diff --git a/.github/workflows/gh-pages.yml b/.github/workflows/gh-pages.yml
new file mode 100644
index 0000000..4bfcc13
--- /dev/null
+++ b/.github/workflows/gh-pages.yml
@@ -0,0 +1,32 @@
+name: docs
+on:
+  push:
+  pull_request:
+
+jobs:
+  build:
+    runs-on: ubuntu-latest
+    steps:
+      - uses: actions/checkout@v4
+      - name: Set up Python
+        uses: actions/setup-python@v4
+        with:
+          python-version: "3.10"
+          cache: "pip"
+      - name: Dependencies
+        run: |
+          if [ -f pyproject.toml ]; then pip install ".[docs]"; fi
+      - name: Clear notebooks and create conf.py file
+        run: |
+          jupyter-book config sphinx docs/
+          jupyter nbconvert --ClearOutputPreprocessor.enabled=True --ClearMetadataPreprocessor.enabled=True --clear-output --inplace $(find . -type f -name '*.ipynb')
+      - name: Build Sphinx Documentation
+        run: |
+          sphinx-build docs _build/html -b html
+      - name: Deploy
+        uses: peaceiris/actions-gh-pages@v3
+        if: github.ref == 'refs/heads/main' && job.status == 'success'
+        with:
+          github_token: ${{ secrets.GITHUB_TOKEN }}
+          publish_dir: ./_build/html
+          enable_jekyll: false
diff --git a/.gitignore b/.gitignore
index 71010f0..a10f2ca 100644
--- a/.gitignore
+++ b/.gitignore
@@ -114,3 +114,10 @@ Tutorial/tutorial_data/rek_grid_pop_gravity.shx
 
 # ignore the version file
 *_version.py*
+
+# ignore the generated sphinx conf.py file
+# we generate it during the doc build using jupyter-book from _conf.py
+docs/conf.py
+docs/api/GOSTnets.rst
+docs/api/modules.rst
+_build/
diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml
index f4bedd3..a4ca134 100644
--- a/.pre-commit-config.yaml
+++ b/.pre-commit-config.yaml
@@ -10,6 +10,9 @@ repos:
           - id: check-added-large-files
           - id: check-ast
           - id: check-json
+          - id: check-symlinks
+          - id: destroyed-symlinks
+          - id: check-toml
           - id: detect-aws-credentials
             args: [--allow-missing-credentials]
           - id: detect-private-key
diff --git a/README.md b/README.md
index a755c00..c66ba96 100644
--- a/README.md
+++ b/README.md
@@ -107,26 +107,6 @@ pip install GOSTnets[opt]
 pip install GOSTnets[dev]
 ```
 
-## Documentation
-
-Documentation available at [readthedocs](https://GOSTnets.readthedocs.io/)
-
-Plenty of examples and tutorials using Jupyter Notebooks live inside of the Implementations folder within the [GOST_PublicGoods Github repo](https://github.com/worldbank/GOST_PublicGoods)
-
-### how to autobuild docs
-
-in the docs dir, run:
-
-```shell
-sphinx-apidoc -f -o source/ ../GOSTnets
-```
-
-in the docs dir, run:
-
-```shell
-make html
-```
-
 ## Usage
 
 Every function contains a docstring which can be brought up in use to check the inputs for various functions. For example:
diff --git a/Tutorials/EXAMPLE Finding_links_between_pairs.ipynb b/Tutorials/EXAMPLE Finding_links_between_pairs.ipynb
deleted file mode 100644
index b6195bc..0000000
--- a/Tutorials/EXAMPLE Finding_links_between_pairs.ipynb	
+++ /dev/null
@@ -1,703 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Calculate connections\n",
-    "\n",
-    "For most network analysis we do not consider actual geographic connections - this notebook focuses on how to calculate those direct connections between points and collect the geospatial information"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "import sys\n",
-    "\n",
-    "import networkx as nx\n",
-    "import geopandas as gpd\n",
-    "import pandas as pd\n",
-    "\n",
-    "from shapely.geometry import MultiLineString"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
-    "sys.path.append(\"../\")\n",
-    "import GOSTnets as gn"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Define input data\n",
-    "pth = \"./\"\n",
-    "# Read in cleaned pickle from earlier analysis and convert to time\n",
-    "G = nx.read_gpickle(\n",
-    "    os.path.join(pth, \"tutorial_outputs\", r\"iceland_network_clean.pickle\")\n",
-    ")\n",
-    "G_time = gn.convert_network_to_time(\n",
-    "    G, distance_tag=\"length\", road_col=\"infra_type\", factor=1000\n",
-    ")\n",
-    "# Define origins and destinations files\n",
-    "rek_grid_file = os.path.join(pth, \"tutorial_data\", \"rek_grid.shp\")\n",
-    "rek_pop_grid_file = rek_grid_file.replace(\".shp\", \"_pop.shp\")\n",
-    "churches_file = os.path.join(pth, \"tutorial_data\", \"churches.shp\")\n",
-    "# Read in origins and destinations files\n",
-    "rek_grid = gpd.read_file(rek_pop_grid_file)\n",
-    "in_churches = gpd.read_file(churches_file)\n",
-    "in_churches = in_churches.to_crs(rek_grid.crs)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# calculate the origins and destinations by snapping to the road network\n",
-    "origins_df = gn.pandana_snap_c(\n",
-    "    G_time,\n",
-    "    rek_grid,\n",
-    "    source_crs=\"epsg:4326\",\n",
-    "    target_crs=\"epsg:4326\",\n",
-    "    add_dist_to_node_col=True,\n",
-    ")\n",
-    "origins = list(set(origins_df[\"NN\"]))\n",
-    "destinations_df = gn.pandana_snap_c(\n",
-    "    G_time,\n",
-    "    in_churches,\n",
-    "    source_crs=\"epsg:4326\",\n",
-    "    target_crs=\"epsg:4326\",\n",
-    "    add_dist_to_node_col=True,\n",
-    ")\n",
-    "destinations = list(set(destinations_df[\"NN\"]))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "nodes_gdf = gn.node_gdf_from_graph(G_time)\n",
-    "edges_gdf = gn.edge_gdf_from_graph(G_time)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "3\n",
-      "15556\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[3,\n",
-       " 7108,\n",
-       " 1796,\n",
-       " 343,\n",
-       " 'new_obj_3',\n",
-       " 7250,\n",
-       " 15803,\n",
-       " 2662,\n",
-       " 1644,\n",
-       " 9078,\n",
-       " 5995,\n",
-       " 5623,\n",
-       " 403,\n",
-       " 2928,\n",
-       " 11740,\n",
-       " 9270,\n",
-       " 7164,\n",
-       " 2734,\n",
-       " 4478,\n",
-       " 10552,\n",
-       " 3703,\n",
-       " 15165,\n",
-       " 5550,\n",
-       " 3054,\n",
-       " 11825,\n",
-       " 9667,\n",
-       " 13777,\n",
-       " 14560,\n",
-       " 6195,\n",
-       " 4675,\n",
-       " 9318,\n",
-       " 'new_obj_267',\n",
-       " 'new_obj_114',\n",
-       " 6351,\n",
-       " 215,\n",
-       " 'new_obj_144',\n",
-       " 'new_obj_244',\n",
-       " 13246,\n",
-       " 'new_obj_270',\n",
-       " 'new_obj_261',\n",
-       " 9247,\n",
-       " 2541,\n",
-       " 'new_obj_108',\n",
-       " 7513,\n",
-       " 11169,\n",
-       " 2162,\n",
-       " 'new_obj_36',\n",
-       " 8509,\n",
-       " 14705,\n",
-       " 'new_obj_69',\n",
-       " 'new_obj_55',\n",
-       " 'new_obj_68',\n",
-       " 'new_obj_65',\n",
-       " 'new_obj_109',\n",
-       " 10424,\n",
-       " 6678,\n",
-       " 15556]"
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "obj_nodes = nx.shortest_path(\n",
-    "    G_time, source=origins[0], target=destinations[0], weight=\"time\"\n",
-    ")\n",
-    "print(origins[0])\n",
-    "print(destinations[0])\n",
-    "obj_nodes  # this is a list of the nodes that connected make the shortest path from the origin to the destination"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Calculate line strings connecting all origins to all destinations"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
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-     ]
-    }
-   ],
-   "source": [
-    "all_res = []\n",
-    "all_connections = []\n",
-    "oIdx = 0\n",
-    "for org in origins:\n",
-    "    oIdx = oIdx + 1\n",
-    "    print(f\"{oIdx} of {len(origins)}\")\n",
-    "    for dest in destinations:\n",
-    "        obj_nodes = nx.shortest_path(G_time, source=org, target=dest, weight=\"time\")\n",
-    "        all_edges = []\n",
-    "        for idx in range(0, len(obj_nodes) - 1):\n",
-    "            start_node = obj_nodes[idx]\n",
-    "            end_node = obj_nodes[idx + 1]\n",
-    "            cur_edge = edges_gdf.loc[\n",
-    "                (edges_gdf[\"stnode\"] == start_node)\n",
-    "                & (edges_gdf[\"endnode\"] == end_node),\n",
-    "                \"geometry\",\n",
-    "            ].iloc[0]\n",
-    "            all_edges.append(cur_edge)\n",
-    "            all_connections.append([start_node, end_node, cur_edge])\n",
-    "        all_res.append([org, dest, MultiLineString(all_edges)])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 12,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Write all connections to file\n",
-    "all_results = pd.DataFrame(all_res, columns=[\"O\", \"D\", \"geometry\"])\n",
-    "all_results.to_csv(os.path.join(pth, \"tutorial_data\", \"all_OD_links.csv\"))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 34,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Tabulate usage of individual links and write to file\n",
-    "all_conn = pd.DataFrame(all_connections, columns=[\"start\", \"node\", \"geometry\"])\n",
-    "all_connections_count = pd.DataFrame(all_conn.groupby([\"start\", \"node\"]).count())\n",
-    "all_connections_count.reset_index(inplace=True)\n",
-    "all_connections_first = pd.DataFrame(all_conn.groupby([\"start\", \"node\"]).first())\n",
-    "all_connections_first.reset_index(inplace=True)\n",
-    "all_connections_first[\"count\"] = all_connections_count[\"geometry\"]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 44,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "all_connections_first.to_csv(os.path.join(pth, \"tutorial_data\", \"OD_links_usage.csv\"))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python (geog)",
-   "language": "python",
-   "name": "geog"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.7"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/Tutorials/EXAMPLE Fixing your road network.ipynb b/Tutorials/EXAMPLE Fixing your road network.ipynb
deleted file mode 100644
index 23f442d..0000000
--- a/Tutorials/EXAMPLE Fixing your road network.ipynb	
+++ /dev/null
@@ -1,264 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The following notebook showcases some common practices to inspect the quality of your road-network graph, and possibilities to improve it."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "import sys\n",
-    "import networkx as nx\n",
-    "import osmnx as ox"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
-    "sys.path.append(\"../\")\n",
-    "import GOSTnets as gn"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "pth = \"./\"  # change this path to your working folder\n",
-    "data_pth = os.path.join(pth, \"tutorial_outputs\")\n",
-    "\n",
-    "# read back your graph from step 1 from you saved pickle\n",
-    "G = nx.read_gpickle(os.path.join(data_pth, \"iceland_network_clean.pickle\"))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# note the use of sorted to sort by number of edges\n",
-    "list_of_subgraphs = [\n",
-    "    G.subgraph(c).copy()\n",
-    "    for c in sorted(nx.strongly_connected_components(G), key=len, reverse=True)\n",
-    "]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "G_largest = list_of_subgraphs[0]\n",
-    "G_second_largest = list_of_subgraphs[1]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Name: \n",
-      "Type: MultiDiGraph\n",
-      "Number of nodes: 9583\n",
-      "Number of edges: 24491\n",
-      "Average in degree:   2.5557\n",
-      "Average out degree:   2.5557\n"
-     ]
-    }
-   ],
-   "source": [
-    "print(nx.info(G_largest))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Name: \n",
-      "Type: MultiDiGraph\n",
-      "Number of nodes: 16\n",
-      "Number of edges: 30\n",
-      "Average in degree:   1.8750\n",
-      "Average out degree:   1.8750\n"
-     ]
-    }
-   ],
-   "source": [
-    "print(nx.info(G_second_largest))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Name: \n",
-      "Type: MultiDiGraph\n",
-      "Number of nodes: 6\n",
-      "Number of edges: 10\n",
-      "Average in degree:   1.6667\n",
-      "Average out degree:   1.6667\n"
-     ]
-    }
-   ],
-   "source": [
-    "print(nx.info(list_of_subgraphs[2]))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 19,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 720x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "(<Figure size 720x432 with 1 Axes>,\n",
-       " <matplotlib.axes._subplots.AxesSubplot at 0x2e82e9afe10>)"
-      ]
-     },
-     "execution_count": 19,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# plotting functions only work if the graphs have a name and a crs attribute\n",
-    "G_largest.graph[\"crs\"] = \"epsg:32646\"\n",
-    "G_largest.graph[\"name\"] = \"Iceland\"\n",
-    "\n",
-    "# largest connected subgraph\n",
-    "ox.plot_graph(G_largest, fig_width=10, edge_linewidth=1, node_size=7)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 20,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 720x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "(<Figure size 720x432 with 1 Axes>,\n",
-       " <matplotlib.axes._subplots.AxesSubplot at 0x2e82ed73128>)"
-      ]
-     },
-     "execution_count": 20,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "G_second_largest.graph[\"crs\"] = \"epsg:32646\"\n",
-    "G_second_largest.graph[\"name\"] = \"Iceland\"\n",
-    "\n",
-    "# second largest connected subgraph\n",
-    "ox.plot_graph(G_second_largest, fig_width=10, edge_linewidth=1, node_size=7)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 21,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "edges_largest = gn.edge_gdf_from_graph(G_largest)\n",
-    "edges_largest.to_csv(os.path.join(data_pth, \"edges_largest.csv\"))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 22,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "edges_second = gn.edge_gdf_from_graph(G_second_largest)\n",
-    "edges_second.to_csv(os.path.join(data_pth, \"edges_second.csv\"))"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The next step would be to inspect changes in QGIS, add new paths to improve connectivity, and re-run the graph import notebooks to produce a better connected graph."
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.10"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 4
-}
diff --git a/Tutorials/EXAMPLE_Finding_links_between_pairs.ipynb b/Tutorials/EXAMPLE_Finding_links_between_pairs.ipynb
new file mode 100644
index 0000000..d750181
--- /dev/null
+++ b/Tutorials/EXAMPLE_Finding_links_between_pairs.ipynb
@@ -0,0 +1,198 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Calculate connections\n",
+    "\n",
+    "For most network analysis we do not consider actual geographic connections - this notebook focuses on how to calculate those direct connections between points and collect the geospatial information"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import os\n",
+    "import sys\n",
+    "\n",
+    "import networkx as nx\n",
+    "import geopandas as gpd\n",
+    "import pandas as pd\n",
+    "\n",
+    "from shapely.geometry import MultiLineString"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
+    "sys.path.append(\"../\")\n",
+    "import GOSTnets as gn"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Define input data\n",
+    "pth = \"./\"\n",
+    "# Read in cleaned pickle from earlier analysis and convert to time\n",
+    "G = nx.read_gpickle(\n",
+    "    os.path.join(pth, \"tutorial_outputs\", r\"iceland_network_clean.pickle\")\n",
+    ")\n",
+    "G_time = gn.convert_network_to_time(\n",
+    "    G, distance_tag=\"length\", road_col=\"infra_type\", factor=1000\n",
+    ")\n",
+    "# Define origins and destinations files\n",
+    "rek_grid_file = os.path.join(pth, \"tutorial_data\", \"rek_grid.shp\")\n",
+    "rek_pop_grid_file = rek_grid_file.replace(\".shp\", \"_pop.shp\")\n",
+    "churches_file = os.path.join(pth, \"tutorial_data\", \"churches.shp\")\n",
+    "# Read in origins and destinations files\n",
+    "rek_grid = gpd.read_file(rek_pop_grid_file)\n",
+    "in_churches = gpd.read_file(churches_file)\n",
+    "in_churches = in_churches.to_crs(rek_grid.crs)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# calculate the origins and destinations by snapping to the road network\n",
+    "origins_df = gn.pandana_snap_c(\n",
+    "    G_time,\n",
+    "    rek_grid,\n",
+    "    source_crs=\"epsg:4326\",\n",
+    "    target_crs=\"epsg:4326\",\n",
+    "    add_dist_to_node_col=True,\n",
+    ")\n",
+    "origins = list(set(origins_df[\"NN\"]))\n",
+    "destinations_df = gn.pandana_snap_c(\n",
+    "    G_time,\n",
+    "    in_churches,\n",
+    "    source_crs=\"epsg:4326\",\n",
+    "    target_crs=\"epsg:4326\",\n",
+    "    add_dist_to_node_col=True,\n",
+    ")\n",
+    "destinations = list(set(destinations_df[\"NN\"]))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "nodes_gdf = gn.node_gdf_from_graph(G_time)\n",
+    "edges_gdf = gn.edge_gdf_from_graph(G_time)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "obj_nodes = nx.shortest_path(\n",
+    "    G_time, source=origins[0], target=destinations[0], weight=\"time\"\n",
+    ")\n",
+    "print(origins[0])\n",
+    "print(destinations[0])\n",
+    "obj_nodes  # this is a list of the nodes that connected make the shortest path from the origin to the destination"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Calculate line strings connecting all origins to all destinations"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "all_res = []\n",
+    "all_connections = []\n",
+    "oIdx = 0\n",
+    "for org in origins:\n",
+    "    oIdx = oIdx + 1\n",
+    "    print(f\"{oIdx} of {len(origins)}\")\n",
+    "    for dest in destinations:\n",
+    "        obj_nodes = nx.shortest_path(G_time, source=org, target=dest, weight=\"time\")\n",
+    "        all_edges = []\n",
+    "        for idx in range(0, len(obj_nodes) - 1):\n",
+    "            start_node = obj_nodes[idx]\n",
+    "            end_node = obj_nodes[idx + 1]\n",
+    "            cur_edge = edges_gdf.loc[\n",
+    "                (edges_gdf[\"stnode\"] == start_node)\n",
+    "                & (edges_gdf[\"endnode\"] == end_node),\n",
+    "                \"geometry\",\n",
+    "            ].iloc[0]\n",
+    "            all_edges.append(cur_edge)\n",
+    "            all_connections.append([start_node, end_node, cur_edge])\n",
+    "        all_res.append([org, dest, MultiLineString(all_edges)])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Write all connections to file\n",
+    "all_results = pd.DataFrame(all_res, columns=[\"O\", \"D\", \"geometry\"])\n",
+    "all_results.to_csv(os.path.join(pth, \"tutorial_data\", \"all_OD_links.csv\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Tabulate usage of individual links and write to file\n",
+    "all_conn = pd.DataFrame(all_connections, columns=[\"start\", \"node\", \"geometry\"])\n",
+    "all_connections_count = pd.DataFrame(all_conn.groupby([\"start\", \"node\"]).count())\n",
+    "all_connections_count.reset_index(inplace=True)\n",
+    "all_connections_first = pd.DataFrame(all_conn.groupby([\"start\", \"node\"]).first())\n",
+    "all_connections_first.reset_index(inplace=True)\n",
+    "all_connections_first[\"count\"] = all_connections_count[\"geometry\"]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "all_connections_first.to_csv(os.path.join(pth, \"tutorial_data\", \"OD_links_usage.csv\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "language_info": {
+   "name": "python"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/Tutorials/EXAMPLE_Fixing_your_road_network.ipynb b/Tutorials/EXAMPLE_Fixing_your_road_network.ipynb
new file mode 100644
index 0000000..1ecb186
--- /dev/null
+++ b/Tutorials/EXAMPLE_Fixing_your_road_network.ipynb
@@ -0,0 +1,160 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Fixing your road network graph\n",
+    "\n",
+    "The following notebook showcases some common practices to inspect the quality of your road-network graph, and possibilities to improve it."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import os\n",
+    "import sys\n",
+    "import networkx as nx\n",
+    "import osmnx as ox"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
+    "sys.path.append(\"../\")\n",
+    "import GOSTnets as gn"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pth = \"./\"  # change this path to your working folder\n",
+    "data_pth = os.path.join(pth, \"tutorial_outputs\")\n",
+    "\n",
+    "# read back your graph from step 1 from you saved pickle\n",
+    "G = nx.read_gpickle(os.path.join(data_pth, \"iceland_network_clean.pickle\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# note the use of sorted to sort by number of edges\n",
+    "list_of_subgraphs = [\n",
+    "    G.subgraph(c).copy()\n",
+    "    for c in sorted(nx.strongly_connected_components(G), key=len, reverse=True)\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "G_largest = list_of_subgraphs[0]\n",
+    "G_second_largest = list_of_subgraphs[1]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "print(nx.info(G_largest))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "print(nx.info(G_second_largest))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "print(nx.info(list_of_subgraphs[2]))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# plotting functions only work if the graphs have a name and a crs attribute\n",
+    "G_largest.graph[\"crs\"] = \"epsg:32646\"\n",
+    "G_largest.graph[\"name\"] = \"Iceland\"\n",
+    "\n",
+    "# largest connected subgraph\n",
+    "ox.plot_graph(G_largest, fig_width=10, edge_linewidth=1, node_size=7)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "G_second_largest.graph[\"crs\"] = \"epsg:32646\"\n",
+    "G_second_largest.graph[\"name\"] = \"Iceland\"\n",
+    "\n",
+    "# second largest connected subgraph\n",
+    "ox.plot_graph(G_second_largest, fig_width=10, edge_linewidth=1, node_size=7)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "edges_largest = gn.edge_gdf_from_graph(G_largest)\n",
+    "edges_largest.to_csv(os.path.join(data_pth, \"edges_largest.csv\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "edges_second = gn.edge_gdf_from_graph(G_second_largest)\n",
+    "edges_second.to_csv(os.path.join(data_pth, \"edges_second.csv\"))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The next step would be to inspect changes in QGIS, add new paths to improve connectivity, and re-run the graph import notebooks to produce a better connected graph."
+   ]
+  }
+ ],
+ "metadata": {
+  "language_info": {
+   "name": "python"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/Tutorials/EXAMPLE Gravity Calculations.ipynb b/Tutorials/EXAMPLE_Gravity_Calculations.ipynb
similarity index 95%
rename from Tutorials/EXAMPLE Gravity Calculations.ipynb
rename to Tutorials/EXAMPLE_Gravity_Calculations.ipynb
index 946a67e..c67016a 100644
--- a/Tutorials/EXAMPLE Gravity Calculations.ipynb	
+++ b/Tutorials/EXAMPLE_Gravity_Calculations.ipynb
@@ -209,22 +209,8 @@
   }
  ],
  "metadata": {
-  "kernelspec": {
-   "display_name": "Python (geog)",
-   "language": "python",
-   "name": "geog36"
-  },
   "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.6"
+   "name": "python"
   }
  },
  "nbformat": 4,
diff --git a/Tutorials/Step 1 - Extract From OSM.ipynb b/Tutorials/Step 1 - Extract From OSM.ipynb
deleted file mode 100644
index 9def906..0000000
--- a/Tutorials/Step 1 - Extract From OSM.ipynb	
+++ /dev/null
@@ -1,615 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## note: As of Jan 21, 2020 This tutorial is using the GOSTnets version from this repo's master branch. Make sure that the GOSTnets version from PyPi is uninstalled and that you are pointing your path to the correct location of the library."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Step 1: Extract from OSM\n",
-    "The purpose of this script is to show how to go from a .osm.pbf file to a network format that GOSTnets will accept. \n",
-    "Additional modifications in this script include: clipping the roads to an input polygon (here, rek2.shp), and filtering the roads DataFrame by a list of accepted road types, as tagged in OSM (see accepted_road_types list). "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import geopandas as gpd\n",
-    "import os\n",
-    "import sys"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# This is a Jupyter Notebook extension which reloads all of the modules whenever you run the code\n",
-    "# This is optional but good if you are modifying and testing source code\n",
-    "%load_ext autoreload\n",
-    "%autoreload 2"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Add to your system path the location of the LoadOSM.py and GOSTnet.py scripts.  \n",
-    "In this case, we use relative paths (\"..\") to locate the parent directory (one level up). One dot (\".\") means current directory."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "sys.path.append(\"../\")\n",
-    "import GOSTnets as gn"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The load_osm module is an optional GOSTNets submodule that is used to import OSM data. Make sure gdal, geopy, and boltons are installed first as it has additional dependencies (look in GOSTnets repo main README file if you need additional help with this). Then import the submodule."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from GOSTnets.load_osm import OSM_to_network"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Define filepaths."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "pth = \"./\"  # change this path to your working folder\n",
-    "fil = r\"iceland-latest.osm.pbf\"  # download this file from geofabrik: http://download.geofabrik.de/europe/iceland.html.\n",
-    "\n",
-    "# be sure to place the .osm.pbf file in the 'tutorial data' folder.\n",
-    "\n",
-    "f = os.path.join(pth, \"tutorial_data\", fil)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "'./tutorial_data\\\\iceland-latest.osm.pbf'"
-      ]
-     },
-     "execution_count": 6,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "f"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "GOSTNets creates a special 'OSM_to_network' object. This object gets initialized with both a copy of the OSM file itself and the roads extracted from the OSM file in a GeoPandas DataFrame. This DataFrame is a property of the object called 'roads_raw' and is the starting point for our network."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "iceland = OSM_to_network(f)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "?iceland"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>osm_id</th>\n",
-       "      <th>infra_type</th>\n",
-       "      <th>geometry</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>0</th>\n",
-       "      <td>2818432</td>\n",
-       "      <td>path</td>\n",
-       "      <td>LINESTRING (-16.87492 65.61337, -16.87472 65.6...</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>1</th>\n",
-       "      <td>2818434</td>\n",
-       "      <td>path</td>\n",
-       "      <td>LINESTRING (-16.87107 65.59977, -16.86998 65.5...</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>2</th>\n",
-       "      <td>2818477</td>\n",
-       "      <td>unclassified</td>\n",
-       "      <td>LINESTRING (-16.91740 65.61072, -16.91708 65.6...</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>3</th>\n",
-       "      <td>2837331</td>\n",
-       "      <td>path</td>\n",
-       "      <td>LINESTRING (-16.51340 66.00186, -16.51331 66.0...</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>4</th>\n",
-       "      <td>2837332</td>\n",
-       "      <td>service</td>\n",
-       "      <td>LINESTRING (-16.51283 66.00156, -16.51272 66.0...</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "    osm_id    infra_type                                           geometry\n",
-       "0  2818432          path  LINESTRING (-16.87492 65.61337, -16.87472 65.6...\n",
-       "1  2818434          path  LINESTRING (-16.87107 65.59977, -16.86998 65.5...\n",
-       "2  2818477  unclassified  LINESTRING (-16.91740 65.61072, -16.91708 65.6...\n",
-       "3  2837331          path  LINESTRING (-16.51340 66.00186, -16.51331 66.0...\n",
-       "4  2837332       service  LINESTRING (-16.51283 66.00156, -16.51272 66.0..."
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "iceland.roads_raw.head()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "service           25165\n",
-       "footway           15868\n",
-       "track              9953\n",
-       "residential        9519\n",
-       "path               7292\n",
-       "tertiary           4573\n",
-       "unclassified       2997\n",
-       "secondary          2898\n",
-       "primary            2353\n",
-       "trunk              1461\n",
-       "steps               793\n",
-       "trunk_link          283\n",
-       "platform            269\n",
-       "bridleway           247\n",
-       "primary_link        170\n",
-       "cycleway            124\n",
-       "secondary_link       95\n",
-       "living_street        89\n",
-       "tertiary_link        47\n",
-       "motorway             40\n",
-       "motorway_link        36\n",
-       "construction         34\n",
-       "pedestrian           24\n",
-       "proposed             16\n",
-       "road                 14\n",
-       "raceway              12\n",
-       "corridor              8\n",
-       "bus_stop              7\n",
-       "rest_area             2\n",
-       "planned               2\n",
-       "emergency_bay         1\n",
-       "abandoned             1\n",
-       "services              1\n",
-       "Name: infra_type, dtype: int64"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# show the different highway types and counts\n",
-    "iceland.roads_raw.infra_type.value_counts()"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We define a list of the types of roads from the above that we consider acceptable for our road network"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "accepted_road_types = [\n",
-    "    \"residential\",\n",
-    "    \"unclassified\",\n",
-    "    \"track\",\n",
-    "    \"service\",\n",
-    "    \"tertiary\",\n",
-    "    \"road\",\n",
-    "    \"secondary\",\n",
-    "    \"primary\",\n",
-    "    \"trunk\",\n",
-    "    \"primary_link\",\n",
-    "    \"trunk_link\",\n",
-    "    \"tertiary_link\",\n",
-    "    \"secondary_link\",\n",
-    "]"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We call the filterRoads method and pass it a list of acceptable road types"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 12,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "iceland.filterRoads(acceptedRoads=accepted_road_types)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "service           25165\n",
-       "track              9953\n",
-       "residential        9519\n",
-       "tertiary           4573\n",
-       "unclassified       2997\n",
-       "secondary          2898\n",
-       "primary            2353\n",
-       "trunk              1461\n",
-       "trunk_link          283\n",
-       "primary_link        170\n",
-       "secondary_link       95\n",
-       "tertiary_link        47\n",
-       "road                 14\n",
-       "Name: infra_type, dtype: int64"
-      ]
-     },
-     "execution_count": 13,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "iceland.roads_raw.infra_type.value_counts()"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Here, we import a shapefile for our area of interest. We want to make a map of Reykjavik, Iceland. We clip the extent of the country file to just the area around the capital (rek2.shp) below using standard GeoPandas functions:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "clip_shp = gpd.read_file(os.path.join(pth, \"tutorial_data\", \"rek2.shp\"))\n",
-    "clip_shp = clip_shp.to_crs({\"init\": \"epsg:4326\"})\n",
-    "clip_shp_obj = clip_shp.geometry.iloc[0]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<matplotlib.axes._subplots.AxesSubplot at 0x1d7ad414ba8>"
-      ]
-     },
-     "execution_count": 15,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 432x288 with 1 Axes>"
-      ]
-     },
-     "metadata": {
-      "needs_background": "light"
-     },
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# this is a geopandas dataframe\n",
-    "clip_shp.plot()"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/svg+xml": [
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-      ],
-      "text/plain": [
-       "<shapely.geometry.multipolygon.MultiPolygon at 0x1d7ad40b7f0>"
-      ]
-     },
-     "execution_count": 16,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# this is the geometry object (shapely) from clip_shp\n",
-    "clip_shp_obj"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We check to see everything lines up by running intersect and counting the True / False returns. The count of the True values are the number of roads that intersect the AOI"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "False    48689\n",
-       "True     10839\n",
-       "dtype: int64"
-      ]
-     },
-     "execution_count": 17,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# intersects is a Shapely function that returns True if the boundary or interior of the object intersect in any way with those of the other\n",
-    "iceland.roads_raw.geometry.intersects(clip_shp_obj).value_counts()"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Remove any roads that don't intersect the capital area, by modifying the roads_raw from the 'OSM_to_network' object "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "iceland.roads_raw = iceland.roads_raw.loc[\n",
-    "    iceland.roads_raw.geometry.intersects(clip_shp_obj) is True\n",
-    "]"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Having narrowed the DataFrame to the roads we are interested in, we generate the RoadsGPD object, which is stored as a property of the 'OSM_to_network' object. The RoadsGPD object is a GeoDataFrame that further processes the roads. This includes splitting the edges where intersections occur, adding unique edge IDs, and adding to/from columns to the GeoDataFrame."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 19,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "iceland.generateRoadsGDF(verbose=False)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "With the initialReadIn() function, we transform this to a graph object"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 20,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<networkx.classes.multidigraph.MultiDiGraph at 0x1d7acfbf240>"
-      ]
-     },
-     "execution_count": 20,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "iceland.initialReadIn()"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We save this graph object down to file using gn.save(). The save function produces three outputs: a node GeoDataFrame as a CSV, an edge GeoDataFrame as a CSV, and a graph object saved as a pickle."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 21,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "gn.save?"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 22,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "gn.save(iceland.network, \"iceland_unclean\", os.path.join(pth, \"tutorial_outputs\"))"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Move on to Step 2 to see how we clean up this rough network."
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.10"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/Tutorials/Step 2 - Clean Network.ipynb b/Tutorials/Step 2 - Clean Network.ipynb
deleted file mode 100644
index 7977b85..0000000
--- a/Tutorials/Step 2 - Clean Network.ipynb	
+++ /dev/null
@@ -1,488 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Step 2: Clean Network\n",
-    "\n",
-    "This is a further post-processing function now found within the network_clean GOSTnets submodule. This function cleans the network by removing excessive nodes, and ensures all edges are bi-directional (except in the case of one-way roads).\n",
-    "\n",
-    "WARNING: The Clean Network function is a computationally expensive function, so it may take a while to run. It outputs a pickled graph object, a dataframe of the edges, and a dataframe of the nodes. The expectation is that this will only have to be run once."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "import sys\n",
-    "import time\n",
-    "import networkx as nx"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
-    "sys.path.append(\"../\")\n",
-    "import GOSTnets as gn"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "pth = \"./\"  # change this path to your working folder\n",
-    "data_pth = os.path.join(pth, \"tutorial_outputs\")\n",
-    "\n",
-    "# read back your graph from step 1 from you saved pickle\n",
-    "G = nx.read_gpickle(os.path.join(data_pth, \"iceland_unclean.pickle\"))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "16115\n",
-      "(0, {'x': -21.7138473, 'y': 64.1680006})\n",
-      "19463\n",
-      "(1, 6849, {'Wkt': <shapely.geometry.linestring.LineString object at 0x000001C3B78C5438>, 'id': 8559, 'infra_type': 'residential', 'osm_id': '108524343', 'key': 'edge_8559', 'length': 0.06716756626000746})\n"
-     ]
-    }
-   ],
-   "source": [
-    "# inspect the graph\n",
-    "nodes = list(G.nodes(data=True))\n",
-    "edges = list(G.edges(data=True))\n",
-    "print(len(nodes))\n",
-    "print(nodes[0])\n",
-    "print(len(edges))\n",
-    "print(edges[0])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Name: \n",
-      "Type: MultiDiGraph\n",
-      "Number of nodes: 16115\n",
-      "Number of edges: 19463\n",
-      "Average in degree:   1.2078\n",
-      "Average out degree:   1.2078\n"
-     ]
-    }
-   ],
-   "source": [
-    "# you can also print general graph information with networkx\n",
-    "print(nx.info(G))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# To become familiar with the function read the doc string\n",
-    "gn.clean_network?"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Set up some parameters for the CleanNetwork function"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "Iceland_UTMZ = {\"init\": \"epsg:32627\"}\n",
-    "\n",
-    "WGS = {\"init\": \"epsg:4326\"}  # do not adjust. OSM natively comes in ESPG 4326"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Run the CleanNetwork Function.  \n",
-    "Changing verbose to True will write the outputs in the specified wpath."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "start: Mon Feb 24 17:46:49 2020\n",
-      "\n"
-     ]
-    },
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n",
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n",
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\geopandas\\tools\\sjoin.py:61: UserWarning: CRS of frames being joined does not match!(+init=epsg:4326 +type=crs != epsg:4326)\n",
-      "  \"(%s != %s)\" % (left_df.crs, right_df.crs)\n"
-     ]
-    },
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "14486\n",
-      "27151\n",
-      "12708\n",
-      "24611\n",
-      "Edge reduction: 19463 to 24611 (-26 percent)\n",
-      "\n",
-      "end: Mon Feb 24 17:47:41 2020\n",
-      "\n",
-      "--- processing complete\n"
-     ]
-    }
-   ],
-   "source": [
-    "print(\"start: %s\\n\" % time.ctime())\n",
-    "G_clean = gn.clean_network(\n",
-    "    G, UTM=Iceland_UTMZ, WGS={\"init\": \"epsg:4326\"}, junctdist=10, verbose=False\n",
-    ")\n",
-    "\n",
-    "# using verbose = True:\n",
-    "# G_clean = gn.clean_network(G, wpath = data_pth, output_file_name = 'iceland_network', UTM = Iceland_UTMZ, WGS = {'init': 'epsg:4326'}, junctdist = 10, verbose = True)\n",
-    "print(\"\\nend: %s\" % time.ctime())\n",
-    "print(\"\\n--- processing complete\")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Name: \n",
-      "Type: MultiDiGraph\n",
-      "Number of nodes: 9678\n",
-      "Number of edges: 24611\n",
-      "Average in degree:   2.5430\n",
-      "Average out degree:   2.5430\n"
-     ]
-    }
-   ],
-   "source": [
-    "# let's print info on our clean version\n",
-    "print(nx.info(G_clean))"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {
-    "collapsed": true
-   },
-   "source": [
-    "The clean_network function helps snapping points that are very close to one another. However, it does not conduct any check on whether the network is fully connected."
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Optional step: Only use the largest sub-graph\n",
-    "Network analysis is often done on only connected graphs. Disconnected graphs can result in paths that cannot reach their destination. Also, you can evaluate how connected your network is and have the option of going back and making more edits."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Identify only the largest graph\n",
-    "\n",
-    "# compatible with NetworkX 2.4\n",
-    "list_of_subgraphs = list(\n",
-    "    G_clean.subgraph(c).copy() for c in nx.strongly_connected_components(G_clean)\n",
-    ")\n",
-    "max_graph = None\n",
-    "max_edges = 0\n",
-    "for i in list_of_subgraphs:\n",
-    "    if i.number_of_edges() > max_edges:\n",
-    "        max_edges = i.number_of_edges()\n",
-    "        max_graph = i\n",
-    "\n",
-    "# set your graph equal to the largest sub-graph\n",
-    "G_largest = max_graph"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 12,
-   "metadata": {
-    "scrolled": true
-   },
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Name: \n",
-      "Type: MultiDiGraph\n",
-      "Number of nodes: 9583\n",
-      "Number of edges: 24491\n",
-      "Average in degree:   2.5557\n",
-      "Average out degree:   2.5557\n"
-     ]
-    }
-   ],
-   "source": [
-    "# print info about the largest sub-graph\n",
-    "print(nx.info(G_largest))"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The majority of the network was captured by the largest subgraph. That's pretty good. It means the quality of OSM data for this city is quite good.  \n",
-    "\n",
-    "Save this prepared graph in your output folder: "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "gn.save(G_largest, \"iceland_network_clean\", data_pth)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "How many subgraphs would you guess there are?"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "37"
-      ]
-     },
-     "execution_count": 17,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "len(list_of_subgraphs)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Move on to Step 3 to see how we can use this network for some travel time analysis!"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "#### Optional: Compare networks (original / clean-version / largest subgraph)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "OSMNX is one of the key libraries that GostNETS is based on. Here, we load it to access graph-plotting functions."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import osmnx as ox"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 19,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 720x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "(<Figure size 720x432 with 1 Axes>,\n",
-       " <matplotlib.axes._subplots.AxesSubplot at 0x1c3bb447a58>)"
-      ]
-     },
-     "execution_count": 19,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# plotting functions only work if the graphs have a name and a crs attribute\n",
-    "G.graph[\"crs\"] = \"epsg:32646\"\n",
-    "G.graph[\"name\"] = \"Iceland\"\n",
-    "\n",
-    "# original graph\n",
-    "ox.plot_graph(G, fig_width=10, edge_linewidth=1, node_size=7)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 20,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 720x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "(<Figure size 720x432 with 1 Axes>,\n",
-       " <matplotlib.axes._subplots.AxesSubplot at 0x1c3bb70d550>)"
-      ]
-     },
-     "execution_count": 20,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "G_clean.graph[\"crs\"] = \"epsg:32646\"\n",
-    "G_clean.graph[\"name\"] = \"Iceland\"\n",
-    "\n",
-    "# cleaned graph\n",
-    "ox.plot_graph(G_clean, fig_width=10, edge_linewidth=1, node_size=7)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 21,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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\n",
-      "text/plain": [
-       "<Figure size 720x432 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "(<Figure size 720x432 with 1 Axes>,\n",
-       " <matplotlib.axes._subplots.AxesSubplot at 0x1c3baa97a20>)"
-      ]
-     },
-     "execution_count": 21,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "G_largest.graph[\"crs\"] = \"epsg:32646\"\n",
-    "G_largest.graph[\"name\"] = \"Iceland\"\n",
-    "\n",
-    "# largest subgraph\n",
-    "ox.plot_graph(G_largest, fig_width=10, edge_linewidth=1, node_size=7)"
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.7.0"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/Tutorials/Step 3 - Using your Graph.ipynb b/Tutorials/Step 3 - Using your Graph.ipynb
deleted file mode 100644
index 42f5b87..0000000
--- a/Tutorials/Step 3 - Using your Graph.ipynb	
+++ /dev/null
@@ -1,1062 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Step 3: Using your Graph\n",
-    "\n",
-    "In step 3 of this tutorial, we use our cleaned graph to create an Origin-Destination matrix (OD). Our setting remains Reykjavik, Iceland, as we look at travel times along the network to churches."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# This is a Jupyter Notebook extension which reloads all of the modules whenever you run the code\n",
-    "# This is optional but good if you are modifying and testing source code\n",
-    "%load_ext autoreload\n",
-    "%autoreload 2"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import os\n",
-    "import sys\n",
-    "import networkx as nx\n",
-    "import geopandas as gpd\n",
-    "import pandas as pd"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
-    "sys.path.append(\"../\")\n",
-    "import GOSTnets as gn"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from shapely.geometry import Point"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "First, we read in the graph from the result of the cleaning process (Step 2)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "pth = \"./\"  # change this path to your working folder\n",
-    "G = nx.read_gpickle(\n",
-    "    os.path.join(pth, \"tutorial_outputs\", r\"iceland_network_clean.pickle\")\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "At this stage each edge in the network has a property called 'length'. This was actually computed during Step 1 when the generateRoadsGDF function was run. The units of this length are in kilometres."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "(0, 11677, {'Wkt': 'LINESTRING (-21.7150886 64.16856079999999, -21.7150429 64.1684612, -21.7150343 64.1684424, -21.7150189 64.16841460000001, -21.7149683 64.1683788, -21.7149165 64.1683566, -21.714839 64.16832599999999, -21.7138473 64.1680006)', 'id': 5779, 'infra_type': 'residential', 'osm_id': '55759237', 'key': 'edge_5779', 'length': 0.09030580094429581, 'Type': 'legitimate'})\n"
-     ]
-    }
-   ],
-   "source": [
-    "gn.example_edge(G)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We want to convert length to time, so that we can conduct analysis on how long it takes to reach certain destinations.  \n",
-    "\n",
-    "We do this using the convert_network_to_time function. We have used a factor of 1000, because the function is expecting meters, so we need to convert the units of kilometers to meters.   \n",
-    "\n",
-    "The convert_network_to_time function uses a default speed dictionary that assigns speed limits to OSM highway types. However, it is possible to specify your own speed dictionary."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "G_time = gn.convert_network_to_time(\n",
-    "    G, distance_tag=\"length\", road_col=\"infra_type\", factor=1000\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We can now use the 'time' property for each edge to work out how long it takes to get from one node to another!"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "(0, 11677, {'Wkt': 'LINESTRING (-21.7150886 64.16856079999999, -21.7150429 64.1684612, -21.7150343 64.1684424, -21.7150189 64.16841460000001, -21.7149683 64.1683788, -21.7149165 64.1683566, -21.714839 64.16832599999999, -21.7138473 64.1680006)', 'id': 5779, 'infra_type': 'residential', 'osm_id': '55759237', 'key': 'edge_5779', 'length': 90.30580094429581, 'Type': 'legitimate', 'time': 16.255044169973246, 'mode': 'drive'})\n"
-     ]
-    }
-   ],
-   "source": [
-    "gn.example_edge(G_time, 1)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "To do this for just one journey, we could call nx.shortest_path_length on any given origin or destination node. Let's list 10 of our nodes using this networkX function:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "[0, 1, 3, 5, 6, 8, 12, 13, 14, 17]"
-      ]
-     },
-     "execution_count": 9,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "list(G_time.nodes)[:10]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 10,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "The travel time between A and B is: 1451 seconds, or 24 minutes!\n"
-     ]
-    }
-   ],
-   "source": [
-    "A = list(G_time.nodes)[0]  # first node in list\n",
-    "B = list(G_time.nodes)[10]  # 10th node in list\n",
-    "travel_time = nx.shortest_path_length(G_time, A, B, weight=\"time\")\n",
-    "print(\n",
-    "    \"The travel time between A and B is: %d seconds, or %d minutes!\"\n",
-    "    % (travel_time, travel_time / 60)\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "In our example, we want to use our network for Reykjavik to work out the travel time to local churches.\n",
-    "\n",
-    "Here, we import a shapefile for Reykjavik, and reproject it to WGS 84:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "rek = gpd.read_file(os.path.join(pth, \"tutorial_data\", \"rek2.shp\"))\n",
-    "rek = rek.to_crs(\"epsg:4326\")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Next, We set a variable poly equal to just the geometry"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 12,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "poly = rek.geometry.iloc[0]"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We can visualize this in-line by just calling it:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 13,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
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-      ],
-      "text/plain": [
-       "<shapely.geometry.multipolygon.MultiPolygon at 0x1d2e3ebe208>"
-      ]
-     },
-     "execution_count": 13,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "poly"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "With this in hand, we can read in a shapefile of destinations - here, the churches in Iceland. We use Shapely's 'within' command to select just those in the Reykjavik area:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "churches = gpd.read_file(os.path.join(pth, \"tutorial_data\", \"churches.shp\"))\n",
-    "churches = churches.loc[churches.within(poly)]"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "In order to perform network analysis we want to know the closest network node to each church. For this, we use the pandana snap function to snap the church locations to the road network:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>osm_id</th>\n",
-       "      <th>code</th>\n",
-       "      <th>fclass</th>\n",
-       "      <th>name</th>\n",
-       "      <th>geometry</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>0</th>\n",
-       "      <td>59983337</td>\n",
-       "      <td>3104</td>\n",
-       "      <td>christian_lutheran</td>\n",
-       "      <td>Grafarvogskirkja</td>\n",
-       "      <td>POINT (-21.79968 64.13241)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>2</th>\n",
-       "      <td>319768632</td>\n",
-       "      <td>3300</td>\n",
-       "      <td>muslim</td>\n",
-       "      <td>Félag Múslima á Íslandi</td>\n",
-       "      <td>POINT (-21.87575 64.13430)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>11</th>\n",
-       "      <td>1866767163</td>\n",
-       "      <td>3100</td>\n",
-       "      <td>christian</td>\n",
-       "      <td>Betanía</td>\n",
-       "      <td>POINT (-21.81463 64.12343)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>13</th>\n",
-       "      <td>3030668954</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Biskup Íslands</td>\n",
-       "      <td>POINT (-21.92745 64.14541)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>14</th>\n",
-       "      <td>3030668955</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Biskupsstofa</td>\n",
-       "      <td>POINT (-21.92743 64.14541)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>15</th>\n",
-       "      <td>3030668961</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Kirkjuráð</td>\n",
-       "      <td>POINT (-21.92744 64.14541)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>16</th>\n",
-       "      <td>3030668966</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Skálholtsútgáfan</td>\n",
-       "      <td>POINT (-21.92743 64.14541)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>19</th>\n",
-       "      <td>3761680070</td>\n",
-       "      <td>3100</td>\n",
-       "      <td>christian</td>\n",
-       "      <td>Alþjóðleg kirkja Guðs og embætti Jesú Krists</td>\n",
-       "      <td>POINT (-21.90527 64.14133)</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>20</th>\n",
-       "      <td>3975889251</td>\n",
-       "      <td>3100</td>\n",
-       "      <td>christian</td>\n",
-       "      <td>Parohia Ortodoxă Română Reykjavik</td>\n",
-       "      <td>POINT (-21.95329 64.15002)</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "        osm_id  code                 fclass  \\\n",
-       "0     59983337  3104     christian_lutheran   \n",
-       "2    319768632  3300                 muslim   \n",
-       "11  1866767163  3100              christian   \n",
-       "13  3030668954  3103  christian_evangelical   \n",
-       "14  3030668955  3103  christian_evangelical   \n",
-       "15  3030668961  3103  christian_evangelical   \n",
-       "16  3030668966  3103  christian_evangelical   \n",
-       "19  3761680070  3100              christian   \n",
-       "20  3975889251  3100              christian   \n",
-       "\n",
-       "                                            name                    geometry  \n",
-       "0                               Grafarvogskirkja  POINT (-21.79968 64.13241)  \n",
-       "2                        Félag Múslima á Íslandi  POINT (-21.87575 64.13430)  \n",
-       "11                                       Betanía  POINT (-21.81463 64.12343)  \n",
-       "13                                Biskup Íslands  POINT (-21.92745 64.14541)  \n",
-       "14                                  Biskupsstofa  POINT (-21.92743 64.14541)  \n",
-       "15                                     Kirkjuráð  POINT (-21.92744 64.14541)  \n",
-       "16                              Skálholtsútgáfan  POINT (-21.92743 64.14541)  \n",
-       "19  Alþjóðleg kirkja Guðs og embætti Jesú Krists  POINT (-21.90527 64.14133)  \n",
-       "20             Parohia Ortodoxă Română Reykjavik  POINT (-21.95329 64.15002)  "
-      ]
-     },
-     "execution_count": 15,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "churches"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "<Geographic 2D CRS: EPSG:4326>\n",
-       "Name: WGS 84\n",
-       "Axis Info [ellipsoidal]:\n",
-       "- Lat[north]: Geodetic latitude (degree)\n",
-       "- Lon[east]: Geodetic longitude (degree)\n",
-       "Area of Use:\n",
-       "- name: World\n",
-       "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
-       "Datum: World Geodetic System 1984\n",
-       "- Ellipsoid: WGS 84\n",
-       "- Prime Meridian: Greenwich"
-      ]
-     },
-     "execution_count": 16,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# the crs of churches\n",
-    "churches.crs"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# view the pandana_snap doc string\n",
-    "gn.pandana_snap?"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We want the nearest node distance (NN_dist) to be measured in meters, so that is why we include the target_crs parameter specifying the correct UTM zone."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 19,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "churches = gn.pandana_snap_c(\n",
-    "    G_time,\n",
-    "    churches,\n",
-    "    source_crs=\"epsg:4326\",\n",
-    "    target_crs=\"epsg:32627\",\n",
-    "    add_dist_to_node_col=True,\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "As we can see from the NN_dist column, our church locations are very close to a node on the network in all cases"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 20,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
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-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
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-       "      <th>name</th>\n",
-       "      <th>geometry</th>\n",
-       "      <th>NN</th>\n",
-       "      <th>NN_dist</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>0</th>\n",
-       "      <td>59983337</td>\n",
-       "      <td>3104</td>\n",
-       "      <td>christian_lutheran</td>\n",
-       "      <td>Grafarvogskirkja</td>\n",
-       "      <td>POINT (-21.79968 64.13241)</td>\n",
-       "      <td>new_obj_933</td>\n",
-       "      <td>23.998299</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>2</th>\n",
-       "      <td>319768632</td>\n",
-       "      <td>3300</td>\n",
-       "      <td>muslim</td>\n",
-       "      <td>Félag Múslima á Íslandi</td>\n",
-       "      <td>POINT (-21.87575 64.13430)</td>\n",
-       "      <td>11219</td>\n",
-       "      <td>29.401343</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>11</th>\n",
-       "      <td>1866767163</td>\n",
-       "      <td>3100</td>\n",
-       "      <td>christian</td>\n",
-       "      <td>Betanía</td>\n",
-       "      <td>POINT (-21.81463 64.12343)</td>\n",
-       "      <td>4701</td>\n",
-       "      <td>16.852778</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>13</th>\n",
-       "      <td>3030668954</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Biskup Íslands</td>\n",
-       "      <td>POINT (-21.92745 64.14541)</td>\n",
-       "      <td>11173</td>\n",
-       "      <td>13.190325</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>14</th>\n",
-       "      <td>3030668955</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Biskupsstofa</td>\n",
-       "      <td>POINT (-21.92743 64.14541)</td>\n",
-       "      <td>11173</td>\n",
-       "      <td>12.559162</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>15</th>\n",
-       "      <td>3030668961</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Kirkjuráð</td>\n",
-       "      <td>POINT (-21.92744 64.14541)</td>\n",
-       "      <td>11173</td>\n",
-       "      <td>12.976799</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>16</th>\n",
-       "      <td>3030668966</td>\n",
-       "      <td>3103</td>\n",
-       "      <td>christian_evangelical</td>\n",
-       "      <td>Skálholtsútgáfan</td>\n",
-       "      <td>POINT (-21.92743 64.14541)</td>\n",
-       "      <td>11173</td>\n",
-       "      <td>12.751436</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>19</th>\n",
-       "      <td>3761680070</td>\n",
-       "      <td>3100</td>\n",
-       "      <td>christian</td>\n",
-       "      <td>Alþjóðleg kirkja Guðs og embætti Jesú Krists</td>\n",
-       "      <td>POINT (-21.90527 64.14133)</td>\n",
-       "      <td>10771</td>\n",
-       "      <td>39.976706</td>\n",
-       "    </tr>\n",
-       "    <tr>\n",
-       "      <th>20</th>\n",
-       "      <td>3975889251</td>\n",
-       "      <td>3100</td>\n",
-       "      <td>christian</td>\n",
-       "      <td>Parohia Ortodoxă Română Reykjavik</td>\n",
-       "      <td>POINT (-21.95329 64.15002)</td>\n",
-       "      <td>3642</td>\n",
-       "      <td>21.453451</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "        osm_id  code                 fclass  \\\n",
-       "0     59983337  3104     christian_lutheran   \n",
-       "2    319768632  3300                 muslim   \n",
-       "11  1866767163  3100              christian   \n",
-       "13  3030668954  3103  christian_evangelical   \n",
-       "14  3030668955  3103  christian_evangelical   \n",
-       "15  3030668961  3103  christian_evangelical   \n",
-       "16  3030668966  3103  christian_evangelical   \n",
-       "19  3761680070  3100              christian   \n",
-       "20  3975889251  3100              christian   \n",
-       "\n",
-       "                                            name                    geometry  \\\n",
-       "0                               Grafarvogskirkja  POINT (-21.79968 64.13241)   \n",
-       "2                        Félag Múslima á Íslandi  POINT (-21.87575 64.13430)   \n",
-       "11                                       Betanía  POINT (-21.81463 64.12343)   \n",
-       "13                                Biskup Íslands  POINT (-21.92745 64.14541)   \n",
-       "14                                  Biskupsstofa  POINT (-21.92743 64.14541)   \n",
-       "15                                     Kirkjuráð  POINT (-21.92744 64.14541)   \n",
-       "16                              Skálholtsútgáfan  POINT (-21.92743 64.14541)   \n",
-       "19  Alþjóðleg kirkja Guðs og embætti Jesú Krists  POINT (-21.90527 64.14133)   \n",
-       "20             Parohia Ortodoxă Română Reykjavik  POINT (-21.95329 64.15002)   \n",
-       "\n",
-       "             NN    NN_dist  \n",
-       "0   new_obj_933  23.998299  \n",
-       "2         11219  29.401343  \n",
-       "11         4701  16.852778  \n",
-       "13        11173  13.190325  \n",
-       "14        11173  12.559162  \n",
-       "15        11173  12.976799  \n",
-       "16        11173  12.751436  \n",
-       "19        10771  39.976706  \n",
-       "20         3642  21.453451  "
-      ]
-     },
-     "execution_count": 20,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "churches"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "When calculating an OD-Matrix, we can only use the node IDs as inputs. So, we convert this column of our dataframe over to a list of unique values:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 21,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "destinations = list(set(churches.NN))"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 22,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "[11173, 10771, 11219, 'new_obj_933', 3642, 4701]"
-      ]
-     },
-     "execution_count": 22,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "destinations"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "## Further Analysis"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We would like to make an OD matrix where the origin is the cottage we are renting in the city, and the destinations are the churches in Reykjavik. This will help us work out how many churches we can see today!. First, we need to create the origin. It has coordinates: 64.152215, -22.002099 (Lat,Lon), so I make a point of this:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 23,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# A list with a single Shapely Point object is created with (x,y)\n",
-    "my_house = [Point(-22.002099, 64.152215)]"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Next, I load it into a geodataframe and snap it to the network:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 24,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "C:\\WBG\\Anaconda\\envs\\network-analysis\\lib\\site-packages\\pyproj\\crs.py:77: FutureWarning: '+init=<authority>:<code>' syntax is deprecated. '<authority>:<code>' is the preferred initialization method.\n",
-      "  return _prepare_from_string(\" \".join(pjargs))\n"
-     ]
-    }
-   ],
-   "source": [
-    "mini_gdf = gpd.GeoDataFrame(\n",
-    "    {\"geometry\": my_house}, crs={\"init\": \"epsg:4326\"}, geometry=\"geometry\", index=[1]\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 25,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>geometry</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>1</th>\n",
-       "      <td>POINT (-22.00210 64.15221)</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "                     geometry\n",
-       "1  POINT (-22.00210 64.15221)"
-      ]
-     },
-     "execution_count": 25,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "mini_gdf"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 27,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "origin_gdf = gn.pandana_snap_c(\n",
-    "    G_time, mini_gdf, source_crs=\"epsg:4326\", target_crs=\"epsg:32627\"\n",
-    ")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 29,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>geometry</th>\n",
-       "      <th>NN</th>\n",
-       "      <th>NN_dist</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>1</th>\n",
-       "      <td>POINT (-22.00210 64.15221)</td>\n",
-       "      <td>3979</td>\n",
-       "      <td>99.249783</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "                     geometry    NN    NN_dist\n",
-       "1  POINT (-22.00210 64.15221)  3979  99.249783"
-      ]
-     },
-     "execution_count": 29,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "origin_gdf"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 30,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "3979"
-      ]
-     },
-     "execution_count": 30,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "# This is the nearest node (NN)\n",
-    "origin_gdf.iloc[0].NN"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "Now, We can calculate the OD matrix using the GOSTNets calculate_OD function. Bear in mind it takes list objects as inputs:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 31,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "origin = [origin_gdf.iloc[0].NN]"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 32,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "OD = gn.calculate_OD(G_time, origin, destinations, fail_value=9999999)"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The OD matrix displays the time in seconds to reach each church"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 33,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "array([[ 469.93563151,  591.39336061,  786.70089738, 1269.36619173,\n",
-       "         329.65036655, 1016.08576214]])"
-      ]
-     },
-     "execution_count": 33,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "OD"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We can use minutes as the measure by dividing every value in the OD Matrix by 60. Then we can convert the array nicely into a pandas Dataframe, "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 34,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "OD = OD / 60\n",
-    "OD_df = pd.DataFrame(OD, columns=destinations, index=origin)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 35,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<div>\n",
-       "<style scoped>\n",
-       "    .dataframe tbody tr th:only-of-type {\n",
-       "        vertical-align: middle;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe tbody tr th {\n",
-       "        vertical-align: top;\n",
-       "    }\n",
-       "\n",
-       "    .dataframe thead th {\n",
-       "        text-align: right;\n",
-       "    }\n",
-       "</style>\n",
-       "<table border=\"1\" class=\"dataframe\">\n",
-       "  <thead>\n",
-       "    <tr style=\"text-align: right;\">\n",
-       "      <th></th>\n",
-       "      <th>11173</th>\n",
-       "      <th>10771</th>\n",
-       "      <th>11219</th>\n",
-       "      <th>new_obj_933</th>\n",
-       "      <th>3642</th>\n",
-       "      <th>4701</th>\n",
-       "    </tr>\n",
-       "  </thead>\n",
-       "  <tbody>\n",
-       "    <tr>\n",
-       "      <th>3979</th>\n",
-       "      <td>7.832261</td>\n",
-       "      <td>9.856556</td>\n",
-       "      <td>13.111682</td>\n",
-       "      <td>21.156103</td>\n",
-       "      <td>5.494173</td>\n",
-       "      <td>16.934763</td>\n",
-       "    </tr>\n",
-       "  </tbody>\n",
-       "</table>\n",
-       "</div>"
-      ],
-      "text/plain": [
-       "         11173     10771      11219  new_obj_933      3642       4701\n",
-       "3979  7.832261  9.856556  13.111682    21.156103  5.494173  16.934763"
-      ]
-     },
-     "execution_count": 35,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
-   "source": [
-    "OD_df"
-   ]
-  },
-  {
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "It appears nearly all of the churches less than twenty minutes away.\n",
-    "\n",
-    "Now that you are up to speed on the basics, check out some of the example notebooks in the GOSTNets_PublicGoods 'Implementations' folder."
-   ]
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "Python 3",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.6.10"
-  }
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/Tutorials/Step_1-Extract_From_OSM.ipynb b/Tutorials/Step_1-Extract_From_OSM.ipynb
new file mode 100644
index 0000000..dfc5483
--- /dev/null
+++ b/Tutorials/Step_1-Extract_From_OSM.ipynb
@@ -0,0 +1,350 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## note: As of Jan 21, 2020 This tutorial is using the GOSTnets version from this repo's master branch. Make sure that the GOSTnets version from PyPi is uninstalled and that you are pointing your path to the correct location of the library."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Step 1: Extract from OSM\n",
+    "The purpose of this script is to show how to go from a .osm.pbf file to a network format that GOSTnets will accept. \n",
+    "Additional modifications in this script include: clipping the roads to an input polygon (here, rek2.shp), and filtering the roads DataFrame by a list of accepted road types, as tagged in OSM (see accepted_road_types list). "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import geopandas as gpd\n",
+    "import os\n",
+    "import sys"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# This is a Jupyter Notebook extension which reloads all of the modules whenever you run the code\n",
+    "# This is optional but good if you are modifying and testing source code\n",
+    "%load_ext autoreload\n",
+    "%autoreload 2"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Add to your system path the location of the LoadOSM.py and GOSTnet.py scripts.  \n",
+    "In this case, we use relative paths (\"..\") to locate the parent directory (one level up). One dot (\".\") means current directory."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "sys.path.append(\"../\")\n",
+    "import GOSTnets as gn"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The load_osm module is an optional GOSTNets submodule that is used to import OSM data. Make sure gdal, geopy, and boltons are installed first as it has additional dependencies (look in GOSTnets repo main README file if you need additional help with this). Then import the submodule."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from GOSTnets.load_osm import OSM_to_network"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Define filepaths."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pth = \"./\"  # change this path to your working folder\n",
+    "fil = r\"iceland-latest.osm.pbf\"  # download this file from geofabrik: http://download.geofabrik.de/europe/iceland.html.\n",
+    "\n",
+    "# be sure to place the .osm.pbf file in the 'tutorial data' folder.\n",
+    "\n",
+    "f = os.path.join(pth, \"tutorial_data\", fil)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "f"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "GOSTNets creates a special 'OSM_to_network' object. This object gets initialized with both a copy of the OSM file itself and the roads extracted from the OSM file in a GeoPandas DataFrame. This DataFrame is a property of the object called 'roads_raw' and is the starting point for our network."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland = OSM_to_network(f)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "?iceland"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland.roads_raw.head()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# show the different highway types and counts\n",
+    "iceland.roads_raw.infra_type.value_counts()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We define a list of the types of roads from the above that we consider acceptable for our road network"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "accepted_road_types = [\n",
+    "    \"residential\",\n",
+    "    \"unclassified\",\n",
+    "    \"track\",\n",
+    "    \"service\",\n",
+    "    \"tertiary\",\n",
+    "    \"road\",\n",
+    "    \"secondary\",\n",
+    "    \"primary\",\n",
+    "    \"trunk\",\n",
+    "    \"primary_link\",\n",
+    "    \"trunk_link\",\n",
+    "    \"tertiary_link\",\n",
+    "    \"secondary_link\",\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We call the filterRoads method and pass it a list of acceptable road types"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland.filterRoads(acceptedRoads=accepted_road_types)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland.roads_raw.infra_type.value_counts()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Here, we import a shapefile for our area of interest. We want to make a map of Reykjavik, Iceland. We clip the extent of the country file to just the area around the capital (rek2.shp) below using standard GeoPandas functions:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "clip_shp = gpd.read_file(os.path.join(pth, \"tutorial_data\", \"rek2.shp\"))\n",
+    "clip_shp = clip_shp.to_crs({\"init\": \"epsg:4326\"})\n",
+    "clip_shp_obj = clip_shp.geometry.iloc[0]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# this is a geopandas dataframe\n",
+    "clip_shp.plot()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# this is the geometry object (shapely) from clip_shp\n",
+    "clip_shp_obj"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We check to see everything lines up by running intersect and counting the True / False returns. The count of the True values are the number of roads that intersect the AOI"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# intersects is a Shapely function that returns True if the boundary or interior of the object intersect in any way with those of the other\n",
+    "iceland.roads_raw.geometry.intersects(clip_shp_obj).value_counts()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Remove any roads that don't intersect the capital area, by modifying the roads_raw from the 'OSM_to_network' object "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland.roads_raw = iceland.roads_raw.loc[\n",
+    "    iceland.roads_raw.geometry.intersects(clip_shp_obj) is True\n",
+    "]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Having narrowed the DataFrame to the roads we are interested in, we generate the RoadsGPD object, which is stored as a property of the 'OSM_to_network' object. The RoadsGPD object is a GeoDataFrame that further processes the roads. This includes splitting the edges where intersections occur, adding unique edge IDs, and adding to/from columns to the GeoDataFrame."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland.generateRoadsGDF(verbose=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "With the initialReadIn() function, we transform this to a graph object"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "iceland.initialReadIn()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We save this graph object down to file using gn.save(). The save function produces three outputs: a node GeoDataFrame as a CSV, an edge GeoDataFrame as a CSV, and a graph object saved as a pickle."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gn.save?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gn.save(iceland.network, \"iceland_unclean\", os.path.join(pth, \"tutorial_outputs\"))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Move on to Step 2 to see how we clean up this rough network."
+   ]
+  }
+ ],
+ "metadata": {
+  "language_info": {
+   "name": "python"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/Tutorials/Step_2-Clean_Network.ipynb b/Tutorials/Step_2-Clean_Network.ipynb
new file mode 100644
index 0000000..d2a09ad
--- /dev/null
+++ b/Tutorials/Step_2-Clean_Network.ipynb
@@ -0,0 +1,300 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Step 2: Clean Network\n",
+    "\n",
+    "This is a further post-processing function now found within the network_clean GOSTnets submodule. This function cleans the network by removing excessive nodes, and ensures all edges are bi-directional (except in the case of one-way roads).\n",
+    "\n",
+    "WARNING: The Clean Network function is a computationally expensive function, so it may take a while to run. It outputs a pickled graph object, a dataframe of the edges, and a dataframe of the nodes. The expectation is that this will only have to be run once."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import os\n",
+    "import sys\n",
+    "import time\n",
+    "import networkx as nx"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
+    "sys.path.append(\"../\")\n",
+    "import GOSTnets as gn"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pth = \"./\"  # change this path to your working folder\n",
+    "data_pth = os.path.join(pth, \"tutorial_outputs\")\n",
+    "\n",
+    "# read back your graph from step 1 from you saved pickle\n",
+    "G = nx.read_gpickle(os.path.join(data_pth, \"iceland_unclean.pickle\"))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# inspect the graph\n",
+    "nodes = list(G.nodes(data=True))\n",
+    "edges = list(G.edges(data=True))\n",
+    "print(len(nodes))\n",
+    "print(nodes[0])\n",
+    "print(len(edges))\n",
+    "print(edges[0])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# you can also print general graph information with networkx\n",
+    "print(nx.info(G))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# To become familiar with the function read the doc string\n",
+    "gn.clean_network?"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Set up some parameters for the CleanNetwork function"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "Iceland_UTMZ = {\"init\": \"epsg:32627\"}\n",
+    "\n",
+    "WGS = {\"init\": \"epsg:4326\"}  # do not adjust. OSM natively comes in ESPG 4326"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Run the CleanNetwork Function.  \n",
+    "Changing verbose to True will write the outputs in the specified wpath."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "print(\"start: %s\\n\" % time.ctime())\n",
+    "G_clean = gn.clean_network(\n",
+    "    G, UTM=Iceland_UTMZ, WGS={\"init\": \"epsg:4326\"}, junctdist=10, verbose=False\n",
+    ")\n",
+    "\n",
+    "# using verbose = True:\n",
+    "# G_clean = gn.clean_network(G, wpath = data_pth, output_file_name = 'iceland_network', UTM = Iceland_UTMZ, WGS = {'init': 'epsg:4326'}, junctdist = 10, verbose = True)\n",
+    "print(\"\\nend: %s\" % time.ctime())\n",
+    "print(\"\\n--- processing complete\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# let's print info on our clean version\n",
+    "print(nx.info(G_clean))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "collapsed": true
+   },
+   "source": [
+    "The clean_network function helps snapping points that are very close to one another. However, it does not conduct any check on whether the network is fully connected."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Optional step: Only use the largest sub-graph\n",
+    "Network analysis is often done on only connected graphs. Disconnected graphs can result in paths that cannot reach their destination. Also, you can evaluate how connected your network is and have the option of going back and making more edits."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Identify only the largest graph\n",
+    "\n",
+    "# compatible with NetworkX 2.4\n",
+    "list_of_subgraphs = list(\n",
+    "    G_clean.subgraph(c).copy() for c in nx.strongly_connected_components(G_clean)\n",
+    ")\n",
+    "max_graph = None\n",
+    "max_edges = 0\n",
+    "for i in list_of_subgraphs:\n",
+    "    if i.number_of_edges() > max_edges:\n",
+    "        max_edges = i.number_of_edges()\n",
+    "        max_graph = i\n",
+    "\n",
+    "# set your graph equal to the largest sub-graph\n",
+    "G_largest = max_graph"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# print info about the largest sub-graph\n",
+    "print(nx.info(G_largest))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The majority of the network was captured by the largest subgraph. That's pretty good. It means the quality of OSM data for this city is quite good.  \n",
+    "\n",
+    "Save this prepared graph in your output folder: "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gn.save(G_largest, \"iceland_network_clean\", data_pth)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "How many subgraphs would you guess there are?"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "len(list_of_subgraphs)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Move on to Step 3 to see how we can use this network for some travel time analysis!"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "#### Optional: Compare networks (original / clean-version / largest subgraph)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "OSMNX is one of the key libraries that GostNETS is based on. Here, we load it to access graph-plotting functions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import osmnx as ox"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# plotting functions only work if the graphs have a name and a crs attribute\n",
+    "G.graph[\"crs\"] = \"epsg:32646\"\n",
+    "G.graph[\"name\"] = \"Iceland\"\n",
+    "\n",
+    "# original graph\n",
+    "ox.plot_graph(G, fig_width=10, edge_linewidth=1, node_size=7)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "G_clean.graph[\"crs\"] = \"epsg:32646\"\n",
+    "G_clean.graph[\"name\"] = \"Iceland\"\n",
+    "\n",
+    "# cleaned graph\n",
+    "ox.plot_graph(G_clean, fig_width=10, edge_linewidth=1, node_size=7)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "G_largest.graph[\"crs\"] = \"epsg:32646\"\n",
+    "G_largest.graph[\"name\"] = \"Iceland\"\n",
+    "\n",
+    "# largest subgraph\n",
+    "ox.plot_graph(G_largest, fig_width=10, edge_linewidth=1, node_size=7)"
+   ]
+  }
+ ],
+ "metadata": {
+  "language_info": {
+   "name": "python"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/Tutorials/Step_3-Using_your_Graph.ipynb b/Tutorials/Step_3-Using_your_Graph.ipynb
new file mode 100644
index 0000000..c904f10
--- /dev/null
+++ b/Tutorials/Step_3-Using_your_Graph.ipynb
@@ -0,0 +1,493 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Step 3: Using your Graph\n",
+    "\n",
+    "In step 3 of this tutorial, we use our cleaned graph to create an Origin-Destination matrix (OD). Our setting remains Reykjavik, Iceland, as we look at travel times along the network to churches."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# This is a Jupyter Notebook extension which reloads all of the modules whenever you run the code\n",
+    "# This is optional but good if you are modifying and testing source code\n",
+    "%load_ext autoreload\n",
+    "%autoreload 2"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import os\n",
+    "import sys\n",
+    "import networkx as nx\n",
+    "import geopandas as gpd\n",
+    "import pandas as pd"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# add to your system path the location of the LoadOSM.py and GOSTnet.py scripts\n",
+    "sys.path.append(\"../\")\n",
+    "import GOSTnets as gn"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from shapely.geometry import Point"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "First, we read in the graph from the result of the cleaning process (Step 2)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "pth = \"./\"  # change this path to your working folder\n",
+    "G = nx.read_gpickle(\n",
+    "    os.path.join(pth, \"tutorial_outputs\", r\"iceland_network_clean.pickle\")\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "At this stage each edge in the network has a property called 'length'. This was actually computed during Step 1 when the generateRoadsGDF function was run. The units of this length are in kilometres."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gn.example_edge(G)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We want to convert length to time, so that we can conduct analysis on how long it takes to reach certain destinations.  \n",
+    "\n",
+    "We do this using the convert_network_to_time function. We have used a factor of 1000, because the function is expecting meters, so we need to convert the units of kilometers to meters.   \n",
+    "\n",
+    "The convert_network_to_time function uses a default speed dictionary that assigns speed limits to OSM highway types. However, it is possible to specify your own speed dictionary."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "G_time = gn.convert_network_to_time(\n",
+    "    G, distance_tag=\"length\", road_col=\"infra_type\", factor=1000\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can now use the 'time' property for each edge to work out how long it takes to get from one node to another!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "gn.example_edge(G_time, 1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To do this for just one journey, we could call nx.shortest_path_length on any given origin or destination node. Let's list 10 of our nodes using this networkX function:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "list(G_time.nodes)[:10]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "A = list(G_time.nodes)[0]  # first node in list\n",
+    "B = list(G_time.nodes)[10]  # 10th node in list\n",
+    "travel_time = nx.shortest_path_length(G_time, A, B, weight=\"time\")\n",
+    "print(\n",
+    "    \"The travel time between A and B is: %d seconds, or %d minutes!\"\n",
+    "    % (travel_time, travel_time / 60)\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In our example, we want to use our network for Reykjavik to work out the travel time to local churches.\n",
+    "\n",
+    "Here, we import a shapefile for Reykjavik, and reproject it to WGS 84:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "rek = gpd.read_file(os.path.join(pth, \"tutorial_data\", \"rek2.shp\"))\n",
+    "rek = rek.to_crs(\"epsg:4326\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, We set a variable poly equal to just the geometry"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "poly = rek.geometry.iloc[0]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can visualize this in-line by just calling it:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "poly"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "With this in hand, we can read in a shapefile of destinations - here, the churches in Iceland. We use Shapely's 'within' command to select just those in the Reykjavik area:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "churches = gpd.read_file(os.path.join(pth, \"tutorial_data\", \"churches.shp\"))\n",
+    "churches = churches.loc[churches.within(poly)]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In order to perform network analysis we want to know the closest network node to each church. For this, we use the pandana snap function to snap the church locations to the road network:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "churches"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# the crs of churches\n",
+    "churches.crs"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# view the pandana_snap doc string\n",
+    "gn.pandana_snap?"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We want the nearest node distance (NN_dist) to be measured in meters, so that is why we include the target_crs parameter specifying the correct UTM zone."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "churches = gn.pandana_snap_c(\n",
+    "    G_time,\n",
+    "    churches,\n",
+    "    source_crs=\"epsg:4326\",\n",
+    "    target_crs=\"epsg:32627\",\n",
+    "    add_dist_to_node_col=True,\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As we can see from the NN_dist column, our church locations are very close to a node on the network in all cases"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "churches"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "When calculating an OD-Matrix, we can only use the node IDs as inputs. So, we convert this column of our dataframe over to a list of unique values:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "destinations = list(set(churches.NN))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "destinations"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Further Analysis"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We would like to make an OD matrix where the origin is the cottage we are renting in the city, and the destinations are the churches in Reykjavik. This will help us work out how many churches we can see today!. First, we need to create the origin. It has coordinates: 64.152215, -22.002099 (Lat,Lon), so I make a point of this:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# A list with a single Shapely Point object is created with (x,y)\n",
+    "my_house = [Point(-22.002099, 64.152215)]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Next, I load it into a geodataframe and snap it to the network:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "mini_gdf = gpd.GeoDataFrame(\n",
+    "    {\"geometry\": my_house}, crs={\"init\": \"epsg:4326\"}, geometry=\"geometry\", index=[1]\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "mini_gdf"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "origin_gdf = gn.pandana_snap_c(\n",
+    "    G_time, mini_gdf, source_crs=\"epsg:4326\", target_crs=\"epsg:32627\"\n",
+    ")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "origin_gdf"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# This is the nearest node (NN)\n",
+    "origin_gdf.iloc[0].NN"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now, We can calculate the OD matrix using the GOSTNets calculate_OD function. Bear in mind it takes list objects as inputs:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "origin = [origin_gdf.iloc[0].NN]"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "OD = gn.calculate_OD(G_time, origin, destinations, fail_value=9999999)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The OD matrix displays the time in seconds to reach each church"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "OD"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can use minutes as the measure by dividing every value in the OD Matrix by 60. Then we can convert the array nicely into a pandas Dataframe, "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "OD = OD / 60\n",
+    "OD_df = pd.DataFrame(OD, columns=destinations, index=origin)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "OD_df"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "It appears nearly all of the churches less than twenty minutes away.\n",
+    "\n",
+    "Now that you are up to speed on the basics, check out some of the example notebooks in the GOSTNets_PublicGoods 'Implementations' folder."
+   ]
+  }
+ ],
+ "metadata": {
+  "language_info": {
+   "name": "python"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/Tutorials/tutorial_data/OD_links_usage.csv b/Tutorials/tutorial_data/OD_links_usage.csv
index facfcfa..69a0ac0 100644
--- a/Tutorials/tutorial_data/OD_links_usage.csv
+++ b/Tutorials/tutorial_data/OD_links_usage.csv
@@ -1,3955 +1 @@
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diff --git a/Tutorials/tutorial_data/all_OD_links.csv b/Tutorials/tutorial_data/all_OD_links.csv
index a747f46..2037447 100644
--- a/Tutorials/tutorial_data/all_OD_links.csv
+++ b/Tutorials/tutorial_data/all_OD_links.csv
@@ -1,6136 +1 @@
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(-21.9865388 64.15504420000001, -21.9867573491746 64.15520093314151), (-21.9867573491746 64.15520093314151, -21.9879387 64.1567423), (-21.9879387 64.1567423, -21.9885137 64.1569841), (-21.9885137 64.1569841, -21.99057806597682 64.15734344006134), (-21.99057806597682 64.15734344006134, -21.9921006 64.1576331), (-21.9921006 64.1576331, -21.9931575 64.1577867), (-21.9931575 64.1577867, -21.9997643 64.15934470000001), (-21.9997643 64.15934470000001, -22.0013021 64.1595659), (-22.0013021 64.1595659, -22.0041174 64.1601849), (-22.0063239 64.16145210000001, -22.00614866645285 64.16120029752068, -22.0041174 64.1601849), (-22.0063239 64.16145210000001, -22.0084819 64.16183770000001), (-22.0084819 64.16183770000001, -22.010918 64.16232220000001), (-22.020389 64.1642226, -22.0145449 64.16251750000001, -22.01400900017049 64.16247280007732, -22.0133192 64.16252350000001, -22.010918 64.16232220000001))"
diff --git a/docs/Makefile b/docs/Makefile
deleted file mode 100644
index 92dd33a..0000000
--- a/docs/Makefile
+++ /dev/null
@@ -1,20 +0,0 @@
-# Minimal makefile for Sphinx documentation
-#
-
-# You can set these variables from the command line, and also
-# from the environment for the first two.
-SPHINXOPTS    ?=
-SPHINXBUILD   ?= sphinx-build
-SOURCEDIR     = source
-BUILDDIR      = _build
-
-# Put it first so that "make" without argument is like "make help".
-help:
-	@$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O)
-
-.PHONY: help Makefile
-
-# Catch-all target: route all unknown targets to Sphinx using the new
-# "make mode" option.  $(O) is meant as a shortcut for $(SPHINXOPTS).
-%: Makefile
-	@$(SPHINXBUILD) -M $@ "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O)
diff --git a/docs/README.md b/docs/README.md
new file mode 120000
index 0000000..32d46ee
--- /dev/null
+++ b/docs/README.md
@@ -0,0 +1 @@
+../README.md
\ No newline at end of file
diff --git a/docs/Tutorials b/docs/Tutorials
new file mode 120000
index 0000000..a5e3f88
--- /dev/null
+++ b/docs/Tutorials
@@ -0,0 +1 @@
+../Tutorials/
\ No newline at end of file
diff --git a/docs/_config.yml b/docs/_config.yml
new file mode 100755
index 0000000..1d45609
--- /dev/null
+++ b/docs/_config.yml
@@ -0,0 +1,39 @@
+# Book settings
+# Learn more at https://jupyterbook.org/customize/config.html
+
+title: GOSTnets
+author: Benjamin P. Stewart
+logo: images/logo.png
+
+# Force re-execution of notebooks on each build.
+# See https://jupyterbook.org/content/execute.html
+execute:
+  execute_notebooks: force
+  allow_errors: true
+
+# only build files in toc
+only_build_toc: true
+
+# Add a bibtex file so that we can create citations
+bibtex_bibfiles:
+  - references.bib
+
+# Information about where the book exists on the web
+repository:
+  url: https://github.com/worldbank/GOSTnets # Online location of your book
+  path_to_book: docs # Optional path to your book, relative to the repository root
+  branch: main # Which branch of the repository should be used when creating links (optional)
+
+# Add GitHub buttons to your book
+# See https://jupyterbook.org/customize/config.html#add-a-link-to-your-repository
+html:
+  use_issues_button: false
+  use_repository_button: true
+
+# specify sphinx extensions
+sphinx:
+  extra_extensions:
+    - sphinx.ext.napoleon
+    - sphinxcontrib.apidoc
+  config:
+    apidoc_module_dir: ../src
diff --git a/docs/_toc.yml b/docs/_toc.yml
new file mode 100755
index 0000000..cb80e98
--- /dev/null
+++ b/docs/_toc.yml
@@ -0,0 +1,18 @@
+# Table of contents
+# Learn more at https://jupyterbook.org/customize/toc.html
+
+format: jb-book
+root: README
+parts:
+  - caption: Tutorials
+    chapters:
+      - file: Tutorials/README
+      - file: Tutorials/Step_1-Extract_From_OSM.ipynb
+      - file: Tutorials/Step_2-Clean_Network.ipynb
+      - file: Tutorials/Step_3-Using_your_Graph.ipynb
+      - file: Tutorials/EXAMPLE_Finding_links_between_pairs.ipynb
+      - file: Tutorials/EXAMPLE_Fixing_your_road_network.ipynb
+      - file: Tutorials/EXAMPLE_Gravity_Calculations.ipynb
+  - caption: API Documentation
+    chapters:
+      - file: api/index.rst
diff --git a/docs/source/index.rst b/docs/api/index.rst
similarity index 100%
rename from docs/source/index.rst
rename to docs/api/index.rst
diff --git a/docs/images/logo.png b/docs/images/logo.png
new file mode 100644
index 0000000..d01a5d0
Binary files /dev/null and b/docs/images/logo.png differ
diff --git a/docs/make.bat b/docs/make.bat
deleted file mode 100644
index 6247f7e..0000000
--- a/docs/make.bat
+++ /dev/null
@@ -1,35 +0,0 @@
-@ECHO OFF
-
-pushd %~dp0
-
-REM Command file for Sphinx documentation
-
-if "%SPHINXBUILD%" == "" (
-	set SPHINXBUILD=sphinx-build
-)
-set SOURCEDIR=source
-set BUILDDIR=build
-
-if "%1" == "" goto help
-
-%SPHINXBUILD% >NUL 2>NUL
-if errorlevel 9009 (
-	echo.
-	echo.The 'sphinx-build' command was not found. Make sure you have Sphinx
-	echo.installed, then set the SPHINXBUILD environment variable to point
-	echo.to the full path of the 'sphinx-build' executable. Alternatively you
-	echo.may add the Sphinx directory to PATH.
-	echo.
-	echo.If you don't have Sphinx installed, grab it from
-	echo.http://sphinx-doc.org/
-	exit /b 1
-)
-
-%SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O%
-goto end
-
-:help
-%SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O%
-
-:end
-popd
diff --git a/docs/setup.rst b/docs/setup.rst
deleted file mode 100644
index 5413b33..0000000
--- a/docs/setup.rst
+++ /dev/null
@@ -1,7 +0,0 @@
-setup module
-============
-
-.. automodule:: setup
-   :members:
-   :undoc-members:
-   :show-inheritance:
diff --git a/docs/source/GOSTnets.rst b/docs/source/GOSTnets.rst
deleted file mode 100644
index a131c0a..0000000
--- a/docs/source/GOSTnets.rst
+++ /dev/null
@@ -1,85 +0,0 @@
-GOSTnets package
-================
-
-Submodules
-----------
-
-GOSTnets.calculate\_od\_raw module
-----------------------------------
-
-.. automodule:: GOSTnets.calculate_od_raw
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.conversion\_utils module
----------------------------------
-
-.. automodule:: GOSTnets.conversion_utils
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.core module
---------------------
-
-.. automodule:: GOSTnets.core
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.fetch\_od module
--------------------------
-
-.. automodule:: GOSTnets.fetch_od
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.fetch\_pois module
----------------------------
-
-.. automodule:: GOSTnets.fetch_pois
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.load\_osm module
--------------------------
-
-.. automodule:: GOSTnets.load_osm
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.network\_clean module
-------------------------------
-
-.. automodule:: GOSTnets.network_clean
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.optimization module
-----------------------------
-
-.. automodule:: GOSTnets.optimization
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-GOSTnets.osm\_parser module
----------------------------
-
-.. automodule:: GOSTnets.osm_parser
-   :members:
-   :undoc-members:
-   :show-inheritance:
-
-Module contents
----------------
-
-.. automodule:: GOSTnets
-   :members:
-   :undoc-members:
-   :show-inheritance:
diff --git a/docs/source/conf.py b/docs/source/conf.py
deleted file mode 100644
index 4a3b15c..0000000
--- a/docs/source/conf.py
+++ /dev/null
@@ -1,90 +0,0 @@
-# Configuration file for the Sphinx documentation builder.
-#
-# This file only contains a selection of the most common options. For a full
-# list see the documentation:
-# https://www.sphinx-doc.org/en/master/usage/configuration.html
-
-# -- Path setup --------------------------------------------------------------
-
-# If extensions (or modules to document with autodoc) are in another directory,
-# add these directories to sys.path here. If the directory is relative to the
-# documentation root, use os.path.abspath to make it absolute, like shown here.
-#
-import os
-import sys
-
-# sys.path.insert(0, os.path.abspath('../../'))
-sys.path.append(os.path.abspath("../.."))
-
-# mock import these packages because readthedocs doesn't have them installed
-autodoc_mock_imports = [
-    "boltons",
-    "dateutil",
-    "descartes",
-    "geopandas",
-    "geopy",
-    "matplotlib",
-    "matplotlib.cm",
-    "matplotlib.collections",
-    "matplotlib.pyplot",
-    "networkx",
-    "rasterio",
-    "numpy",
-    "osgeo",
-    "pandas",
-    "pyproj",
-    "pulp",
-    "requests",
-    "rtree",
-    "rtree.index",
-    "scipy",
-    "scipy.spatial",
-    "shapely",
-    "shapely.geometry",
-    "shapely.ops",
-    "sklearn",
-    "sklearn.neighbors",
-    "osmnx",
-]
-
-# -- Project information -----------------------------------------------------
-
-master_doc = "index"
-
-project = "GOSTnets"
-copyright = (
-    "2019, Charles Fox, Keith Garrett, Benjamin Stewart, Tom Gertin, Andres Chamorro"
-)
-author = "Charles Fox, Keith Garrett, Benjamin Stewart, Tom Gertin, Andres Chamorro"
-
-# The full version, including alpha/beta/rc tags
-release = "0.0.2"
-
-# -- General configuration ---------------------------------------------------
-
-# Add any Sphinx extension module names here, as strings. They can be
-# extensions coming with Sphinx (named 'sphinx.ext.*') or your custom
-# ones.
-extensions = ["sphinx.ext.autodoc"]
-
-# Add any paths that contain templates here, relative to this directory.
-templates_path = ["_templates"]
-
-# List of patterns, relative to source directory, that match files and
-# directories to ignore when looking for source files.
-# This pattern also affects html_static_path and html_extra_path.
-exclude_patterns = []
-
-
-# -- Options for HTML output -------------------------------------------------
-
-# The theme to use for HTML and HTML Help pages.  See the documentation for
-# a list of builtin themes.
-#
-html_theme = "default"
-
-# Add any paths that contain custom static files (such as style sheets) here,
-# relative to this directory. They are copied after the builtin static files,
-# so a file named "default.css" will overwrite the builtin "default.css".
-# html_static_path = ['_static']
-html_static_path = []
diff --git a/docs/source/modules.rst b/docs/source/modules.rst
deleted file mode 100644
index a108f0b..0000000
--- a/docs/source/modules.rst
+++ /dev/null
@@ -1,7 +0,0 @@
-GOSTnets
-========
-
-.. toctree::
-   :maxdepth: 4
-
-   GOSTnets
diff --git a/pyproject.toml b/pyproject.toml
index df764d4..626a187 100644
--- a/pyproject.toml
+++ b/pyproject.toml
@@ -38,7 +38,13 @@ dependencies = [
 
 [project.optional-dependencies]
 dev = ["pre-commit", "pytest", "pytest-cov", "tomli", "GOStnets[docs,osm,opt]"]
-docs = ["docutils==0.17.1", "jupyter-book>=1,<2"]
+docs = [
+	"docutils==0.17.1",
+	"jupyter-book>=1,<2",
+	"sphinxcontrib-apidoc>=0.4.0,<1",
+	"jupyter-cache>=0.6.0",
+	"nbconvert",
+]
 osm = ["gdal", "geopy", "boltons"]
 opt = ["pulp"]