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mrocklin/nyc-taxi-geospatial.ipynb

Created September 20, 2017 00:52
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nyc-taxi-geospatial.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"GeoSpatial Analysis of NYC Taxi data\n",
"====================================\n",
"\n",
"Inspired by [Geospatial Operations at Scale with Dask](https://medium.com/towards-data-science/geospatial-operations-at-scale-with-dask-and-geopandas-4d92d00eb7e8) we're going to look at a the NYC Taxi dataset from a geospatial angle. This also helps us prove out recent performance improvements to GeoPandas (which was recently cythonized) and a new dask-geopandas parallel implementation."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table style=\"border: 2px solid white;\">\n",
"<tr>\n",
"<td style=\"vertical-align: top; border: 0px solid white\">\n",
"<h3>Client</h3>\n",
"<ul>\n",
" <li><b>Scheduler: </b>inproc://192.168.50.100/25890/1\n",
" <li><b>Dashboard: </b><a href='http://localhost:8787' target='_blank'>http://localhost:8787</a>\n",
"</ul>\n",
"</td>\n",
"<td style=\"vertical-align: top; border: 0px solid white\">\n",
"<h3>Cluster</h3>\n",
"<ul>\n",
" <li><b>Workers: </b>1</li>\n",
" <li><b>Cores: </b>4</li>\n",
" <li><b>Memory: </b>16.69 GB</li>\n",
"</ul>\n",
"</td>\n",
"</tr>\n",
"</table>"
],
"text/plain": [
"<Client: scheduler='inproc://192.168.50.100/25890/1' processes=1 cores=4>"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from dask.distributed import Client\n",
"client = Client(processes=False)\n",
"client"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Load Taxi Zone data with GeoPandas\n",
"\n",
"We will segment our data by the official taxi zones [available here](https://s3.amazonaws.com/nyc-tlc/misc/taxi_zones.zip)."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"I am densified (external_values, 263 elements)\n",
"I am densified (5 elements)\n",
"I am densified (5 elements)\n"
]
},
{
"data": {
"text/html": [
"<div>\n",
"<style>\n",
" .dataframe thead tr:only-child th {\n",
" text-align: right;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>OBJECTID</th>\n",
" <th>Shape_Leng</th>\n",
" <th>Shape_Area</th>\n",
" <th>zone</th>\n",
" <th>LocationID</th>\n",
" <th>borough</th>\n",
" <th>geometry</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>1</td>\n",
" <td>0.116357</td>\n",
" <td>0.000782</td>\n",
" <td>Newark Airport</td>\n",
" <td>1</td>\n",
" <td>EWR</td>\n",
" <td>POLYGON ((-74.18445299999996 40.6949959999999,...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>2</td>\n",
" <td>0.433470</td>\n",
" <td>0.004866</td>\n",
" <td>Jamaica Bay</td>\n",
" <td>2</td>\n",
" <td>Queens</td>\n",
" <td>(POLYGON ((-73.82337597260663 40.6389870471767...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>3</td>\n",
" <td>0.084341</td>\n",
" <td>0.000314</td>\n",
" <td>Allerton/Pelham Gardens</td>\n",
" <td>3</td>\n",
" <td>Bronx</td>\n",
" <td>POLYGON ((-73.84792614099985 40.87134223399991...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>4</td>\n",
" <td>0.043567</td>\n",
" <td>0.000112</td>\n",
" <td>Alphabet City</td>\n",
" <td>4</td>\n",
" <td>Manhattan</td>\n",
" <td>POLYGON ((-73.97177410965318 40.72582128133705...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>5</td>\n",
" <td>0.092146</td>\n",
" <td>0.000498</td>\n",
" <td>Arden Heights</td>\n",
" <td>5</td>\n",
" <td>Staten Island</td>\n",
" <td>POLYGON ((-74.17421738099989 40.56256808599987...</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" OBJECTID Shape_Leng Shape_Area zone LocationID \\\n",
"0 1 0.116357 0.000782 Newark Airport 1 \n",
"1 2 0.433470 0.004866 Jamaica Bay 2 \n",
"2 3 0.084341 0.000314 Allerton/Pelham Gardens 3 \n",
"3 4 0.043567 0.000112 Alphabet City 4 \n",
"4 5 0.092146 0.000498 Arden Heights 5 \n",
"\n",
" borough geometry \n",
"0 EWR POLYGON ((-74.18445299999996 40.6949959999999,... \n",
"1 Queens (POLYGON ((-73.82337597260663 40.6389870471767... \n",
"2 Bronx POLYGON ((-73.84792614099985 40.87134223399991... \n",
"3 Manhattan POLYGON ((-73.97177410965318 40.72582128133705... \n",
"4 Staten Island POLYGON ((-74.17421738099989 40.56256808599987... "
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import geopandas as gpd\n",
"zones = gpd.read_file('taxi_zones.shp').to_crs({'init' :'epsg:4326'})\n",
"zones['zone'] = zones.zone.astype('category')\n",
"zones['borough'] = zones.borough.astype('category')\n",
"zones.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Plot with matplotlib\n",
"\n",
"We can easily plot with matplotlib, which is builtin to geopandas"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x7f5762442668>"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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M+V/e93J2dUbrjnsx4Imnh8cKCoMLZB+frHvOThaRQPCl3fzGv56vCOcip8aSKAKChkpP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\nAAAAAElFTkSuQmCC\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f5771ed94a8>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"zones.plot(column='borough', categorical=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Plot with Bokeh\n",
"\n",
"But for most of this notebook we'll be using Bokeh"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
" <div class=\"bk-root\">\n",
" <a href=\"https://bokeh.pydata.org\" target=\"_blank\" class=\"bk-logo bk-logo-small bk-logo-notebook\"></a>\n",
" <span id=\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\">Loading BokehJS ...</span>\n",
" </div>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"application/javascript": [
"\n",
"(function(root) {\n",
" function now() {\n",
" return new Date();\n",
" }\n",
"\n",
" var force = true;\n",
"\n",
" if (typeof (root._bokeh_onload_callbacks) === \"undefined\" || force === true) {\n",
" root._bokeh_onload_callbacks = [];\n",
" root._bokeh_is_loading = undefined;\n",
" }\n",
"\n",
" var JS_MIME_TYPE = 'application/javascript';\n",
" var HTML_MIME_TYPE = 'text/html';\n",
" var EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
" var CLASS_NAME = 'output_bokeh rendered_html';\n",
"\n",
" /**\n",
" * Render data to the DOM node\n",
" */\n",
" function render(props, node) {\n",
" var script = document.createElement(\"script\");\n",
" node.appendChild(script);\n",
" }\n",
"\n",
" /**\n",
" * Handle when an output is cleared or removed\n",
" */\n",
" function handleClearOutput(event, handle) {\n",
" var cell = handle.cell;\n",
"\n",
" var id = cell.output_area._bokeh_element_id;\n",
" var server_id = cell.output_area._bokeh_server_id;\n",
" // Clean up Bokeh references\n",
" if (id !== undefined) {\n",
" Bokeh.index[id].model.document.clear();\n",
" delete Bokeh.index[id];\n",
" }\n",
"\n",
" if (server_id !== undefined) {\n",
" // Clean up Bokeh references\n",
" var cmd = \"from bokeh.io import _state; print(_state.uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
" cell.notebook.kernel.execute(cmd, {\n",
" iopub: {\n",
" output: function(msg) {\n",
" var element_id = msg.content.text.trim();\n",
" Bokeh.index[element_id].model.document.clear();\n",
" delete Bokeh.index[element_id];\n",
" }\n",
" }\n",
" });\n",
" // Destroy server and session\n",
" var cmd = \"from bokeh import io; io._destroy_server('\" + server_id + \"')\";\n",
" cell.notebook.kernel.execute(cmd);\n",
" }\n",
" }\n",
"\n",
" /**\n",
" * Handle when a new output is added\n",
" */\n",
" function handleAddOutput(event, handle) {\n",
" var output_area = handle.output_area;\n",
" var output = handle.output;\n",
"\n",
" // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
" if ((output.output_type != \"display_data\") || (!output.data.hasOwnProperty(EXEC_MIME_TYPE))) {\n",
" return\n",
" }\n",
"\n",
" var toinsert = output_area.element.find(`.${CLASS_NAME.split(' ')[0]}`);\n",
"\n",
" if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
" toinsert[0].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
" // store reference to embed id on output_area\n",
" output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
" }\n",
" if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
" var bk_div = document.createElement(\"div\");\n",
" bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
" var script_attrs = bk_div.children[0].attributes;\n",
" for (var i = 0; i < script_attrs.length; i++) {\n",
" toinsert[0].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
" }\n",
" // store reference to server id on output_area\n",
" output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
" }\n",
" }\n",
"\n",
" function register_renderer(events, OutputArea) {\n",
"\n",
" function append_mime(data, metadata, element) {\n",
" // create a DOM node to render to\n",
" var toinsert = this.create_output_subarea(\n",
" metadata,\n",
" CLASS_NAME,\n",
" EXEC_MIME_TYPE\n",
" );\n",
" this.keyboard_manager.register_events(toinsert);\n",
" // Render to node\n",
" var props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
" render(props, toinsert[0]);\n",
" element.append(toinsert);\n",
" return toinsert\n",
" }\n",
"\n",
" /* Handle when an output is cleared or removed */\n",
" events.on('clear_output.CodeCell', handleClearOutput);\n",
" events.on('delete.Cell', handleClearOutput);\n",
"\n",
" /* Handle when a new output is added */\n",
" events.on('output_added.OutputArea', handleAddOutput);\n",
"\n",
" /**\n",
" * Register the mime type and append_mime function with output_area\n",
" */\n",
" OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
" /* Is output safe? */\n",
" safe: true,\n",
" /* Index of renderer in `output_area.display_order` */\n",
" index: 0\n",
" });\n",
" }\n",
"\n",
" // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
" if (root.Jupyter !== undefined) {\n",
" var events = require('base/js/events');\n",
" var OutputArea = require('notebook/js/outputarea').OutputArea;\n",
"\n",
" if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
" register_renderer(events, OutputArea);\n",
" }\n",
" }\n",
"\n",
" \n",
" if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
" root._bokeh_timeout = Date.now() + 5000;\n",
" root._bokeh_failed_load = false;\n",
" }\n",
"\n",
" var NB_LOAD_WARNING = {'data': {'text/html':\n",
" \"<div style='background-color: #fdd'>\\n\"+\n",
" \"<p>\\n\"+\n",
" \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
" \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
" \"</p>\\n\"+\n",
" \"<ul>\\n\"+\n",
" \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
" \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
" \"</ul>\\n\"+\n",
" \"<code>\\n\"+\n",
" \"from bokeh.resources import INLINE\\n\"+\n",
" \"output_notebook(resources=INLINE)\\n\"+\n",
" \"</code>\\n\"+\n",
" \"</div>\"}};\n",
"\n",
" function display_loaded() {\n",
" var el = document.getElementById(\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\");\n",
" if (el != null) {\n",
" el.textContent = \"BokehJS is loading...\";\n",
" }\n",
" if (root.Bokeh !== undefined) {\n",
" if (el != null) {\n",
" el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n",
" }\n",
" } else if (Date.now() < root._bokeh_timeout) {\n",
" setTimeout(display_loaded, 100)\n",
" }\n",
" }\n",
"\n",
"\n",
" function run_callbacks() {\n",
" try {\n",
" root._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n",
" }\n",
" finally {\n",
" delete root._bokeh_onload_callbacks\n",
" }\n",
" console.info(\"Bokeh: all callbacks have finished\");\n",
" }\n",
"\n",
" function load_libs(js_urls, callback) {\n",
" root._bokeh_onload_callbacks.push(callback);\n",
" if (root._bokeh_is_loading > 0) {\n",
" console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
" return null;\n",
" }\n",
" if (js_urls == null || js_urls.length === 0) {\n",
" run_callbacks();\n",
" return null;\n",
" }\n",
" console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
" root._bokeh_is_loading = js_urls.length;\n",
" for (var i = 0; i < js_urls.length; i++) {\n",
" var url = js_urls[i];\n",
" var s = document.createElement('script');\n",
" s.src = url;\n",
" s.async = false;\n",
" s.onreadystatechange = s.onload = function() {\n",
" root._bokeh_is_loading--;\n",
" if (root._bokeh_is_loading === 0) {\n",
" console.log(\"Bokeh: all BokehJS libraries loaded\");\n",
" run_callbacks()\n",
" }\n",
" };\n",
" s.onerror = function() {\n",
" console.warn(\"failed to load library \" + url);\n",
" };\n",
" console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
" document.getElementsByTagName(\"head\")[0].appendChild(s);\n",
" }\n",
" };var element = document.getElementById(\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\");\n",
" if (element == null) {\n",
" console.log(\"Bokeh: ERROR: autoload.js configured with elementid '6fbf51a5-ad91-4381-ab14-bbe751666d9e' but no matching script tag was found. \")\n",
" return false;\n",
" }\n",
"\n",
" var js_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-0.12.9.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.12.9.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.12.9.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-gl-0.12.9.js\"];\n",
"\n",
" var inline_js = [\n",
" function(Bokeh) {\n",
" Bokeh.set_log_level(\"info\");\n",
" },\n",
" \n",
" function(Bokeh) {\n",
" \n",
" },\n",
" function(Bokeh) {\n",
" console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-0.12.9.css\");\n",
" Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-0.12.9.css\");\n",
" console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.12.9.css\");\n",
" Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.12.9.css\");\n",
" console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-tables-0.12.9.css\");\n",
" Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.12.9.css\");\n",
" }\n",
" ];\n",
"\n",
" function run_inline_js() {\n",
" \n",
" if ((root.Bokeh !== undefined) || (force === true)) {\n",
" for (var i = 0; i < inline_js.length; i++) {\n",
" inline_js[i].call(root, root.Bokeh);\n",
" }if (force === true) {\n",
" display_loaded();\n",
" }} else if (Date.now() < root._bokeh_timeout) {\n",
" setTimeout(run_inline_js, 100);\n",
" } else if (!root._bokeh_failed_load) {\n",
" console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
" root._bokeh_failed_load = true;\n",
" } else if (force !== true) {\n",
" var cell = $(document.getElementById(\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\")).parents('.cell').data().cell;\n",
" cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
" }\n",
"\n",
" }\n",
"\n",
" if (root._bokeh_is_loading === 0) {\n",
" console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
" run_inline_js();\n",
" } else {\n",
" load_libs(js_urls, function() {\n",
" console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n",
" run_inline_js();\n",
" });\n",
" }\n",
"}(window));"
],
"application/vnd.bokehjs_load.v0+json": "\n(function(root) {\n function now() {\n return new Date();\n }\n\n var force = true;\n\n if (typeof (root._bokeh_onload_callbacks) === \"undefined\" || force === true) {\n root._bokeh_onload_callbacks = [];\n root._bokeh_is_loading = undefined;\n }\n\n \n\n \n if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n root._bokeh_timeout = Date.now() + 5000;\n root._bokeh_failed_load = false;\n }\n\n var NB_LOAD_WARNING = {'data': {'text/html':\n \"<div style='background-color: #fdd'>\\n\"+\n \"<p>\\n\"+\n \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n \"</p>\\n\"+\n \"<ul>\\n\"+\n \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n \"<li>use INLINE resources instead, as so:</li>\\n\"+\n \"</ul>\\n\"+\n \"<code>\\n\"+\n \"from bokeh.resources import INLINE\\n\"+\n \"output_notebook(resources=INLINE)\\n\"+\n \"</code>\\n\"+\n \"</div>\"}};\n\n function display_loaded() {\n var el = document.getElementById(\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\");\n if (el != null) {\n el.textContent = \"BokehJS is loading...\";\n }\n if (root.Bokeh !== undefined) {\n if (el != null) {\n el.textContent = \"BokehJS \" + root.Bokeh.version + \" successfully loaded.\";\n }\n } else if (Date.now() < root._bokeh_timeout) {\n setTimeout(display_loaded, 100)\n }\n }\n\n\n function run_callbacks() {\n try {\n root._bokeh_onload_callbacks.forEach(function(callback) { callback() });\n }\n finally {\n delete root._bokeh_onload_callbacks\n }\n console.info(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(js_urls, callback) {\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.log(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n return null;\n }\n if (js_urls == null || js_urls.length === 0) {\n run_callbacks();\n return null;\n }\n console.log(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = js_urls.length;\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n var s = document.createElement('script');\n s.src = url;\n s.async = false;\n s.onreadystatechange = s.onload = function() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.log(\"Bokeh: all BokehJS libraries loaded\");\n run_callbacks()\n }\n };\n s.onerror = function() {\n console.warn(\"failed to load library \" + url);\n };\n console.log(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.getElementsByTagName(\"head\")[0].appendChild(s);\n }\n };var element = document.getElementById(\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\");\n if (element == null) {\n console.log(\"Bokeh: ERROR: autoload.js configured with elementid '6fbf51a5-ad91-4381-ab14-bbe751666d9e' but no matching script tag was found. \")\n return false;\n }\n\n var js_urls = [\"https://cdn.pydata.org/bokeh/release/bokeh-0.12.9.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.12.9.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.12.9.js\", \"https://cdn.pydata.org/bokeh/release/bokeh-gl-0.12.9.js\"];\n\n var inline_js = [\n function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\n \n function(Bokeh) {\n \n },\n function(Bokeh) {\n console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-0.12.9.css\");\n Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-0.12.9.css\");\n console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.12.9.css\");\n Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-widgets-0.12.9.css\");\n console.log(\"Bokeh: injecting CSS: https://cdn.pydata.org/bokeh/release/bokeh-tables-0.12.9.css\");\n Bokeh.embed.inject_css(\"https://cdn.pydata.org/bokeh/release/bokeh-tables-0.12.9.css\");\n }\n ];\n\n function run_inline_js() {\n \n if ((root.Bokeh !== undefined) || (force === true)) {\n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }if (force === true) {\n display_loaded();\n }} else if (Date.now() < root._bokeh_timeout) {\n setTimeout(run_inline_js, 100);\n } else if (!root._bokeh_failed_load) {\n console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n root._bokeh_failed_load = true;\n } else if (force !== true) {\n var cell = $(document.getElementById(\"6fbf51a5-ad91-4381-ab14-bbe751666d9e\")).parents('.cell').data().cell;\n cell.output_area.append_execute_result(NB_LOAD_WARNING)\n }\n\n }\n\n if (root._bokeh_is_loading === 0) {\n console.log(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(js_urls, function() {\n console.log(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from bokeh.io import output_notebook\n",
"from bokeh.models import GeoJSONDataSource, HoverTool, CategoricalColorMapper, LinearColorMapper\n",
"from bokeh.plotting import figure, show\n",
"from bokeh.palettes import Category10\n",
"output_notebook()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"<div class=\"bk-root\">\n",
" <div class=\"bk-plotdiv\" id=\"35750108-7156-43de-8f13-04c3ba0f5ca4\"></div>\n",
"</div>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"application/javascript": [
"(function(root) {\n",
" function embed_document(root) {\n",
" var docs_json = {\"f67bcca7-51c9-4bf1-b49e-d21d9adbe793\":{\"roots\":{\"references\":[{\"attributes\":{\"active_drag\":\"auto\",\"active_inspect\":\"auto\",\"active_scroll\":\"auto\",\"active_tap\":\"auto\",\"tools\":[{\"id\":\"bf4538ec-fe6a-4d2e-a131-4c779ed50c55\",\"type\":\"PanTool\"},{\"id\":\"3df53f27-89ce-46bb-b7db-7ff2c38b3e87\",\"type\":\"WheelZoomTool\"},{\"id\":\"c95cc4ef-c7bb-4c9c-a1ab-4733284db286\",\"type\":\"BoxZoomTool\"},{\"id\":\"7385a6b4-5c25-4cb2-af39-6a8b59268bb1\",\"type\":\"SaveTool\"},{\"id\":\"a4f2149b-b9cf-4c05-86e0-9c45aa7e71ec\",\"type\":\"ResetTool\"},{\"id\":\"d4cc890d-da65-4b4e-b8b5-3032848e92d0\",\"type\":\"HelpTool\"},{\"id\":\"41cf77cd-397c-430e-963b-257a3a07557f\",\"type\":\"HoverTool\"}]},\"id\":\"324899be-9695-4524-8abb-9fa7e2f8b27a\",\"type\":\"Toolbar\"},{\"attributes\":{\"below\":[{\"id\":\"ac962e02-f336-409e-9fa8-d685490ff9ab\",\"type\":\"LinearAxis\"}],\"left\":[{\"id\":\"224de9f9-d803-42b8-a78a-2dfe89ab3fdd\",\"type\":\"LinearAxis\"}],\"renderers\":[{\"id\":\"ac962e02-f336-409e-9fa8-d685490ff9ab\",\"type\":\"LinearAxis\"},{\"id\":\"3cf2f3e4-f542-4db4-8fba-201b290f4882\",\"type\":\"Grid\"},{\"id\":\"224de9f9-d803-42b8-a78a-2dfe89ab3fdd\",\"type\":\"LinearAxis\"},{\"id\":\"437867ba-b4a0-4139-9dae-9e035e049328\",\"type\":\"Grid\"},{\"id\":\"2bd9c41d-eb3f-4cb6-b673-1dada084c1bb\",\"type\":\"BoxAnnotation\"},{\"id\":\"a18aa46c-d358-48ac-b2d9-20c32407acc6\",\"type\":\"GlyphRenderer\"}],\"title\":{\"id\":\"0e7b753f-a76e-456b-bc33-5cdc02d9460e\",\"type\":\"Title\"},\"toolbar\":{\"id\":\"324899be-9695-4524-8abb-9fa7e2f8b27a\",\"type\":\"Toolbar\"},\"x_range\":{\"id\":\"3a84b161-75b1-41ae-8179-31eeab233325\",\"type\":\"DataRange1d\"},\"x_scale\":{\"id\":\"ba06d8d4-ff14-4a8a-86a7-81f8f12787cc\",\"type\":\"LinearScale\"},\"y_range\":{\"id\":\"ed13d1a1-4800-4240-846d-fb89fee5a231\",\"type\":\"DataRange1d\"},\"y_scale\":{\"id\":\"b87fdc9b-96bf-4b22-b929-3e7b4a588009\",\"type\":\"LinearScale\"}},\"id\":\"bf4aea55-9a2b-4c69-81fe-867a8ad20880\",\"subtype\":\"Figure\",\"type\":\"Plot\"},{\"attributes\":{\"formatter\":{\"id\":\"d2529e9d-60f1-455f-898d-6b7f8c13e21b\",\"type\":\"BasicTickFormatter\"},\"plot\":{\"id\":\"bf4aea55-9a2b-4c69-81fe-867a8ad20880\",\"subtype\":\"Figure\",\"type\":\"Plot\"},\"ticker\":{\"id\":\"c655b921-204c-4a52-a016-8bfd0dd191c0\",\"type\":\"BasicTicker\"},\"visible\":false},\"id\":\"ac962e02-f336-409e-9fa8-d685490ff9ab\",\"type\":\"LinearAxis\"},{\"attributes\":{},\"id\":\"bf4538ec-fe6a-4d2e-a131-4c779ed50c55\",\"type\":\"PanTool\"},{\"attributes\":{},\"id\":\"a4f2149b-b9cf-4c05-86e0-9c45aa7e71ec\",\"type\":\"ResetTool\"},{\"attributes\":{\"bottom_units\":\"screen\",\"fill_alpha\":{\"value\":0.5},\"fill_color\":{\"value\":\"lightgrey\"},\"left_units\":\"screen\",\"level\":\"overlay\",\"line_alpha\":{\"value\":1.0},\"line_color\":{\"value\":\"black\"},\"line_dash\":[4,4],\"line_width\":{\"value\":2},\"plot\":null,\"render_mode\":\"css\",\"right_units\":\"screen\",\"top_units\":\"screen\"},\"id\":\"2bd9c41d-eb3f-4cb6-b673-1dada084c1bb\",\"type\":\"BoxAnnotation\"},{\"attributes\":{\"dimension\":1,\"plot\":{\"id\":\"bf4aea55-9a2b-4c69-81fe-867a8ad20880\",\"subtype\":\"Figure\",\"type\":\"Plot\"},\"ticker\":{\"id\":\"6fe598bf-7a89-494a-86e5-26b6ccef0fd9\",\"type\":\"BasicTicker\"},\"visible\":false},\"id\":\"437867ba-b4a0-4139-9dae-9e035e049328\",\"type\":\"Grid\"},{\"attributes\":{\"source\":{\"id\":\"8dc848c3-9c4b-4496-b2c1-82fce3d4842a\",\"type\":\"GeoJSONDataSource\"}},\"id\":\"0844faeb-b9c1-4c31-8c81-4869f608e97f\",\"type\":\"CDSView\"},{\"attributes\":{\"data_source\":{\"id\":\"8dc848c3-9c4b-4496-b2c1-82fce3d4842a\",\"type\":\"GeoJSONDataSource\"},\"glyph\":{\"id\":\"7c3f9268-5870-4f1e-ac50-9b8fa7c3f040\",\"type\":\"Patches\"},\"hover_glyph\":null,\"muted_glyph\":null,\"nonselection_glyph\":{\"id\":\"744f1691-e845-4b60-b548-3907a1da8723\",\"type\":\"Patches\"},\"selection_glyph\":null,\"view\":{\"id\":\"0844faeb-b9c1-4c31-8c81-4869f608e97f\",\"type\":\"CDSView\"}},\"id\":\"a18aa46c-d358-48ac-b2d9-20c32407acc6\",\"type\":\"GlyphRenderer\"},{\"attributes\":{\"plot\":null,\"text\":\"\"},\"id\":\"0e7b753f-a76e-456b-bc33-5cdc02d9460e\",\"type\":\"Title\"},{\"attributes\":{},\"id\":\"c655b921-204c-4a52-a016-8bfd0dd191c0\",\"type\":\"BasicTicker\"},{\"attributes\":{\"callback\":null,\"geojson\":\"{\\\"type\\\": 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