diff --git a/_preview/1/README.html b/_preview/1/README.html
index 436a1de..f667908 100644
--- a/_preview/1/README.html
+++ b/_preview/1/README.html
@@ -80,7 +80,7 @@
     <link rel="next" title="How to Cite This Cookbook" href="notebooks/how-to-cite.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -382,6 +382,8 @@
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -449,7 +451,6 @@ <h3>Foundations and Terminology<a class="headerlink" href="#foundations-and-term
 <ul class="simple">
 <li><p>“Great Circle Terminology”: Breakdown of terminology important for working with and understanding great circles including WGS-84</p></li>
 <li><p>“Coordinate Systems”: Understanding and converted to different types of coordinate systems like Cartesian, Spherical, Polar, and Geodesic (Latitude/Longitude)</p></li>
-<li><p>“Geodesic and Python”: General overview of powerful open-source Python packages for working with geodesic data like <code class="docutils literal notranslate"><span class="pre">pyproj</span></code> and <code class="docutils literal notranslate"><span class="pre">geopy</span></code></p></li>
 </ul>
 <p>Each section will make use of plotting to visually demonstrate concepts with <code class="docutils literal notranslate"><span class="pre">matplotlib</span></code> and <code class="docutils literal notranslate"><span class="pre">cartopy</span></code></p>
 </section>
@@ -852,7 +853,7 @@ <h3>Running on Your Own Machine<a class="headerlink" href="#running-on-your-own-
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -906,7 +907,7 @@ <h3>Running on Your Own Machine<a class="headerlink" href="#running-on-your-own-
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/_images/709a3c9f87ee2a66285656fd076ac2cc85e60a3cd22b90be1829376618818e56.png b/_preview/1/_images/709a3c9f87ee2a66285656fd076ac2cc85e60a3cd22b90be1829376618818e56.png
new file mode 100644
index 0000000..3833114
Binary files /dev/null and b/_preview/1/_images/709a3c9f87ee2a66285656fd076ac2cc85e60a3cd22b90be1829376618818e56.png differ
diff --git a/_preview/1/_sources/README.md b/_preview/1/_sources/README.md
index 137f394..f65c4ab 100644
--- a/_preview/1/_sources/README.md
+++ b/_preview/1/_sources/README.md
@@ -40,7 +40,6 @@ Where available, this cookbook will demonstrate how to determine the features of
 
 - "Great Circle Terminology": Breakdown of terminology important for working with and understanding great circles including WGS-84
 - "Coordinate Systems": Understanding and converted to different types of coordinate systems like Cartesian, Spherical, Polar, and Geodesic (Latitude/Longitude)
-- "Geodesic and Python": General overview of powerful open-source Python packages for working with geodesic data like `pyproj` and `geopy`
 
 Each section will make use of plotting to visually demonstrate concepts with `matplotlib` and `cartopy`
 
diff --git a/_preview/1/_sources/notebooks/foundations/coordinates.ipynb b/_preview/1/_sources/notebooks/foundations/coordinates.ipynb
index 9924025..bc97e18 100644
--- a/_preview/1/_sources/notebooks/foundations/coordinates.ipynb
+++ b/_preview/1/_sources/notebooks/foundations/coordinates.ipynb
@@ -96,6 +96,7 @@
     "\n",
     "> A geographic coordinate system (GCS) is a spherical or geodetic coordinate system for measuring and communicating positions directly on Earth as latitude and longitude [(Wikipedia)](https://en.wikipedia.org/wiki/Geographic_coordinate_system)\n",
     "\n",
+    "Geodesic coordiantes are latitude and longtiude, from -90° South to 90° North and -180° East to 180° West measured from Greenwich\n",
     "\n",
     "<p align=\"center\">\n",
     "  <img src=\"https://upload.wikimedia.org/wikipedia/commons/thumb/e/ef/FedStats_Lat_long.svg/1024px-FedStats_Lat_long.svg.png\" alt=\"Longitude lines are perpendicular to and latitude lines are parallel to the Equator from Wikipedia\" width=400 />\n",
@@ -110,6 +111,12 @@
     "\n",
     "Cartesian coordinates describe points in space based on perpendicular axis lines that meet at a singlle point of origin, where any point's position is described based on the distance to the origin along xyz axis\n",
     "\n",
+    "<p align=\"center\">\n",
+    "  <img src=\"https://upload.wikimedia.org/wikipedia/commons/thumb/6/69/Coord_system_CA_0.svg/1024px-Coord_system_CA_0.svg.png\" alt=\"A three dimensional Cartesian coordinate system, with origin O and axis lines X, Y and Z, oriented as shown by the arrows. The tick marks on the axes are one length unit apart. The black dot shows the point with coordinates x = 2, y = 3, and z = 4, or (2, 3, 4) from Wikipedia\" width=400 />\n",
+    "</p>\n",
+    "\n",
+    "Image Source: [Three Dimensional Cartesian Coordiante System](https://en.wikipedia.org/wiki/Cartesian_coordinate_system#description)\n",
+    "\n",
     "**Geodesic to Cartesian Coordinates**\n",
     "\n",
     "Assuming the earth's radius is 6378137 meters\n",
@@ -219,7 +226,9 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "### Display Coordinates of Cities"
+    "### Display Coordinates of Cities\n",
+    "\n",
+    "Read in latitude and longitude coordinates from locations"
    ]
   },
   {
@@ -408,7 +417,6 @@
     }
    ],
    "source": [
-    "# Read in location coordinates\n",
     "import pandas as pd\n",
     "\n",
     "location_df = pd.read_csv(\"../location_coords.txt\")\n",
@@ -874,7 +882,18 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "### World Map"
+    "### World Map\n",
+    "\n",
+    "Full world map from -180-180 and -90-90:\n",
+    "```\n",
+    "longitude east = 180\n",
+    "\n",
+    "longitude west = -180\n",
+    "\n",
+    "latitude north = 90\n",
+    "\n",
+    "latitude south = -90\n",
+    "```"
    ]
   },
   {
@@ -917,7 +936,18 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "### United States Map"
+    "### United States Map\n",
+    "\n",
+    "Map of the United States roughly from -130 to -60 and 20 to 60:\n",
+    "```\n",
+    "longitude east = -60\n",
+    "\n",
+    "longitude west = -130\n",
+    "\n",
+    "latitude north = 60\n",
+    "\n",
+    "latitude south = 20\n",
+    "```"
    ]
   },
   {
diff --git a/_preview/1/_sources/notebooks/foundations/terminology.ipynb b/_preview/1/_sources/notebooks/foundations/terminology.ipynb
index 9d5a100..731b32d 100644
--- a/_preview/1/_sources/notebooks/foundations/terminology.ipynb
+++ b/_preview/1/_sources/notebooks/foundations/terminology.ipynb
@@ -127,9 +127,14 @@
     "\n",
     "> TODO: https://gis.stackexchange.com/questions/25494/how-accurate-is-approximating-earth-as-sphere\n",
     "\n",
-    "To account for the error when assuming the Earth is a sphere, there are various geodetic systems and ellipsoids to include in calculations.\n",
-    "\n",
-    "### Geodesic and Python\n",
+    "To account for the error when assuming the Earth is a sphere, there are various geodetic systems and ellipsoids to include in calculations."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Geodesic and Python\n",
     "\n",
     "For the purpose of this notebook we will be taking advantage of two geodesic Python packages:\n",
     "\n",
diff --git a/_preview/1/_sources/notebooks/tutorials/angles.ipynb b/_preview/1/_sources/notebooks/tutorials/angles.ipynb
index a6c2a7e..679294c 100644
--- a/_preview/1/_sources/notebooks/tutorials/angles.ipynb
+++ b/_preview/1/_sources/notebooks/tutorials/angles.ipynb
@@ -4,13 +4,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n",
-    "\n",
-    "> `![<image title>](http://link.com/to/image.png \"image alt text\")`\n",
-    "\n",
-    "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n",
-    "\n",
-    "<img src=\"images/ProjectPythia_Logo_Final-01-Blue.svg\" width=250 alt=\"Project Pythia Logo\"></img>"
+    "<img src=\"https://www.scratchapixel.com/images/geometry/projectvec.gif?\" alt=\"Illustrating the projection of vector onto the xy plane, highlighting the adjustment of its length based on sin(delta)\"></img>"
    ]
   },
   {
diff --git a/_preview/1/_sources/notebooks/tutorials/path_intersection.ipynb b/_preview/1/_sources/notebooks/tutorials/path_intersection.ipynb
index c334fa2..3c92a07 100644
--- a/_preview/1/_sources/notebooks/tutorials/path_intersection.ipynb
+++ b/_preview/1/_sources/notebooks/tutorials/path_intersection.ipynb
@@ -4,13 +4,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n",
-    "\n",
-    "> `![<image title>](http://link.com/to/image.png \"image alt text\")`\n",
-    "\n",
-    "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n",
-    "\n",
-    "<img src=\"images/ProjectPythia_Logo_Final-01-Blue.svg\" width=250 alt=\"Project Pythia Logo\"></img>"
+    "<img src=\"https://assets.weforum.org/editor/u0p_rm0X1NiSU4iew5pqT_c-ruHapJWPlXoLkS88ncQ.gif\" alt=\"24 hours of global air traffic – in just 4 seconds gif\"></img>"
    ]
   },
   {
diff --git a/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb b/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb
index e125026..f17c3b3 100644
--- a/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb
+++ b/_preview/1/_sources/notebooks/tutorials/polygon_area.ipynb
@@ -4,13 +4,7 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "Let's start here! If you can directly link to an image relevant to your notebook, such as [canonical logos](https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg), do so here at the top of your notebook. You can do this with Markdown syntax,\n",
-    "\n",
-    "> `![<image title>](http://link.com/to/image.png \"image alt text\")`\n",
-    "\n",
-    "or edit this cell to see raw HTML `img` demonstration. This is preferred if you need to shrink your embedded image. **Either way be sure to include `alt` text for any embedded images to make your content more accessible.**\n",
-    "\n",
-    "<img src=\"images/ProjectPythia_Logo_Final-01-Blue.svg\" width=250 alt=\"Project Pythia Logo\"></img>"
+    "<img src=\"https://upload.wikimedia.org/wikipedia/commons/f/f2/Sphere5tesselation.gif\" alt=\"Tiling of the sphere by spherical triangles\"></img>"
    ]
   },
   {
@@ -767,12 +761,12 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 153,
+   "execution_count": 155,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
       "text/plain": [
        "<Figure size 1500x1000 with 2 Axes>"
       ]
@@ -782,7 +776,7 @@
     }
    ],
    "source": [
-    "plot_centroid([\"boulder\", \"boston\", \"cape canaveral\", \"houston\"],\n",
+    "plot_centroid([\"red woods\", \"boulder\", \"cape canaveral\", \"houston\"],\n",
     "               -130, -60, 20, 60)"
    ]
   },
@@ -805,25 +799,15 @@
    "metadata": {},
    "source": [
     "## Summary\n",
-    "Add one final `---` marking the end of your body of content, and then conclude with a brief single paragraph summarizing at a high level the key pieces that were learned and how they tied to your objectives. Look to reiterate what the most important takeaways were.\n",
     "\n",
-    "### What's next?\n",
-    "Let Jupyter book tie this to the next (sequential) piece of content that people could move on to down below and in the sidebar. However, if this page uniquely enables your reader to tackle other nonsequential concepts throughout this book, or even external content, link to it here!"
+    "### What's next?"
    ]
   },
   {
    "cell_type": "markdown",
    "metadata": {},
    "source": [
-    "## Resources and references\n",
-    "Finally, be rigorous in your citations and references as necessary. Give credit where credit is due. Also, feel free to link to relevant external material, further reading, documentation, etc. Then you're done! Give yourself a quick review, a high five, and send us a pull request. A few final notes:\n",
-    " - `Kernel > Restart Kernel and Run All Cells...` to confirm that your notebook will cleanly run from start to finish\n",
-    " - `Kernel > Restart Kernel and Clear All Outputs...` before committing your notebook, our machines will do the heavy lifting\n",
-    " - Take credit! Provide author contact information if you'd like; if so, consider adding information here at the bottom of your notebook\n",
-    " - Give credit! Attribute appropriate authorship for referenced code, information, images, etc.\n",
-    " - Only include what you're legally allowed: **no copyright infringement or plagiarism**\n",
-    " \n",
-    "Thank you for your contribution!"
+    "## Resources and references\n"
    ]
   }
  ],
diff --git a/_preview/1/genindex.html b/_preview/1/genindex.html
index 36cf6cf..9dcc433 100644
--- a/_preview/1/genindex.html
+++ b/_preview/1/genindex.html
@@ -76,7 +76,7 @@
     <link rel="search" title="Search" href="search.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -374,6 +374,8 @@
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -568,7 +570,7 @@ <h1 id="index">Index</h1>
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -622,7 +624,7 @@ <h1 id="index">Index</h1>
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/foundations/coordinates.html b/_preview/1/notebooks/foundations/coordinates.html
index 886939c..f79477c 100644
--- a/_preview/1/notebooks/foundations/coordinates.html
+++ b/_preview/1/notebooks/foundations/coordinates.html
@@ -81,7 +81,7 @@
     <link rel="prev" title="Great Circle Terminology" href="terminology.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -381,6 +381,8 @@
 <li class="toctree-l1"><a class="reference internal" href="../tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="../tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="../tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -477,12 +479,17 @@ <h3>Geodesic Coordinates<a class="headerlink" href="#geodesic-coordinates" title
 <blockquote>
 <div><p>A geographic coordinate system (GCS) is a spherical or geodetic coordinate system for measuring and communicating positions directly on Earth as latitude and longitude <a class="reference external" href="https://en.wikipedia.org/wiki/Geographic_coordinate_system">(Wikipedia)</a></p>
 </div></blockquote>
+<p>Geodesic coordiantes are latitude and longtiude, from -90° South to 90° North and -180° East to 180° West measured from Greenwich</p>
 <p align="center">
   <img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/ef/FedStats_Lat_long.svg/1024px-FedStats_Lat_long.svg.png" alt="Longitude lines are perpendicular to and latitude lines are parallel to the Equator from Wikipedia" width=400 />
 </p></section>
 <section id="cartesian-coordinates">
 <h3>Cartesian Coordinates<a class="headerlink" href="#cartesian-coordinates" title="Link to this heading"><i class="fas fa-link"></i></a></h3>
 <p>Cartesian coordinates describe points in space based on perpendicular axis lines that meet at a singlle point of origin, where any point’s position is described based on the distance to the origin along xyz axis</p>
+<p align="center">
+  <img src="https://upload.wikimedia.org/wikipedia/commons/thumb/6/69/Coord_system_CA_0.svg/1024px-Coord_system_CA_0.svg.png" alt="A three dimensional Cartesian coordinate system, with origin O and axis lines X, Y and Z, oriented as shown by the arrows. The tick marks on the axes are one length unit apart. The black dot shows the point with coordinates x = 2, y = 3, and z = 4, or (2, 3, 4) from Wikipedia" width=400 />
+</p>
+<p>Image Source: <a class="reference external" href="https://en.wikipedia.org/wiki/Cartesian_coordinate_system#description">Three Dimensional Cartesian Coordiante System</a></p>
 <p><strong>Geodesic to Cartesian Coordinates</strong></p>
 <p>Assuming the earth’s radius is 6378137 meters</p>
 <div class="math notranslate nohighlight">
@@ -573,10 +580,10 @@ <h2>Polar Coordinates<a class="headerlink" href="#polar-coordinates" title="Link
 <h2>Convert Coordinates to All Coordinate Types<a class="headerlink" href="#convert-coordinates-to-all-coordinate-types" title="Link to this heading"><i class="fas fa-link"></i></a></h2>
 <section id="display-coordinates-of-cities">
 <h3>Display Coordinates of Cities<a class="headerlink" href="#display-coordinates-of-cities" title="Link to this heading"><i class="fas fa-link"></i></a></h3>
+<p>Read in latitude and longitude coordinates from locations</p>
 <div class="cell docutils container">
 <div class="cell_input docutils container">
-<div class="highlight-ipython3 notranslate"><div class="highlight"><pre><span></span><span class="c1"># Read in location coordinates</span>
-<span class="kn">import</span> <span class="nn">pandas</span> <span class="k">as</span> <span class="nn">pd</span>
+<div class="highlight-ipython3 notranslate"><div class="highlight"><pre><span></span><span class="kn">import</span> <span class="nn">pandas</span> <span class="k">as</span> <span class="nn">pd</span>
 
 <span class="n">location_df</span> <span class="o">=</span> <span class="n">pd</span><span class="o">.</span><span class="n">read_csv</span><span class="p">(</span><span class="s2">&quot;../location_coords.txt&quot;</span><span class="p">)</span>
 <span class="n">location_df</span> <span class="o">=</span> <span class="n">location_df</span><span class="o">.</span><span class="n">rename</span><span class="p">(</span><span class="n">columns</span><span class="o">=</span><span class="k">lambda</span> <span class="n">x</span><span class="p">:</span> <span class="n">x</span><span class="o">.</span><span class="n">strip</span><span class="p">())</span> <span class="c1"># strip excess white space from column names and values</span>
@@ -1102,6 +1109,16 @@ <h3>Add Columns for Additional Coordinate Types<a class="headerlink" href="#add-
 <h2>Plot Coordinates on a World Map<a class="headerlink" href="#plot-coordinates-on-a-world-map" title="Link to this heading"><i class="fas fa-link"></i></a></h2>
 <section id="world-map">
 <h3>World Map<a class="headerlink" href="#world-map" title="Link to this heading"><i class="fas fa-link"></i></a></h3>
+<p>Full world map from -180-180 and -90-90:</p>
+<div class="highlight-default notranslate"><div class="highlight"><pre><span></span><span class="n">longitude</span> <span class="n">east</span> <span class="o">=</span> <span class="mi">180</span>
+
+<span class="n">longitude</span> <span class="n">west</span> <span class="o">=</span> <span class="o">-</span><span class="mi">180</span>
+
+<span class="n">latitude</span> <span class="n">north</span> <span class="o">=</span> <span class="mi">90</span>
+
+<span class="n">latitude</span> <span class="n">south</span> <span class="o">=</span> <span class="o">-</span><span class="mi">90</span>
+</pre></div>
+</div>
 <div class="cell docutils container">
 <div class="cell_input docutils container">
 <div class="highlight-ipython3 notranslate"><div class="highlight"><pre><span></span><span class="c1"># Set up world map plot</span>
@@ -1131,7 +1148,9 @@ <h3>World Map<a class="headerlink" href="#world-map" title="Link to this heading
 </div>
 <div class="output stderr highlight-myst-ansi notranslate"><div class="highlight"><pre><span></span>/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_cultural/ne_110m_admin_0_boundary_lines_land.zip
   warnings.warn(f&#39;Downloading: {url}&#39;, DownloadWarning)
-/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_cultural/ne_110m_admin_1_states_provinces_lakes.zip
+</pre></div>
+</div>
+<div class="output stderr highlight-myst-ansi notranslate"><div class="highlight"><pre><span></span>/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_cultural/ne_110m_admin_1_states_provinces_lakes.zip
   warnings.warn(f&#39;Downloading: {url}&#39;, DownloadWarning)
 </pre></div>
 </div>
@@ -1141,6 +1160,16 @@ <h3>World Map<a class="headerlink" href="#world-map" title="Link to this heading
 </section>
 <section id="united-states-map">
 <h3>United States Map<a class="headerlink" href="#united-states-map" title="Link to this heading"><i class="fas fa-link"></i></a></h3>
+<p>Map of the United States roughly from -130 to -60 and 20 to 60:</p>
+<div class="highlight-default notranslate"><div class="highlight"><pre><span></span><span class="n">longitude</span> <span class="n">east</span> <span class="o">=</span> <span class="o">-</span><span class="mi">60</span>
+
+<span class="n">longitude</span> <span class="n">west</span> <span class="o">=</span> <span class="o">-</span><span class="mi">130</span>
+
+<span class="n">latitude</span> <span class="n">north</span> <span class="o">=</span> <span class="mi">60</span>
+
+<span class="n">latitude</span> <span class="n">south</span> <span class="o">=</span> <span class="mi">20</span>
+</pre></div>
+</div>
 <div class="cell docutils container">
 <div class="cell_input docutils container">
 <div class="highlight-ipython3 notranslate"><div class="highlight"><pre><span></span><span class="c1"># Set up United States map plot</span>
@@ -1170,7 +1199,9 @@ <h3>United States Map<a class="headerlink" href="#united-states-map" title="Link
 </div>
 <div class="output stderr highlight-myst-ansi notranslate"><div class="highlight"><pre><span></span>/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/50m_cultural/ne_50m_admin_0_boundary_lines_land.zip
   warnings.warn(f&#39;Downloading: {url}&#39;, DownloadWarning)
-/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/50m_cultural/ne_50m_admin_1_states_provinces_lakes.zip
+</pre></div>
+</div>
+<div class="output stderr highlight-myst-ansi notranslate"><div class="highlight"><pre><span></span>/home/runner/miniconda3/envs/cookbook-dev/lib/python3.10/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/50m_cultural/ne_50m_admin_1_states_provinces_lakes.zip
   warnings.warn(f&#39;Downloading: {url}&#39;, DownloadWarning)
 </pre></div>
 </div>
@@ -1526,7 +1557,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1580,7 +1611,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/foundations/terminology.html b/_preview/1/notebooks/foundations/terminology.html
index 5f63329..8a625cf 100644
--- a/_preview/1/notebooks/foundations/terminology.html
+++ b/_preview/1/notebooks/foundations/terminology.html
@@ -81,7 +81,7 @@
     <link rel="prev" title="How to Cite This Cookbook" href="../how-to-cite.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -381,6 +381,8 @@
 <li class="toctree-l1"><a class="reference internal" href="../tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="../tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="../tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="../tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -494,8 +496,9 @@ <h2>Ellipsoids vs. Spheres<a class="headerlink" href="#ellipsoids-vs-spheres" ti
 <div><p>TODO: https://gis.stackexchange.com/questions/25494/how-accurate-is-approximating-earth-as-sphere</p>
 </div></blockquote>
 <p>To account for the error when assuming the Earth is a sphere, there are various geodetic systems and ellipsoids to include in calculations.</p>
+</section>
 <section id="geodesic-and-python">
-<h3>Geodesic and Python<a class="headerlink" href="#geodesic-and-python" title="Link to this heading"><i class="fas fa-link"></i></a></h3>
+<h2>Geodesic and Python<a class="headerlink" href="#geodesic-and-python" title="Link to this heading"><i class="fas fa-link"></i></a></h2>
 <p>For the purpose of this notebook we will be taking advantage of two geodesic Python packages:</p>
 <ul class="simple">
 <li><p><a class="reference external" href="https://pyproj4.github.io/pyproj/stable/"><code class="docutils literal notranslate"><span class="pre">pyproj</span></code>: Python interface to PROJ (catographic projections and coordinate transformations library)</a></p></li>
@@ -548,7 +551,6 @@ <h3>Geodesic and Python<a class="headerlink" href="#geodesic-and-python" title="
 <p>WGS-84 is an ellipsoid with a semi-major axis of <code class="docutils literal notranslate"><span class="pre">6378137.0</span></code> meters, an inverse flattening feature of <code class="docutils literal notranslate"><span class="pre">298.257223563</span></code>, and a flattening factor of <code class="docutils literal notranslate"><span class="pre">0.0033528106647474805</span></code></p>
 <p><a class="reference external" href="https://gisgeography.com/wgs84-world-geodetic-system/">Learn more!</a></p>
 </section>
-</section>
 <section id="geodesy">
 <h2>Geodesy<a class="headerlink" href="#geodesy" title="Link to this heading"><i class="fas fa-link"></i></a></h2>
 <p>Geodesy is the complex science of measuring the Earth’s “geometric shape, orientation in space, and gravity field”</p>
@@ -668,10 +670,8 @@ <h3>What’s next?<a class="headerlink" href="#whats-next" title="Link to this h
 <li class="toc-h3 nav-item toc-entry"><a class="reference internal nav-link" href="#great-circle-path-vs-great-circle-arc">Great Circle Path vs. Great Circle Arc</a></li>
 </ul>
 </li>
-<li class="toc-h2 nav-item toc-entry"><a class="reference internal nav-link" href="#ellipsoids-vs-spheres">Ellipsoids vs. Spheres</a><ul class="nav section-nav flex-column">
-<li class="toc-h3 nav-item toc-entry"><a class="reference internal nav-link" href="#geodesic-and-python">Geodesic and Python</a></li>
-</ul>
-</li>
+<li class="toc-h2 nav-item toc-entry"><a class="reference internal nav-link" href="#ellipsoids-vs-spheres">Ellipsoids vs. Spheres</a></li>
+<li class="toc-h2 nav-item toc-entry"><a class="reference internal nav-link" href="#geodesic-and-python">Geodesic and Python</a></li>
 <li class="toc-h2 nav-item toc-entry"><a class="reference internal nav-link" href="#geodesy">Geodesy</a><ul class="nav section-nav flex-column">
 <li class="toc-h3 nav-item toc-entry"><a class="reference internal nav-link" href="#geodesic">Geodesic</a></li>
 </ul>
@@ -923,7 +923,7 @@ <h3>What’s next?<a class="headerlink" href="#whats-next" title="Link to this h
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -977,7 +977,7 @@ <h3>What’s next?<a class="headerlink" href="#whats-next" title="Link to this h
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/how-to-cite.html b/_preview/1/notebooks/how-to-cite.html
index bd53c4c..a985189 100644
--- a/_preview/1/notebooks/how-to-cite.html
+++ b/_preview/1/notebooks/how-to-cite.html
@@ -79,7 +79,7 @@
     <link rel="prev" title="Great Circle Cookbook" href="../README.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -375,6 +375,8 @@
 <li class="toctree-l1"><a class="reference internal" href="tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -671,7 +673,7 @@ <h1>How to Cite This Cookbook<a class="headerlink" href="#how-to-cite-this-cookb
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -725,7 +727,7 @@ <h1>How to Cite This Cookbook<a class="headerlink" href="#how-to-cite-this-cookb
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/notebook-template.html b/_preview/1/notebooks/notebook-template.html
index 481d4dc..f109653 100644
--- a/_preview/1/notebooks/notebook-template.html
+++ b/_preview/1/notebooks/notebook-template.html
@@ -79,7 +79,7 @@
     <link rel="search" title="Search" href="../search.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -381,6 +381,8 @@
 <li class="toctree-l1"><a class="reference internal" href="tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -527,8 +529,8 @@ <h5>of further and further<a class="headerlink" href="#of-further-and-further" t
 <section id="header-levels">
 <h6>header levels<a class="headerlink" href="#header-levels" title="Link to this heading"><i class="fas fa-link"></i></a></h6>
 <p>as well <span class="math notranslate nohighlight">\(m = a * t / h\)</span> text! Similarly, you have access to other <span class="math notranslate nohighlight">\(\LaTeX\)</span> equation <a class="reference external" href="https://jupyter-notebook.readthedocs.io/en/stable/examples/Notebook/Typesetting%20Equations.html"><strong>functionality</strong></a> via MathJax (demo below from link),</p>
-<div class="amsmath math notranslate nohighlight" id="equation-697927ad-b1d7-4e0f-b4eb-6e45562e7f96">
-<span class="eqno">()<a class="headerlink" href="#equation-697927ad-b1d7-4e0f-b4eb-6e45562e7f96" title="Permalink to this equation"><i class="fas fa-link"></i></a></span>\[\begin{align}
+<div class="amsmath math notranslate nohighlight" id="equation-505a97a0-1618-4537-a050-dd41daff55a4">
+<span class="eqno">()<a class="headerlink" href="#equation-505a97a0-1618-4537-a050-dd41daff55a4" title="Permalink to this equation"><i class="fas fa-link"></i></a></span>\[\begin{align}
 \dot{x} &amp; = \sigma(y-x) \\
 \dot{y} &amp; = \rho x - y - xz \\
 \dot{z} &amp; = -\beta z + xy
@@ -900,7 +902,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -954,7 +956,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/tutorials/angles.html b/_preview/1/notebooks/tutorials/angles.html
index 7ed2bc7..d61f2c6 100644
--- a/_preview/1/notebooks/tutorials/angles.html
+++ b/_preview/1/notebooks/tutorials/angles.html
@@ -75,9 +75,11 @@
     <link rel="icon" href="../../_static/favicon.ico"/>
     <link rel="index" title="Index" href="../../genindex.html" />
     <link rel="search" title="Search" href="../../search.html" />
+    <link rel="next" title="Spherical Polygons and Areas" href="polygon_area.html" />
+    <link rel="prev" title="Intersections of Great Circles" href="path_intersection.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -232,8 +234,6 @@
         
         
         
-          
-        
         <div class="bd-sidebar-primary bd-sidebar">
           
 
@@ -374,11 +374,13 @@
 <li class="toctree-l1"><a class="reference internal" href="../foundations/coordinates.html">Coordinate Types</a></li>
 </ul>
 <p aria-level="2" class="caption" role="heading"><span class="caption-text">Tutorials</span></p>
-<ul class="nav bd-sidenav">
+<ul class="current nav bd-sidenav">
 <li class="toctree-l1"><a class="reference internal" href="arc_path.html">Great Circle Arcs and Path</a></li>
 <li class="toctree-l1"><a class="reference internal" href="arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1 current active"><a class="current reference internal" href="#">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -408,12 +410,7 @@
 <div id="searchbox"></div>
                   <article class="bd-article">
                     
-  <p>Let’s start here! If you can directly link to an image relevant to your notebook, such as <a class="reference external" href="https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg">canonical logos</a>, do so here at the top of your notebook. You can do this with Markdown syntax,</p>
-<blockquote>
-<div><p><code class="docutils literal notranslate"><span class="pre">![&lt;image</span> <span class="pre">title&gt;](http://link.com/to/image.png</span> <span class="pre">&quot;image</span> <span class="pre">alt</span> <span class="pre">text&quot;)</span></code></p>
-</div></blockquote>
-<p>or edit this cell to see raw HTML <code class="docutils literal notranslate"><span class="pre">img</span></code> demonstration. This is preferred if you need to shrink your embedded image. <strong>Either way be sure to include <code class="docutils literal notranslate"><span class="pre">alt</span></code> text for any embedded images to make your content more accessible.</strong></p>
-<p><a class="reference internal" href="notebooks/tutorials/images/ProjectPythia_Logo_Final-01-Blue.svg"><img alt="Project Pythia Logo" src="notebooks/tutorials/images/ProjectPythia_Logo_Final-01-Blue.svg" style="width: 250px;" /></a></img></p>
+  <p><img alt="Illustrating the projection of vector onto the xy plane, highlighting the adjustment of its length based on sin(delta)" src="https://www.scratchapixel.com/images/geometry/projectvec.gif?" /></img></p>
 <section class="tex2jax_ignore mathjax_ignore" id="angles-and-great-circles">
 <h1>Angles and Great Circles<a class="headerlink" href="#angles-and-great-circles" title="Link to this heading"><i class="fas fa-link"></i></a></h1>
 <hr class="docutils" />
@@ -1120,6 +1117,24 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
                   <footer class="prev-next-footer">
                     
 <div class="prev-next-area">
+    <a class="left-prev"
+       href="path_intersection.html"
+       title="previous page">
+      <i class="fa-solid fa-angle-left"></i>
+      <div class="prev-next-info">
+        <p class="prev-next-subtitle">previous</p>
+        <p class="prev-next-title">Intersections of Great Circles</p>
+      </div>
+    </a>
+    <a class="right-next"
+       href="polygon_area.html"
+       title="next page">
+      <div class="prev-next-info">
+        <p class="prev-next-subtitle">next</p>
+        <p class="prev-next-title">Spherical Polygons and Areas</p>
+      </div>
+      <i class="fa-solid fa-angle-right"></i>
+    </a>
 </div>
                   </footer>
                 
@@ -1394,7 +1409,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1448,7 +1463,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/tutorials/arc_path.html b/_preview/1/notebooks/tutorials/arc_path.html
index d076c61..32b891d 100644
--- a/_preview/1/notebooks/tutorials/arc_path.html
+++ b/_preview/1/notebooks/tutorials/arc_path.html
@@ -81,7 +81,7 @@
     <link rel="prev" title="Coordinate Types" href="../foundations/coordinates.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -381,6 +381,8 @@
 <li class="toctree-l1"><a class="reference internal" href="arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -1916,7 +1918,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1970,7 +1972,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/tutorials/arc_to_point.html b/_preview/1/notebooks/tutorials/arc_to_point.html
index 65a3344..b45d9cb 100644
--- a/_preview/1/notebooks/tutorials/arc_to_point.html
+++ b/_preview/1/notebooks/tutorials/arc_to_point.html
@@ -81,7 +81,7 @@
     <link rel="prev" title="Great Circle Arcs and Path" href="arc_path.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -381,6 +381,8 @@
 <li class="toctree-l1 current active"><a class="current reference internal" href="#">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -1321,7 +1323,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1375,7 +1377,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/tutorials/parallels_max_min.html b/_preview/1/notebooks/tutorials/parallels_max_min.html
index 1aeda09..06a7f86 100644
--- a/_preview/1/notebooks/tutorials/parallels_max_min.html
+++ b/_preview/1/notebooks/tutorials/parallels_max_min.html
@@ -81,7 +81,7 @@
     <link rel="prev" title="Great Circles and a Point" href="arc_to_point.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -381,6 +381,8 @@
 <li class="toctree-l1"><a class="reference internal" href="arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1 current active"><a class="current reference internal" href="#">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -1275,7 +1277,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1329,7 +1331,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/tutorials/path_intersection.html b/_preview/1/notebooks/tutorials/path_intersection.html
index 484f3f6..24419b2 100644
--- a/_preview/1/notebooks/tutorials/path_intersection.html
+++ b/_preview/1/notebooks/tutorials/path_intersection.html
@@ -75,10 +75,11 @@
     <link rel="icon" href="../../_static/favicon.ico"/>
     <link rel="index" title="Index" href="../../genindex.html" />
     <link rel="search" title="Search" href="../../search.html" />
+    <link rel="next" title="Angles and Great Circles" href="angles.html" />
     <link rel="prev" title="Great Circles and Parallels" href="parallels_max_min.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -378,6 +379,8 @@
 <li class="toctree-l1"><a class="reference internal" href="arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1 current active"><a class="current reference internal" href="#">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -407,12 +410,7 @@
 <div id="searchbox"></div>
                   <article class="bd-article">
                     
-  <p>Let’s start here! If you can directly link to an image relevant to your notebook, such as <a class="reference external" href="https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg">canonical logos</a>, do so here at the top of your notebook. You can do this with Markdown syntax,</p>
-<blockquote>
-<div><p><code class="docutils literal notranslate"><span class="pre">![&lt;image</span> <span class="pre">title&gt;](http://link.com/to/image.png</span> <span class="pre">&quot;image</span> <span class="pre">alt</span> <span class="pre">text&quot;)</span></code></p>
-</div></blockquote>
-<p>or edit this cell to see raw HTML <code class="docutils literal notranslate"><span class="pre">img</span></code> demonstration. This is preferred if you need to shrink your embedded image. <strong>Either way be sure to include <code class="docutils literal notranslate"><span class="pre">alt</span></code> text for any embedded images to make your content more accessible.</strong></p>
-<p><a class="reference internal" href="notebooks/tutorials/images/ProjectPythia_Logo_Final-01-Blue.svg"><img alt="Project Pythia Logo" src="notebooks/tutorials/images/ProjectPythia_Logo_Final-01-Blue.svg" style="width: 250px;" /></a></img></p>
+  <p><img alt="24 hours of global air traffic – in just 4 seconds gif" src="https://assets.weforum.org/editor/u0p_rm0X1NiSU4iew5pqT_c-ruHapJWPlXoLkS88ncQ.gif" /></img></p>
 <section class="tex2jax_ignore mathjax_ignore" id="intersections-of-great-circles">
 <h1>Intersections of Great Circles<a class="headerlink" href="#intersections-of-great-circles" title="Link to this heading"><i class="fas fa-link"></i></a></h1>
 <hr class="docutils" />
@@ -903,6 +901,15 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         <p class="prev-next-title">Great Circles and Parallels</p>
       </div>
     </a>
+    <a class="right-next"
+       href="angles.html"
+       title="next page">
+      <div class="prev-next-info">
+        <p class="prev-next-subtitle">next</p>
+        <p class="prev-next-title">Angles and Great Circles</p>
+      </div>
+      <i class="fa-solid fa-angle-right"></i>
+    </a>
 </div>
                   </footer>
                 
@@ -1176,7 +1183,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1230,7 +1237,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/notebooks/tutorials/polygon_area.html b/_preview/1/notebooks/tutorials/polygon_area.html
index d77c5f0..67d2d12 100644
--- a/_preview/1/notebooks/tutorials/polygon_area.html
+++ b/_preview/1/notebooks/tutorials/polygon_area.html
@@ -75,9 +75,10 @@
     <link rel="icon" href="../../_static/favicon.ico"/>
     <link rel="index" title="Index" href="../../genindex.html" />
     <link rel="search" title="Search" href="../../search.html" />
+    <link rel="prev" title="Angles and Great Circles" href="angles.html" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -232,8 +233,6 @@
         
         
         
-          
-        
         <div class="bd-sidebar-primary bd-sidebar">
           
 
@@ -374,11 +373,13 @@
 <li class="toctree-l1"><a class="reference internal" href="../foundations/coordinates.html">Coordinate Types</a></li>
 </ul>
 <p aria-level="2" class="caption" role="heading"><span class="caption-text">Tutorials</span></p>
-<ul class="nav bd-sidenav">
+<ul class="current nav bd-sidenav">
 <li class="toctree-l1"><a class="reference internal" href="arc_path.html">Great Circle Arcs and Path</a></li>
 <li class="toctree-l1"><a class="reference internal" href="arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1 current active"><a class="current reference internal" href="#">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -408,12 +409,7 @@
 <div id="searchbox"></div>
                   <article class="bd-article">
                     
-  <p>Let’s start here! If you can directly link to an image relevant to your notebook, such as <a class="reference external" href="https://github.com/numpy/numpy/blob/main/doc/source/_static/numpylogo.svg">canonical logos</a>, do so here at the top of your notebook. You can do this with Markdown syntax,</p>
-<blockquote>
-<div><p><code class="docutils literal notranslate"><span class="pre">![&lt;image</span> <span class="pre">title&gt;](http://link.com/to/image.png</span> <span class="pre">&quot;image</span> <span class="pre">alt</span> <span class="pre">text&quot;)</span></code></p>
-</div></blockquote>
-<p>or edit this cell to see raw HTML <code class="docutils literal notranslate"><span class="pre">img</span></code> demonstration. This is preferred if you need to shrink your embedded image. <strong>Either way be sure to include <code class="docutils literal notranslate"><span class="pre">alt</span></code> text for any embedded images to make your content more accessible.</strong></p>
-<p><a class="reference internal" href="notebooks/tutorials/images/ProjectPythia_Logo_Final-01-Blue.svg"><img alt="Project Pythia Logo" src="notebooks/tutorials/images/ProjectPythia_Logo_Final-01-Blue.svg" style="width: 250px;" /></a></img></p>
+  <p><img alt="Tiling of the sphere by spherical triangles" src="https://upload.wikimedia.org/wikipedia/commons/f/f2/Sphere5tesselation.gif" /></img></p>
 <section class="tex2jax_ignore mathjax_ignore" id="spherical-polygons-and-areas">
 <h1>Spherical Polygons and Areas<a class="headerlink" href="#spherical-polygons-and-areas" title="Link to this heading"><i class="fas fa-link"></i></a></h1>
 <hr class="docutils" />
@@ -970,36 +966,25 @@ <h2>Center of spherical polygon<a class="headerlink" href="#center-of-spherical-
 </div>
 <div class="cell docutils container">
 <div class="cell_input docutils container">
-<div class="highlight-ipython3 notranslate"><div class="highlight"><pre><span></span><span class="n">plot_centroid</span><span class="p">([</span><span class="s2">&quot;boulder&quot;</span><span class="p">,</span> <span class="s2">&quot;boston&quot;</span><span class="p">,</span> <span class="s2">&quot;cape canaveral&quot;</span><span class="p">,</span> <span class="s2">&quot;houston&quot;</span><span class="p">],</span>
+<div class="highlight-ipython3 notranslate"><div class="highlight"><pre><span></span><span class="n">plot_centroid</span><span class="p">([</span><span class="s2">&quot;red woods&quot;</span><span class="p">,</span> <span class="s2">&quot;boulder&quot;</span><span class="p">,</span> <span class="s2">&quot;cape canaveral&quot;</span><span class="p">,</span> <span class="s2">&quot;houston&quot;</span><span class="p">],</span>
                <span class="o">-</span><span class="mi">130</span><span class="p">,</span> <span class="o">-</span><span class="mi">60</span><span class="p">,</span> <span class="mi">20</span><span class="p">,</span> <span class="mi">60</span><span class="p">)</span>
 </pre></div>
 </div>
 </div>
 <div class="cell_output docutils container">
-<img alt="../../_images/2587b5077de1e429d6e4a32cd38bb210200b891bca7e808f15849705ed157e76.png" src="../../_images/2587b5077de1e429d6e4a32cd38bb210200b891bca7e808f15849705ed157e76.png" />
+<img alt="../../_images/709a3c9f87ee2a66285656fd076ac2cc85e60a3cd22b90be1829376618818e56.png" src="../../_images/709a3c9f87ee2a66285656fd076ac2cc85e60a3cd22b90be1829376618818e56.png" />
 </div>
 </div>
 </section>
 <hr class="docutils" />
 <section id="summary">
 <h2>Summary<a class="headerlink" href="#summary" title="Link to this heading"><i class="fas fa-link"></i></a></h2>
-<p>Add one final <code class="docutils literal notranslate"><span class="pre">---</span></code> marking the end of your body of content, and then conclude with a brief single paragraph summarizing at a high level the key pieces that were learned and how they tied to your objectives. Look to reiterate what the most important takeaways were.</p>
 <section id="whats-next">
 <h3>What’s next?<a class="headerlink" href="#whats-next" title="Link to this heading"><i class="fas fa-link"></i></a></h3>
-<p>Let Jupyter book tie this to the next (sequential) piece of content that people could move on to down below and in the sidebar. However, if this page uniquely enables your reader to tackle other nonsequential concepts throughout this book, or even external content, link to it here!</p>
 </section>
 </section>
 <section id="resources-and-references">
 <h2>Resources and references<a class="headerlink" href="#resources-and-references" title="Link to this heading"><i class="fas fa-link"></i></a></h2>
-<p>Finally, be rigorous in your citations and references as necessary. Give credit where credit is due. Also, feel free to link to relevant external material, further reading, documentation, etc. Then you’re done! Give yourself a quick review, a high five, and send us a pull request. A few final notes:</p>
-<ul class="simple">
-<li><p><code class="docutils literal notranslate"><span class="pre">Kernel</span> <span class="pre">&gt;</span> <span class="pre">Restart</span> <span class="pre">Kernel</span> <span class="pre">and</span> <span class="pre">Run</span> <span class="pre">All</span> <span class="pre">Cells...</span></code> to confirm that your notebook will cleanly run from start to finish</p></li>
-<li><p><code class="docutils literal notranslate"><span class="pre">Kernel</span> <span class="pre">&gt;</span> <span class="pre">Restart</span> <span class="pre">Kernel</span> <span class="pre">and</span> <span class="pre">Clear</span> <span class="pre">All</span> <span class="pre">Outputs...</span></code> before committing your notebook, our machines will do the heavy lifting</p></li>
-<li><p>Take credit! Provide author contact information if you’d like; if so, consider adding information here at the bottom of your notebook</p></li>
-<li><p>Give credit! Attribute appropriate authorship for referenced code, information, images, etc.</p></li>
-<li><p>Only include what you’re legally allowed: <strong>no copyright infringement or plagiarism</strong></p></li>
-</ul>
-<p>Thank you for your contribution!</p>
 </section>
 </section>
 
@@ -1033,6 +1018,15 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
                   <footer class="prev-next-footer">
                     
 <div class="prev-next-area">
+    <a class="left-prev"
+       href="angles.html"
+       title="previous page">
+      <i class="fa-solid fa-angle-left"></i>
+      <div class="prev-next-info">
+        <p class="prev-next-subtitle">previous</p>
+        <p class="prev-next-title">Angles and Great Circles</p>
+      </div>
+    </a>
 </div>
                   </footer>
                 
@@ -1310,7 +1304,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -1364,7 +1358,7 @@ <h2>Resources and references<a class="headerlink" href="#resources-and-reference
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
     </div>
diff --git a/_preview/1/search.html b/_preview/1/search.html
index 8af9542..a5edc4d 100644
--- a/_preview/1/search.html
+++ b/_preview/1/search.html
@@ -78,7 +78,7 @@
     <link rel="search" title="Search" href="#" />
   <meta name="viewport" content="width=device-width, initial-scale=1"/>
   <meta name="docsearch:language" content="en"/>
-    <meta name="docbuild:last-update" content="1 October 2024"/>
+    <meta name="docbuild:last-update" content="2 October 2024"/>
   </head>
   
   
@@ -376,6 +376,8 @@
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/arc_to_point.html">Great Circles and a Point</a></li>
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/parallels_max_min.html">Great Circles and Parallels</a></li>
 <li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/path_intersection.html">Intersections of Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/angles.html">Angles and Great Circles</a></li>
+<li class="toctree-l1"><a class="reference internal" href="notebooks/tutorials/polygon_area.html">Spherical Polygons and Areas</a></li>
 </ul>
 
     </div>
@@ -593,7 +595,7 @@ <h1>Search</h1>
   
   <div class="footer-item">
     <p class="last-updated">
-  Last updated on 1 October 2024.
+  Last updated on 2 October 2024.
   <br/>
 </p>
   </div>
@@ -647,7 +649,7 @@ <h1>Search</h1>
         
           By the <a href="https://projectpythia.org/">Project Pythia</a> Community.
         
-          Last updated on 1 October 2024.
+          Last updated on 2 October 2024.
         </p>
       </div>
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diff --git a/_preview/1/searchindex.js b/_preview/1/searchindex.js
index 3f6aec3..5312845 100644
--- a/_preview/1/searchindex.js
+++ b/_preview/1/searchindex.js
@@ -1 +1 @@
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\ No newline at end of file
+Search.setIndex({"alltitles": {"A content subsection": [[4, "a-content-subsection"]], "Add Columns for Additional Coordinate Types": [[1, "add-columns-for-additional-coordinate-types"]], "Along Track Distance": [[7, "along-track-distance"]], "An Important Note on Resources": [[2, "an-important-note-on-resources"]], "Angles and Great Circles": [[5, null]], "Another content subsection": [[4, "another-content-subsection"]], "Antipodal Point of Max (TODO)": [[8, "antipodal-point-of-max-todo"]], "Antipodal point": [[6, "antipodal-point"]], "Area and Perimeter of quadrilateral patch": [[10, "area-and-perimeter-of-quadrilateral-patch"]], "Authors": [[0, "authors"]], "Calculate Intersection Point Between Two Great Circle Paths": [[5, "calculate-intersection-point-between-two-great-circle-paths"]], "Calculate the acute and obtuse angle of two great circle paths": [[5, "calculate-the-acute-and-obtuse-angle-of-two-great-circle-paths"]], "Cartesian Coordinates": [[1, "cartesian-coordinates"]], "Center of spherical polygon": [[10, "center-of-spherical-polygon"]], "Check if a point lies on a great circle arc": [[7, "check-if-a-point-lies-on-a-great-circle-arc"]], "Contributors": [[0, "contributors"]], "Convert Coordinates to All Coordinate Types": [[1, "convert-coordinates-to-all-coordinate-types"]], "Coordinate Types": [[1, null]], "Cross Track Distance": [[7, "cross-track-distance"]], "Danger": [[4, null]], "Determine Distance Mathematically via Unit Sphere": [[6, "determine-distance-mathematically-via-unit-sphere"]], "Determine Distance Points via Python Package pyproj": [[6, "determine-distance-points-via-python-package-pyproj"]], "Determine Intermediate Points Mathemetically via Unit Sphere": [[6, "determine-intermediate-points-mathemetically-via-unit-sphere"]], "Determine Intermediate Points via Python Package pyproj and geopy": [[6, "determine-intermediate-points-via-python-package-pyproj-and-geopy"]], "Determine clockwise/counterclockwise ordering of points on spherical polygon": [[10, "determine-clockwise-counterclockwise-ordering-of-points-on-spherical-polygon"]], "Determine if a given point is within a spherical polygon": [[10, "determine-if-a-given-point-is-within-a-spherical-polygon"]], "Determine if a point lies on a great circle arc and path (with/without tolerances)": [[7, "determine-if-a-point-lies-on-a-great-circle-arc-and-path-with-without-tolerances"]], "Determine the Bearing Mathematically via Unit Sphere": [[6, "determine-the-bearing-mathematically-via-unit-sphere"]], "Determine the Bearing of a Great Circle Arc": [[6, "determine-the-bearing-of-a-great-circle-arc"]], "Determine the Bearing via Python Package pyproj": [[6, "determine-the-bearing-via-python-package-pyproj"]], "Determine the Midpoint of a Great Circle Arc": [[6, "determine-the-midpoint-of-a-great-circle-arc"]], "Determine the distance of a point to a great circle arc": [[7, "determine-the-distance-of-a-point-to-a-great-circle-arc"]], "Determine when great circle path cross parallels (TODO)": [[8, "determine-when-great-circle-path-cross-parallels-todo"]], "Directed Angle": [[5, "directed-angle"]], "Display Coordinates of Cities": [[1, "display-coordinates-of-cities"]], "Distance Between Points on a Great Circle Arc": [[6, "distance-between-points-on-a-great-circle-arc"]], "Ellipsoids vs. Spheres": [[2, "ellipsoids-vs-spheres"]], "Find the intersection of two great circle arcs (TODO)": [[9, "find-the-intersection-of-two-great-circle-arcs-todo"]], "Find the intersection of two great circle paths": [[9, "find-the-intersection-of-two-great-circle-paths"]], "Foundations and Terminology": [[0, "foundations-and-terminology"]], "Generate Points At Intermediate Points along an Arc/Path": [[7, "generate-points-at-intermediate-points-along-an-arc-path"]], "Generate a Great Circle Path": [[6, "generate-a-great-circle-path"]], "Generating a Great Circle Arc with Intermediates Points": [[6, "generating-a-great-circle-arc-with-intermediates-points"]], 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