{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Using U.S. Permanent Residents Data to Explain Housing Prices\n", "\n", "## by Yucheng Liu\n", "A common claim made by many is that immigration pushes up housing prices. Moreover, sometimes these claims are targeted to immigrants with a specific origin. An example is that Chinese immigrants causes housing prices to rise. \n", "\n", "In this project, I use annual country-specific Lawful Permanent Residents (PR) data to the United States and housing data to find evidence for/against these claims. I target to answer 2 questions:\n", "\n", "1. Do newly admitted Permanent Residents push up housing prices?\n", "2. Specifically, do Chinese immigrants affect housing prices differently than an average immigrant?\n", "\n", "I use linear regression models to estimate correlations between appropriate variables. My findings are:\n", "\n", "1. Immigration is positively correlated with housing prices. \n", "2. Chinese immigrants does not affect prices differently than an average immigrant. \n", "\n", "As a bonus thing that I got from the data, I estimated correlations of PR admission with prior years of housing prices. Interstingly, PR admission is positively correlated with housing prices 6 years ago and negatively correlated with housing prices 7 years ago. \n", "\n", "### References\n", "1.\tZillow Home Value Index (ZHVI), 1996-2020 https://www.zillow.com/research/data/\n", "2.\tU.S. Lawful Permanent Residents data, 2004-2018 https://www.dhs.gov/immigration-statistics/lawful-permanent-residents" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Data Cleaning\n", "### Import Libraries" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'1.0.3'" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from matplotlib.ticker import PercentFormatter\n", "import qeds\n", "import geopandas as gpd\n", "from pathlib import Path\n", "folder = Path(r\"C:\\Users\\YuchengLiu\\Documents\\323\")\n", "pd.__version__" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
\n", " \n", " Loading BokehJS ...\n", "
" ] }, "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 != null && id in Bokeh.index) {\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.state import curstate; print(curstate().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 id = msg.content.text.trim();\n", " if (id in Bokeh.index) {\n", " Bokeh.index[id].model.document.clear();\n", " delete Bokeh.index[id];\n", " }\n", " }\n", " }\n", " });\n", " // Destroy server and session\n", " var cmd = \"import bokeh.io.notebook as ion; ion.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[toinsert.length - 1].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[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n", " toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\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[toinsert.length - 1]);\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? 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i < css_urls.length; i++) {\n", " var url = css_urls[i];\n", " const element = document.createElement(\"link\");\n", " element.onload = on_load;\n", " element.onerror = on_error;\n", " element.rel = \"stylesheet\";\n", " element.type = \"text/css\";\n", " element.href = url;\n", " console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n", " document.body.appendChild(element);\n", " }\n", "\n", " for (var i = 0; i < js_urls.length; i++) {\n", " var url = js_urls[i];\n", " var element = document.createElement('script');\n", " element.onload = on_load;\n", " element.onerror = on_error;\n", " element.async = false;\n", " element.src = url;\n", " \n", " console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n", " document.head.appendChild(element);\n", " }\n", " };var element = document.getElementById(\"1001\");\n", " if (element == null) {\n", " console.error(\"Bokeh: ERROR: autoload.js configured with elementid '1001' but no matching script tag was found. \")\n", " return false;\n", " }\n", "\n", " function inject_raw_css(css) {\n", " const element = document.createElement(\"style\");\n", " element.appendChild(document.createTextNode(css));\n", " document.body.appendChild(element);\n", " }\n", "\n", " \n", " var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-2.0.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.0.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.0.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-2.0.0.min.js\"];\n", " var css_urls = [];\n", " \n", "\n", " var inline_js = [\n", " function(Bokeh) {\n", " Bokeh.set_log_level(\"info\");\n", " },\n", " function(Bokeh) {\n", " \n", " \n", " }\n", " ];\n", "\n", " function run_inline_js() {\n", " \n", " if (root.Bokeh !== undefined || force === true) {\n", " \n", " for (var i = 0; i < inline_js.length; i++) {\n", " inline_js[i].call(root, root.Bokeh);\n", " }\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(\"1001\")).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.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n", " run_inline_js();\n", " } else {\n", " load_libs(css_urls, js_urls, function() {\n", " console.debug(\"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 \"
\\n\"+\n \"

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\\n\"+\n \"\\n\"+\n \"\\n\"+\n \"from bokeh.resources import INLINE\\n\"+\n \"output_notebook(resources=INLINE)\\n\"+\n \"\\n\"+\n \"
\"}};\n\n function display_loaded() {\n var el = document.getElementById(\"1001\");\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) {\n if (callback != null)\n callback();\n });\n } finally {\n delete root._bokeh_onload_callbacks\n }\n console.debug(\"Bokeh: all callbacks have finished\");\n }\n\n function load_libs(css_urls, js_urls, callback) {\n if (css_urls == null) css_urls = [];\n if (js_urls == null) js_urls = [];\n\n root._bokeh_onload_callbacks.push(callback);\n if (root._bokeh_is_loading > 0) {\n console.debug(\"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.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n root._bokeh_is_loading = css_urls.length + js_urls.length;\n\n function on_load() {\n root._bokeh_is_loading--;\n if (root._bokeh_is_loading === 0) {\n console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n run_callbacks()\n }\n }\n\n function on_error() {\n console.error(\"failed to load \" + url);\n }\n\n for (var i = 0; i < css_urls.length; i++) {\n var url = css_urls[i];\n const element = document.createElement(\"link\");\n element.onload = on_load;\n element.onerror = on_error;\n element.rel = \"stylesheet\";\n element.type = \"text/css\";\n element.href = url;\n console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n document.body.appendChild(element);\n }\n\n for (var i = 0; i < js_urls.length; i++) {\n var url = js_urls[i];\n var element = document.createElement('script');\n element.onload = on_load;\n element.onerror = on_error;\n element.async = false;\n element.src = url;\n \n console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n document.head.appendChild(element);\n }\n };var element = document.getElementById(\"1001\");\n if (element == null) {\n console.error(\"Bokeh: ERROR: autoload.js configured with elementid '1001' but no matching script tag was found. \")\n return false;\n }\n\n function inject_raw_css(css) {\n const element = document.createElement(\"style\");\n element.appendChild(document.createTextNode(css));\n document.body.appendChild(element);\n }\n\n \n var js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-2.0.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-2.0.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-2.0.0.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-2.0.0.min.js\"];\n var css_urls = [];\n \n\n var inline_js = [\n function(Bokeh) {\n Bokeh.set_log_level(\"info\");\n },\n function(Bokeh) {\n \n \n }\n ];\n\n function run_inline_js() {\n \n if (root.Bokeh !== undefined || force === true) {\n \n for (var i = 0; i < inline_js.length; i++) {\n inline_js[i].call(root, root.Bokeh);\n }\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(\"1001\")).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.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n run_inline_js();\n } else {\n load_libs(css_urls, js_urls, function() {\n console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n run_inline_js();\n });\n }\n}(window));" }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import json\n", "from bokeh.plotting import figure\n", "from bokeh.io import output_notebook, show, output_file\n", "from bokeh.models import GeoJSONDataSource, LinearColorMapper, LogColorMapper\n", "from bokeh.models import ColorBar, HoverTool, LogTicker\n", "from bokeh.palettes import brewer\n", "output_notebook()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import seaborn as sns\n", "import sklearn\n", "from sklearn import linear_model\n", "import statsmodels.api as sm\n", "from statsmodels.tools.tools import add_constant" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Import and Clean Data\n", "The housing data is monthly. I turned it to yearly data by averaging. " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "years = range(2004,2019)\n", "\n", "# import housing file\n", "housing_file = folder / 'housing_by_metro.csv'\n", "housing = pd.read_csv(housing_file)\n", "metro_housing = housing['RegionName']\n", "housing=housing.set_index('RegionName').drop(columns=['RegionID','SizeRank'])\n", "\n", "# take year average\n", "housing.columns=pd.to_datetime(housing.columns)\n", "housing=housing.T.reset_index().groupby(pd.Grouper(key='index',freq='Y')).mean().T\n", "housing.columns.name = 'year'\n", "\n", "log_housing = housing.apply(np.log)\n", "#housing.head()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "scrolled": true }, "outputs": [], "source": [ "def get_metro_map(dfa,metro_housing):\n", " '''search the housing file to match metro names'''\n", " metro_pr = dfa.index\n", " d = {}\n", " for metro in metro_pr:\n", " if metro == 'Total':\n", " d[metro]='United States'\n", " continue\n", " if (metro_housing==metro).sum() != 0:\n", " #print(metro)\n", " #print((metro_housing==metro).sum())\n", " d[metro]=metro\n", " else:\n", " x = set()\n", " end = metro.find(',')\n", " cities = metro[:end].split('-')\n", " states = metro[end+1:].strip().split('-')\n", " #print(cities)\n", " #print(states)\n", " #print()\n", " for city in cities:\n", " for state in states:\n", " if city != '':\n", " #print(city)\n", " a = metro_housing.str.contains(city)\n", " b = metro_housing.str.contains(state)\n", " s = a&b\n", " values = metro_housing[s[s].index].values\n", " #print(values)\n", " x = x.union(metro_housing[s[s].index].values)\n", " if x:\n", " #print(len(x), end=' ')\n", " #if len(x)!=1:\n", " #print(metro, x)\n", " d[metro] = x.pop() # empirically, unique \n", " d['Louisville/Jefferson County, KY-IN']='Louisville-Jefferson County, KY'\n", " return d" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "def load_code_file():\n", " df = pd.read_csv(folder / 'cbsa_to_county.csv')\n", " df = df[['cbsacode','cbsatitle']][1:].drop_duplicates()\n", " df['cbsacode']=df['cbsacode'].astype(int)\n", " df = df.set_index('cbsatitle')\n", " mapping = get_metro_map(df,metro_housing)\n", " df.index = df.index.map(mapping)\n", " return df\n", "code_df=load_code_file()\n", "#code_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The PR data has a file for each year. I cleaned them individually and append them together. " ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "---------------Done loading PR files!\n" ] } ], "source": [ "# import PR file\n", "def get_year(year, matched_names, common_names, country_level=False):\n", " '''load and process PR file for a single year'''\n", " pr_folder_name = folder / 'pr_tables'\n", " for file in pr_folder_name.iterdir():\n", " #print(file.name)\n", " if(file.name.startswith(str(year))):\n", " break\n", " \n", " # extract the data\n", " header = 3 if year > 2012 else 4\n", " df = pd.read_excel(file, header=header)\n", " dfa= df.loc[10:] if country_level else df.loc[1:8]\n", "\n", " # remove footnotes\n", " dfa=dfa.set_index('Region and country of birth')\n", " last=dfa.index.get_loc('Unknown')\n", " dfa=dfa[:last].T\n", " \n", " # match metro names with housing data\n", " mapping = get_metro_map(dfa,metro_housing)\n", " matched_names = matched_names.union(mapping.values())\n", " common_names = common_names.intersection(mapping.values())\n", " dfa.index = dfa.index.map(mapping)\n", " dfa=dfa[dfa.index.notnull()]\n", " dfa=dfa.replace({'D':0,'-':0}).astype(float)\n", " \n", " # merge with cbsa code\n", " dfa = (dfa.reset_index()\n", " .merge(code_df.reset_index(),left_on='index',right_on='cbsatitle',how='left')\n", " .set_index('index')\n", " .drop('cbsatitle',axis=1))\n", " dfa.loc['United States','cbsacode']=0 # put 0 for U.S.\n", " # add year\n", " dfa['year']=pd.to_datetime(f\"{year}-12-31\")\n", " # fix some names\n", " dfa=dfa.rename(columns={'Korea':'Korea, South', 'Antigua-Barbuda':'Antigua and Barbuda'})\n", " return dfa, matched_names, common_names\n", "\n", "# append all the years together\n", "pr = pd.DataFrame()\n", "matched_names = set()\n", "common_names = set(metro_housing)\n", "for year in range(2004,2019):\n", " print('-',end='')\n", " dta, matched_names, common_names = get_year(year, matched_names, common_names, True)\n", " pr = pr.append(dta)\n", "pr = pr.dropna(axis=1)\n", "print('Done loading PR files!')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These states and cbsa's dataframs are for mapping. " ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "scrolled": true }, "outputs": [], "source": [ "def load_state_df():\n", " df = gpd.read_file('https://www2.census.gov/geo/tiger/GENZ2018/shp/cb_2018_us_state_5m.zip')\n", " df['cbsacode'] = 0.0\n", " df.set_index('STATEFP')\n", " return df[['NAME','cbsacode','geometry']]\n", "\n", "state_df=load_state_df()\n", "#state_df" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "scrolled": true }, "outputs": [], "source": [ "def load_cbsa_df():\n", " df = gpd.read_file(\"https://www2.census.gov/geo/tiger/GENZ2018/shp/cb_2018_us_cbsa_5m.zip\")\n", " df['cbsacode'] = df['CBSAFP'].astype(float)\n", " return df[['cbsacode','geometry']]\n", "cbsa_df=load_cbsa_df()\n", "#cbsa_df" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualizing the PR data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First, I give a visualization of the Permanent Residence data. " ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\n", "\n", "\n", "
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\\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"MultiPolygon\\\", \\\"coordinates\\\": [[[[-88.510674, 30.217021], [-88.492378, 30.219216999999997], [-88.465441, 30.208236999999997], [-88.453244, 30.206481], [-88.44905, 30.207205511952797], [-88.443079, 30.208236999999997], [-88.42833999999999, 30.214826], [-88.408519, 30.218778], [-88.404581, 30.206162], [-88.429356, 30.192864], 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\\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Indiana\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 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\\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, 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\\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Nevada\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, 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\\\"Montana\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-116.049046, 48.481016999999994], 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\\\"Malawi\\\": 257.0, \\\"Malaysia\\\": 3051.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Louisiana\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, 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897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad 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801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, 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\\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-83.35323799999999, 34.728648], [-83.348829, 34.737193999999995], [-83.33866599999999, 34.742295], [-83.320062, 34.759616], [-83.32100799999999, 34.765371], [-83.31994499999999, 34.773725], [-83.323866, 34.789712], [-83.31378199999999, 34.799911], [-83.303643, 34.802403], [-83.301182, 34.804007999999996], 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2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"New Hampshire\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": 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\\\"Iran\\\": 10116.0, \\\"Iraq\\\": 14351.0, \\\"Ireland\\\": 1401.0, \\\"Israel\\\": 3706.0, \\\"Italy\\\": 3329.0, \\\"Jamaica\\\": 20347.0, \\\"Japan\\\": 4317.0, \\\"Jordan\\\": 5322.0, \\\"Kazakhstan\\\": 1378.0, \\\"Kenya\\\": 7190.0, \\\"Kiribati\\\": 0.0, \\\"Korea, South\\\": 17676.0, \\\"Kuwait\\\": 1090.0, \\\"Kyrgyzstan\\\": 908.0, \\\"Laos\\\": 863.0, \\\"Latvia\\\": 356.0, \\\"Lebanon\\\": 2581.0, \\\"Lesotho\\\": 12.0, \\\"Liberia\\\": 3101.0, \\\"Libya\\\": 499.0, \\\"Lithuania\\\": 658.0, \\\"Luxembourg\\\": 30.0, \\\"Macau\\\": 91.0, \\\"Macedonia\\\": 1082.0, \\\"Madagascar\\\": 79.0, \\\"Malawi\\\": 257.0, \\\"Malaysia\\\": 3051.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Illinois\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-91.512974, 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570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"MultiPolygon\\\", \\\"coordinates\\\": [[[[-88.04374299999999, 30.517422999999997], [-88.036613, 30.520494], [-88.024729, 30.516399], [-88.024729, 30.503089], [-88.02591699999999, 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\\\"Oklahoma\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-103.002565, 36.526588], [-103.002188, 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19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Arizona\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, 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Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, 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Obtaining PR Status by Region and Country of Birth in 2018, colored by persons from China\"},\"id\":\"1125\",\"type\":\"Title\"},{\"attributes\":{\"fill_color\":{\"value\":\"white\"},\"line_color\":{\"value\":\"grey\"},\"xs\":{\"field\":\"xs\"},\"ys\":{\"field\":\"ys\"}},\"id\":\"1153\",\"type\":\"Patches\"},{\"attributes\":{\"source\":{\"id\":\"1119\"}},\"id\":\"1161\",\"type\":\"CDSView\"},{\"attributes\":{},\"id\":\"1182\",\"type\":\"Selection\"},{\"attributes\":{\"source\":{\"id\":\"1118\"}},\"id\":\"1156\",\"type\":\"CDSView\"},{\"attributes\":{\"overlay\":{\"id\":\"1183\"}},\"id\":\"1144\",\"type\":\"BoxZoomTool\"},{\"attributes\":{},\"id\":\"1143\",\"type\":\"PanTool\"}],\"root_ids\":[\"1124\"]},\"title\":\"Bokeh Application\",\"version\":\"2.0.0\"}};\n", " var render_items = [{\"docid\":\"a8816af4-50f1-4ab0-bdb5-7f49d099f987\",\"root_ids\":[\"1124\"],\"roots\":{\"1124\":\"23fec16f-8c62-483f-b3c7-7907089c1c4a\"}}];\n", " root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n", "\n", " }\n", " if (root.Bokeh !== undefined) {\n", " embed_document(root);\n", " } else {\n", " var attempts = 0;\n", " var timer = setInterval(function(root) {\n", " if (root.Bokeh !== undefined) {\n", " clearInterval(timer);\n", " embed_document(root);\n", " } else {\n", " attempts++;\n", " if (attempts > 100) {\n", " clearInterval(timer);\n", " console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n", " }\n", " }\n", " }, 10, root)\n", " }\n", "})(window);" ], "application/vnd.bokehjs_exec.v0+json": "" }, "metadata": { "application/vnd.bokehjs_exec.v0+json": { "id": "1124" } }, "output_type": "display_data" } ], "source": [ "def graph_pr_bokeh(df1,df2, year, paint_according_to='Total'):\n", " #paint_according_to='Japan'\n", " geojson1=GeoJSONDataSource(geojson=df1.to_json())\n", " geojson2=GeoJSONDataSource(geojson=df2.to_json())\n", " if paint_according_to in {'Total','China','Mexico','Russia'}:\n", " color_mapper = LogColorMapper(palette = brewer['YlOrRd'][9][::-1])\n", " else:\n", " color_mapper = LinearColorMapper(palette = brewer['YlOrRd'][9][::-1])\n", " color_bar = ColorBar(color_mapper=color_mapper, ticker=LogTicker(),\n", " label_standoff=12, height = 20,\n", " border_line_color=None, location = (0,0), orientation = 'horizontal')\n", " title=f\"Persons Obtaining PR Status by Region and Country of Birth in {year}\"\n", " if paint_according_to != 'Total':\n", " title += f', colored by persons from {paint_according_to}'\n", " p = figure(title=title, plot_width=750, plot_height=500, tools=\"pan,box_zoom,reset,previewsave\")\n", " hover_off=p.patches(\"xs\",\"ys\",source=geojson1, fill_color='white', line_color='grey')\n", " hover_on =p.patches(\"xs\",\"ys\",source=geojson2, line_color='black',\n", " fill_color = {'field' :paint_according_to, 'transform' : color_mapper})\n", " tooltips = [('Region','@index'), ('Total' ,'@Total'), ('Canada','@Canada'), \n", " ('China' ,'@China'), ('Mexico','@Mexico'),]\n", " temp = (paint_according_to, '@'+paint_according_to)\n", " if temp not in tooltips:\n", " tooltips.append(temp)\n", " hover = HoverTool(tooltips = tooltips, renderers=[hover_on])\n", " p.add_tools(hover)\n", " #p.add_layout(color_bar, 'below')\n", " show(p)\n", " \n", "def graph_pr(year=2018, paint_according_to='Total', bokeh=True):\n", " year2 = f\"{year}-12-31\"\n", " data = (pr[pr['year']==year2]\n", " .drop(index=['Urban Honolulu, HI'])\n", " .reset_index()\n", " .drop(columns='year')\n", " .rename(columns={\"China, People's Republic\":'China'}))\n", " # First draw US, then draw the metros\n", " '''{\n", " 27:Hawaii, \n", " 39:US Virgin Islands, \n", " 47:Guam,\n", " 48:Commonwealth of the Northern Mariana Islands,\n", " 49:American Samoa, \n", " 51:Puerto Rico, \n", " 55:Alaska}'''\n", " df1 = state_df.drop(index=[27,39,47,48,49,51,55]).merge(data, on='cbsacode', how='left')\n", " df2 = cbsa_df.merge(data,on='cbsacode', how='inner')\n", " if bokeh:\n", " graph_pr_bokeh(df1, df2, year, paint_according_to)\n", " else:\n", " fig, gax = plt.subplots(figsize=(15, 10))\n", " df1.plot(ax=gax, alpha=0.3)\n", " df2.plot(ax=gax, edgecolor=\"black\", color=\"white\")\n", " #return df1,df2\n", "graph_pr(2018)\n", "graph_pr(2018, 'China')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "See Appendex 1 for maps colored with other countries. \n", "\n", "Next, I present how PR admissions change over time." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# plot the PR data over time, find the top 4 countries\n", "def plot_pr_over_time(region='United States', n=4, percent=False, keep_total=False):\n", " '''plots the percentage of immigrants over time for top n countries in all years, \n", " so there might be more than n countries plotted, default n=4'''\n", " def top_regions(data, num=5):\n", " return set.union(*list(data.agg(lambda r:set(r.nlargest(num).index),axis=1)))\n", " \n", " data = pr.loc[region].drop(columns=['cbsacode']).set_index('year')\n", " regions = top_regions(data, n+1)\n", " #print(regions, len(regions), sep='\\n')\n", " data = data[regions]\n", " relative = data.div(data['Total'], axis=0)\n", " if not keep_total:\n", " data = data.drop(columns='Total')\n", " relative = relative.drop(columns='Total')\n", " \n", " fig, ax = plt.subplots(1, 1, figsize=(10,6))\n", " title = f'Persons Obtaining PR Status with Residence in {region}, Top Countries of Birth'\n", " if percent:\n", " relative.plot(ax=ax, title=title)\n", " ax.yaxis.set_major_formatter(PercentFormatter(1))\n", " else:\n", " data.plot(ax=ax, title=title)\n", " ax.legend(bbox_to_anchor=(1, 0.5))\n", " ax.xaxis.grid(True, alpha=0.3)\n", " \n", "plot_pr_over_time('Los Angeles-Long Beach-Anaheim, CA',3)\n", "#plot_pr_over_time('San Francisco, CA')\n", "#plot_pr_over_time('Seattle, WA')\n", "#plot_pr_over_time('Washington, DC')\n", "plot_pr_over_time('New York, NY')\n", "#plot_pr_over_time('Chicago, IL')\n", "plot_pr_over_time('Miami-Fort Lauderdale, FL')\n", "#plot_pr_over_time()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The distribution of PR admissions is very different across metropolitans. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualizing the housing data" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "# reduce housing dataframe\n", "housing = housing.loc[matched_names]\n", "log_housing = log_housing.loc[matched_names]" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# plotting housing\n", "def plot_housing(regions=None):\n", " if regions==None:\n", " regions = ['United States','Los Angeles-Long Beach-Anaheim, CA',\n", " 'San Francisco, CA', 'New York, NY','Seattle, WA']\n", " if 'United States' not in regions:\n", " regions.append('United States')\n", " log_housing_change = log_housing.T - log_housing.T.shift(1)\n", " rel_log_housing_change = log_housing_change.subtract(log_housing_change['United States'],axis=0)\n", " fig, ax = plt.subplots(2,1,figsize=(10,10))\n", " \n", " housing.T[regions].plot(ax=ax[0], title='Zillow Home Value Index (ZHVI) by Region')\n", " rel_log_housing_change[regions].plot(ax=ax[1],sharex = ax[0], \n", " title='Percentage Change in ZHVI, Normalized to National Average')\n", " #ax[0].get_legend().remove()\n", " ax[1].get_legend().remove()\n", " ax[0].xaxis.grid(True, alpha=0.3)\n", " ax[1].xaxis.grid(True, alpha=0.3)\n", " ax[0].legend(bbox_to_anchor=(1, 0.5)) \n", "plot_housing()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can see different US metropolitans have different housing price trajectories. I try to explain these differences by PR admissions. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Do newly admitted Permanent Residents push up housing prices?\n", "\n", "Let's now analyze the first question. Intuitively, more immigration admission leads to more demand of housing, which pushes up housing prices. What does the data say?" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Merging the datasets\n", "log_housing2 = log_housing.stack().reset_index().rename(columns={0:'log_price'})\n", "df = pr.reset_index().merge(log_housing2, left_on=['index','year'],\n", " right_on=['RegionName','year']).set_index('RegionName').drop(columns=['index'])\n", "df['log_total']=df['Total'].apply(np.log)\n", "df2=df.drop(index='United States')\n", "\n", "# first plot\n", "sns.lmplot(data=df2, x='log_total',y='log_price',scatter_kws=dict(alpha=0.4))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The fitted line is upward slopping, indicating a positive correlation between log total immigration and log housing prices. \n", "\n", "We can check the coefficient:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Fitted model: log(price) = 10.606 + 0.195 log(Total)\n" ] } ], "source": [ "lr_model = linear_model.LinearRegression()\n", "lr_model.fit(df2[['log_total']], df2['log_price'])\n", "\n", "beta_0 = lr_model.intercept_\n", "beta_1 = lr_model.coef_[0]\n", "\n", "print(f\"Fitted model: log(price) = {beta_0:.3f} + {beta_1:.3f} log(Total)\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This naive linear regression predicts every percent increase in PR admission is correlated with 19.5% increase in housing prices. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Do Chinese immigrants push up housing prices more?\n", "\n", "To investigate the second question, I use a more complicated linear regression models to estimate the correlation between number of Chinese immigrants and log housing prices. I do this by creating a dummy variable for being born in China. I still keep the overall immigration admission variable log_total; I also have region and year dummies as controls. " ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "scrolled": false }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def scatter_plot(df2, X, *models, x='log_total', y='log_price'):\n", " '''This fuction plots the data and predictions of the models'''\n", " colors = qeds.themes.COLOR_CYCLE\n", " \n", " def scatter(df, x='log_total', y='log_price', ax=None, figsize=(12, 8)):\n", " if ax is None:\n", " _, ax = plt.subplots(figsize=figsize)\n", " df.plot.scatter(x=x , y=y, alpha=0.4, ax=ax)\n", " return ax\n", "\n", " def scatter_model(model, X, ax=None, x='log_total', y='log_price', figsize=(12, 8), **args):\n", " if ax is None:\n", " _, ax = plt.subplots(figsize=figsize)\n", " ax.scatter(X[x], model.predict(X), alpha=0.4, **args)\n", "\n", " ax = scatter(df2, x=x , y=y)\n", " for (i,model) in enumerate(models):\n", " scatter_model(model, X, ax, color=colors[i+1], x=x , y=y)\n", " ax.legend([\"Data\", \"OLS\", \"Lasso\"])\n", " \n", "def regress(*countries_of_interest, year_controls=True, region_controls=True):\n", " countries_of_interest=list(countries_of_interest)\n", " data = df2.reset_index()\n", " if 'all' in countries_of_interest:\n", " countries_of_interest=list(\n", " data.drop(columns=['log_price','Total','cbsacode','year','RegionName','log_total']))\n", " \n", " # Prepare X variable\n", " X = data.loc[:,countries_of_interest]\n", " X['Other'] = data['Total'] - data[countries_of_interest].sum(axis=1)\n", " X['log_total'] = data['log_total']\n", " if year_controls:\n", " year_dummies = pd.get_dummies(data['year'], drop_first=True)\n", " X = X.join(year_dummies)\n", " if region_controls:\n", " region_dummies = pd.get_dummies(data['RegionName'], drop_first=True)\n", " X = X.join(region_dummies)\n", " X = add_constant(X)\n", " \n", " # y variable\n", " y = data['log_price']\n", " \n", " # regressions\n", " ols = sm.OLS(y, X)\n", " ols_result = ols.fit()\n", " lasso_result = ols.fit_regularized(alpha=5e-4,L1_wt=1)\n", " \n", " scatter_plot(data, X, ols_result)#, lasso_result)\n", " return ols_result, lasso_result\n", "\n", "#a,b = regress('Mexico',\"China, People's Republic\", \"United Kingdom\",'India','France')\n", "a,b= regress(\"China, People's Republic\")\n", "#a,b= regress(\"all\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "By inspection, the model fits the data pretty well. In fact, its R-squared is 0.961:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
OLS Regression Results
Dep. Variable: log_price R-squared: 0.961
Model: OLS Adj. R-squared: 0.956
Method: Least Squares F-statistic: 211.2
Date: Sat, 18 Apr 2020 Prob (F-statistic): 0.00
Time: 16:04:10 Log-Likelihood: 666.53
No. Observations: 728 AIC: -1179.
Df Residuals: 651 BIC: -825.6
Df Model: 76
Covariance Type: nonrobust
" ], "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a.summary().tables[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's see the coefficients:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
coef std err t P>|t| [0.025 0.975]
const 9.0173 0.369 24.426 0.000 8.292 9.742
China, People's Republic 7.675e-06 5.71e-06 1.345 0.179 -3.53e-06 1.89e-05
Other -4.312e-07 1.3e-06 -0.332 0.740 -2.98e-06 2.12e-06
log_total 0.3029 0.038 7.889 0.000 0.227 0.378
2005-12-31 00:00:00 0.0696 0.022 3.174 0.002 0.027 0.113
2006-12-31 00:00:00 0.1231 0.023 5.341 0.000 0.078 0.168
2007-12-31 00:00:00 0.1751 0.021 8.165 0.000 0.133 0.217
2008-12-31 00:00:00 0.0554 0.022 2.559 0.011 0.013 0.098
2009-12-31 00:00:00 -0.0743 0.022 -3.418 0.001 -0.117 -0.032
2010-12-31 00:00:00 -0.0757 0.021 -3.543 0.000 -0.118 -0.034
2011-12-31 00:00:00 -0.1568 0.022 -7.254 0.000 -0.199 -0.114
2012-12-31 00:00:00 -0.1608 0.022 -7.466 0.000 -0.203 -0.119
2013-12-31 00:00:00 -0.0460 0.021 -2.160 0.031 -0.088 -0.004
2014-12-31 00:00:00 0.0171 0.021 0.800 0.424 -0.025 0.059
2015-12-31 00:00:00 0.0508 0.022 2.346 0.019 0.008 0.093
2016-12-31 00:00:00 0.0730 0.023 3.237 0.001 0.029 0.117
2017-12-31 00:00:00 0.1463 0.022 6.530 0.000 0.102 0.190
2018-12-31 00:00:00 0.2171 0.022 9.785 0.000 0.174 0.261
Austin, TX 0.6732 0.057 11.771 0.000 0.561 0.785
Bakersfield, CA 0.7093 0.084 8.399 0.000 0.543 0.875
Baltimore, MD 0.7603 0.050 15.085 0.000 0.661 0.859
Boston, MA 0.7380 0.039 19.061 0.000 0.662 0.814
Brownsville, TX 0.0108 0.124 0.087 0.931 -0.232 0.254
Buffalo, NY 0.4417 0.126 3.506 0.000 0.194 0.689
Charlotte, NC 0.4294 0.063 6.861 0.000 0.306 0.552
Chicago, IL 0.0642 0.044 1.466 0.143 -0.022 0.150
Cincinnati, OH 0.3819 0.077 4.929 0.000 0.230 0.534
Cleveland, OH 0.3281 0.075 4.367 0.000 0.181 0.476
Columbus, OH 0.3106 0.061 5.132 0.000 0.192 0.429
Dallas-Fort Worth, TX -0.1208 0.039 -3.112 0.002 -0.197 -0.045
Denver, CO 0.7589 0.049 15.439 0.000 0.662 0.855
Detroit, MI -0.1144 0.041 -2.773 0.006 -0.195 -0.033
El Paso, TX 0.1030 0.065 1.591 0.112 -0.024 0.230
Fort Myers, FL 0.8002 0.090 8.903 0.000 0.624 0.977
Fresno, CA 0.7314 0.072 10.104 0.000 0.589 0.873
Hartford, CT 0.8312 0.069 12.015 0.000 0.695 0.967
Houston, TX -0.1999 0.041 -4.893 0.000 -0.280 -0.120
Indianapolis, IN 0.2635 0.069 3.841 0.000 0.129 0.398
Jacksonville, FL 0.5727 0.072 7.966 0.000 0.432 0.714
Kansas City, MO 0.3907 0.069 5.623 0.000 0.254 0.527
Las Vegas, NV 0.4618 0.047 9.836 0.000 0.370 0.554
Los Angeles-Long Beach-Anaheim, CA 0.6058 0.087 7.001 0.000 0.436 0.776
Louisville-Jefferson County, KY 0.3073 0.079 3.907 0.000 0.153 0.462
McAllen, TX -0.1535 0.074 -2.065 0.039 -0.300 -0.008
Miami-Fort Lauderdale, FL -0.0743 0.077 -0.967 0.334 -0.225 0.077
Milwaukee, WI 0.5530 0.081 6.791 0.000 0.393 0.713
Minneapolis-St Paul, MN 0.4577 0.042 10.829 0.000 0.375 0.541
Naples, FL 1.2890 0.094 13.661 0.000 1.104 1.474
Nashville, TN 0.5698 0.066 8.615 0.000 0.440 0.700
New Haven, CT 0.9442 0.124 7.628 0.000 0.701 1.187
New York, NY 0.1580 0.174 0.910 0.363 -0.183 0.499
Orlando, FL 0.2801 0.043 6.485 0.000 0.195 0.365
Philadelphia, PA 0.2834 0.038 7.449 0.000 0.209 0.358
Phoenix, AZ 0.3258 0.041 7.957 0.000 0.245 0.406
Pittsburgh, PA 0.2209 0.103 2.136 0.033 0.018 0.424
Portland, OR 0.8347 0.052 15.933 0.000 0.732 0.938
Providence, RI 0.8958 0.063 14.201 0.000 0.772 1.020
Raleigh, NC 0.7524 0.070 10.786 0.000 0.615 0.889
Riverside, CA 0.5796 0.039 14.958 0.000 0.504 0.656
Sacramento, CA 0.8478 0.046 18.417 0.000 0.757 0.938
Salinas, CA 1.6359 0.128 12.772 0.000 1.384 1.887
Salt Lake City, UT 0.8850 0.071 12.486 0.000 0.746 1.024
San Antonio, TX 0.2820 0.062 4.584 0.000 0.161 0.403
San Diego, CA 1.0311 0.038 27.413 0.000 0.957 1.105
San Francisco, CA 1.2329 0.052 23.512 0.000 1.130 1.336
San Jose, CA 1.5138 0.039 38.767 0.000 1.437 1.591
Seattle, WA 0.7473 0.038 19.578 0.000 0.672 0.822
St. Louis, MO 0.4985 0.090 5.538 0.000 0.322 0.675
Stamford, CT 1.3636 0.063 21.659 0.000 1.240 1.487
Stockton, CA 0.9600 0.075 12.776 0.000 0.812 1.108
Tampa, FL 0.1914 0.045 4.277 0.000 0.104 0.279
Tucson, AZ 0.6477 0.083 7.781 0.000 0.484 0.811
Urban Honolulu, HI 1.6076 0.063 25.522 0.000 1.484 1.731
Ventura, CA 1.6128 0.075 21.536 0.000 1.466 1.760
Virginia Beach, VA 0.8906 0.094 9.437 0.000 0.705 1.076
Washington, DC 0.5938 0.045 13.263 0.000 0.506 0.682
Worcester, MA 0.9421 0.076 12.442 0.000 0.793 1.091
" ], "text/plain": [ "" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a.summary().tables[1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Notice the coefficient for China is positive but not significantly different from 0. This means a Chinese immigrant is not significantly different from an average immigrant, in terms of correlation with (log) housing prices. \n", "\n", "Also, the coefficient for log_total is significantly positive, as is in our first regression model. \n", "\n", "Hence, the data suggests that Chinese immigrants does push up housing prices, but not in a way that is different from immigrants from other countries. \n", "\n", "(See Appendix 2 for Lasso regression)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bonus: Do low housing prices attract more immigrants?\n", "\n", "To investigate this question, I appended to each immigration entry 5 prior years of housing data. I used a linear regression model to explain log total PR admission by prior years housing prices. " ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "scrolled": false }, "outputs": [], "source": [ "def regress_pr_on_housing(offset:int, year_controls=False, region_controls=True):\n", " housing_data = log_housing.T\n", " PR_data = df2.reset_index().loc[:,['RegionName','year','Total','log_total']]\n", " \n", " # create offset terms\n", " year_columns = []\n", " for i in range(0,offset+1):\n", " shift = housing_data.shift(i).stack().reset_index().rename(columns={0:f'{i} year prior'})\n", " PR_data = PR_data.merge(shift, on=['RegionName','year'])\n", " year_columns.append(f'{i} year prior')\n", " \n", " # Prepare X variable\n", " X = PR_data.loc[:,year_columns]\n", " if year_controls:\n", " year_dummies = pd.get_dummies(PR_data['year'], drop_first=True)\n", " X = X.join(year_dummies)\n", " if region_controls:\n", " region_dummies = pd.get_dummies(PR_data['RegionName'], drop_first=True)\n", " X = X.join(region_dummies)\n", " X = add_constant(X)\n", " \n", " # y variable\n", " y = PR_data['log_total']\n", " \n", " # regressions\n", " ols = sm.OLS(y, X)\n", " ols_result = ols.fit()\n", " return ols_result\n", "a = regress_pr_on_housing(5)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/html": [ "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
coef std err t P>|t| [0.025 0.975]
const 5.3528 0.590 9.065 0.000 4.193 6.512
0 year prior 0.2548 0.089 2.850 0.005 0.079 0.430
1 year prior 0.0799 0.176 0.453 0.651 -0.267 0.426
2 year prior 0.0378 0.208 0.182 0.856 -0.371 0.447
3 year prior 0.0574 0.211 0.272 0.785 -0.356 0.471
4 year prior 0.0244 0.180 0.136 0.892 -0.329 0.378
5 year prior -0.0719 0.084 -0.855 0.393 -0.237 0.093
Austin, TX -1.3677 0.045 -30.160 0.000 -1.457 -1.279
Bakersfield, CA -1.9762 0.062 -31.750 0.000 -2.098 -1.854
Baltimore, MD -1.1634 0.048 -24.148 0.000 -1.258 -1.069
Boston, MA -0.1219 0.058 -2.119 0.034 -0.235 -0.009
Brownsville, TX -1.6753 0.127 -13.202 0.000 -1.924 -1.426
Buffalo, NY -1.8368 0.124 -14.781 0.000 -2.081 -1.593
Charlotte, NC -1.4489 0.044 -33.258 0.000 -1.534 -1.363
Chicago, IL 0.4955 0.045 10.967 0.000 0.407 0.584
Cincinnati, OH -1.8073 0.049 -36.743 0.000 -1.904 -1.711
Cleveland, OH -1.7860 0.045 -39.828 0.000 -1.874 -1.698
Columbus, OH -1.3398 0.044 -30.523 0.000 -1.426 -1.254
Dallas-Fort Worth, TX 0.2981 0.044 6.817 0.000 0.212 0.384
Denver, CO -1.1110 0.049 -22.888 0.000 -1.206 -1.016
Detroit, MI -0.4029 0.045 -8.928 0.000 -0.491 -0.314
El Paso, TX -1.3904 0.047 -29.330 0.000 -1.483 -1.297
Fort Myers, FL -2.0547 0.068 -30.207 0.000 -2.188 -1.921
Fresno, CA -1.8587 0.044 -42.108 0.000 -1.945 -1.772
Hartford, CT -1.8067 0.046 -39.178 0.000 -1.897 -1.716
Houston, TX 0.4680 0.044 10.670 0.000 0.382 0.554
Indianapolis, IN -1.5028 0.049 -30.781 0.000 -1.599 -1.407
Jacksonville, FL -1.7837 0.044 -40.938 0.000 -1.869 -1.698
Kansas City, MO -1.6451 0.044 -37.315 0.000 -1.732 -1.558
Las Vegas, NV -0.9082 0.045 -20.310 0.000 -0.996 -0.820
Los Angeles-Long Beach-Anaheim, CA 1.0310 0.066 15.705 0.000 0.902 1.160
Louisville-Jefferson County, KY -1.6634 0.058 -28.564 0.000 -1.778 -1.549
McAllen, TX -1.6134 0.061 -26.507 0.000 -1.733 -1.494
Miami-Fort Lauderdale, FL 1.1634 0.045 25.829 0.000 1.075 1.252
Milwaukee, WI -1.9395 0.052 -37.104 0.000 -2.042 -1.837
Minneapolis-St Paul, MN -0.6825 0.045 -15.018 0.000 -0.772 -0.593
Naples, FL -2.2516 0.081 -27.738 0.000 -2.411 -2.092
Nashville, TN -1.5928 0.044 -35.817 0.000 -1.680 -1.505
New Haven, CT -1.8936 0.124 -15.221 0.000 -2.138 -1.649
New York, NY 1.7793 0.060 29.580 0.000 1.661 1.897
Orlando, FL -0.6609 0.044 -15.137 0.000 -0.747 -0.575
Philadelphia, PA -0.2284 0.045 -5.099 0.000 -0.316 -0.140
Phoenix, AZ -0.5509 0.044 -12.473 0.000 -0.638 -0.464
Pittsburgh, PA -1.8373 0.092 -19.919 0.000 -2.018 -1.656
Portland, OR -1.2623 0.049 -25.807 0.000 -1.358 -1.166
Providence, RI -1.6467 0.048 -34.225 0.000 -1.741 -1.552
Raleigh, NC -1.7909 0.045 -39.881 0.000 -1.879 -1.703
Riverside, CA -0.4797 0.048 -9.931 0.000 -0.575 -0.385
Sacramento, CA -1.0180 0.052 -19.712 0.000 -1.119 -0.917
Salinas, CA -2.4987 0.129 -19.413 0.000 -2.751 -2.246
Salt Lake City, UT -1.8718 0.046 -40.352 0.000 -1.963 -1.781
San Antonio, TX -1.3575 0.044 -30.508 0.000 -1.445 -1.270
San Diego, CA -0.4958 0.063 -7.821 0.000 -0.620 -0.371
San Francisco, CA -0.0758 0.079 -0.963 0.336 -0.230 0.079
San Jose, CA -0.6748 0.082 -8.246 0.000 -0.836 -0.514
Seattle, WA -0.4292 0.054 -7.940 0.000 -0.535 -0.323
St. Louis, MO -1.7643 0.076 -23.300 0.000 -1.913 -1.616
Stamford, CT -1.8226 0.062 -29.289 0.000 -1.945 -1.700
Stockton, CA -2.0155 0.047 -42.569 0.000 -2.108 -1.923
Tampa, FL -0.7035 0.044 -16.106 0.000 -0.789 -0.618
Tucson, AZ -1.8839 0.062 -30.452 0.000 -2.005 -1.762
Urban Honolulu, HI -1.9148 0.068 -28.049 0.000 -2.049 -1.781
Ventura, CA -2.2068 0.069 -32.107 0.000 -2.342 -2.072
Virginia Beach, VA -2.1269 0.076 -27.860 0.000 -2.277 -1.977
Washington, DC 0.3311 0.056 5.877 0.000 0.220 0.442
Worcester, MA -2.0258 0.048 -42.561 0.000 -2.119 -1.932
" ], "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "a.summary().tables[1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note the coefficients of the prior years are all insignificant. Thus, the data does not suggest prior years housing prices to be linearly correlated with immigration. A reason might be that immigration is a lengthy process. If I add in more prior years:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "\n", " \n", "\n", "
coef std err t P>|t| [0.025 0.975]
const 6.5531 0.743 8.818 0.000 5.093 8.013
0 year prior 0.2803 0.090 3.114 0.002 0.104 0.457
1 year prior 0.0170 0.164 0.104 0.917 -0.305 0.339
2 year prior 0.0764 0.185 0.414 0.679 -0.286 0.439
3 year prior -0.0648 0.194 -0.334 0.739 -0.446 0.317
4 year prior 0.1592 0.199 0.799 0.424 -0.232 0.551
5 year prior -0.2943 0.196 -1.501 0.134 -0.680 0.091
6 year prior 0.5151 0.198 2.604 0.009 0.127 0.904
7 year prior -0.5846 0.197 -2.960 0.003 -0.973 -0.197
8 year prior 0.0490 0.200 0.245 0.806 -0.343 0.441
9 year prior 0.2529 0.182 1.389 0.165 -0.105 0.610
10 year prior -0.1210 0.088 -1.382 0.168 -0.293 0.051
Austin, TX -1.3508 0.042 -31.990 0.000 -1.434 -1.268
Bakersfield, CA -2.0367 0.058 -35.066 0.000 -2.151 -1.923
Baltimore, MD -1.1282 0.048 -23.629 0.000 -1.222 -1.034
Boston, MA -0.0714 0.062 -1.152 0.250 -0.193 0.050
Buffalo, NY -1.9044 0.105 -18.130 0.000 -2.111 -1.698
Charlotte, NC -1.4279 0.039 -36.677 0.000 -1.504 -1.351
Chicago, IL 0.4679 0.042 11.146 0.000 0.385 0.550
Cincinnati, OH -1.8453 0.044 -41.980 0.000 -1.932 -1.759
Cleveland, OH -1.8536 0.041 -45.052 0.000 -1.934 -1.773
Columbus, OH -1.3470 0.039 -34.125 0.000 -1.425 -1.269
Dallas-Fort Worth, TX 0.2575 0.039 6.556 0.000 0.180 0.335
Denver, CO -1.0898 0.048 -22.891 0.000 -1.183 -0.996
Detroit, MI -0.4524 0.042 -10.760 0.000 -0.535 -0.370
El Paso, TX -1.4454 0.045 -32.102 0.000 -1.534 -1.357
Fort Myers, FL -2.0879 0.058 -35.732 0.000 -2.203 -1.973
Fresno, CA -1.9046 0.040 -47.476 0.000 -1.983 -1.826
Hartford, CT -1.8222 0.044 -41.500 0.000 -1.908 -1.736
Houston, TX 0.4104 0.039 10.405 0.000 0.333 0.488
Indianapolis, IN -1.5327 0.044 -34.490 0.000 -1.620 -1.445
Jacksonville, FL -1.8126 0.039 -46.467 0.000 -1.889 -1.736
Kansas City, MO -1.6779 0.040 -42.178 0.000 -1.756 -1.600
Las Vegas, NV -0.8673 0.041 -21.252 0.000 -0.948 -0.787
Los Angeles-Long Beach-Anaheim, CA 1.0689 0.074 14.407 0.000 0.923 1.215
Louisville-Jefferson County, KY -1.7119 0.050 -34.076 0.000 -1.811 -1.613
McAllen, TX -1.7529 0.066 -26.376 0.000 -1.883 -1.622
Miami-Fort Lauderdale, FL 1.1827 0.042 28.254 0.000 1.100 1.265
Milwaukee, WI -1.9825 0.047 -42.574 0.000 -2.074 -1.891
Minneapolis-St Paul, MN -0.6750 0.042 -15.906 0.000 -0.758 -0.592
Naples, FL -2.2398 0.073 -30.610 0.000 -2.384 -2.096
Nashville, TN -1.6160 0.039 -41.188 0.000 -1.693 -1.539
New Haven, CT -1.9124 0.105 -18.256 0.000 -2.118 -1.707
New York, NY 1.8479 0.066 27.825 0.000 1.717 1.978
Orlando, FL -0.6312 0.039 -16.120 0.000 -0.708 -0.554
Philadelphia, PA -0.2425 0.042 -5.822 0.000 -0.324 -0.161
Phoenix, AZ -0.5676 0.040 -14.176 0.000 -0.646 -0.489
Pittsburgh, PA -2.0116 0.105 -19.097 0.000 -2.219 -1.805
Portland, OR -1.2819 0.049 -26.314 0.000 -1.378 -1.186
Providence, RI -1.6302 0.047 -34.472 0.000 -1.723 -1.537
Raleigh, NC -1.7712 0.041 -42.700 0.000 -1.853 -1.690
Riverside, CA -0.4749 0.047 -10.024 0.000 -0.568 -0.382
Sacramento, CA -0.9991 0.053 -18.999 0.000 -1.102 -0.896
Salt Lake City, UT -1.8495 0.044 -41.871 0.000 -1.936 -1.763
San Antonio, TX -1.3835 0.041 -34.160 0.000 -1.463 -1.304
San Diego, CA -0.4365 0.070 -6.194 0.000 -0.575 -0.298
San Francisco, CA 0.0072 0.092 0.078 0.937 -0.174 0.188
San Jose, CA -0.5956 0.096 -6.174 0.000 -0.785 -0.406
Seattle, WA -0.3906 0.057 -6.880 0.000 -0.502 -0.279
St. Louis, MO -1.8030 0.064 -28.219 0.000 -1.928 -1.677
Stamford, CT -1.7747 0.069 -25.674 0.000 -1.911 -1.639
Stockton, CA -2.0160 0.045 -44.872 0.000 -2.104 -1.928
Tampa, FL -0.7210 0.039 -18.446 0.000 -0.798 -0.644
Tucson, AZ -1.9411 0.057 -33.766 0.000 -2.054 -1.828
Urban Honolulu, HI -1.8671 0.078 -23.802 0.000 -2.021 -1.713
Ventura, CA -2.1749 0.077 -28.108 0.000 -2.327 -2.023
Virginia Beach, VA -2.1460 0.065 -32.796 0.000 -2.275 -2.017
Washington, DC 0.3876 0.061 6.399 0.000 0.269 0.507
Worcester, MA -2.0109 0.046 -44.015 0.000 -2.101 -1.921
" ], "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "regress_pr_on_housing(10).summary().tables[1]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The coefficient of the 6th prior year is significantly positive and that of the 7th prior year is significantly negative! There might be something going on. Maybe it takes 7 years for a person that wants to immigrate to US because of low housing prices to immigrate. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Appendix 1: Visualizing Regional Preference for Specific Countries" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\n", "\n", "\n", "
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1756.0, \\\"Iran\\\": 10116.0, \\\"Iraq\\\": 14351.0, \\\"Ireland\\\": 1401.0, \\\"Israel\\\": 3706.0, \\\"Italy\\\": 3329.0, \\\"Jamaica\\\": 20347.0, \\\"Japan\\\": 4317.0, \\\"Jordan\\\": 5322.0, \\\"Kazakhstan\\\": 1378.0, \\\"Kenya\\\": 7190.0, \\\"Kiribati\\\": 0.0, \\\"Korea, South\\\": 17676.0, \\\"Kuwait\\\": 1090.0, \\\"Kyrgyzstan\\\": 908.0, \\\"Laos\\\": 863.0, \\\"Latvia\\\": 356.0, \\\"Lebanon\\\": 2581.0, \\\"Lesotho\\\": 12.0, \\\"Liberia\\\": 3101.0, \\\"Libya\\\": 499.0, \\\"Lithuania\\\": 658.0, \\\"Luxembourg\\\": 30.0, \\\"Macau\\\": 91.0, \\\"Macedonia\\\": 1082.0, \\\"Madagascar\\\": 79.0, \\\"Malawi\\\": 257.0, \\\"Malaysia\\\": 3051.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Texas\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": 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\\\"India\\\": 59821.0, \\\"Indonesia\\\": 1756.0, \\\"Iran\\\": 10116.0, \\\"Iraq\\\": 14351.0, \\\"Ireland\\\": 1401.0, \\\"Israel\\\": 3706.0, \\\"Italy\\\": 3329.0, \\\"Jamaica\\\": 20347.0, \\\"Japan\\\": 4317.0, \\\"Jordan\\\": 5322.0, \\\"Kazakhstan\\\": 1378.0, \\\"Kenya\\\": 7190.0, \\\"Kiribati\\\": 0.0, \\\"Korea, South\\\": 17676.0, \\\"Kuwait\\\": 1090.0, \\\"Kyrgyzstan\\\": 908.0, \\\"Laos\\\": 863.0, \\\"Latvia\\\": 356.0, \\\"Lebanon\\\": 2581.0, \\\"Lesotho\\\": 12.0, \\\"Liberia\\\": 3101.0, \\\"Libya\\\": 499.0, \\\"Lithuania\\\": 658.0, \\\"Luxembourg\\\": 30.0, \\\"Macau\\\": 91.0, \\\"Macedonia\\\": 1082.0, \\\"Madagascar\\\": 79.0, \\\"Malawi\\\": 257.0, \\\"Malaysia\\\": 3051.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"California\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, 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499.0, \\\"Lithuania\\\": 658.0, \\\"Luxembourg\\\": 30.0, \\\"Macau\\\": 91.0, \\\"Macedonia\\\": 1082.0, \\\"Madagascar\\\": 79.0, \\\"Malawi\\\": 257.0, \\\"Malaysia\\\": 3051.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"West Virginia\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-82.642997, 38.16956], [-82.639054, 38.171113999999996], [-82.625457, 38.170491], [-82.619429, 38.169027], [-82.61348699999999, 38.170242], [-82.61134299999999, 38.171548], [-82.60425, 38.187639], [-82.59932599999999, 38.197230999999995], [-82.59886399999999, 38.201007], [-82.59843699999999, 38.217393], [-82.600353, 38.218948999999995], [-82.60575, 38.221143999999995], [-82.608944, 38.223659999999995], [-82.610367, 38.226772], [-82.61251999999999, 38.234553], [-82.61225999999999, 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\\\"Kiribati\\\": 0.0, \\\"Korea, South\\\": 17676.0, \\\"Kuwait\\\": 1090.0, \\\"Kyrgyzstan\\\": 908.0, \\\"Laos\\\": 863.0, \\\"Latvia\\\": 356.0, \\\"Lebanon\\\": 2581.0, \\\"Lesotho\\\": 12.0, \\\"Liberia\\\": 3101.0, \\\"Libya\\\": 499.0, \\\"Lithuania\\\": 658.0, \\\"Luxembourg\\\": 30.0, \\\"Macau\\\": 91.0, \\\"Macedonia\\\": 1082.0, \\\"Madagascar\\\": 79.0, \\\"Malawi\\\": 257.0, \\\"Malaysia\\\": 3051.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 488.0, \\\"Malta\\\": 58.0, \\\"Marshall Islands\\\": 23.0, \\\"Mauritania\\\": 212.0, \\\"Mauritius\\\": 67.0, \\\"Mexico\\\": 161858.0, \\\"Micronesia, Federated States\\\": 19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"North Dakota\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-104.048652, 48.865733999999996], [-104.048824, 48.867539], [-104.048883, 48.874007999999996], [-104.04889299999999, 48.875738999999996], [-104.048719, 48.879920999999996], [-104.048643, 48.902609], [-104.048746, 48.906858], [-104.048744, 48.912113], 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\\\"Belgium\\\": 537.0, \\\"Belize\\\": 632.0, \\\"Benin\\\": 573.0, \\\"Bermuda\\\": 65.0, \\\"Bhutan\\\": 2350.0, \\\"Bolivia\\\": 1523.0, \\\"Botswana\\\": 72.0, \\\"Brazil\\\": 15394.0, \\\"Brunei\\\": 29.0, \\\"Bulgaria\\\": 1798.0, \\\"Burkina Faso\\\": 525.0, \\\"Burma\\\": 8182.0, \\\"Burundi\\\": 762.0, \\\"Cambodia\\\": 3187.0, \\\"Cameroon\\\": 4236.0, \\\"Canada\\\": 9898.0, \\\"Cayman Islands\\\": 47.0, \\\"Central African Republic\\\": 304.0, \\\"Chad\\\": 251.0, \\\"Chile\\\": 1519.0, \\\"China\\\": 65214.0, \\\"Colombia\\\": 17545.0, \\\"Comoros\\\": 8.0, \\\"Congo, Democratic Republic\\\": 9941.0, \\\"Congo, Republic\\\": 580.0, \\\"Costa Rica\\\": 2171.0, \\\"Cote d'Ivoire\\\": 1375.0, \\\"Croatia\\\": 286.0, \\\"Cuba\\\": 76486.0, \\\"Cyprus\\\": 120.0, \\\"Denmark\\\": 353.0, \\\"Djibouti\\\": 281.0, \\\"Dominica\\\": 492.0, \\\"Dominican Republic\\\": 57413.0, \\\"Ecuador\\\": 11472.0, \\\"Egypt\\\": 9826.0, \\\"El Salvador\\\": 28326.0, \\\"Equatorial Guinea\\\": 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Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-72.55724699999999, 42.853018999999996], [-72.554232, 42.860037999999996], [-72.555132, 42.865731], [-72.556112, 42.866251999999996], [-72.556214, 42.866949999999996], [-72.555131, 42.871058], [-72.555415, 42.875428], [-72.55283399999999, 42.884968], [-72.552025, 42.885631], [-72.546491, 42.887139999999995], [-72.540708, 42.889379], [-72.53728699999999, 42.89187], 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\\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-91.512974, 40.181062], [-91.511073, 40.188794], [-91.509551, 40.191337999999995], [-91.505495, 40.195606], [-91.504477, 40.198262], [-91.50503691233759, 40.1999250958141], [-91.506664, 40.204758], [-91.507269, 40.209337999999995], [-91.506947, 40.21555], [-91.50428199999999, 40.224298999999995], [-91.504289, 40.231712], [-91.505968, 40.234305], [-91.506501, 40.236304], 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\\\"Syria\\\": 114.0, \\\"Taiwan\\\": 120.0, \\\"Tajikistan\\\": 0.0, \\\"Tanzania\\\": 41.0, \\\"Thailand\\\": 105.0, \\\"Togo\\\": 0.0, \\\"Tonga\\\": 0.0, \\\"Total\\\": 26411.0, \\\"Trinidad and Tobago\\\": 67.0, \\\"Tunisia\\\": 7.0, \\\"Turkey\\\": 211.0, \\\"Turkmenistan\\\": 5.0, \\\"Turks and Caicos Islands\\\": 0.0, \\\"Uganda\\\": 273.0, \\\"Ukraine\\\": 182.0, \\\"United Arab Emirates\\\": 15.0, \\\"United Kingdom\\\": 267.0, \\\"United States\\\": 0.0, \\\"Uruguay\\\": 12.0, \\\"Uzbekistan\\\": 21.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 157.0, \\\"Vietnam\\\": 878.0, \\\"Yemen\\\": 3.0, \\\"Zambia\\\": 15.0, \\\"Zimbabwe\\\": 26.0, \\\"cbsacode\\\": 14460.0, \\\"index\\\": \\\"Boston, MA\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-71.89877002948, 42.7114218822193], [-71.80539006840151, 42.7088974788648], [-71.7725568791756, 42.70800987715601], [-71.745817, 42.707287], [-71.65187391472301, 42.7052307655759], [-71.636214, 42.704888], 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\\\"Malaysia\\\": 230.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 196.0, \\\"Malta\\\": 3.0, \\\"Marshall Islands\\\": 0.0, \\\"Mauritania\\\": 45.0, \\\"Mauritius\\\": 11.0, \\\"Mexico\\\": 3417.0, \\\"Micronesia, Federated States\\\": 0.0, \\\"Moldova\\\": 155.0, \\\"Monaco\\\": 0.0, \\\"Mongolia\\\": 11.0, \\\"Morocco\\\": 530.0, \\\"Mozambique\\\": 4.0, \\\"Namibia\\\": 4.0, \\\"Nepal\\\": 1280.0, \\\"Netherlands\\\": 115.0, \\\"New Caledonia\\\": 0.0, \\\"New Zealand\\\": 78.0, \\\"Nicaragua\\\": 203.0, \\\"Niger\\\": 14.0, \\\"Nigeria\\\": 1781.0, \\\"Norway\\\": 37.0, \\\"Oman\\\": 9.0, \\\"Pakistan\\\": 3523.0, \\\"Palau\\\": 0.0, \\\"Panama\\\": 168.0, \\\"Papua New Guinea\\\": 0.0, \\\"Paraguay\\\": 173.0, \\\"Peru\\\": 2672.0, \\\"Philippines\\\": 3301.0, \\\"Poland\\\": 1235.0, \\\"Portugal\\\": 243.0, \\\"Qatar\\\": 27.0, \\\"Romania\\\": 281.0, \\\"Russia\\\": 1554.0, \\\"Rwanda\\\": 7.0, \\\"Saint Lucia\\\": 287.0, \\\"Saint Vincent and the Grenadines\\\": 217.0, \\\"Samoa\\\": 0.0, \\\"Sao Tome and Principe\\\": 0.0, \\\"Saudi Arabia\\\": 205.0, \\\"Senegal\\\": 437.0, \\\"Seychelles\\\": 0.0, \\\"Sierra Leone\\\": 196.0, \\\"Singapore\\\": 125.0, \\\"Slovenia\\\": 15.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 3.0, \\\"South Africa\\\": 238.0, \\\"Spain\\\": 441.0, \\\"Sri Lanka\\\": 302.0, \\\"Sudan\\\": 159.0, \\\"Suriname\\\": 91.0, \\\"Sweden\\\": 117.0, \\\"Switzerland\\\": 87.0, \\\"Syria\\\": 501.0, \\\"Taiwan\\\": 485.0, \\\"Tajikistan\\\": 457.0, \\\"Tanzania\\\": 45.0, \\\"Thailand\\\": 248.0, \\\"Togo\\\": 209.0, \\\"Tonga\\\": 0.0, \\\"Total\\\": 168931.0, \\\"Trinidad and Tobago\\\": 1369.0, \\\"Tunisia\\\": 52.0, \\\"Turkey\\\": 1275.0, \\\"Turkmenistan\\\": 89.0, \\\"Turks and Caicos Islands\\\": 11.0, \\\"Uganda\\\": 48.0, \\\"Ukraine\\\": 1900.0, \\\"United Arab Emirates\\\": 153.0, \\\"United Kingdom\\\": 1470.0, \\\"United States\\\": 46.0, \\\"Uruguay\\\": 262.0, \\\"Uzbekistan\\\": 2729.0, \\\"Vanuatu\\\": 0.0, 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\\\"Kiribati\\\": 0.0, \\\"Korea, South\\\": 230.0, \\\"Kuwait\\\": 12.0, \\\"Kyrgyzstan\\\": 0.0, \\\"Laos\\\": 0.0, \\\"Latvia\\\": 5.0, \\\"Lebanon\\\": 4.0, \\\"Lesotho\\\": 0.0, \\\"Liberia\\\": 88.0, \\\"Libya\\\": 3.0, \\\"Lithuania\\\": 4.0, \\\"Luxembourg\\\": 0.0, \\\"Macau\\\": 0.0, \\\"Macedonia\\\": 3.0, \\\"Madagascar\\\": 0.0, \\\"Malawi\\\": 5.0, \\\"Malaysia\\\": 46.0, \\\"Maldives\\\": 0.0, \\\"Mali\\\": 22.0, \\\"Malta\\\": 0.0, \\\"Marshall Islands\\\": 0.0, \\\"Mauritania\\\": 0.0, \\\"Mauritius\\\": 0.0, \\\"Mexico\\\": 184.0, \\\"Micronesia, Federated States\\\": 0.0, \\\"Moldova\\\": 9.0, \\\"Monaco\\\": 0.0, \\\"Mongolia\\\": 6.0, \\\"Morocco\\\": 29.0, \\\"Mozambique\\\": 0.0, \\\"Namibia\\\": 0.0, \\\"Nepal\\\": 469.0, \\\"Netherlands\\\": 7.0, \\\"New Caledonia\\\": 0.0, \\\"New Zealand\\\": 5.0, \\\"Nicaragua\\\": 12.0, \\\"Niger\\\": 3.0, \\\"Nigeria\\\": 661.0, \\\"Norway\\\": 0.0, \\\"Oman\\\": 0.0, \\\"Pakistan\\\": 362.0, \\\"Palau\\\": 0.0, \\\"Panama\\\": 5.0, \\\"Papua New Guinea\\\": 0.0, \\\"Paraguay\\\": 5.0, \\\"Peru\\\": 40.0, \\\"Philippines\\\": 421.0, \\\"Poland\\\": 15.0, \\\"Portugal\\\": 4.0, \\\"Qatar\\\": 4.0, \\\"Romania\\\": 12.0, \\\"Russia\\\": 51.0, \\\"Rwanda\\\": 14.0, \\\"Saint Lucia\\\": 3.0, \\\"Saint Vincent and the Grenadines\\\": 0.0, \\\"Samoa\\\": 0.0, \\\"Sao Tome and Principe\\\": 0.0, \\\"Saudi Arabia\\\": 28.0, \\\"Senegal\\\": 35.0, \\\"Seychelles\\\": 0.0, \\\"Sierra Leone\\\": 25.0, \\\"Singapore\\\": 6.0, \\\"Slovenia\\\": 0.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 0.0, \\\"South Africa\\\": 15.0, \\\"Spain\\\": 13.0, \\\"Sri Lanka\\\": 18.0, \\\"Sudan\\\": 93.0, \\\"Suriname\\\": 3.0, \\\"Sweden\\\": 5.0, \\\"Switzerland\\\": 0.0, \\\"Syria\\\": 222.0, \\\"Taiwan\\\": 26.0, \\\"Tajikistan\\\": 0.0, \\\"Tanzania\\\": 30.0, \\\"Thailand\\\": 33.0, \\\"Togo\\\": 9.0, \\\"Tonga\\\": 0.0, \\\"Total\\\": 8244.0, \\\"Trinidad and Tobago\\\": 56.0, \\\"Tunisia\\\": 0.0, 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\\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"MultiPolygon\\\", \\\"coordinates\\\": [[[[-122.328343, 48.021335], [-122.321721, 48.019977], [-122.303455, 48.005603], [-122.306629, 48.004397], [-122.326115, 48.010295], [-122.334524, 48.018916], [-122.328343, 48.021335]]], [[[-122.504462, 47.551674], [-122.47712899999999, 47.546059], 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570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"MultiPolygon\\\", \\\"coordinates\\\": [[[[-88.04374299999999, 30.517422999999997], [-88.036613, 30.520494], [-88.024729, 30.516399], [-88.024729, 30.503089], [-88.02591699999999, 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\\\"Oklahoma\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, \\\"index\\\": \\\"United States\\\"}, \\\"geometry\\\": {\\\"type\\\": \\\"Polygon\\\", \\\"coordinates\\\": [[[-103.002565, 36.526588], [-103.002188, 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19.0, \\\"Moldova\\\": 2206.0, \\\"Monaco\\\": 13.0, \\\"Mongolia\\\": 636.0, \\\"Morocco\\\": 3077.0, \\\"Mozambique\\\": 100.0, \\\"NAME\\\": \\\"Arizona\\\", \\\"Namibia\\\": 75.0, \\\"Nepal\\\": 11953.0, \\\"Netherlands\\\": 998.0, \\\"New Caledonia\\\": 6.0, \\\"New Zealand\\\": 719.0, \\\"Nicaragua\\\": 3061.0, \\\"Niger\\\": 93.0, \\\"Nigeria\\\": 13952.0, \\\"Norway\\\": 284.0, \\\"Oman\\\": 110.0, \\\"Pakistan\\\": 15802.0, \\\"Palau\\\": 7.0, \\\"Panama\\\": 897.0, \\\"Papua New Guinea\\\": 27.0, \\\"Paraguay\\\": 389.0, \\\"Peru\\\": 9878.0, \\\"Philippines\\\": 47258.0, \\\"Poland\\\": 4357.0, \\\"Portugal\\\": 889.0, \\\"Qatar\\\": 236.0, \\\"Romania\\\": 2448.0, \\\"Russia\\\": 8621.0, \\\"Rwanda\\\": 1620.0, \\\"Saint Lucia\\\": 696.0, \\\"Saint Vincent and the Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, \\\"Uzbekistan\\\": 4612.0, \\\"Vanuatu\\\": 0.0, \\\"Venezuela\\\": 11762.0, \\\"Vietnam\\\": 33834.0, \\\"Yemen\\\": 1885.0, \\\"Zambia\\\": 477.0, \\\"Zimbabwe\\\": 749.0, \\\"cbsacode\\\": 0.0, 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Grenadines\\\": 333.0, \\\"Samoa\\\": 179.0, \\\"Sao Tome and Principe\\\": 9.0, \\\"Saudi Arabia\\\": 2100.0, \\\"Senegal\\\": 1420.0, \\\"Seychelles\\\": 6.0, \\\"Sierra Leone\\\": 1527.0, \\\"Singapore\\\": 801.0, \\\"Slovenia\\\": 95.0, \\\"Solomon Islands\\\": 0.0, \\\"Somalia\\\": 7557.0, \\\"South Africa\\\": 3010.0, \\\"Spain\\\": 2841.0, \\\"Sri Lanka\\\": 1594.0, \\\"Sudan\\\": 3658.0, \\\"Suriname\\\": 182.0, \\\"Sweden\\\": 889.0, \\\"Switzerland\\\": 570.0, \\\"Syria\\\": 14686.0, \\\"Taiwan\\\": 5079.0, \\\"Tajikistan\\\": 893.0, \\\"Tanzania\\\": 3186.0, \\\"Thailand\\\": 5556.0, \\\"Togo\\\": 1534.0, \\\"Tonga\\\": 225.0, \\\"Total\\\": 1096611.0, \\\"Trinidad and Tobago\\\": 2758.0, \\\"Tunisia\\\": 517.0, \\\"Turkey\\\": 5585.0, \\\"Turkmenistan\\\": 286.0, \\\"Turks and Caicos Islands\\\": 41.0, \\\"Uganda\\\": 2412.0, \\\"Ukraine\\\": 11879.0, \\\"United Arab Emirates\\\": 1379.0, \\\"United Kingdom\\\": 9908.0, \\\"United States\\\": 306.0, \\\"Uruguay\\\": 960.0, 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"cell_type": "markdown", "metadata": {}, "source": [ "## Appendix 2: Lasso Regression\n", "\n", "In this section, I use Lasso regression to see which coefficients are less important. " ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Linear R2: 0.9610738048895404\n", "Lasso R2: 0.9291065830902937\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def regress2(*countries_of_interest, year_controls=True, region_controls=True):\n", " '''This function uses sklearn'''\n", " countries_of_interest=list(countries_of_interest)\n", " data = df2.reset_index()\n", " #countries = data.drop(columns=['log_price', 'Total','cbsacode','year', 'RegionName', 'log_total']).columns\n", " \n", " # Prepare X variable\n", " X = data.loc[:,countries_of_interest]\n", " X['Other'] = data['Total'] - data[countries_of_interest].sum(axis=1)\n", " X['log_total'] = data['log_total']\n", " if year_controls:\n", " year_dummies = pd.get_dummies(data['year'], drop_first=True)\n", " X = X.join(year_dummies)\n", " if region_controls:\n", " region_dummies = pd.get_dummies(data['RegionName'], drop_first=True)\n", " X = X.join(region_dummies)\n", " \n", " # y variable\n", " y = data['log_price']\n", " \n", " # regressions\n", " lr_model = linear_model.LinearRegression()\n", " lr_model.fit(X, y)\n", " lasso_model = linear_model.Lasso(tol=1e-3, alpha=1e-3)\n", " lasso_model.fit(X, y)\n", "\n", " lr_coefs = pd.Series(dict(zip(list(X), lr_model.coef_)))\n", " lasso_coefs= pd.Series(dict(zip(list(X), lasso_model.coef_)))\n", " coefs = pd.DataFrame(dict(lasso=lasso_coefs, linreg=lr_coefs))\n", " \n", " print('Linear R2:', lr_model.score(X,y))\n", " print('Lasso R2:', lasso_model.score(X,y))\n", " scatter_plot(data, X, lr_model, lasso_model)\n", " return coefs\n", "\n", "coefs = regress2('Mexico',\"China, People's Republic\", \"Korea, South\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The Lasso regression still fits the data pretty well. Let's see which coefficients are suppressed by Lasso regulation: " ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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lassolinreg
2014-12-31 00:00:00-0.00.017721
Bakersfield, CA0.00.692628
Brownsville, TX-0.0-0.006739
Buffalo, NY-0.00.427049
Fort Myers, FL0.00.785983
Jacksonville, FL-0.00.558148
Las Vegas, NV0.00.445833
Miami-Fort Lauderdale, FL0.0-0.118677
Nashville, TN-0.00.555896
New Haven, CT0.00.930427
New York, NY-0.00.155687
Philadelphia, PA-0.00.274709
St. Louis, MO-0.00.484690
Tucson, AZ-0.00.631371
Virginia Beach, VA0.00.876710
\n", "
" ], "text/plain": [ " lasso linreg\n", "2014-12-31 00:00:00 -0.0 0.017721\n", "Bakersfield, CA 0.0 0.692628\n", "Brownsville, TX -0.0 -0.006739\n", "Buffalo, NY -0.0 0.427049\n", "Fort Myers, FL 0.0 0.785983\n", "Jacksonville, FL -0.0 0.558148\n", "Las Vegas, NV 0.0 0.445833\n", "Miami-Fort Lauderdale, FL 0.0 -0.118677\n", "Nashville, TN -0.0 0.555896\n", "New Haven, CT 0.0 0.930427\n", "New York, NY -0.0 0.155687\n", "Philadelphia, PA -0.0 0.274709\n", "St. Louis, MO -0.0 0.484690\n", "Tucson, AZ -0.0 0.631371\n", "Virginia Beach, VA 0.0 0.876710" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "coefs.query('lasso==0')" ] } ], "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": "3.7.7" } }, "nbformat": 4, "nbformat_minor": 2 }