082088,47.611618041992247],[8.284912109375,47.611179351806757],[8.286145210266114,47.61097717285156],[8.287721633911247,47.610637664795039],[8.288964271545467,47.61023712158203],[8.289423942565975,47.61004638671875],[8.294683456421013,47.60784149169933],[8.295499801635743,47.60736083984375],[8.295810699462834,47.607177734375],[8.296547889709473,47.60673522949213],[8.297137260437012,47.60611724853527],[8.297480583191032,47.60567092895519],[8.297586441040096,47.60518646240246],[8.297426223754997,47.6040992736817],[8.296304702758903,47.598880767822269],[8.295814514160213,47.597560882568419],[8.295378684997559,47.59598159790039],[8.29530239105219,47.595218658447269],[8.29526138305664,47.59480667114269],[8.295308113098145,47.59375381469732],[8.2956161499024,47.59253311157221],[8.296299934387264,47.59137725830084],[8.296979904174919,47.59030532836914],[8.297921180725155,47.58906936645519],[8.299321174621582,47.587924957275507],[8.300630569458065,47.586952209472659],[8.302211761474667,47.586048126220649],[8.30351638793951,47.585613250732539],[8.304583549499512,47.58531951904308],[8.307099342346249,47.58471679687506],[8.308593750000057,47.58431625366222],[8.309711456298942,47.583827972412169],[8.310833930969296,47.583248138427737],[8.31275558471691,47.58195495605469],[8.313836097717399,47.58116912841808],[8.3143892288208,47.58069992065424],[8.314756393432618,47.580387115478519],[8.3156356811524,47.5795783996582],[8.317928314208928,47.57731246948242],[8.319113731384391,47.576251983642638],[8.320385932922477,47.57513427734375],[8.322126388549919,47.573913574218867],[8.32377147674572,47.57294845581055],[8.325917243957634,47.5721054077149],[8.328402519226018,47.57121658325195],[8.330827713012809,47.57072067260748],[8.333411216735954,47.57045745849621],[8.336094856262207,47.57041549682617],[8.33697414398199,47.57040405273443],[8.341172218322754,47.570442199707148],[8.343821525573845,47.570610046386779],[8.345587730407772,47.57072830200207],[8.347780227661247,47.57074356079113],[8.350021362304802,47.57061767578131],[8.354192733764763,47.57031249999994],[8.356156349182243,47.570140838623107],[8.357675552368221,47.57011413574213],[8.358149528503362,47.57012176513666],[8.358603477478141,47.57012939453125],[8.35962009429943,47.57000732421881],[8.360641479492245,47.569801330566409],[8.362689018249626,47.569271087646487],[8.363968849182243,47.568923950195429],[8.365241050720272,47.56874847412121],[8.3671493530274,47.56859588623041],[8.369218826293946,47.56842803955078],[8.371418952941895,47.568271636963007],[8.372430801391545,47.56811904907221],[8.374598503112793,47.56787490844738],[8.376043319702206,47.56761932373058],[8.377703666687069,47.56725311279291],[8.378900527954216,4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x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}"},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":null,"dir":"Reference","previous_headings":"","what":"Add stars layer to a leaflet map — addStarsImage","title":"Add stars layer to a leaflet map — addStarsImage","text":"Add stars layer leaflet map","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add stars layer to a leaflet map — addStarsImage","text":"","code":"addStarsImage(   map,   x,   band = 1,   colors = \"Spectral\",   opacity = 1,   attribution = NULL,   layerId = NULL,   group = NULL,   project = FALSE,   method = c(\"auto\", \"bilinear\", \"near\"),   maxBytes = 4 * 1024 * 1024,   options = gridOptions(),   data = getMapData(map),   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add stars layer to a leaflet map — addStarsImage","text":"map mapview leaflet object. x stars layer. band band number plotted. colors color palette (see colorNumeric) function use color raster values (hint: providing function, set na.color \"#00000000\" make NA areas transparent). palette ignored x SpatRaster color table RGB channels. opacity base opacity raster, expressed 0 1 attribution HTML string show attribution layer layerId layer id group name group raster image belong (see parameter addTiles) project TRUE, automatically project x map projection expected Leaflet (EPSG:3857); FALSE, caller's responsibility ensure x already projected, extent(x) expressed WGS84 latitude/longitude coordinates method method used computing values new, projected raster image. \"bilinear\" (default) appropriate continuous data, \"ngb\" - nearest neighbor - appropriate categorical data. Ignored project = FALSE. See projectRaster details. maxBytes maximum number bytes allow projected image (base64 encoding); defaults 4MB. options list additional options, intended provided call gridOptions data data object argument values derived; default, data object provided leaflet() initially, can overridden. ... currently used.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Add stars layer to a leaflet map — addStarsImage","text":"adaption addRasterImage. See documentation details.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStarsImage.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Add stars layer to a leaflet map — addStarsImage","text":"","code":"# \\donttest{ library(stars) library(leaflet)  tif = system.file(\"tif/L7_ETMs.tif\", package = \"stars\") x = read_stars(tif) leaflet() %>%   addProviderTiles(\"OpenStreetMap\") %>%   addStarsImage(x, project = TRUE) #> Warning: no_data_value not set: missing values will appear as zero values  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addRasterImage\",\"args\":[\"data:image/png;base64,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\",[[-7.949822106851126,-34.9165889614845],[-8.040991548630679,-34.825821253803]],\"stars\",\"stars\",{\"tileSize\":256,\"zIndex\":1,\"minZoom\":0,\"opacity\":1}]}],\"limits\":{\"lat\":[-8.040991548630679,-7.949822106851126],\"lng\":[-34.9165889614845,-34.825821253803]}},\"evals\":[],\"jsHooks\":[]}# }"},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":null,"dir":"Reference","previous_headings":"","what":"Add static labels to leaflet or mapview objects — addStaticLabels","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"wrapper around addLabelOnlyMarkers, function provides smart--easy solution add custom text labels existing leaflet mapview map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"","code":"addStaticLabels(map, data, label, group = NULL, layerId = NULL, ...)"},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"map leaflet mapview object. data sf Spatial* object used label placement, defaults locations first dataset 'map'. label labels placed positions indicated 'data' character, vector can coerced type. group group static labels layer. layerId layerId static labels layer. ... Additional arguments passed labelOptions.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"labelled leaflet map","code":""},{"path":[]},{"path":"https://r-spatial.github.io/leafem/reference/addStaticLabels.html","id":"author","dir":"Reference","previous_headings":"","what":"Author","title":"Add static labels to leaflet or mapview objects — addStaticLabels","text":"Florian Detsch, Lorenzo Busetto","code":""},{"path":[]},{"path":"https://r-spatial.github.io/leafem/reference/addTileFolder.html","id":null,"dir":"Reference","previous_headings":"","what":"Add raster tiles from a local folder — addTileFolder","title":"Add raster tiles from a local folder — addTileFolder","text":"Add tiled raster data pyramids local folder created gdal2tiles.py (see https://gdal.org/en/latest/programs/gdal2tiles.html details).","code":""},{"path":"https://r-spatial.github.io/leafem/reference/addTileFolder.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Add raster tiles from a local folder — addTileFolder","text":"","code":"addTileFolder(   map,   folder,   tms = TRUE,   layerId = NULL,   group = NULL,   attribution = NULL,   options = leaflet::tileOptions(),   data = leaflet::getMapData(map) )"},{"path":"https://r-spatial.github.io/leafem/reference/addTileFolder.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Add raster tiles from a local folder — addTileFolder","text":"map mapview leaflet object. folder (top level) folder tiles (folders) reside. tms whether tiles served TMS tiles. layerId layer id. group group name tile layer added map. attribution attribution text tile layer (HTML). options list extra options tile layers. See tileOptions details. tiles created gdal2tiles.py argument tms needs set TRUE. data data object argument values derived; default, data object provided leaflet() initially, can overridden.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/colorOptions.html","id":null,"dir":"Reference","previous_headings":"","what":"Color options for addGeoRaster and addGeotiff — colorOptions","title":"Color options for addGeoRaster and addGeotiff — colorOptions","text":"Color options addGeoRaster addGeotiff","code":""},{"path":"https://r-spatial.github.io/leafem/reference/colorOptions.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Color options for addGeoRaster and addGeotiff — colorOptions","text":"","code":"colorOptions(   palette = NULL,   breaks = NULL,   domain = NULL,   na.color = \"#bebebe22\" )"},{"path":"https://r-spatial.github.io/leafem/reference/colorOptions.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Color options for addGeoRaster and addGeotiff — colorOptions","text":"palette color palette use. Can set colors color generating function result colorRampPalette. breaks breaks color change. domain value domain (min/max) within color mapping occur. na.color color NA values (map NaN Javascript).","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":null,"dir":"Reference","previous_headings":"","what":"Extend Layers Control in Leaflet Map — extendLayersControl","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"function extends existing layers control leaflet map adding custom views, home buttons, opacity controls, legends. enhances functionality layers control created leaflet leaflet.extras.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"","code":"extendLayersControl(   map,   view_settings,   home_btns = FALSE,   home_btn_options = list(),   setviewonselect = TRUE,   opacityControl = list(),   includelegends = TRUE )"},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"map leaflet mapview object extended layers control added. view_settings list specifying view settings layer. list element contain either: coords: vector length 2 (latitude, longitude) setting view, length 4 (bounding box: lat1, lng1, lat2, lng2) fitting bounds. zoom: zoom level (used setView). fly (optional): logical indicating whether use flyTo flyToBounds instead setView fitBounds. options (optional): Additional options pass setView, fitBounds, flyTo. home_btns Logical. TRUE, adds \"home\" button next layer name layer control. Clicking home button zooms map view specified layer view_settings. home_btn_options list options customize home button appearance behavior. Possible options include: text: text emoji display button (default '🏠'). cursor: CSS cursor style button (default 'pointer'). class: CSS class name button (default 'leaflet-home-btn'). styles: Semicolon separated CSS-string (default 'float: inline-end;'). setviewonselect Logical. TRUE (default) sets view layer selected. opacityControl list specifying opacity control settings layer. list element contain: min: Minimum opacity value (default 0). max: Maximum opacity value (default 1). step: Step size opacity slider (default 0.1). default: Default opacity value (default 1). width: Width opacity slider (default '100%'). class: CSS class name slider (default 'leaflet-opacity-slider'). includelegends Logical. TRUE (default), appends legends layer control. Legends matched layers group name. legends need added corresponding layer IDs.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"modified leaflet map object extended layers control including view controls, home buttons, opacity controls, legends.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"details","dir":"Reference","previous_headings":"","what":"Details","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"function generates JavaScript listens overlayadd baselayerchange events automatically sets view zoom level according specified view_settings. home_btns enabled, home button added next layer layer control. clicked, zooms map predefined view layer. opacity control slider allows users adjust opacity layers. legend appended corresponding layer control, matched layer's group name.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/extendLayersControl.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Extend Layers Control in Leaflet Map — extendLayersControl","text":"","code":"library(sf) library(leaflet) library(leafem)  # Example data ########## breweries91 <- st_as_sf(breweries91) lines <- st_as_sf(atlStorms2005) polys <- st_as_sf(leaflet::gadmCHE)  # View settings ########## view_settings <- list(   \"Base_tiles1\" = list(     coords = c(20, 50),     zoom = 3   ),   \"Base_tiles2\" = list(     coords = c(-110, 50),     zoom = 5   ),   \"breweries91\" = list(     coords = as.numeric(st_coordinates(st_centroid(st_union(breweries91)))),     zoom = 8   ),   \"atlStorms2005\" = list(     coords = as.numeric(st_bbox(lines)),     options = list(padding = c(110, 110))   ),   \"gadmCHE\" = list(     coords = as.numeric(st_bbox(polys)),     options = list(padding = c(2, 2)),     fly = TRUE   ) )  # Opacity control settings ########## opacityControl <- list(   \"breweries91\" = list(     min = 0,     max = 1,     step = 0.1,     default = 1,     width = '100%',     class = 'opacity-slider'   ) )  # Legends ########## legends <- list(   \"breweries91\" = \"<div>Legend for breweries<\/div>\" )  leaflet() %>%   ## Baselayer   addTiles(group = \"Base_tiles1\") %>%   addProviderTiles(\"CartoDB\", group = \"Base_tiles2\") %>%    ## Overlays   addCircleMarkers(data = breweries91, group = \"breweries91\") %>%   addPolylines(data = lines, group = \"atlStorms2005\") %>%   addPolygons(data = polys, group = \"gadmCHE\") %>%    ## Extend Layers Control   extendLayersControl(     view_settings, home_btns = TRUE,     home_btn_options = list(       \"Base_tiles1\" = list(text = '🏡', cursor = 'ns-resize', class = 'homebtn'),       \"Base_tiles2\" = list(text = '❤️', cursor = 'pointer'),       \"atlStorms2005\" = list(text = '🌎', cursor = 'all-scroll'),       \"breweries91\" = list(text = '🌎', styles = 'background-color: red'),       \"gadmCHE\" = list(text = '🌎', styles = 'float: none;')     ),     opacityControl = opacityControl,     includelegends = TRUE   ) %>%    ## LayersControl   addLayersControl(     baseGroups = c(\"Base_tiles1\", \"Base_tiles2\"),     overlayGroups = c(\"breweries91\", \"atlStorms2005\", \"gadmCHE\"),     options = layersControlOptions(collapsed = FALSE, autoZIndex = TRUE)   )  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addTiles\",\"args\":[\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",null,\"Base_tiles1\",{\"minZoom\":0,\"maxZoom\":18,\"tileSize\":256,\"subdomains\":\"abc\",\"errorTileUrl\":\"\",\"tms\":false,\"noWrap\":false,\"zoomOffset\":0,\"zoomReverse\":false,\"opacity\":1,\"zIndex\":1,\"detectRetina\":false,\"attribution\":\"&copy; <a href=\\\"https://openstreetmap.org/copyright/\\\">OpenStreetMap<\\/a>,  <a 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red\"},\"atlStorms2005\":{\"layer\":\"atlStorms2005\",\"text\":\"🌎\",\"cursor\":\"all-scroll\"},\"gadmCHE\":{\"layer\":\"gadmCHE\",\"text\":\"🌎\",\"styles\":\"float: none;\"}},true,{\"breweries91\":{\"min\":0,\"max\":1,\"step\":0.1,\"default\":1,\"width\":\"100%\",\"class\":\"opacity-slider\"}},true]},{\"method\":\"addLayersControl\",\"args\":[[\"Base_tiles1\",\"Base_tiles2\"],[\"breweries91\",\"atlStorms2005\",\"gadmCHE\"],{\"collapsed\":false,\"autoZIndex\":true,\"position\":\"topright\"}]}],\"limits\":{\"lat\":[10.7,68.8],\"lng\":[-101.4,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":null,"dir":"Reference","previous_headings":"","what":"Garnish/decorate leaflet or mapview maps. — garnishMap","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"function provides versatile interface add components leaflet mapview map. takes functions \"addMouseCoordinates\" addLayersControl respective arguments adds map. Arguments must named. Functions can plain character strings.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"","code":"garnishMap(map, ...)"},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"map mapview leaflet object. ... functions arguments add things map.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/garnishMap.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Garnish/decorate leaflet or mapview maps. — garnishMap","text":"","code":"library(leaflet)  m <- leaflet() %>% addProviderTiles(\"OpenStreetMap\") garnishMap(m, addMouseCoordinates)  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}} ## add more than one with named argument library(leaflet)  m1 <- garnishMap(m, addScaleBar, addMouseCoordinates,                  position = \"bottomleft\") m1  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,null,{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addScaleBar\",\"args\":[{\"maxWidth\":100,\"metric\":true,\"imperial\":true,\"updateWhenIdle\":true,\"position\":\"bottomleft\"}]}]},\"evals\":[],\"jsHooks\":{\"render\":[{\"code\":\"function(el, x, data) {\\n  return (\\n      function(el, x, data) {\\n      // get the leaflet map\\n      var map = this; //HTMLWidgets.find('#' + el.id);\\n      // we need a new div element because we have to handle\\n      // the mouseover output separately\\n      // debugger;\\n      function addElement () {\\n      // generate new div Element\\n      var newDiv = $(document.createElement('div'));\\n      // append at end of leaflet htmlwidget container\\n      $(el).append(newDiv);\\n      //provide ID and style\\n      newDiv.addClass('lnlt');\\n      newDiv.css({\\\"position\\\":\\\"relative\\\",\\\"bottomleft\\\":\\\"0px\\\",\\\"background-color\\\":\\\"rgba(255, 255, 255, 0.7)\\\",\\\"box-shadow\\\":\\\"0 0 2px #bbb\\\",\\\"background-clip\\\":\\\"padding-box\\\",\\\"margin\\\":\\\"0\\\",\\\"padding-left\\\":\\\"5px\\\",\\\"padding-right\\\":\\\"5px\\\",\\\"color\\\":\\\"#333\\\",\\\"font-size\\\":\\\"9px\\\",\\\"font-family\\\":\\\"\\\\\\\"Helvetica Neue\\\\\\\", Arial, Helvetica, sans-serif\\\",\\\"text-align\\\":\\\"left\\\",\\\"z-index\\\":\\\"700\\\"});\\n      return newDiv;\\n      }\\n\\n\\n      // check for already existing lnlt class to not duplicate\\n      var lnlt = $(el).find('.lnlt');\\n\\n      if(!lnlt.length) {\\n      lnlt = addElement();\\n\\n      // grab the special div we generated in the beginning\\n      // and put the mousmove output there\\n\\n      map.on('mousemove', function (e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                           ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                           ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                           ' | zoom: ' + map.getZoom() +\\n                           ' | x: ' + L.CRS.EPSG3857.project(e.latlng).x.toFixed(0) +\\n                           ' | y: ' + L.CRS.EPSG3857.project(e.latlng).y.toFixed(0) +\\n                           ' | epsg: 3857 ' +\\n                           ' | proj4: +proj=merc +a=6378137 +b=6378137 +lat_ts=0.0 +lon_0=0.0 +x_0=0.0 +y_0=0 +k=1.0 +units=m +nadgrids=@null +no_defs ');\\n      } else {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      }\\n      });\\n\\n      // remove the lnlt div when mouse leaves map\\n      map.on('mouseout', function (e) {\\n      var strip = document.querySelector('.lnlt');\\n      if( strip !==null) strip.remove();\\n      });\\n\\n      };\\n\\n      //$(el).keypress(67, function(e) {\\n      map.on('preclick', function(e) {\\n      if (e.originalEvent.ctrlKey) {\\n      if (document.querySelector('.lnlt') === null) lnlt = addElement();\\n      lnlt.text(\\n                      ' lon: ' + (e.latlng.lng).toFixed(5) +\\n                      ' | lat: ' + (e.latlng.lat).toFixed(5) +\\n                      ' | zoom: ' + map.getZoom() + ' ');\\n      var txt = document.querySelector('.lnlt').textContent;\\n      console.log(txt);\\n      //txt.innerText.focus();\\n      //txt.select();\\n      setClipboardText('\\\"' + txt + '\\\"');\\n      }\\n      });\\n\\n      }\\n      ).call(this.getMap(), el, x, data);\\n}\",\"data\":null}]}}"},{"path":"https://r-spatial.github.io/leafem/reference/imagequeryOptions.html","id":null,"dir":"Reference","previous_headings":"","what":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","title":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","text":"Imagequery options addGeoRaster, addGeotiff addCOG","code":""},{"path":"https://r-spatial.github.io/leafem/reference/imagequeryOptions.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","text":"","code":"imagequeryOptions(   className = \"info legend\",   position = c(\"topright\", \"topleft\", \"bottomleft\", \"bottomright\"),   type = c(\"mousemove\", \"click\"),   digits = NULL,   prefix = \"Layer\",   noData = \"NoData Value\" )"},{"path":"https://r-spatial.github.io/leafem/reference/imagequeryOptions.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Imagequery options for addGeoRaster, addGeotiff and addCOG — imagequeryOptions","text":"className character string append control legend. position place display field. Default 'topright'. type whether query occur 'mousemove' 'click'. Defaults 'mousemove'. digits number digits shown display field. prefix character string shown prefix layerId. noData text shown mouse NoData Value identified GDAL. default \"NoData Value\" show whatever defined Geotiff metadata.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/paintRules.html","id":null,"dir":"Reference","previous_headings":"","what":"Styling options for PMTiles — paintRules","title":"Styling options for PMTiles — paintRules","text":"Styling options PMTiles","code":""},{"path":"https://r-spatial.github.io/leafem/reference/paintRules.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Styling options for PMTiles — paintRules","text":"","code":"paintRules(   layer,   fillColor = \"#0033ff66\",   color = \"#0033ffcc\",   do_stroke = TRUE,   width = 0.5,   radius = 3,   stroke = \"#000000\",   opacity = 1,   dash = NULL )"},{"path":"https://r-spatial.github.io/leafem/reference/paintRules.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Styling options for PMTiles — paintRules","text":"layer name layer PMTiles file visualise. fillColor fill color polygons color line color do_stroke logical, whether polygon borders drawn width line width radius point radius stroke color point border opacity point opacity dash either NULL (default) solid line numeric vector length 2 denoting segment length spce segments (pixels), e.g. c(5, 3)","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":null,"dir":"Reference","previous_headings":"","what":"Update the layer controls when adding layers to an existing map. — updateLayersControl","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"adding additional base layers overlay layers existing map, updateLayersControl either update existing layers control add new one map none.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"ref-usage","dir":"Reference","previous_headings":"","what":"Usage","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"","code":"updateLayersControl(   map,   addBaseGroups = character(0),   addOverlayGroups = character(0),   position = \"topleft\",   ... )"},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"arguments","dir":"Reference","previous_headings":"","what":"Arguments","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"map leaflet mapview map. addBaseGroups group names base layers added layers control. addOverlayGroups group names overlay layers added layers control. position position control: \"topleft\", \"topright\", \"bottomleft\", \"bottomright\". ... arguments passed addLayersControl.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"value","dir":"Reference","previous_headings":"","what":"Value","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"leaflet map object.","code":""},{"path":"https://r-spatial.github.io/leafem/reference/updateLayersControl.html","id":"ref-examples","dir":"Reference","previous_headings":"","what":"Examples","title":"Update the layer controls when adding layers to an existing map. — updateLayersControl","text":"","code":"library(leaflet)  map = leaflet() %>%         addProviderTiles(\"OpenStreetMap\", group = \"OSM\") %>%         addProviderTiles(\"CartoDB.DarkMatter\", group = \"dark\") %>%         addCircleMarkers(data = breweries91, group = \"brew\")  map # no layers control  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,\"OSM\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addProviderTiles\",\"args\":[\"CartoDB.DarkMatter\",null,\"dark\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"brew\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]} map %>%   updateLayersControl(addBaseGroups = c(\"OSM\", \"dark\"),                       addOverlayGroups = \"brew\")  {\"x\":{\"options\":{\"crs\":{\"crsClass\":\"L.CRS.EPSG3857\",\"code\":null,\"proj4def\":null,\"projectedBounds\":null,\"options\":{}}},\"calls\":[{\"method\":\"addProviderTiles\",\"args\":[\"OpenStreetMap\",null,\"OSM\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addProviderTiles\",\"args\":[\"CartoDB.DarkMatter\",null,\"dark\",{\"errorTileUrl\":\"\",\"noWrap\":false,\"detectRetina\":false}]},{\"method\":\"addCircleMarkers\",\"args\":[[49.71979,49.884051,49.502098,49.274716,49.861905,49.794334,49.701477,49.067436,49.070292,49.77994,49.060542,49.561804,49.595108,49.602554,49.72581,49.7202,49.644533,49.645651,49.615866,49.50683,48.900742,49.707329,49.884229,49.677827,49.450083,49.710838,49.276265,49.554706,49.882777,49.727998,49.737703,49.755953],[10.889217,11.228988,10.416021,10.928096,11.291932,11.509409,11.163238,10.34418,10.316987,11.186931,10.965571,11.368508,11.009011,11.005049,11.059662,11.056749,11.252699,11.248618,10.630027,11.428338,11.029479,10.806113,11.267583,11.252911,11.308721,11.172792,10.685605,11.22997,11.129541,11.202701,11.223148,11.175664],10,null,\"brew\",{\"interactive\":true,\"className\":\"\",\"stroke\":true,\"color\":\"#03F\",\"weight\":5,\"opacity\":0.5,\"fill\":true,\"fillColor\":\"#03F\",\"fillOpacity\":0.2},null,null,null,null,null,{\"interactive\":false,\"permanent\":false,\"direction\":\"auto\",\"opacity\":1,\"offset\":[0,0],\"textsize\":\"10px\",\"textOnly\":false,\"className\":\"\",\"sticky\":true},null]},{\"method\":\"addLayersControl\",\"args\":[[\"OSM\",\"dark\"],\"brew\",{\"collapsed\":true,\"autoZIndex\":true,\"position\":\"topleft\"}]}],\"limits\":{\"lat\":[48.900742,49.884229],\"lng\":[10.316987,11.509409]}},\"evals\":[],\"jsHooks\":[]}"},{"path":[]},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-features-and-improvements-0-2-3-9015","dir":"Changelog","previous_headings":"","what":"✨ features and improvements","title":"leafem 0.2.3.9015 (2024-12-14)","text":"addMouseCoordinates() gained argument css modify layout div. #95 addHomeButton() gained arguments css hover_css modify layout. #92","code":""},{"path":[]},{"path":[]},{"path":[]},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-023-2023-09-17","dir":"Changelog","previous_headings":"","what":"leafem 0.2.3 (2023-09-17)","title":"leafem 0.2.3 (2023-09-17)","text":"CRAN release: 2023-09-17","code":""},{"path":[]},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-features-and-improvements-0-2-2","dir":"Changelog","previous_headings":"","what":"✨ features and improvements","title":"leafem 0.2.2 (2023-09-16)","text":"new suite functions add PMTiles served S3 bucket. addFgb() now responds click, mouseover & mouseout shiny (thanks @dfriend21). #64","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-features-and-improvements-0-2-2-1","dir":"Changelog","previous_headings":"","what":"✨ features and improvements","title":"leafem 0.2.2 (2023-09-16)","text":"addFGB() now accepts arbitrary labels. #53 update georaster-layer--leaflet version 3.7.1","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-bug-fixes-0-2-2","dir":"Changelog","previous_headings":"","what":"🐛 bug fixes","title":"leafem 0.2.2 (2023-09-16)","text":"update flatgeobuf geojson js lib latest version. (https://github.com/r-spatial/mapview/issues/411) fix parsing negative coordinates clip2sfc(). @famuvie #45 remove offending character conversion addStaticLabels(). @jannes-m #47 address changes latest stars version caused CRAN ERRORs. #70","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"id_-miscellaneous-0-2-2","dir":"Changelog","previous_headings":"","what":"🍬 miscellaneous","title":"leafem 0.2.2 (2023-09-16)","text":"removed gdalUtils dependency using new sf::st_layers() instead. remove rgdal Suggests.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2","dir":"Changelog","previous_headings":"","what":"leafem 0.1.8","title":"leafem 0.2.2 (2023-09-16)","text":"bugfixes: (unexported) addCOG now works much better updating JS deps. #48 georaster.noDataValue now mapped correctly na.color. #52","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-1","dir":"Changelog","previous_headings":"","what":"leafem 0.1.6","title":"leafem 0.2.2 (2023-09-16)","text":"new features: new function addReactiveFeatures show/hide one layer clicking another. #38 bugfixes: imageQuery now properly updated shiny. #27 homeButton work extents xmin = 0. #40 miscellaneous: add(Raster/Stars)RGB default quantile stretching now 0 & 1.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-2","dir":"Changelog","previous_headings":"","what":"leafem 0.1.3","title":"leafem 0.2.2 (2023-09-16)","text":"new features: addFgb gained argument className allow css specification. new functions addGeotiff addGeoRaster render large raster data using https://github.com/GeoTIFF/georaster-layer--leaflet bugfixes: don’t use st_zm addFeatures.mapdeck remove mousecoords strip exists. #23 addFgb now respects pane passed via options. addFgb used fail LayerId contained . (dot). addFgb uses layerId instead group attach html.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-3","dir":"Changelog","previous_headings":"","what":"leafem 0.1.0","title":"leafem 0.2.2 (2023-09-16)","text":"new features: addHomeButton now infers bounding box group argument without pass extent object. Also now handles vectors c(xmin, ymin, xmax, ymax) - e.g. via sf::st_bbox(). backward-breaking change! addLocalFile gained argument tms specify whether tiles TMS tiles. new function updateLayersControl update (add) layers control adding new base overlay layers existing map (https://twitter.com/mdsumner/status/1194596180061118465). added support ‘mapdeck’ maps addFeatures. added methods addStarsImage (moved mapview) addRasterRGB. Thanks Luigi Ranghetti #1. addFeatures now also works leaflet_proxy objects. Thanks Lorento Busetto #2. new function addFgb add flatgeobuf files file url. addImageQuery now much robust. Also works leaflet_proxy objects now. Thanks Sebastian Gatscha #9, #12, #13 miscellaneous: garnishMap now uses match.arg tries robust.","code":""},{"path":"https://r-spatial.github.io/leafem/news/index.html","id":"leafem-0-2-2-4","dir":"Changelog","previous_headings":"","what":"leafem 0.0.1","title":"leafem 0.2.2 (2023-09-16)","text":"initial commit","code":""}]