From b1ccf4448424338ffd6e39a43243e835397b058f Mon Sep 17 00:00:00 2001
From: TJann <18621425+tjann@users.noreply.github.com>
Date: Tue, 28 Jul 2020 12:24:31 -0700
Subject: [PATCH 1/5] Copy Colaboratory to Git for versioning.
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+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "AnalyzingGenomicDatawithBiomedicalDataCommons.ipynb",
+ "provenance": [],
+ "collapsed_sections": [],
+ "include_colab_link": true
+ },
+ "kernelspec": {
+ "name": "python3",
+ "display_name": "Python 3"
+ }
+ },
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "BrpyeNL6QY7u",
+ "colab_type": "text"
+ },
+ "source": [
+ "# Analyzing Genomic Data with Biomedical Data Commons\n",
+ "Datacommons is intended for various data science tasks. This tutorial introduces the datacommons knowledge graph and discusses two tools to help integrate its data into your data science projects: (1) the [datacommons browser](https://browser.datacommons.org/) and (2) the [Python API](https://github.com/datacommonsorg/api-python). Before getting started, we will need to install the Python API package.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "qGeY05pnQSeW",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Install datacommons\n",
+ "!pip install --upgrade --quiet datacommons"
+ ],
+ "execution_count": 1,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "vvXt7uRwQgJE",
+ "colab_type": "text"
+ },
+ "source": [
+ "#What is Biomedical Data Commons?\n",
+ "Data Commons is an open knowledge graph of structured data. It contains statements about real world objects such as\n",
+ "* The genome assembly [hg38](https://browser.datacommons.org/kg?dcid=bio%2Fhg38) is a reference genome for the species *[Homo sapiens](https://browser.datacommons.org/kg?dcid=bio%2Fhs)*.\n",
+ "* For the [hg38](https://browser.datacommons.org/kg?dcid=bio%2Fhg38) genome assembly [chr17](https://browser.datacommons.org/kg?dcid=bio%2Fhg38_chr17) has [83,257,441 base pairs](https://browser.datacommons.org/kg?dcid=BasePairs83257441).\n",
+ "* [BRCA1](https://browser.datacommons.org/kg?dcid=bio/hg38_BRCA1) genomic coordinates are [chr17](https://browser.datacommons.org/kg?dcid=bio%2Fhg38_chr17):[43,044,294-43,125,483](https://browser.datacommons.org/kg?dcid=Position43044294To43125483) for genome assembly [hg38](https://browser.datacommons.org/kg?dcid=bio%2Fhg38).\n",
+ "\n",
+ "In the graph, [entities](https://en.wikipedia.org/wiki/Entity) like the genome assembly [hg38](https://browser.datacommons.org/kg?dcid=bio%2Fhg38) are represented by nodes. Every node has a type corresponding to what the node represents. For example, *[Homo sapiens](https://browser.datacommons.org/kg?dcid=bio%2Fhs)* is a [Species](https://browser.datacommons.org/kg?dcid=Species). Relations between entities are represented by edges between these nodes. For example, the statement \"The genome assembly hg38 is a reference genome for the species *Homo sapiens*.\" is represented in the graph as two nodes: \"hg38\" and \"HomoSapiens\" with an edge labeled \"[is_species](https://browser.datacommons.org/kg?dcid=is_chromosome)\" pointing from \"hg38\" to \"HomoSapiens\". Data Commons follows the [Schema.org data model](https://schema.org/docs/datamodel.html) and leverages schema.org schema to provide a common set of types and properties. To accomodate biological data this schema has been expanded to reflect the schema that has been used across biological databases created by the scientific community."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "S3GA2E_pQmet",
+ "colab_type": "text"
+ },
+ "source": [
+ "#Data Commons Browser\n",
+ "The Data Commons browser provides a way to explore the data in a human-readable format. It is the best way to explore what is in Data Commons. Searching in the browser for an entity like [BRACA1](https://browser.datacommons.org/kg?dcid=bio/hg38_BRCA1), takes you to a page about the entity, including properties like [refSeqID](https://browser.datacommons.org/kg?dcid=refSeqID) and [typeOfGene](https://browser.datacommons.org/kg?dcid=typeOfGene).\n",
+ "\n",
+ "An important property for all entities is the dcid. The dcid (DataCommons identifier) is a unique identifier assigned to each entity in the knowledge graph. With this identifier, you will be able to search for and query information on the given entity in ways that we will discuss later. The dcid is listed at the top of the page next to \"About: \" and also in the list of properties."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "wKXZNB9bQowR",
+ "colab_type": "text"
+ },
+ "source": [
+ "# Python API\n",
+ "\n",
+ "The [Python API](https://github.com/datacommonsorg/api-python) provides functions for users to extract structured information from Data Commons programmatically and view them in different formats such as Python `dict`'s and [Pandas](https://pandas.pydata.org/) DataFrames. DataFrames allow access to all the data processing, analytical and visualization tools provided by packages such as Pandas, NumPy, SciPy, and Matplotlib. For more information check out the [documentation](https://datacommons.readthedocs.io/en/latest/modules.html) on the Python API's modules.\n",
+ "\n",
+ "Every notebook begins by loading the datacommons library as follows:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "49VGt66oQjeq",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Import Data Commons\n",
+ "import datacommons as dc\n",
+ "\n",
+ "# Import other required libraries\n",
+ "import matplotlib.pyplot as plt\n",
+ "import matplotlib.patches as mpatches\n",
+ "import pandas as pd\n",
+ "import requests\n",
+ "import json"
+ ],
+ "execution_count": 2,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "LRntKMDWQ1Ml",
+ "colab_type": "text"
+ },
+ "source": [
+ "##Example: Identify the Genome Assemblies Supported by Biomedical Data Commons\n",
+ "For this exercise we will identify the genome assemblies and their related species that are currently supported by Biomedical Data Commons. We will start by looking up the dcid for '[GenomeAssembly](https://browser.datacommons.org/kg?dcid=GenomeAssembly)'.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "WGEx_kC5Q2Oz",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Using get_property_value to Access Node Properties\n",
+ "Our first task for this tutorial will be to extract the genome assemblies from Data Commons using the Python API and view it in a Pandas DataFrame. For all properties, one can use [**`get_property_values`**](https://datacommons.readthedocs.io/en/latest/_autosummary/datacommons_core/datacommons.core.get_property_values.html) to get the associated values. Let's look up the dcid of [GenomeAssembly](https://browser.datacommons.org/kg?dcid=GenomeAssembly). We would then like to initialize our Pandas dataframe for the dcid bio/GenomeAssembly.\n",
+ "\n",
+ "For all properties, one can use `get_property_values` to get the associated values. We would like to know the instances of \"GenomeAssembly\" by getting the the typeOf instances that are oriented towards the \"GenomeAssembly\" identified by \"bio/GenomeAssembly\". `get_property_values` accepts the following parameters:\n",
+ "\n",
+ "\n",
+ "* **`dcids`** - A list of dcids to get property values for.\n",
+ "* **`prop`** - The property to get property values for.\n",
+ "* **`out`**`[=True]` - An optional flag that indicates the property is oriented away from the given nodes if true.\n",
+ "* **`value_type`**`[=None]` - An optional parameter which filters property values by the given type.\n",
+ "* **`limit`**`[=100]` - An optional parameter which limits the total number of property values returned aggregated over all given nodes.\n",
+ "\n",
+ "When the dcids are given as a Pandas Series, the returned list of property values is a Pandas Series where the i-th entry corresponds to property values associated with the i-th given dcid. Some properties, like containedInPlace, may have many property values. Consequently, the cells of the returned series will always contain a list of property values. Let's take a look:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "wKxlsd5CQ6dJ",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 36
+ },
+ "outputId": "349f1b0e-0dda-48b6-876b-25f9009a2395"
+ },
+ "source": [
+ "# Call get_property_values. The return value is a dict keyed by 'GenomeAssembly'.\n",
+ "genomeAssembly_dcids = dc.get_property_values(['GenomeAssembly'], 'typeOf', out=False)['GenomeAssembly']\n",
+ "# Display the frame\n",
+ "print(genomeAssembly_dcids)"
+ ],
+ "execution_count": 3,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "['bio/ce10', 'bio/ce9', 'bio/danRer10', 'bio/danRer11', 'bio/dm3', 'bio/dm6', 'bio/galGal5', 'bio/galGal6', 'bio/hg19', 'bio/hg38', 'bio/mm10', 'bio/mm9', 'bio/sacCer3', 'bio/xenLae2']\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "s9etKR8DQ84d",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Example: List All Genome Assemblies in Human Readable Format\n",
+ "Let's continue learning about the genome assemblies supported by Biomedical Data Commons. We are next going to find the names and species of the genome assemblies that are associated with the list of dcids of genome assemblies that we found. We are going to display the information in a human readable table."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Tvl9YAzJQ-z7",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 302
+ },
+ "outputId": "8e06043a-f323-4d7d-da71-1cf10d021fe0"
+ },
+ "source": [
+ "# Intialize the Data Frame\n",
+ "df_genomeAssemblies = pd.DataFrame()\n",
+ "\n",
+ "# Add genome assemblies name and dcid\n",
+ "df_genomeAssemblies['name'] = pd.Series(dc.get_property_values(genomeAssembly_dcids, 'name'))\n",
+ "df_genomeAssemblies.reset_index(level=0, inplace=True)\n",
+ "df_genomeAssemblies = df_genomeAssemblies.rename(columns={\"index\": \"dcid\"}).explode('name')\n",
+ "\n",
+ "# Add Species dcid\n",
+ "df_genomeAssemblies['species_dcid'] = df_genomeAssemblies['dcid'].map(\n",
+ " dc.get_property_values(df_genomeAssemblies['dcid'], 'ofSpecies'))\n",
+ "df_genomeAssemblies = df_genomeAssemblies.explode('species_dcid')\n",
+ "\n",
+ "# Add Species name\n",
+ "df_genomeAssemblies['species_name'] = df_genomeAssemblies['species_dcid'].map(\n",
+ " dc.get_property_values(df_genomeAssemblies['species_dcid'], 'name'))\n",
+ "df_genomeAssemblies = df_genomeAssemblies.explode('species_name')\n",
+ "\n",
+ "print(df_genomeAssemblies)"
+ ],
+ "execution_count": 4,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ " dcid name species_dcid species_name\n",
+ "0 bio/ce10 ce10 bio/ce CaenorhabditisElegans\n",
+ "1 bio/ce9 ce9 bio/ce CaenorhabditisElegans\n",
+ "2 bio/danRer10 danRer10 bio/danRer DanioRerio\n",
+ "3 bio/danRer11 danRer11 bio/danRer DanioRerio\n",
+ "4 bio/dm3 dm3 bio/dm DrosophilaMelanogaster\n",
+ "5 bio/dm6 dm6 bio/dm DrosophilaMelanogaster\n",
+ "6 bio/galGal5 galGal5 bio/galGal GallusGallus\n",
+ "7 bio/galGal6 galGal6 bio/galGal GallusGallus\n",
+ "8 bio/hg19 hg19 bio/hs HomoSapiens\n",
+ "9 bio/hg38 hg38 bio/hs HomoSapiens\n",
+ "10 bio/mm10 mm10 bio/mm MusMusculus\n",
+ "11 bio/mm9 mm9 bio/mm MusMusculus\n",
+ "12 bio/sacCer3 sacCer3 bio/sacCer SaccharomycesCerevisiae\n",
+ "13 bio/xenLae2 xenLae2 bio/xenLae XenopusLaevis\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "vXeKzZxlRBc8",
+ "colab_type": "text"
+ },
+ "source": [
+ "Congratulations! You've found the basic information on all the genome assemblies and species currently supported by Biomedical Data Commons. As you can see we currently support data from 8 model organisms across 14 different genome assemblies."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "W4_hSQvJREsA",
+ "colab_type": "text"
+ },
+ "source": [
+ "# Example: Analyze Genetic Variants within RUNX1\n",
+ "For this exercise, we will be analyzing genetic variants within the gene RUNX1. We will start by identifying the genetic variants within the gene region and then limit our list to those within the coding region of BRCA1 and then to those with known clinical significance. First, let's start by looking up the dcid for '[RUNX1](https://browser.datacommons.org/kg?dcid=bio/hg38_RUNX1)'. \n",
+ "\n",
+ "Note that 'Gene' defines the Data Commons type. Let's start by using [**`get_property_labels`**](https://datacommons.readthedocs.io/en/latest/_autosummary/datacommons_core/datacommons.core.get_property_labels.html) to identify all the properties associated with RUNX1. `get_property_labels` accepts the following parameters:\n",
+ "- **`dcids`** `[list of str]` – A list of nodes identified by their dcids.\n",
+ "- **`out`** `[bool, optional]` – Whether or not the property points away from the given list of nodes.\n",
+ "\n",
+ "The output of `get_property_labels` is a dict mapping dcids to lists of property labels. If out is True, then property labels correspond to edges directed away from given nodes. Otherwise, they correspond to edges directed towards the given nodes."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "IHiMmiBERG3B",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 397
+ },
+ "outputId": "37911039-8999-4656-bbec-d6d100ba5796"
+ },
+ "source": [
+ "# Call get_property_labels\n",
+ "dc.get_property_labels(['bio/hg38_RUNX1'])"
+ ],
+ "execution_count": 5,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "{'bio/hg38_RUNX1': ['description',\n",
+ " 'fullName',\n",
+ " 'geneSymbol',\n",
+ " 'genomicCoordinates',\n",
+ " 'hasRNATranscript',\n",
+ " 'inChromosome',\n",
+ " 'inGenomeAssembly',\n",
+ " 'mRNA',\n",
+ " 'mapLocation',\n",
+ " 'modificationDate',\n",
+ " 'name',\n",
+ " 'ncbiGeneID',\n",
+ " 'ncbiTaxonID',\n",
+ " 'nomenclatureStatus',\n",
+ " 'ofSpecies',\n",
+ " 'provenance',\n",
+ " 'refSeqID',\n",
+ " 'strandOrientation',\n",
+ " 'typeOf',\n",
+ " 'typeOfGene']}"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 5
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "_CXvFjSJRI4_",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Identify RUNX1 Genomic Coordinates\n",
+ "Great, now we see the type of information known about RUNX1. To identify the genetic variants within the gene region we need to know what the chromosome and ther genomic coordinates of RUNX1. Let's grab that information using `get_property_values`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "d75k6KVhRMzp",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 55
+ },
+ "outputId": "23135fce-93d6-4b27-97d7-52b411c89fc3"
+ },
+ "source": [
+ "# Initialize the Data Frame\n",
+ "df_RUNX1 = pd.DataFrame({'gene': ['bio/hg38_RUNX1']})\n",
+ "\n",
+ "# Grab the chromosome and genomic coordinates using get_property_values\n",
+ "df_RUNX1['chromosome'] = df_RUNX1['gene'].map(dc.get_property_values(df_RUNX1['gene'], 'inChromosome'))\n",
+ "df_RUNX1['genomicCoordinates'] = df_RUNX1['gene'].map(dc.get_property_values(df_RUNX1['gene'], 'genomicCoordinates'))\n",
+ "\n",
+ "# display the genomic coordinates\n",
+ "print(df_RUNX1)\n",
+ "\n",
+ "# define start and stop of RUNX1\n",
+ "start, stop = df_RUNX1['genomicCoordinates'][0][0].strip('Position').split('To')\n",
+ "start = int(start)\n",
+ "stop = int(stop)"
+ ],
+ "execution_count": 6,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ " gene chromosome genomicCoordinates\n",
+ "0 bio/hg38_RUNX1 [bio/hg38_chr21] [Position34787800To35049344]\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "kJoGt1wrRPHu",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Find All The Genetic Variants Within RUNX1\n",
+ "We found the coordinates of RUNX1 in the hg38 genome: chr21:34787800-35049344. Now that we know this let's find all the genetic variants of class [GeneticVariant](https://browser.datacommons.org/kg?dcid=GeneticVariant) that occur in the region. But first let's establish the information that we know on genetic variants using `get_property_values`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "ozoN1sE6RROW",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 56
+ },
+ "outputId": "87898f5a-29f7-4358-a5c3-027850c7ea74"
+ },
+ "source": [
+ "# Identify all the properties of genetic variants\n",
+ "print(dc.get_property_values(['GeneticVariant'], 'domainIncludes', value_type='Property', out=False))"
+ ],
+ "execution_count": 7,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "{'GeneticVariant': ['alleleOrigin', 'alleleType', 'averageHeterozygosity', 'averageHeterozygositySE', 'clinVarAlleleID', 'clinVarFilterStatus', 'clinVarID', 'clinVarQualityScore', 'clinVarReviewStatus', 'clinicalSignificance', 'clinicalSignificanceConflicting', 'clinicalSignificanceType', 'clinicalSource', 'dbSNPBuildID', 'dbVarID', 'diseaseDescription', 'diseaseName', 'experimentalFactorOntologyID', 'geneID', 'geneReviewsID', 'geneSymbol', 'geneticTestingRegistryID', 'geneticVariantAlignmentQuality', 'geneticVariantAttribute', 'geneticVariantClass', 'geneticVariantExceptions', 'geneticVariantFunctionalCategory', 'geneticVariantImpercise', 'geneticVariantLength', 'geneticVariantLocType', 'geneticVariantSubmitterCount', 'geneticVariantValidationStatus', 'geneticsHomeReferenceID', 'genomicPosition', 'hg19GenomicLocation', 'hg19GenomicPosition', 'hg38GenomicLocation', 'hg38GenomicPosition', 'humanGenomeVariationSocietyNomenclature', 'humanPhenotypeOntologyID', 'medGenID', 'medicalGeneticSummariesID', 'medicalSubjectHeadingID', 'mm10GenomicLocation', 'mm9GenomicLocation', 'molecularType', 'mondoID', 'ncbiGeneID', 'numberOfAllelesWithFreq', 'observedAllele', 'omimID', 'orphaNumber', 'pharmGKBID', 'referenceAlleleNCBI', 'referenceAlleleUCSC', 'referenceSNPClusterID', 'sequenceOntologyID', 'snomedCT', 'submitter', 'suspectReasonCode', 'translocationToChromosome', 'variationEndCI', 'variationPositionCI', 'variationType']}\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "AiMokiMfRTe4",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Using SPARQL and get_property_values to find genetic variants in RUNX1\n",
+ "Like genes, genetic variants also point to the chromosome on which they reside. Their positions on the chromosome is specified by hg38GenomicPosition. Using [**`query`**](https://datacommons.readthedocs.io/en/latest/_autosummary/datacommons.query.html) we will identify the dcids of all genetic variants on chr21. `query` accepts the following parameter\n",
+ "- **`query`** `[query_string[, select]]` – Returns the results of executing a SPARQL query on the Data Commons graph.\n",
+ "\n",
+ "`query` parameter is a SPARQL query that quickly searches and returns the data that matches the query on multiple parameters. There is no limit to the number of values that can be returned by a SPARQL query. In our query here we will be specifying that we want all genetic variants on chr21. Then we will format all the returned genetic variant dcids into a list and use `get_property_values` again to filter for genetic variants whose hg38GenomicPosition is within RUNX1. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "4rFcLP0rRVz5",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 207
+ },
+ "outputId": "c2f6f4e5-6bd9-4ef1-aea3-53a9525d11ae"
+ },
+ "source": [
+ "# Query for genetic variants associated with RUNX1\n",
+ "query = '''\n",
+ "SELECT ?gv ?p\n",
+ "WHERE { \n",
+ " ?chr dcid \"bio/hg38_chr21\" . \n",
+ " ?gv inChromosome ?chr .\n",
+ " ?gv typeOf GeneticVariant .\n",
+ " ?gv hg38GenomicPosition ?p\n",
+ "}\n",
+ "'''\n",
+ "print(query)\n",
+ "rows = dc.query(query)\n",
+ "dcids = set()\n",
+ "for row in rows:\n",
+ " dcids.add(row['?gv'])\n",
+ "dcids = list(dcids)\n",
+ "print(len(dcids))"
+ ],
+ "execution_count": 8,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "SELECT ?gv ?p\n",
+ "WHERE { \n",
+ " ?chr dcid \"bio/hg38_chr21\" . \n",
+ " ?gv inChromosome ?chr .\n",
+ " ?gv typeOf GeneticVariant .\n",
+ " ?gv hg38GenomicPosition ?p\n",
+ "}\n",
+ "\n",
+ "8028\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Zp3uhwfJRYcA",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 55
+ },
+ "outputId": "f5effb12-eacc-4182-c570-a0d930c44cbe"
+ },
+ "source": [
+ "# filter all genetic variants for the ones within RUNX1\n",
+ "RUNX1_geneticVariants = []\n",
+ "gen_positions = dc.get_property_values(dcids, 'hg38GenomicPosition')\n",
+ "data = pd.DataFrame(gen_positions).transpose()\n",
+ "data.reset_index(level=0, inplace=True)\n",
+ "data = data.rename(columns={\"index\": \"dcid\", 0: \"position\"})\n",
+ "data['position'] = pd.to_numeric(data['position'])\n",
+ "data = data[data['position'] >= start]\n",
+ "data = data[data['position'] < stop]\n",
+ "RUNX1_geneticVariants = list(set(data['dcid']))\n",
+ "\n",
+ "# print the first few genetic variants\n",
+ "print(RUNX1_geneticVariants[:5])\n",
+ "\n",
+ "# check how many genetic variants are in RUNX1\n",
+ "print(len(RUNX1_geneticVariants))"
+ ],
+ "execution_count": 9,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "['bio/rs1569084170', 'bio/643883', 'bio/rs1569002337', 'bio/839054', 'bio/rs150481777']\n",
+ "504\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "0Zb9dsK_RfMD",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Identify Which Genetic Variants Are In Coding Regions\n",
+ "We've identified 360 genetic varaints within RUNX1. However, these can be in introns or exons. Let's further restrict genetic variant list to ones in the coding region of RUNX1. To do this we need to identify the positions of the exons of RUNX1. We know that RUNX1 has a property called rnaTranscript. Let's use `get_property_values` to find out more information on the RUNX1 transcript."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "rbJMK_pbRf2Z",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 93
+ },
+ "outputId": "9b274fb7-0b75-4508-e980-4e4ce3b000c5"
+ },
+ "source": [
+ "# Get property values for rnaTranscript of RUNX1\n",
+ "df_RUNX1['rnaTranscript'] = df_RUNX1['gene'].map(dc.get_property_values(df_RUNX1['gene'], 'hasRNATranscript'))\n",
+ "print(df_RUNX1)"
+ ],
+ "execution_count": 10,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ " gene ... rnaTranscript\n",
+ "0 bio/hg38_RUNX1 ... [bio/hg38_ENST00000300305.7, bio/hg38_ENST0000...\n",
+ "\n",
+ "[1 rows x 4 columns]\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "QmXRJpriRift",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Identify the properties of RNATranscripts\n",
+ "There are several dcids associated with this property which are pointing to nodes of class [RNATranscript](https://browser.datacommons.org/kg?dcid=RNATranscript). Let's verify that this is indeed the case and then check the properties of RNATrancript using `get_property_values`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Cbwu_Et1Rk3C",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 150
+ },
+ "outputId": "64b4424a-ae33-4e40-d8a7-83bb012150a1"
+ },
+ "source": [
+ "# Specify an rnaTranscript associated with RUNX1\n",
+ "RUNX1_transcript = df_RUNX1.iloc[0]['rnaTranscript'][0]\n",
+ "\n",
+ "# Check what type the rnaTranscript is\n",
+ "print(dc.get_property_values([RUNX1_transcript], 'typeOf'))\n",
+ "\n",
+ "# Identify properties of RNATranscript\n",
+ "dict_temp = dc.get_property_values(['RNATranscript'], 'domainIncludes', value_type='Property', out=False)\n",
+ "for prop in dict_temp['RNATranscript']:\n",
+ " print(prop)"
+ ],
+ "execution_count": 11,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "{'bio/hg38_ENST00000300305.7': ['RNATranscript']}\n",
+ "codingCoordinates\n",
+ "exonCoordinates\n",
+ "exonFrame\n",
+ "makesProtein\n",
+ "refSeqID\n",
+ "transcriptionCoordinates\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "rZXoXHFzRm7Q",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Explore the difference between codingCoordinates and exonCoordinates\n",
+ "There are two properties that may be useful for us in identifying which genetic variants are in the coding region of RUNX1. Let's figure out which one that we'd like to use moving forward by grabbing the values associated with both these properties using `get_property_values`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "OSH4nzL7RpEy",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 264
+ },
+ "outputId": "2e49a555-4fc6-4138-c19e-55b883d50468"
+ },
+ "source": [
+ "# Get the values for codingCoordinates and exonCoordiantes\n",
+ "temp_dict = dc.get_property_values([RUNX1_transcript], 'codingCoordinates')\n",
+ "print('Coding Coordinate Values:')\n",
+ "for value in temp_dict[RUNX1_transcript]:\n",
+ " print(value)\n",
+ "print('\\n')\n",
+ "temp_dict = dc.get_property_values([RUNX1_transcript], 'exonCoordinates')\n",
+ "print('Exon Coordinate Values:')\n",
+ "for value in temp_dict[RUNX1_transcript]:\n",
+ " print(value)"
+ ],
+ "execution_count": 12,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "Coding Coordinate Values:\n",
+ "Position34792134To35048899\n",
+ "\n",
+ "\n",
+ "Exon Coordinate Values:\n",
+ "Position34787800To34792610\n",
+ "Position34799300To34799462\n",
+ "Position34834409To34834601\n",
+ "Position34859473To34859578\n",
+ "Position34880556To34880713\n",
+ "Position34886842To34887096\n",
+ "Position34892924To34892963\n",
+ "Position35048841To35049344\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "BqtiSfKFRrIP",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Find the exon coordinates reported for all RNA transcripts of RUNX1\n",
+ "From the values of codingCoordinates and exonCoordinates we observe that coding coordinates contains the range of base pairs spanning the entire coding region of RUNX1 including introns. Whereas exonCoordinates reports the genomic coordinates of all exons of RUNX1. We want to find all genetic variants in exons of RUNX1, so going forward we want to grab the exonCoordinates of transcripts. There are multiple RNA transcripts reported for RUNX1. Let's make a unique list of all exonCoordinates recorded for RUNX1 using `get_property_values`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "OHd3PtgLRtkv",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 55
+ },
+ "outputId": "9a927890-275d-4ee3-b53b-4f2c971ce453"
+ },
+ "source": [
+ "# Initiate an empty set\n",
+ "RUNX1_exonCoordinates = set()\n",
+ "\n",
+ "# Using get_property_values get all the exon coordinates for all rnaTranscripts\n",
+ "for rnaTranscript_dcid in df_RUNX1['rnaTranscript'][0]:\n",
+ " temp_dict = dc.get_property_values([rnaTranscript_dcid], 'exonCoordinates')\n",
+ " for item in temp_dict[rnaTranscript_dcid]:\n",
+ " RUNX1_exonCoordinates.add(item)\n",
+ "\n",
+ "# check the firs few exons\n",
+ "RUNX1_exonCoordinates = list(RUNX1_exonCoordinates)\n",
+ "print(RUNX1_exonCoordinates[:5])\n",
+ "\n",
+ "# check how many unique exon coordinates have been reported for RUNX1\n",
+ "print(len(RUNX1_exonCoordinates))"
+ ],
+ "execution_count": 13,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "['Position35049167To35049298', 'Position34791754To34792610', 'Position35988129To35988171', 'Position35984571To35984830', 'Position34859473To34859578']\n",
+ "41\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "4E26lXFDRvYe",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Identify the genetic variants in the exon coding regions\n",
+ "Now that we know all the possible reported exon coordinates for RUNX1 we can identify which genetic variants are in exons. Note that RUNX1 has 4 - 9 variants depending on the isoform. Many of these exon coordinates from transcripts of different isoforms are overlapping with each other, but not exact resulting in 41 unique coordinate ranges to be observed. We are interested in genetic variants within any reported exon coordinates in this example and will therefore use them all for our next filtering step. For filtering by overlap in position please remember that the range of the coordinates is [) in which the first number, but not the last number is considered as inside of the range."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "b5i3FNxxRyge",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 36
+ },
+ "outputId": "125d623a-3a4e-4e56-fe91-0d0ae4a9c10a"
+ },
+ "source": [
+ "# initialize empty list for storing genetic variants in RUNX1 exons\n",
+ "RUNX1_exon_geneticVariants = []\n",
+ "\n",
+ "# for each genetic variant identify their hg38GenomicPosition and check if it's in an exon\n",
+ "for geneticVariant_dcid in RUNX1_geneticVariants:\n",
+ " position = int(dc.get_property_values([geneticVariant_dcid], 'hg38GenomicPosition')[geneticVariant_dcid][0])\n",
+ " for exonCoordinates in RUNX1_exonCoordinates:\n",
+ " start, stop = exonCoordinates.strip('Position').split('To')\n",
+ " start, stop = int(start), int(stop)\n",
+ " # filter for variants within RUNX1 exons\n",
+ " if position >= start and position < stop:\n",
+ " RUNX1_exon_geneticVariants.append(geneticVariant_dcid)\n",
+ " break\n",
+ "RUNX1_exon_geneticVariants = list(set(RUNX1_exon_geneticVariants))\n",
+ "\n",
+ "# check how many of the genetic variants are in exons\n",
+ "print(len(RUNX1_exon_geneticVariants))"
+ ],
+ "execution_count": 14,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "474\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "6LPPL03eR0ft",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Filter genetic variants for ones that have been clinically studied\n",
+ "Great! We've identified 345 genetic variants in exons that are worth further consideration. Let's narrow our candidate list further by identifying genetic variants with clinical data associated with them (reported in ClinVar). We can do this by checking if the genetic variant has the property `clinVarID` using `get_property_values`. For ones that have been clinically reported we are going to grab the following additional clinical information for the genetic variant: `diseaseName`, `clinicalSignificance`, and `clinVarReviewStatus`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "uGmUfs8TR2Fb",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 188
+ },
+ "outputId": "ef66e1f5-33a9-431d-80b9-9d0e10d759a3"
+ },
+ "source": [
+ "# initialize Empty Data Frame\n",
+ "column_names = ['name', 'clinVarAlleleID', 'diseaseName', 'clinicalSignificance', 'clinVarReviewStatus', 'dcid']\n",
+ "df_RUNX1_genVar_clinical = pd.DataFrame(columns=column_names)\n",
+ "\n",
+ "for geneticVariant_dcid in RUNX1_exon_geneticVariants:\n",
+ " clinVarID = dc.get_property_values([geneticVariant_dcid], 'clinVarAlleleID')[geneticVariant_dcid][0]\n",
+ " if clinVarID.isdigit():\n",
+ " name = geneticVariant_dcid.strip('bio/')\n",
+ " diseaseName = dc.get_property_values( [geneticVariant_dcid], 'diseaseName')[geneticVariant_dcid][0]\n",
+ " clinicalSignificance = dc.get_property_values( [geneticVariant_dcid], 'clinicalSignificance')[geneticVariant_dcid][0]\n",
+ " clinVarReviewStatus = dc.get_property_values( [geneticVariant_dcid], 'clinVarReviewStatus')[geneticVariant_dcid][0]\n",
+ " df_RUNX1_genVar_clinical = df_RUNX1_genVar_clinical.append({'name': name, 'clinVarAlleleID': clinVarID, 'diseaseName': diseaseName, \\\n",
+ " 'clinicalSignificance': clinicalSignificance, 'clinVarReviewStatus': clinVarReviewStatus, \\\n",
+ " 'dcid': geneticVariant_dcid}, ignore_index=True)\n",
+ "\n",
+ "# visualize the head of the dataframe containing the clinical info\n",
+ "print(df_RUNX1_genVar_clinical.head())\n",
+ "\n",
+ "# see how many clinical genetic variants in RUNX1\n",
+ "print(df_RUNX1_genVar_clinical.shape[0])"
+ ],
+ "execution_count": 15,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ " name ... dcid\n",
+ "0 rs1569084170 ... bio/rs1569084170\n",
+ "1 643883 ... bio/643883\n",
+ "2 rs1569002337 ... bio/rs1569002337\n",
+ "3 839054 ... bio/839054\n",
+ "4 rs150481777 ... bio/rs150481777\n",
+ "\n",
+ "[5 rows x 6 columns]\n",
+ "474\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "4m57MS1gR4Wp",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Filter For Pathogenic Genetic Variants\n",
+ "There are 345 genetic variants in the exons of RUNX1 that have recorded clinical information on them. Filter out the ones that are benign to establish our final candidate list of genetic variants that effect the function of RUNX1. We'll do this by filtering our pandas dataframe with the clinical information on the genetic variants."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "PNoAw2XjR6M5",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 55
+ },
+ "outputId": "2ddae2f0-5b5c-4655-ec85-fbe0d8b775be"
+ },
+ "source": [
+ "# identify the clinical significance types for the genetic variants\n",
+ "print(df_RUNX1_genVar_clinical.clinicalSignificance.unique())"
+ ],
+ "execution_count": 16,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "['ClinSigPathogenic' 'ClinSigUncertain' 'ClinSigBenign'\n",
+ " 'ClinSigConflictingPathogenicity']\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "xpmj5i3dR8sb",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 549
+ },
+ "outputId": "953deea3-fea1-4f84-b4a5-0653010abe74"
+ },
+ "source": [
+ "# filter genetic variants for those with pathogenicity\n",
+ "clinSig = ['ClinSigPathogenic']\n",
+ "df_final_geneticVariants = df_RUNX1_genVar_clinical[df_RUNX1_genVar_clinical.clinicalSignificance.isin(clinSig)]\n",
+ "\n",
+ "# check how many genetic variants made the final cut\n",
+ "print(df_final_geneticVariants.shape[0])\n",
+ "\n",
+ "# identify the diseases associated with these pathogenic variants\n",
+ "print(df_final_geneticVariants.diseaseName.unique())\n",
+ "\n",
+ "# print the final genetic variant dataframe\n",
+ "print(df_final_geneticVariants)"
+ ],
+ "execution_count": 17,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "21\n",
+ "['not provided'\n",
+ " 'Familial platelet disorder with associated myeloid malignancy'\n",
+ " 'Acute myeloid leukemia']\n",
+ " name ... dcid\n",
+ "0 rs1569084170 ... bio/rs1569084170\n",
+ "26 871175 ... bio/871175\n",
+ "64 rs1555889984 ... bio/rs1555889984\n",
+ "65 rs1569084082 ... bio/rs1569084082\n",
+ "90 rs587776811 ... bio/rs587776811\n",
+ "95 rs74315451 ... bio/rs74315451\n",
+ "129 rs1569008655 ... bio/rs1569008655\n",
+ "143 rs1569084530 ... bio/rs1569084530\n",
+ "183 rs1555899813 ... bio/rs1555899813\n",
+ "192 rs74315450 ... bio/rs74315450\n",
+ "205 rs1060499616 ... bio/rs1060499616\n",
+ "207 rs121912498 ... bio/rs121912498\n",
+ "240 840868 ... bio/840868\n",
+ "266 rs121912499 ... bio/rs121912499\n",
+ "321 647118 ... bio/647118\n",
+ "326 rs1057519748 ... bio/rs1057519748\n",
+ "377 rs1569061762 ... bio/rs1569061762\n",
+ "394 rs1569061831 ... bio/rs1569061831\n",
+ "408 rs1569061768 ... bio/rs1569061768\n",
+ "444 rs1555884790 ... bio/rs1555884790\n",
+ "463 869209 ... bio/869209\n",
+ "\n",
+ "[21 rows x 6 columns]\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "KF3dr_kAR8Xk",
+ "colab_type": "text"
+ },
+ "source": [
+ "##Conclusion of RUNX1 Analysis\n",
+ "In this exercise we were able to filter millions of genetic variants to identify a handful that meet our specific parameters. To do this we used multiple datasets from UCSC Genome Browser, NCBI/gene, and ClinVar all in a single python notebook. We found that there are 16 genetic variants in exons of RUNX1, which have been reported to be pathogenic by clinical data. We also learned that these pathogenic variants are associated with Familial platelet disorder with associated myeloid malignancy. Such analyses can preformed using any gene and is a way to easily identify candidate genetic variants of interest. The synthesis of data of different types acorss multiple databases enables easy complex analyses all in a single python notebook."
+ ]
+ }
+ ]
+}
\ No newline at end of file
From 746b0d2a72528eaa71fe8cf9102106f56617e977 Mon Sep 17 00:00:00 2001
From: TJann <18621425+tjann@users.noreply.github.com>
Date: Tue, 28 Jul 2020 12:27:57 -0700
Subject: [PATCH 2/5] Created using Colaboratory
---
..._Study_Analyzing_Income_Distribution.ipynb | 642 ++++++++++++++++++
1 file changed, 642 insertions(+)
create mode 100644 Case_Study_Analyzing_Income_Distribution.ipynb
diff --git a/Case_Study_Analyzing_Income_Distribution.ipynb b/Case_Study_Analyzing_Income_Distribution.ipynb
new file mode 100644
index 00000000..81855e02
--- /dev/null
+++ b/Case_Study_Analyzing_Income_Distribution.ipynb
@@ -0,0 +1,642 @@
+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "Case Study: Analyzing Income Distribution",
+ "provenance": [],
+ "collapsed_sections": [],
+ "toc_visible": true,
+ "include_colab_link": true
+ },
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ }
+ },
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "nnY4S5m_boXI",
+ "colab_type": "text"
+ },
+ "source": [
+ "Copyright 2020 Google LLC.\n",
+ "SPDX-License-Identifier: Apache-2.0\n",
+ "\n",
+ "**Notebook Version** - 1.0.1"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "9_SFWWxoSoMn",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Install datacommons\n",
+ "!pip install datacommons --upgrade --quiet"
+ ],
+ "execution_count": 1,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "vWo_v5cI-JXC",
+ "colab_type": "text"
+ },
+ "source": [
+ "# Analyzing Income Distribution\n",
+ "\n",
+ "The American Community Survey (published by the US Census) annually reports the number of individuals in a given income bracket at the State level. We can use this information, stored in Data Commons, to visualize disparity in income for each State in the US. Our goal for this tutorial will be to generate a plot that visualizes the total number of individuals across a given set of income brackets for a given state. \n",
+ "\n",
+ "Before we begin, we'll setup our notebook."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "OwquZnRa-JXD",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Import the Data Commons library\n",
+ "import datacommons as dc\n",
+ "\n",
+ "# Import other libraries\n",
+ "import pandas as pd\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n"
+ ],
+ "execution_count": 2,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "Hnk34Wgr-JXG",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Preparing the Data\n",
+ "\n",
+ "We'll begin by creating a dataframe with states and their total population. We can use **`get_places_in`** to get all States within the United States. We can then call **`get_stats`** to get the population of each State."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "4tXBoR3h-JXI",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "a486ae30-f530-4388-f9d3-4f1b12d940e1"
+ },
+ "source": [
+ "# Initialize a DataFrame holding the states\n",
+ "data = pd.DataFrame({'state': dc.get_places_in(['country/USA'], 'State')['country/USA']})\n",
+ "\n",
+ "# Get all state names and store it in a column \"name\"\n",
+ "# Get the first name, if there are multiple for a state\n",
+ "data['name'] = data['state'].map(dc.get_property_values(data['state'], 'name')).str[0]\n",
+ "\n",
+ "# Get the total count of all persons for each state\n",
+ "data['Count_Person'] = data['state'].map(dc.get_stats(data['state'], \"Count_Person\", ['2017']))\n",
+ "\n",
+ "# Extract just the number for population\n",
+ "get_value = lambda row: row.get('data').get('2017')\n",
+ "data['Count_Person'] = data['Count_Person'].apply(get_value).dropna()\n",
+ "\n",
+ "# Display the first five rows of the table\n",
+ "data.head(5)"
+ ],
+ "execution_count": 3,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " state \n",
+ " name \n",
+ " Count_Person \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01 \n",
+ " Alabama \n",
+ " 4874486 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/02 \n",
+ " Alaska \n",
+ " 739700 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/04 \n",
+ " Arizona \n",
+ " 7044008 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/05 \n",
+ " Arkansas \n",
+ " 3001345 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/06 \n",
+ " California \n",
+ " 39358497 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " state name Count_Person\n",
+ "0 geoId/01 Alabama 4874486\n",
+ "1 geoId/02 Alaska 739700\n",
+ "2 geoId/04 Arizona 7044008\n",
+ "3 geoId/05 Arkansas 3001345\n",
+ "4 geoId/06 California 39358497"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 3
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "iNbG-aofExHA",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Querying for Income Brackets\n",
+ "\n",
+ "Next, let's get the population level for each income bracket. The datacommons graph identifies 16 different income brackets. For each bracket and state, we can get the observations directly by calling **`get_stats`**. We'll filter observations to between published in 2017 by the American Community Survey. Note these StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "TBVni9L-Ewmx",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 230
+ },
+ "outputId": "d4f70924-add4-4ed8-ec92-818f23aac511"
+ },
+ "source": [
+ "# A list of income bracket StatisticalVariables\n",
+ "income_brackets = [\n",
+ " \"Count_Household_IncomeOfUpto10000USDollar\",\n",
+ " \"Count_Household_IncomeOf10000To14999USDollar\",\n",
+ " \"Count_Household_IncomeOf15000To19999USDollar\",\n",
+ " \"Count_Household_IncomeOf20000To24999USDollar\",\n",
+ " \"Count_Household_IncomeOf25000To29999USDollar\",\n",
+ " \"Count_Household_IncomeOf30000To34999USDollar\",\n",
+ " \"Count_Household_IncomeOf35000To39999USDollar\",\n",
+ " \"Count_Household_IncomeOf40000To44999USDollar\",\n",
+ " \"Count_Household_IncomeOf45000To49999USDollar\",\n",
+ " \"Count_Household_IncomeOf50000To59999USDollar\",\n",
+ " \"Count_Household_IncomeOf60000To74999USDollar\",\n",
+ " \"Count_Household_IncomeOf75000To99999USDollar\",\n",
+ " \"Count_Household_IncomeOf100000To124999USDollar\",\n",
+ " \"Count_Household_IncomeOf125000To149999USDollar\",\n",
+ " \"Count_Household_IncomeOf150000To199999USDollar\",\n",
+ " \"Count_Household_IncomeOf200000OrMoreUSDollar\",\n",
+ "]\n",
+ "\n",
+ "# Add a column containing the population count for each income bracket\n",
+ "for bracket in income_brackets:\n",
+ " # Get the StatVarObservations\n",
+ " data[bracket] = data['state'].map(dc.get_stats(data['state'], bracket, ['2017'])).apply(get_value).dropna()\n",
+ "\n",
+ "# Display the table\n",
+ "data.head(5)"
+ ],
+ "execution_count": 4,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " state \n",
+ " name \n",
+ " Count_Person \n",
+ " Count_Household_IncomeOfUpto10000USDollar \n",
+ " Count_Household_IncomeOf10000To14999USDollar \n",
+ " Count_Household_IncomeOf15000To19999USDollar \n",
+ " Count_Household_IncomeOf20000To24999USDollar \n",
+ " Count_Household_IncomeOf25000To29999USDollar \n",
+ " Count_Household_IncomeOf30000To34999USDollar \n",
+ " Count_Household_IncomeOf35000To39999USDollar \n",
+ " Count_Household_IncomeOf40000To44999USDollar \n",
+ " Count_Household_IncomeOf45000To49999USDollar \n",
+ " Count_Household_IncomeOf50000To59999USDollar \n",
+ " Count_Household_IncomeOf60000To74999USDollar \n",
+ " Count_Household_IncomeOf75000To99999USDollar \n",
+ " Count_Household_IncomeOf100000To124999USDollar \n",
+ " Count_Household_IncomeOf125000To149999USDollar \n",
+ " Count_Household_IncomeOf150000To199999USDollar \n",
+ " Count_Household_IncomeOf200000OrMoreUSDollar \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01 \n",
+ " Alabama \n",
+ " 4874486 \n",
+ " 170650 \n",
+ " 121688 \n",
+ " 116273 \n",
+ " 112406 \n",
+ " 102590 \n",
+ " 100223 \n",
+ " 92139 \n",
+ " 88987 \n",
+ " 76070 \n",
+ " 149492 \n",
+ " 176589 \n",
+ " 206436 \n",
+ " 133618 \n",
+ " 76939 \n",
+ " 71748 \n",
+ " 60847 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/02 \n",
+ " Alaska \n",
+ " 739700 \n",
+ " 9650 \n",
+ " 7838 \n",
+ " 8013 \n",
+ " 8854 \n",
+ " 8383 \n",
+ " 8914 \n",
+ " 8998 \n",
+ " 10163 \n",
+ " 8536 \n",
+ " 18810 \n",
+ " 26224 \n",
+ " 36745 \n",
+ " 29925 \n",
+ " 19752 \n",
+ " 23596 \n",
+ " 18135 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/04 \n",
+ " Arizona \n",
+ " 7044008 \n",
+ " 178384 \n",
+ " 118676 \n",
+ " 123075 \n",
+ " 131903 \n",
+ " 127741 \n",
+ " 127570 \n",
+ " 119431 \n",
+ " 125103 \n",
+ " 107245 \n",
+ " 208318 \n",
+ " 254294 \n",
+ " 303811 \n",
+ " 200818 \n",
+ " 119347 \n",
+ " 119778 \n",
+ " 116817 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/05 \n",
+ " Arkansas \n",
+ " 3001345 \n",
+ " 97226 \n",
+ " 78535 \n",
+ " 74451 \n",
+ " 75194 \n",
+ " 70211 \n",
+ " 67958 \n",
+ " 61588 \n",
+ " 60814 \n",
+ " 50978 \n",
+ " 95836 \n",
+ " 111618 \n",
+ " 120034 \n",
+ " 72752 \n",
+ " 40780 \n",
+ " 35900 \n",
+ " 33416 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/06 \n",
+ " California \n",
+ " 39358497 \n",
+ " 694945 \n",
+ " 604666 \n",
+ " 536203 \n",
+ " 568994 \n",
+ " 523563 \n",
+ " 539988 \n",
+ " 500571 \n",
+ " 509113 \n",
+ " 456152 \n",
+ " 895758 \n",
+ " 1199773 \n",
+ " 1568843 \n",
+ " 1206637 \n",
+ " 818690 \n",
+ " 1008388 \n",
+ " 1255844 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " state ... Count_Household_IncomeOf200000OrMoreUSDollar\n",
+ "0 geoId/01 ... 60847\n",
+ "1 geoId/02 ... 18135\n",
+ "2 geoId/04 ... 116817\n",
+ "3 geoId/05 ... 33416\n",
+ "4 geoId/06 ... 1255844\n",
+ "\n",
+ "[5 rows x 19 columns]"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 4
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "A6azivEu-JXP",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Analyzing the Data\n",
+ "\n",
+ "Let's plot our data as a histogram. **Notice that the income ranges as tabulated by the US Census are not equal.** At the low end, the range is 0-9999, whereas, towards the top, the range 150,000-199,999 is five times as broad! **We will make the width of each of the columns correspond to their range, and will give us an idea of the total earnings, not just the number of people in that group.**\n",
+ "\n",
+ "First we provide code for generating the plot."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Bi3lWnu8-JXR",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Bar chart endpoints (for calculating bar width)\n",
+ "label_to_range = {\n",
+ " \"Count_Household_IncomeOfUpto10000USDollar\": [0, 9999],\n",
+ " \"Count_Household_IncomeOf10000To14999USDollar\": [10000, 14999],\n",
+ " \"Count_Household_IncomeOf15000To19999USDollar\": [15000, 19999],\n",
+ " \"Count_Household_IncomeOf20000To24999USDollar\": [20000, 24999],\n",
+ " \"Count_Household_IncomeOf25000To29999USDollar\": [25000, 29999],\n",
+ " \"Count_Household_IncomeOf30000To34999USDollar\": [30000, 34999],\n",
+ " \"Count_Household_IncomeOf35000To39999USDollar\": [35000, 39999],\n",
+ " \"Count_Household_IncomeOf40000To44999USDollar\": [40000, 44999],\n",
+ " \"Count_Household_IncomeOf45000To49999USDollar\": [45000, 49999],\n",
+ " \"Count_Household_IncomeOf50000To59999USDollar\": [50000, 59999],\n",
+ " \"Count_Household_IncomeOf60000To74999USDollar\": [60000, 74999],\n",
+ " \"Count_Household_IncomeOf75000To99999USDollar\": [75000, 99999],\n",
+ " \"Count_Household_IncomeOf100000To124999USDollar\": [100000, 124999],\n",
+ " \"Count_Household_IncomeOf125000To149999USDollar\": [125000, 149999],\n",
+ " \"Count_Household_IncomeOf150000To199999USDollar\": [150000, 199999],\n",
+ " \"Count_Household_IncomeOf200000OrMoreUSDollar\": [200000, 300000],\n",
+ "}\n",
+ "\n",
+ "def plot_income(data, state_name):\n",
+ " # Assert that specified \"state_name\" is a valid state name\n",
+ " frame_search = data.loc[data['name'] == state_name].squeeze()\n",
+ " if frame_search.shape[0] == 0:\n",
+ " print('{} does not have sufficient income data to generate the plot!'.format(state_name))\n",
+ " return\n",
+ " \n",
+ " # Print the resulting series\n",
+ " data = frame_search[2:]\n",
+ "\n",
+ " # Calculate the lengths without intervals\n",
+ " widths_without_interval = []\n",
+ " for bracket in income_brackets:\n",
+ " r = label_to_range[bracket] \n",
+ " widths_without_interval.append(int((r[1] - r[0]) / 18))\n",
+ "\n",
+ " # Calculate the x-axis positions\n",
+ " pos, total = [], 0\n",
+ " for l in widths_without_interval:\n",
+ " pos.append(total + (l // 2))\n",
+ " total += l\n",
+ "\n",
+ " # Calculate the bar lengths\n",
+ " widths = []\n",
+ " for bracket in income_brackets:\n",
+ " r = label_to_range[bracket] \n",
+ " # 50 here to be the intervals between bars\n",
+ " widths.append(int((r[1] - r[0]) / 18 - 50))\n",
+ "\n",
+ " # Plot the histogram\n",
+ " plt.figure(figsize=(12, 10))\n",
+ " plt.xticks(pos, income_brackets, rotation=90)\n",
+ " plt.grid(True)\n",
+ " plt.bar(pos, data.values, widths, color='b', alpha=0.3)\n",
+ "\n",
+ " # Return the resulting frame.\n",
+ " return frame_search"
+ ],
+ "execution_count": 5,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "YsOnc8o4Wpq-",
+ "colab_type": "text"
+ },
+ "source": [
+ "We can then call this code with a state to plot the income bracket sizes."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "JkNBx9KsWtey",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 851
+ },
+ "outputId": "ce449084-17d4-4bff-ff5d-8faba1628d69"
+ },
+ "source": [
+ "#@title Enter State to plot { run: \"auto\" }\n",
+ "state_name = \"Montana\" #@param [\"Missouri\", \"Arkansas\", \"Arizona\", \"Ohio\", \"Connecticut\", \"Vermont\", \"Illinois\", \"South Dakota\", \"Iowa\", \"Oklahoma\", \"Kansas\", \"Washington\", \"Oregon\", \"Hawaii\", \"Minnesota\", \"Idaho\", \"Alaska\", \"Colorado\", \"Delaware\", \"Alabama\", \"North Dakota\", \"Michigan\", \"California\", \"Indiana\", \"Kentucky\", \"Nebraska\", \"Louisiana\", \"New Jersey\", \"Rhode Island\", \"Utah\", \"Nevada\", \"South Carolina\", \"Wisconsin\", \"New York\", \"North Carolina\", \"New Hampshire\", \"Georgia\", \"Pennsylvania\", \"West Virginia\", \"Maine\", \"Mississippi\", \"Montana\", \"Tennessee\", \"New Mexico\", \"Massachusetts\", \"Wyoming\", \"Maryland\", \"Florida\", \"Texas\", \"Virginia\"]\n",
+ "result = plot_income(data.drop('state', axis=1), state_name)\n",
+ "\n",
+ "# Show the plot\n",
+ "plt.show()"
+ ],
+ "execution_count": 6,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "EaE8M-orXDhB",
+ "colab_type": "text"
+ },
+ "source": [
+ "and we can display the raw table of values."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "FYPs1S9hWL8B",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 378
+ },
+ "outputId": "3fcf2d6d-27f7-445e-a7eb-a0c3ea89a5f0"
+ },
+ "source": [
+ "# Additionally print the table of income bracket sizes \n",
+ "result"
+ ],
+ "execution_count": 7,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/plain": [
+ "name Montana\n",
+ "Count_Person 1052482\n",
+ "Count_Household_IncomeOfUpto10000USDollar 28634\n",
+ "Count_Household_IncomeOf10000To14999USDollar 23152\n",
+ "Count_Household_IncomeOf15000To19999USDollar 22896\n",
+ "Count_Household_IncomeOf20000To24999USDollar 24321\n",
+ "Count_Household_IncomeOf25000To29999USDollar 23155\n",
+ "Count_Household_IncomeOf30000To34999USDollar 23776\n",
+ "Count_Household_IncomeOf35000To39999USDollar 22173\n",
+ "Count_Household_IncomeOf40000To44999USDollar 20708\n",
+ "Count_Household_IncomeOf45000To49999USDollar 17897\n",
+ "Count_Household_IncomeOf50000To59999USDollar 35490\n",
+ "Count_Household_IncomeOf60000To74999USDollar 44956\n",
+ "Count_Household_IncomeOf75000To99999USDollar 50409\n",
+ "Count_Household_IncomeOf100000To124999USDollar 32624\n",
+ "Count_Household_IncomeOf125000To149999USDollar 18244\n",
+ "Count_Household_IncomeOf150000To199999USDollar 15964\n",
+ "Count_Household_IncomeOf200000OrMoreUSDollar 15576\n",
+ "Name: 26, dtype: object"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 7
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "fD5uhrC_G0Jv",
+ "colab_type": "text"
+ },
+ "source": [
+ "This is only the beginning! What else can you analyze? For example, you could try computing a measure of income disparity in each state (see [Gini Coefficient](https://en.wikipedia.org/wiki/Gini_coefficient)).\n",
+ "\n",
+ "You could then expand the dataframe to include more information and analyze how attributes like education level, crime, or even weather affect income disparity.\n",
+ "\n"
+ ]
+ }
+ ]
+}
\ No newline at end of file
From f6cb251fab8ac68ad5a52129993960696252829d Mon Sep 17 00:00:00 2001
From: TJann <18621425+tjann@users.noreply.github.com>
Date: Tue, 28 Jul 2020 12:28:34 -0700
Subject: [PATCH 3/5] Created using Colaboratory
---
...evalence_of_Obesity_in_500_US_Cities.ipynb | 878 ++++++++++++++++++
1 file changed, 878 insertions(+)
create mode 100644 Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb
diff --git a/Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb b/Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb
new file mode 100644
index 00000000..929372bb
--- /dev/null
+++ b/Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb
@@ -0,0 +1,878 @@
+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "Case Study: Prevalence of Obesity in 500 US Cities",
+ "provenance": [],
+ "collapsed_sections": [],
+ "include_colab_link": true
+ },
+ "kernelspec": {
+ "name": "python3",
+ "display_name": "Python 3"
+ }
+ },
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "srAnaUPPbrH6",
+ "colab_type": "text"
+ },
+ "source": [
+ "Copyright 2020 Google LLC.\n",
+ "SPDX-License-Identifier: Apache-2.0\n",
+ "\n",
+ "**Notebook Version** - 1.0.1"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "7Et41jikt2yA",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "from sklearn.linear_model import LinearRegression\n",
+ "from sklearn.model_selection import train_test_split\n",
+ "from google.colab import drive\n",
+ "\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "import pandas as pd\n",
+ "\n",
+ "import json"
+ ],
+ "execution_count": 1,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "yjBCrzJfqHtM",
+ "colab_type": "text"
+ },
+ "source": [
+ "# Case Study: Prevalence of Obesity in 500 US Cities\n",
+ "\n",
+ "Obesity is well known to correlate with health factors such as high blood pressure, but is also known to correlate with economic factors such as low-income, unemployment, etc [[1]](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3198075/)[[2]](https://www.ncbi.nlm.nih.gov/pubmed/26562758). The Center for Disease Control (CDC) provides prevalence percentages on health conditions such as [obesity](https://browser.datacommons.org/kg?dcid=dc/p/8f94jymf10dh7), [high blood pressure](https://browser.datacommons.org/kg?dcid=dc/p/lddprn26my0wh), and [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ybn085073e7z6) for approximately 500 major cities in the US (e.g. [San Francisco](https://browser.datacommons.org/kg?dcid=geoId/0667000), [New York](https://browser.datacommons.org/kg?dcid=geoId/3651000), and [Austin](https://browser.datacommons.org/kg?dcid=geoId/4805000)). Meanwhile, the US Bureau of Labor Statistics provides [unemployment rates](https://browser.datacommons.org/kg?dcid=dc/p/820mxx8ejlrj7) while the US Census provides [poverty rates](https://browser.datacommons.org/kg?dcid=dc/p/mrbgbmbe5lvyh) for most cities across the United States. \n",
+ "\n",
+ "Even though these statistics come from different datasets across different government agencies with different storage formats, Data Commons surfaces each of these in a single, uniform knowledge graph. In fact, you can see this in the [browser](https://browser.datacommons.org/kg?dcid=dc/9xkkc71) by looking at the *provenance* column. Let's use the data in Data Commons to create a linear regression model that incorporates variables:\n",
+ "\n",
+ "- Prevalence of high blood pressure\n",
+ "- Unemployment rate\n",
+ "- Percent of population living with income below the poverty line\n",
+ "\n",
+ "to predict the prevalence of obesity in the 500 cities that the CDC provides data for. One thing you may note is that the US Census also provides employment statistics (you can see this by navigating to the \"employment\" and \"employmentStatus\" sections for [San Francisco](https://browser.datacommons.org/kg?dcid=geoId/0667000) and observing the different provenances). Our choice of using statistics from the Bureau of Labor Statistics is purely demonstrative, but it would be interesting to see if similar results can be reproduced using US Census employment statistics. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "GQrede0Bdm-k",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "!pip install datacommons --upgrade --quiet\n",
+ "\n",
+ "import datacommons as dc"
+ ],
+ "execution_count": 2,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "pNHUbzq_dnGc",
+ "colab_type": "text"
+ },
+ "source": [
+ "To get started, we'll need the cities that CDC provides data for. We can query Data Commons for Cities that are members of [CDC500_City](https://browser.datacommons.org/kg?dcid=CDC500_City). The default return limit is 100, so we'll explicitly set it to 500."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "4CoM0LD4kZSN",
+ "colab_type": "code",
+ "cellView": "both",
+ "colab": {}
+ },
+ "source": [
+ "city_dcids = dc.get_property_values([\"CDC500_City\"], \"member\", limit=500)"
+ ],
+ "execution_count": 3,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "2JmxK2KrnCcQ",
+ "colab_type": "text"
+ },
+ "source": [
+ "We then initialize a `pandas.DataFrame` with the dcids in this list."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "IM4ajcwoNtXr",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "d02424fe-8a0a-407f-c279-b7dc82d66050"
+ },
+ "source": [
+ "# Create the Pandas DataFrame \n",
+ "data = pd.DataFrame(city_dcids)\n",
+ "# Simplify the column name\n",
+ "data.columns = ['City']\n",
+ "# Get the name of each city\n",
+ "# If a city has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
+ "data['CityName'] = data['City'].map(dc.get_property_values(data['City'], 'name')).str[0]\n",
+ "data.dropna(inplace=True)\n",
+ "\n",
+ "# Show the top five rows\n",
+ "data.head(5)"
+ ],
+ "execution_count": 4,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " City \n",
+ " CityName \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/0107000 \n",
+ " Birmingham \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/0135896 \n",
+ " Hoover \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/0137000 \n",
+ " Huntsville \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/0150000 \n",
+ " Mobile \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/0151000 \n",
+ " Montgomery \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " City CityName\n",
+ "0 geoId/0107000 Birmingham\n",
+ "1 geoId/0135896 Hoover\n",
+ "2 geoId/0137000 Huntsville\n",
+ "3 geoId/0150000 Mobile\n",
+ "4 geoId/0151000 Montgomery"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 4
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "Ccy9-czCfVTn",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Querying for all Statistics\n",
+ "\n",
+ "Let's start by querying for all our statistics. If you have not already, take a look at the [docs](http://docs.datacommons.org/api/python/) for how to query Data Commons with [`get_stats`](http://docs.datacommons.org/api/python/stats.html). Note that all StatisticalVariables below can be found [here](http://docs.datacommons.org/statistical_variables.html)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "B51WFPL5TOn-",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "6327b159-b4dd-4a23-e16e-57c609d3b750"
+ },
+ "source": [
+ "# Get just the value from 2015 (or 2015 year-end)\n",
+ "get_value_year = lambda row: row.get('data').get('2015')\n",
+ "get_value_month = lambda row: row.get('data').get('2015-12')\n",
+ "\n",
+ "# Prevalence of obesity\n",
+ "data['Obesity'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"Percent_Person_Obesity\",\n",
+ " ['2015']\n",
+ ")).dropna().apply(get_value_year)\n",
+ "\n",
+ "# Prevalence of high blood pressure\n",
+ "data['HighBp'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"Percent_Person_WithHighBloodPressure\",\n",
+ " ['2015']\n",
+ ")).dropna().apply(get_value_year)\n",
+ "\n",
+ "# Total persons count from CensusACS5YrSurvey\n",
+ "data['PersonCount'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"Count_Person\",\n",
+ " ['2015'],\n",
+ " measurement_method='CensusACS5yrSurvey'\n",
+ ")).dropna().apply(get_value_year)\n",
+ "\n",
+ "# Unemployment rate (monthly data)\n",
+ "data['Unemployment'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"UnemploymentRate_Person\",\n",
+ " ['2015-12']\n",
+ ")).dropna().apply(get_value_month)\n",
+ "\n",
+ "# Count of persons living below the poverty line\n",
+ "data['PovertyCount'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"Count_Person_BelowPovertyLevelInThePast12Months\",\n",
+ " ['2015']\n",
+ ")).dropna().apply(get_value_year)\n",
+ "\n",
+ "# Display the first five rows.\n",
+ "data.head(5)"
+ ],
+ "execution_count": 5,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " City \n",
+ " CityName \n",
+ " Obesity \n",
+ " HighBp \n",
+ " PersonCount \n",
+ " Unemployment \n",
+ " PovertyCount \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/0107000 \n",
+ " Birmingham \n",
+ " 42.7 \n",
+ " 44.1 \n",
+ " 212211.0 \n",
+ " 6.6 \n",
+ " 63503.0 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/0135896 \n",
+ " Hoover \n",
+ " 28.3 \n",
+ " 29.7 \n",
+ " 83547.0 \n",
+ " 3.9 \n",
+ " 5003.0 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/0137000 \n",
+ " Huntsville \n",
+ " 34.4 \n",
+ " 36.3 \n",
+ " 185594.0 \n",
+ " 5.2 \n",
+ " 32412.0 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/0150000 \n",
+ " Mobile \n",
+ " 35.3 \n",
+ " 41.0 \n",
+ " 194669.0 \n",
+ " 6.8 \n",
+ " 43468.0 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/0151000 \n",
+ " Montgomery \n",
+ " 39.4 \n",
+ " 40.8 \n",
+ " 202967.0 \n",
+ " 5.8 \n",
+ " 47371.0 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " City CityName Obesity ... PersonCount Unemployment PovertyCount\n",
+ "0 geoId/0107000 Birmingham 42.7 ... 212211.0 6.6 63503.0\n",
+ "1 geoId/0135896 Hoover 28.3 ... 83547.0 3.9 5003.0\n",
+ "2 geoId/0137000 Huntsville 34.4 ... 185594.0 5.2 32412.0\n",
+ "3 geoId/0150000 Mobile 35.3 ... 194669.0 6.8 43468.0\n",
+ "4 geoId/0151000 Montgomery 39.4 ... 202967.0 5.8 47371.0\n",
+ "\n",
+ "[5 rows x 7 columns]"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 5
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "z191ImVmrdds",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Cleaning the Data\n",
+ "\n",
+ "Great! We have all the statistics we'll need for this case study queried from three different data sources without having to write additional code to perform the joins. However, we'll still need to perform some data cleanup tasks to prepare the data for analysis:\n",
+ "\n",
+ "1. Remove any missing rows with missing values.\n",
+ "1. Normalize poverty into a rate.\n",
+ "1. Remove unnecessary columns.\n",
+ "\n",
+ "Let's generate the final dataframe."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Wv6oIY765sf-",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "9654eace-8db0-45b3-ae4d-933b8f157256"
+ },
+ "source": [
+ "# Drop rows with missing values\n",
+ "cleaned = data.dropna().reset_index(drop=True)\n",
+ "\n",
+ "# Compute the poverty rate\n",
+ "cleaned['PovertyRate'] = cleaned['PovertyCount'] / cleaned['PersonCount'] * 100\n",
+ "\n",
+ "# Remove the unused columns\n",
+ "cleaned.drop(['City', 'PersonCount', 'PovertyCount'], inplace=True, axis=1)\n",
+ "\n",
+ "# Display the table\n",
+ "cleaned.head(5)"
+ ],
+ "execution_count": 6,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " CityName \n",
+ " Obesity \n",
+ " HighBp \n",
+ " Unemployment \n",
+ " PovertyRate \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " Birmingham \n",
+ " 42.7 \n",
+ " 44.1 \n",
+ " 6.6 \n",
+ " 29.924462 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " Hoover \n",
+ " 28.3 \n",
+ " 29.7 \n",
+ " 3.9 \n",
+ " 5.988246 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " Huntsville \n",
+ " 34.4 \n",
+ " 36.3 \n",
+ " 5.2 \n",
+ " 17.463927 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " Mobile \n",
+ " 35.3 \n",
+ " 41.0 \n",
+ " 6.8 \n",
+ " 22.329184 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " Montgomery \n",
+ " 39.4 \n",
+ " 40.8 \n",
+ " 5.8 \n",
+ " 23.339262 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " CityName Obesity HighBp Unemployment PovertyRate\n",
+ "0 Birmingham 42.7 44.1 6.6 29.924462\n",
+ "1 Hoover 28.3 29.7 3.9 5.988246\n",
+ "2 Huntsville 34.4 36.3 5.2 17.463927\n",
+ "3 Mobile 35.3 41.0 6.8 22.329184\n",
+ "4 Montgomery 39.4 40.8 5.8 23.339262"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 6
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "-ZGRFaJKdHIO",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Exploring the Data\n",
+ "\n",
+ "Now's a good time to explore how each variable (high blood pressure prevalence, unemployment rate, and poverty rate) correlate with obesity prevalence. As stated before, previous research has shown that each of these variables tend to correlate positively with the prevalence of Obesity. Does our data show this?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Y_g3fDt-dasl",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 314
+ },
+ "outputId": "49683c0c-0487-4e68-d94a-316573146a08"
+ },
+ "source": [
+ "# Plot Bphigh vs. Obesity\n",
+ "plt.figure(figsize=(6,4))\n",
+ "cleaned.plot.scatter(x='HighBp', y='Obesity')\n",
+ "plt.title('High Blood Pressure Prevalence v. Obesity Prevalence')\n",
+ "\n",
+ "# Show the plot\n",
+ "plt.show()"
+ ],
+ "execution_count": 7,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": []
+ }
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Rf2yQkHBcuEk",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 314
+ },
+ "outputId": "28307b57-daaa-4af6-f842-a722d25a3d99"
+ },
+ "source": [
+ "# Plot Unemployment with Obesity\n",
+ "plt.figure(figsize=(6,4))\n",
+ "cleaned.plot.scatter(x='Unemployment', y='Obesity')\n",
+ "plt.title('Unemployment Rate v. Obesity Prevalence')\n",
+ "\n",
+ "# Show the plot\n",
+ "plt.show()"
+ ],
+ "execution_count": 8,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": []
+ }
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "A6bczTzEcuOS",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 314
+ },
+ "outputId": "0931a22b-e5c0-43f5-d985-489419de602b"
+ },
+ "source": [
+ "# Plot PovertyRate with Obesity\n",
+ "plt.figure(figsize=(6,4))\n",
+ "cleaned.plot.scatter(x='PovertyRate', y='Obesity')\n",
+ "plt.title('Poverty Rate v. Obesity Prevalence')\n",
+ "\n",
+ "# Show the plot\n",
+ "plt.show()"
+ ],
+ "execution_count": 9,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": []
+ }
+ },
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "wNABZa_idvzD",
+ "colab_type": "text"
+ },
+ "source": [
+ "Looks like each of variable does correlate positively with obesity prevalence."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "Bp52dWJNfYSa",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Modeling the Data\n",
+ "\n",
+ "We'll be predicting the prevalence of obesity with the following linear model.\n",
+ "\n",
+ " \n",
+ "$$f_\\theta(x) = \\theta_0 + \\theta_1 (\\text{high blood pressure}) + \\theta_2 (\\text{unemployment}) + \\theta_3(\\text{poverty rate})$$\n",
+ " \n",
+ "\n",
+ "Let's start by creating our training and test sets. We'll then train a linear regression model using Scikit learn's [LinearRegression](https://scikit-learn.org/stable/modules/generated/sklearn.linear_model.LinearRegression.html)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "CppTvF2tYz4U",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 55
+ },
+ "outputId": "69a7f7cc-071d-487e-8102-de4f8a306782"
+ },
+ "source": [
+ "X = cleaned[['HighBp', 'Unemployment', 'PovertyRate']]\n",
+ "Y = cleaned[['Obesity']]\n",
+ "x_train, x_test, y_train, y_test = train_test_split(X, Y, test_size=0.2)\n",
+ "\n",
+ "model = LinearRegression(fit_intercept=True)\n",
+ "model.fit(x_train, y_train)\n",
+ "\n",
+ "print('Model Intercept: {}'.format(model.intercept_))\n",
+ "print('Model Coefficients: {}'.format(model.coef_))"
+ ],
+ "execution_count": 10,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "Model Intercept: [-1.6457338]\n",
+ "Model Coefficients: [[ 0.94324417 -0.09959618 0.16723319]]\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "dBmThySxaXKp",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Analyzing the Model\n",
+ "\n",
+ "We now have a trained model, but how well does it perform?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "UvQhIin3awbU",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 55
+ },
+ "outputId": "d68c28b0-eeac-4378-e383-7dbdf73aab5a"
+ },
+ "source": [
+ "def mse(y_pred, y_true):\n",
+ " \"\"\" Compute the mean squared error of 'y_pred' and 'y_true'. \"\"\"\n",
+ " return float(np.sum((y_pred - y_true) ** 2)) / len(y_pred)\n",
+ "\n",
+ "train_pred = model.predict(x_train)\n",
+ "test_pred = model.predict(x_test)\n",
+ "\n",
+ "print('Training Error: {}'.format(mse(train_pred, y_train)))\n",
+ "print('Test Error: {}'.format(mse(test_pred, y_test)))"
+ ],
+ "execution_count": 11,
+ "outputs": [
+ {
+ "output_type": "stream",
+ "text": [
+ "Training Error: 8.273633502795935\n",
+ "Test Error: 7.873530949332282\n"
+ ],
+ "name": "stdout"
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "VsGLliuzawPE",
+ "colab_type": "text"
+ },
+ "source": [
+ "We can also display a plot of the residuals"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "MLwX-CH3bDKg",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 295
+ },
+ "outputId": "f1555ebf-304c-4a53-eea5-8a9f54e6358a"
+ },
+ "source": [
+ "y_res = (test_pred - y_test) / y_test\n",
+ "\n",
+ "# Plot the results\n",
+ "plt.title(\"Residual Proportions Plot\")\n",
+ "plt.xlabel(\"Test Data Row Index\")\n",
+ "plt.ylabel(\"resid. / actual obesity prevalence\")\n",
+ "plt.scatter(y_res.index, y_res['Obesity'])\n",
+ "plt.show()"
+ ],
+ "execution_count": 12,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "8VE-arrmbLNL",
+ "colab_type": "text"
+ },
+ "source": [
+ "How well does your model perform? We were able to achieve an MSE for the test set of approximately 10% points from the observed obesity prevalence. Our model was also able to fit the data with the residuals clustered between -20% and 30%, which for a simple model considering only three explanatory variables isn't so bad."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "qapl33x8fy_A",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Conclusion\n",
+ "\n",
+ "Congratulations! Rather than spending a couple of hours just searching for and joining datasets from the CDC, Bureau of Labor Statistics, and US Census Bureau, you've spent one lab session querying Data Commons for the same data and, on top of that, used it to build a basic model to predict the prevalence of obesity in approximately 500 cities using intuition from a long line of research. Hopefully Data Commons has made the time-to-analysis much shorter!\n",
+ "\n",
+ "The model you've created only uses three explanatory variables, so even though it's not the most accurate at predicting obesity prevalence, it's possible that it can be improved by adding more variables. Obesity is also known to correlate with factors such as [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ybn085073e7z6) and [diabetes](https://browser.datacommons.org/kg?dcid=dc%2Fp%2Fkk03bc7vvm3s3), but with the accessibility of Data Commons, we can even consider asking if obesity correlates with less obvious factors such as\n",
+ "\n",
+ "- How many [universities recognized](https://browser.datacommons.org/kg?dcid=ipedsId/148487) by [College Scorecard](https://collegescorecard.ed.gov/data/) dataset are contained in a given city\n",
+ "- The [incidence rate of arsony](https://browser.datacommons.org/kg?dcid=dc/p/m3m7t6w2snwgh)\n",
+ "- The average snowfall in inches\n",
+ "\n",
+ "Does adding these variables into your model improve accuracy? Can you think of other variables that correlate with obesity? "
+ ]
+ }
+ ]
+}
\ No newline at end of file
From 513ad132cb128d8cfa89057f77086aad6333825d Mon Sep 17 00:00:00 2001
From: TJann <18621425+tjann@users.noreply.github.com>
Date: Tue, 28 Jul 2020 12:29:06 -0700
Subject: [PATCH 4/5] Created using Colaboratory
---
Analyzing_Census_Data_with_Data_Commons.ipynb | 1329 +++++++++++++++++
1 file changed, 1329 insertions(+)
create mode 100644 Analyzing_Census_Data_with_Data_Commons.ipynb
diff --git a/Analyzing_Census_Data_with_Data_Commons.ipynb b/Analyzing_Census_Data_with_Data_Commons.ipynb
new file mode 100644
index 00000000..a341e795
--- /dev/null
+++ b/Analyzing_Census_Data_with_Data_Commons.ipynb
@@ -0,0 +1,1329 @@
+{
+ "nbformat": 4,
+ "nbformat_minor": 0,
+ "metadata": {
+ "colab": {
+ "name": "Analyzing Census Data with Data Commons",
+ "provenance": [],
+ "collapsed_sections": [],
+ "machine_shape": "hm",
+ "include_colab_link": true
+ },
+ "kernelspec": {
+ "name": "python3",
+ "display_name": "Python 3"
+ }
+ },
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "ZXL-qge7bmCa",
+ "colab_type": "text"
+ },
+ "source": [
+ "Copyright 2019 Google LLC.\n",
+ "SPDX-License-Identifier: Apache-2.0\n",
+ "\n",
+ "**Notebook Version** - 1.0.0"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "knFLVFogCWq0",
+ "colab_type": "text"
+ },
+ "source": [
+ "# Analyzing Census Data with Data Commons\n",
+ "\n",
+ "Every year, the American Community Survey (published by the US Census) reports thousands of variables about demographics, economics, housing, and more. This information, stored in Data Commons, is available to everyone for data science projects, education, and exploration. This tutorial introduces the Data Commons graph and two of its tools to help integrate its data into your data science projects: (1) the [browser](https://browser.datacommons.org/) and (2) the [Python API](https://github.com/datacommonsorg/api-python).\n",
+ "\n",
+ "## What is Data Commons?\n",
+ "\n",
+ "Data Commons is an open knowledge repository that combines data from public datasets using mapped common entities. It contains statements about real world objects such as\n",
+ "\n",
+ "* [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) is contained in the [State of California](https://browser.datacommons.org/kg?dcid=geoId/06)\n",
+ "* The latitude of [Berkeley, CA](https://browser.datacommons.org/kg?dcid=geoId/0606000) is 37.8703\n",
+ "* [The population of Maryland](https://browser.datacommons.org/kg?dcid=dc/p/psjx4xy30nws1) was [6,003,435 in 2018](https://browser.datacommons.org/kg?dcid=dc%2Fo%2Fx1tlfg4ll9yr9).\n",
+ "\n",
+ "In the graph, [*entities*](https://en.wikipedia.org/wiki/Entity) like [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) are represented by nodes. Every node has a type corresponding to what the node represents. For example, [California](https://browser.datacommons.org/kg?dcid=geoId/06) is a [State](https://schema.org/State). *Relations* between entities are represented by edges between these nodes. For example, the statement \"Santa Clara County is contained in the State of California\" is represented in the graph as two nodes: \"Santa Clara County\" and \"California\" with an edge labeled \"[containedInPlace](https://schema.org/containedInPlace)\" pointing from Santa Clara to California. Data Commons closely follows the [Schema.org data model](https://schema.org/docs/datamodel.html) and leverages Schema.org schema to provide a common set of types and properties.\n",
+ "\n",
+ "## Data Commons Browser\n",
+ "\n",
+ "The [Data Commons browser](https://browser.datacommons.org/) provides a way to explore the data in a human-readable format. It is the best way to explore what is in Data Commons. Searching in the browser for an entity like [Mountain View](https://browser.datacommons.org/kg?dcid=geoId/0649670), takes you to a page about the entity, including properties like [containedInPlace](https://browser.datacommons.org/kg?dcid=containedInPlace) and [timezone](https://browser.datacommons.org/kg?dcid=timezone).\n",
+ "\n",
+ "An important property for all entities is the **`dcid`**. The `dcid` (Data Commons identifier) is a unique identifier assigned to each entity in the knowledge graph. With this identifier, you will be able to search for and query information on the given entity in ways that we will discuss later. The `dcid` is listed at the top of the page next to \"About: \" and also in the list of properties.\n",
+ "\n",
+ "## Python API\n",
+ "\n",
+ "The [Python API](https://github.com/datacommonsorg/api-python) provides functions for users to extract structured information from Data Commons programmatically and view them in different formats such as Python `dict`s and [Pandas](https://pandas.pydata.org/) DataFrames. DataFrames allow access to all the data processing, analytical and visualization tools provided by packages such as Pandas, NumPy, SciPy, and Matplotlib.\n",
+ "\n",
+ "Let's begin by loading the Data Commons library and the standard data science libraries:\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "zxg_UfUgIq-Y",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Install datacommons\n",
+ "!pip install datacommons --upgrade --quiet\n",
+ "# Import Data Commons\n",
+ "import datacommons as dc\n",
+ "\n",
+ "# Import other required libraries\n",
+ "import matplotlib.pyplot as plt\n",
+ "import matplotlib.patches as mpatches\n",
+ "import pandas as pd\n",
+ "\n",
+ "import json"
+ ],
+ "execution_count": 1,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "rrkDVNp0JI6g",
+ "colab_type": "text"
+ },
+ "source": [
+ "## Example: Median Age vs Population by State\n",
+ "For this exercise, we will be comparing the median ages and population count for US states, counties, and cities. First, let's lookup the dcid for the '[United States](https://browser.datacommons.org/kg?dcid=country/USA)'."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "0peszosKQU_g",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# In the browser, we saw that the dcid for United States is country/USA\n",
+ "usa = 'country/USA'"
+ ],
+ "execution_count": 2,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "kiPXhAJkDyjk",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Using `get_places_in` to Query Administrative Areas\n",
+ "\n",
+ "The Python API defines a number of convenience functions for building Pandas dataframes with information in the datacommons graph. We will be using **`get_places_in`** which requires three arguments:\n",
+ "\n",
+ "- `dcids` - A list or `pandas.Series` of dcids identifying administrative areas that we wish to get containing places for.\n",
+ "- `place_type` - The type of the administrative area that we wish to query for.\n",
+ "\n",
+ "In Data Commons, the 'containedInPlace' property relates administrative areas to its containing administrative areas. Concretely, every US 'State' node has a directed edge to the USA 'Country' node where the name of this edge is 'containedInPlace'. The same also goes for 'County' to 'State' nodes and 'City' to 'County'.\n",
+ "\n",
+ "When we provide a list of places to `get_places_in`, we get back a `dict` mapping each place to all the places contained inside it."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "MXy_j6VS04g5",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Create three DataFrames storing states, counties, and cities within the United States respectively.\n",
+ "state = pd.DataFrame({'state': dc.get_places_in([usa], 'State')[usa]})\n",
+ "county = pd.DataFrame({'county': dc.get_places_in([usa], 'County')[usa]})\n",
+ "city = pd.DataFrame({'city': dc.get_places_in([usa], 'City')[usa]})"
+ ],
+ "execution_count": 3,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "fKbexXS60mLw",
+ "colab_type": "text"
+ },
+ "source": [
+ "Let's see what each table has."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "5ZnJp5ns0nXt",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "b28601c1-7ec7-4784-d920-66b9d62c64e4"
+ },
+ "source": [
+ "# Display the state data\n",
+ "state.head(5)"
+ ],
+ "execution_count": 4,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " state \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/02 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/04 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/05 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/06 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " state\n",
+ "0 geoId/01\n",
+ "1 geoId/02\n",
+ "2 geoId/04\n",
+ "3 geoId/05\n",
+ "4 geoId/06"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 4
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "9sn4Ql2u0rtr",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "0261a2c5-73c9-4587-d2c2-795f3590a235"
+ },
+ "source": [
+ "# Display the county data\n",
+ "county.head(5)"
+ ],
+ "execution_count": 5,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " county \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01001 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/01003 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/01005 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/01007 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/01009 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " county\n",
+ "0 geoId/01001\n",
+ "1 geoId/01003\n",
+ "2 geoId/01005\n",
+ "3 geoId/01007\n",
+ "4 geoId/01009"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 5
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "qC--pSXf0r6I",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "0b5df6a4-1ec9-4dd2-a7a7-07afc7c3849c"
+ },
+ "source": [
+ "# Display the city data\n",
+ "city.head(5)"
+ ],
+ "execution_count": 6,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " city \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/0100100 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/0100124 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/0100460 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/0100484 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/0100676 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " city\n",
+ "0 geoId/0100100\n",
+ "1 geoId/0100124\n",
+ "2 geoId/0100460\n",
+ "3 geoId/0100484\n",
+ "4 geoId/0100676"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 6
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "VRr1Ys6H6Vq9",
+ "colab_type": "text"
+ },
+ "source": [
+ "Unfortunately, dcids aren't very readable. Let's call **`get_property_values`** to include a column with the name for each place. This function call returns a column of names associated with each item in the calling column of dcids. Here 'name' specifies the property/edge of interest, and each of `data['state']`, `data['county']`, and `data['city']` contain dcids identifying source nodes for this relation. The `limit` specifies how many names to get. Some counties and cities have multiple spellings."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "DMFbAqNw6XEm",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Add name columns to the three DataFrames\n",
+ "# If a place has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
+ "state['state_name'] = state['state'].map(dc.get_property_values(state['state'], 'name')).str[0]\n",
+ "county['county_name'] = county['county'].map(dc.get_property_values(county['county'], 'name')).str[0]\n",
+ "city['city_name'] = city['city'].map(dc.get_property_values(city['city'], 'name')).str[0]"
+ ],
+ "execution_count": 7,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "3u_j5UtI1q6F",
+ "colab_type": "text"
+ },
+ "source": [
+ "Let's view the result in each frame."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "1b4O-VN-1s6D",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "fe8961be-b530-4c38-c1e5-e6832611bc3e"
+ },
+ "source": [
+ "# View the first 5 rows of the state table.\n",
+ "state.head(5)"
+ ],
+ "execution_count": 8,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " state \n",
+ " state_name \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01 \n",
+ " Alabama \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/02 \n",
+ " Alaska \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/04 \n",
+ " Arizona \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/05 \n",
+ " Arkansas \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/06 \n",
+ " California \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " state state_name\n",
+ "0 geoId/01 Alabama\n",
+ "1 geoId/02 Alaska\n",
+ "2 geoId/04 Arizona\n",
+ "3 geoId/05 Arkansas\n",
+ "4 geoId/06 California"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 8
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "sxwKXqbs18J4",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "70b471bd-4427-4bb6-bc44-b917e39c8f21"
+ },
+ "source": [
+ "# View the first 5 rows of the county table.\n",
+ "county.head(5)"
+ ],
+ "execution_count": 9,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " county \n",
+ " county_name \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01001 \n",
+ " Autauga County \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/01003 \n",
+ " Baldwin County \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/01005 \n",
+ " Barbour County \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/01007 \n",
+ " Bibb County \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/01009 \n",
+ " Blount County \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " county county_name\n",
+ "0 geoId/01001 Autauga County\n",
+ "1 geoId/01003 Baldwin County\n",
+ "2 geoId/01005 Barbour County\n",
+ "3 geoId/01007 Bibb County\n",
+ "4 geoId/01009 Blount County"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 9
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "o0qWXZPG18Q0",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "3a73188c-e27e-49a6-839d-2670361a7a12"
+ },
+ "source": [
+ "# View the first 5 rows of the city table.\n",
+ "city.head(5)"
+ ],
+ "execution_count": 10,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " city \n",
+ " city_name \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/0100100 \n",
+ " Abanda \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/0100124 \n",
+ " Abbeville \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/0100460 \n",
+ " Adamsville \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/0100484 \n",
+ " Addison \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/0100676 \n",
+ " Akron \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " city city_name\n",
+ "0 geoId/0100100 Abanda\n",
+ "1 geoId/0100124 Abbeville\n",
+ "2 geoId/0100460 Adamsville\n",
+ "3 geoId/0100484 Addison\n",
+ "4 geoId/0100676 Akron"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 10
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "Nki51plW3uK_",
+ "colab_type": "text"
+ },
+ "source": [
+ "Great! Now we can begin to fill our dataframe with the population and median age for each state. To do that, we'll need to understand a little bit about queryng statistical data."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "PJQ1kDAhEc2d",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Querying Statistics from Data Commons\n",
+ "\n",
+ "Data Commons has a large corpus of statistical data, which can be queried and joined with other statistics. For example, we can query the median income of women living in Berkeley, California or the number of individuals who are insured in Maryland. \n",
+ "\n",
+ "Before we explore how to do this, we need to understand how Data Commons stores statistical data. In particular, there are two types of entities: [StatisticalVariable](https://browser.datacommons.org/kg?dcid=StatisticalVariable) and [StatVarObservation](https://browser.datacommons.org/kg?dcid=StatVarObservation).\n",
+ "\n",
+ "A StatisticalVariable represents any type of statistical metric that can be measured at a place and time. Some examples include: median income, median income of females, number of high school graduates, unemployment rate, prevalence of diabetes, essentially anything you might call a metric, statistic, or measure. A StatVarObservation represents an actual measurement of a StatisticalVariable in a given place and time.\n",
+ "\n",
+ "One example of a StatisticalVariable is the median age of people in San Antonio, Texas in 2014. The statistical metric, time, and place here are median age, 2014, and San Antonio respectively. A list of StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html). To read more about StatisticalVariable and StatVarObservation, please see [representing_statistics.md](https://github.com/datacommonsorg/data/blob/master/docs/representing_statistics.md).\n",
+ "\n",
+ "The API defines functions allowing us to fetch data over these two types. To begin with, we can use the [**`get_stats`**](http://docs.datacommons.org/api/python/stats.html) function to get the StatVarObservations of a StatisticalVariable. We are going to retrieve the total count and median age at 2017 of populations in `state['state]`, `county['county']`, and `city['city']` columns, which contain the dcids identifying the places.\n",
+ "\n",
+ "**Note** - This query may take a minute!\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "n6y3DTAvkNjD",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Add a 'count' and 'med_age' columns representing the total count and\n",
+ "# median age of populations in state, county, and city columns.\n",
+ "\n",
+ "# Define a lambda function to retrieve just the number from get_stats.\n",
+ "get_value = lambda row: row.get('data').get('2017')\n",
+ "\n",
+ "# Get StatVarObservations for states.\n",
+ "state['count'] = state['state'].map(dc.get_stats(state['state'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
+ "state['med_age'] = state['state'].map(dc.get_stats(state['state'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
+ "\n",
+ "# Get StatVarObservations for counties.\n",
+ "county['count'] = county['county'].map(dc.get_stats(county['county'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
+ "county['med_age'] = county['county'].map(dc.get_stats(county['county'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
+ "\n",
+ "# Get StatVarObservations for cities.\n",
+ "city['count'] = city['city'].map(dc.get_stats(city['city'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
+ "city['med_age'] = city['city'].map(dc.get_stats(city['city'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)"
+ ],
+ "execution_count": 11,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "_L-17qzh5uEH",
+ "colab_type": "text"
+ },
+ "source": [
+ "We view the data we've queried for."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "iIQs9MXr5wPH",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "a5360f69-4256-4aca-b197-f57d97d3b3b1"
+ },
+ "source": [
+ "# View the first 5 rows of the state table.\n",
+ "state.head(5)"
+ ],
+ "execution_count": 12,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " state \n",
+ " state_name \n",
+ " count \n",
+ " med_age \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01 \n",
+ " Alabama \n",
+ " 4874486 \n",
+ " 38.7 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/02 \n",
+ " Alaska \n",
+ " 739700 \n",
+ " 33.9 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/04 \n",
+ " Arizona \n",
+ " 7044008 \n",
+ " 37.2 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/05 \n",
+ " Arkansas \n",
+ " 3001345 \n",
+ " 37.9 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/06 \n",
+ " California \n",
+ " 39358497 \n",
+ " 36.1 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " state state_name count med_age\n",
+ "0 geoId/01 Alabama 4874486 38.7\n",
+ "1 geoId/02 Alaska 739700 33.9\n",
+ "2 geoId/04 Arizona 7044008 37.2\n",
+ "3 geoId/05 Arkansas 3001345 37.9\n",
+ "4 geoId/06 California 39358497 36.1"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 12
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Ls0KAHz25yy4",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "921ccca0-0f86-4937-c0e7-095569bb5c76"
+ },
+ "source": [
+ "# View the first 5 rows of the county table.\n",
+ "county.head(5)"
+ ],
+ "execution_count": 13,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " county \n",
+ " county_name \n",
+ " count \n",
+ " med_age \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/01001 \n",
+ " Autauga County \n",
+ " 55390.0 \n",
+ " 37.8 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/01003 \n",
+ " Baldwin County \n",
+ " 212521.0 \n",
+ " 42.6 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/01005 \n",
+ " Barbour County \n",
+ " 25157.0 \n",
+ " 39.7 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/01007 \n",
+ " Bibb County \n",
+ " 22550.0 \n",
+ " 39.8 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/01009 \n",
+ " Blount County \n",
+ " 57787.0 \n",
+ " 40.9 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " county county_name count med_age\n",
+ "0 geoId/01001 Autauga County 55390.0 37.8\n",
+ "1 geoId/01003 Baldwin County 212521.0 42.6\n",
+ "2 geoId/01005 Barbour County 25157.0 39.7\n",
+ "3 geoId/01007 Bibb County 22550.0 39.8\n",
+ "4 geoId/01009 Blount County 57787.0 40.9"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 13
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "Q-qpEVf_5zID",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "f7dd9991-54a1-4326-af6e-41b2aeb7d493"
+ },
+ "source": [
+ "# View the first 5 rows of the city table.\n",
+ "city.head(5)"
+ ],
+ "execution_count": 14,
+ "outputs": [
+ {
+ "output_type": "execute_result",
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " city \n",
+ " city_name \n",
+ " count \n",
+ " med_age \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " geoId/0100100 \n",
+ " Abanda \n",
+ " 174.0 \n",
+ " 32.7 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/0100124 \n",
+ " Abbeville \n",
+ " 2566.0 \n",
+ " 44.9 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/0100460 \n",
+ " Adamsville \n",
+ " 4342.0 \n",
+ " 42.7 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/0100484 \n",
+ " Addison \n",
+ " 728.0 \n",
+ " 47.6 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/0100676 \n",
+ " Akron \n",
+ " 332.0 \n",
+ " 40.3 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " city city_name count med_age\n",
+ "0 geoId/0100100 Abanda 174.0 32.7\n",
+ "1 geoId/0100124 Abbeville 2566.0 44.9\n",
+ "2 geoId/0100460 Adamsville 4342.0 42.7\n",
+ "3 geoId/0100484 Addison 728.0 47.6\n",
+ "4 geoId/0100676 Akron 332.0 40.3"
+ ]
+ },
+ "metadata": {
+ "tags": []
+ },
+ "execution_count": 14
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "B2ZkXliiVbXy",
+ "colab_type": "text"
+ },
+ "source": [
+ "### Cleaning and Plotting the Data\n",
+ "Great! It looks like we have all the data we need. Before we finish, let's do some post-processing.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "4Cnlt_HYVluo",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "# Filter for all cities that have at least one person\n",
+ "city = city[city['count'] >= 1]"
+ ],
+ "execution_count": 15,
+ "outputs": []
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "uMQI-5I-IjBR",
+ "colab_type": "text"
+ },
+ "source": [
+ "and finally, let's visualize our results."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "9fMo0pAEIlr4",
+ "colab_type": "code",
+ "colab": {}
+ },
+ "source": [
+ "def plot_data(title, pd_table):\n",
+ " \"\"\" Generate a scatter plot comparing median age and population count. \"\"\"\n",
+ " plt.figure(figsize=(12, 8))\n",
+ " plt.title(title)\n",
+ " plt.xlabel('Median Age in Years')\n",
+ " plt.ylabel('Population Count (log scale)')\n",
+ " \n",
+ " # Scatter plot the information\n",
+ " ax = plt.gca()\n",
+ " ax.set_yscale('log')\n",
+ " ax.scatter(pd_table['med_age'], pd_table['count'], alpha=0.7)"
+ ],
+ "execution_count": 16,
+ "outputs": []
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "80OD87CN-xJQ",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "41a61332-720c-42af-cd31-9d36e091ae0b"
+ },
+ "source": [
+ "# Generate the plot for state data\n",
+ "plot_data('Median Age vs. Population Count for States', state)"
+ ],
+ "execution_count": 17,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "H6E8iTHztzLq",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "e800d199-ee66-44d0-f2d1-aaa72b693e08"
+ },
+ "source": [
+ "# Generate the plot for county data\n",
+ "plot_data('Median Age vs. Population Count for Counties', county)"
+ ],
+ "execution_count": 18,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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jR9Z7GEpd0e46eJQLqSLtsYtt61N5h772CA/u272OI1NKKaVWjogcNcYM1j7eVBMQlVKtRzt7KKWUupJpMK2UuiTa2UMppdSVrCWDaa2ZVqp5aGcPpZRSV7KWDKaNMd8xxtzZ2dm53kNR6opX29mjrz3CPbfvYs+O3vUemlJKKbXqQgu/RCml5rdnR68Gz0oppa5ILZmZVkoppZRSqhm0ZDCtNdNKKaWUUqoZtGQwrTXTSimllFKqGbRkMK2UUkoppVQz0GBaKaWUUkqpZdJgWimllFJKqWVqyWBaJyAqpZRSSqlm0JLBtE5AVEoppZRSzUAXbVFKrajDQ+McODTMqYks23oS7N87oAu6KKWUumy1ZGZaKdWcDg+Nc99jx7iQKrKhLcqFVJH7HjvG4aHx9R6aUkoptSo0mFZKrZgDh4ZJREK0x0JYIrTHQiQiIQ4cGl7nkSmllFKrQ4NppdSKOTWRJRm1Zz2WjNqcmsiu04iUUkqp1aU100o1sVarP97Wk+BCqkh77OJfLZmCy7aexDqOSimllFo9LZmZ1tZ46krQivXH+/cOkC06pPIOnjGk8g7ZosP+vQPrPTSllFJqVYgxZr3HsGyDg4PmyJEj6z0MpVbFXQePzsnypvIOfe0RHty3ex1H5muUNW+1bLpSSim1GCJy1BgzWPu4lnko1aROTWTZ0Bad9Viz1B+Xs+aJSGhW1vye23exZ0evBs9KKaWuGC1Z5qHUlWBbT4JMwZ31WLPUH2vXDqWUUsqnwbRSTaqZ64+1a4dSSinl02BaqSa1Z0cv99y+i772CGPpAn3tkUoZxXpr5qy5UkoptZa0ZlqpJtas9cf79w5w32PHAD8jnSm4Qdb8unUemVJKKbW2WjIzra3xlFpfzZw1V0oppdaStsZTSimllFJqAY1a47VkZloppZRSSqlmoDXTSqm6dPEVpZRSamGamVZKzdGKS5krpZRS60Ez00qpOaoXZQEqfx44NLyq2WnNhiullGo1mplWSs2xHouyaDZcKaVUK9JgWik1x3osyqJLlCullGpFGkwrpeZYj6XMdYlypZRSrUiDaaXUHOuxKIsuUa6UUqoVteQERBH5EPCha6+9dr2HotRla62XMl/rJcp1sqNSSqmVoCsgKtUCViPwa8Zgcq3GVJ7smIiEZgXuuiS6UkqpRhqtgKjBtFJNbjUCvys9mLzr4FEupIqVln8AqbxDX3uEB/ftXseRKaWUala6nLhSLWo1ulxc6Z0zdLKjUkqplaLBtFJNbjUCv9ptTmaLvHEhzVMvj3LXwaOXfW9nneyolFJqpWgwrVSTW43Ar3qbk9kiJ86nyZc82qOhK2KxlPVo/aeUUurypMG0Uk1uNQK/6m2+WZXh3todb4mSj8ND49x18Ci3P/DMsjLp69H6Tyml1OVJJyAq1QJWs5vHUy+P0h4NsbU7Tk8yCoBnDGPpAo99+l2XPvgF9r/UY7rSJ08qpZRaH40mILZkn2mlLmeNgsyVDhTL26zX2WI16oerjysZsRlNFdjQFmNDW7RSWrKYgLh68iRQ+fPAoWENppVSSq05LfNQqomUs64XUsVZQeZq1i+vRf1w7XG9ej7N+ekCjuctuZuIduJQSinVTDSYVqqJrGTLusXWFa9F/XDtcTmuIWwLpydzldcsNiDWThxKKaWaiZZ5KNVETk1k2dAWnfVYMmpz7Mw0dx08uuj64uq64sWUUaz20uG1xxUP2xRcl1zpYlC82IB4rZcdV0oppeajmWmlmki9rOvZqRwTmdKSSj+abVGW2lZ8BddlJu+QL7lMZApLKi1Zq04cl9oxRCml1JVBg2mlmki9+uUz03m2dMWXFBg3W11x+bhGpnK8ei6F50HUFqIhi+PnUoiwpIB4z45eHty3m8c+/S4e3Ld7VQLpta5dV0op1ZpaMpgWkQ+JyEPT09PrPRSlVlS9rGtvW4TNnbFZr1soMG62uuLycU1li3j4ZR43bu7gp67u5eb+LnrbIk3ViaPZMvtKKaWaV0vWTBtjvgN8Z3Bw8FPrPRalVlpt/fJyWtc1Y13xnh299LVHuXFzB5ZI5fGFLgxWo8f2QhrVrmvHEKWUUrVaMjOt1JVkOa3rmnWFv6VmzNer3KLZMvtKKaWal66AqFQLWI/s7GooB8eO6zGeKZIpuoBhW0+CkG3NObZ6WflU3qGvPcKD+3av+jh1lUWllFJljVZA1GBaKbWmHn52iC997wSOZwhbQt5xsS2L6za2EQnZs4LW2x94hg1t0VllIbVLna/WhcblcgGjlFJqZehy4kpdIZo9CDxycpIbruqgPRbipZFpRAQwnJnKc9PWTuDi0uDbehLz1osvtZ/2Uqx2722llFKXB62ZVuoyslY1xpfSg7m6bV+u5GJbgi1SWcCleqLfQvXi2nVDKaXUetPMtFItql4Gujq4BCp/ljO9K7XfS8kGV2eb42GbouMBhnjYD7CrM8/liZSzj/O6yn6aqetGs98RaKRVx62UUs1Cg2mlWlCjgDZTdBjoTc567UoHl8sJ2KsDtmTEZixdAGL0d8V45VwaBAZ6Y1WZ54st/OYrt1ioDGStrGa5yWpq1XErpVQz0TIPpVpQo/KGXNFd9ZZuS11dsbb0xBjBeAYRKHmGm7Z2clN/B44xS27ht5y2gauhVctNWnXcSinVTDQzrVQLalTeEAtbZItO5ed6i7Vc6m39pWaD62ey4/S2RfjGvr2L3m89C5WBrJWFyk2atZSimcpklFKqVWlmWqkW1GhRkU0dMZJRm5fPzXD05CQizMr0rsQExaVmg5eayV6qPTt6eXDfbh779Lt4cN/udQlS51vkZb0WnlkMXZxGKaUunQbTSrWgegHt6EyO0VQBY4Td27u54aoOMgVn1vtW4rb+UldXvBICtv17BxhL53n+1CT/8MY4z5+aZCydnzMptNlKKZqlTEYppVqZlnko1YL27Ojljlv7eejpIaZyJbriYboSYTpikXknBq7Ubf16kwIblTLs3zvAfY8dq+yrXulJK5ivVOPYmWnOT+cpOB5B22yM5y+I1cylFM1SJqOUUq1Mg2mlWtDhoXEefW6EbT1JbgwC1BdHprhhk031r3Vt0LZa3S8W6grR6gHbfMcH8KXvncC2LLriNq4xuB7EwjYHDg03TceRRnRxGqWUujQaTCvVgupN6kuEbU5OZOmtyoLWBm2rlSVeqF1eqwds8x0fgOP5fbIFCIkAHuOZIqGJLPd8cNdlkZlXSilVnwbTSq2DS+3uUK90YHtvguPnUqTyTsOgbbWyxKtZyrBSnTAuZTsLHV8yYlNyDSFLALBFyBT9C5nLITOvlFKqMQ2mlVpjK7FQRr3SgbBtc8vWLnrbIvMGbauRJV6v8pG12s5Cx+e4hpHJHAC2JRSDwLo8ka/VM/NKKaUa02BaqTW2Ekt+NyrXWE6QuZRs7VpPMlyp5dEvdTsLHd99jx2jvzvOeLpApugSsoS737tTA2illLoCiDFmvccAgIhYwB8CHcARY8z/vdB7BgcHzZEjR1Z9bEqtpNsfeIYNbVEskcpjnjGMpQs89ul3LXo7l1r+UJ2tLQeIY+k8G9ujlRKF6m3We311AL8aC5PUO1cTmQKvj2XY1puou59647jv8WOXfM7nO75mXZRFKaXUyhGRo8aYwdrHVzUzLSIPA7cDo8aYt1U9/gHgTwAb+HNjzBeBDwNbgXHg9GqOS6n1tFIlEZdaOlCbrXU8j/PTBaayJd7+lq45pRDrMcmw9lxNZou8ci5NNGzVLddoVM5RDv6Xe84XCpa1jEMppa5cq13m8VXgPwAHyg+IiA38GXAbftD8QxH5NnA98H1jzJdF5FvAf13lsSm1auYLvpql73LtpLrTkznCtuC4prK4CFwMlpcyyfBSMrXV701GbMbSBcBf2XH4QgYEBnoTdcfYKOAHFlxmfb7x1Abon/3WC2zqjJMpOpqJXmN6F0Ap1WxWdQVEY8zTwETNw+8AXjPGDBljisAj+Fnp08Bk8BoXpVrUQstHL3UFwUsdy10Hj3L7A89w18GjPPzsUOXnC6kCZ6dyldfmSi4IxMM2E5kCL52e5tjZaZ49cYHDQ+OLXsnwUpbPrn2vMYLxDCIwli7geIbrNrbRk7wY1FcH9I2WLs8E5ShLPeeHh8a5+5HnGbqQYXg8w3SuRMl1GU0XOXE+1XTLg1/umnlpdqXUlWs9JiD2A29W/Xwa+Cn8so8HRORdwNON3iwidwJ3Amzbtm0Vh6nU8ixmsttalAXUZlSHRtM89fIoA71JNnfGcFzD0Fia05M5ECg4HpYIG9oivDaawbb8Fm+2Jdz32DHuuLWfR58bAfwA9ex0njNTOXpSYe46eLSSITxwaBjHMwyPZ8iVXOJhm55kZFGT/eqfuzi9bRG+sW8vdx08yoVUcdZ7qgP6eiU0Z6fzTGWL3Pf4Mbb1JLjng4u7cCmfv5m8gwVMZopcSBewRYiELEpe/Qz+fNvTjOqlWakJqUoptZJWNTO9FMaYrDHmk8aYTxtj/mye1z1kjBk0xgxu2LBhLYeo1Cy1Wd9ydqxRdnStl4+uDjwsESYyJcKWxUSmiCVCImIjQRAtQDRk4xmPczMFLAtA8AwM9CVJREIcOTlZye4Oj2c5M5VjS2eMq/vaZmUIj5+d4fRElqLjEbEtio7H6Yksx8+mFhzzQudu/94BskWHVN7BM4ZU3gnKNQbqPj8ylWN4PENXPLzkTGb5/IUtIVdy8YzBM1DyDJmi/3O9MdajGdWV0Sy/W0opVW09gukR4C1VP28NHlNqSRoFs2u170bB0WLLIVZbbeCRK7mEbT8wBL9GOhayiYVt3nF1Lz91dQ/XbGgnX/JwPUMkZLFzUxvdiUglYNmzo5cH9+3mxs3tbOmMMZEpcWR4kuELGRzX48ChYXJFFxEhZIm/IqAliAi5oGZ5Pgudu3KJjIjh6MlJXj43QzJ6MQtdW0IzlS0y0JOgv/tijXUiEqqsXDifY2emeeNCmlTBwTXg1jQ+yhVdJrPFyhiTkVDD72Pthc1SxqEuapbfLaWUqrYewfQPgZ0icrWIRIBfBr69DuNQLWy9M33zBUfl7OjIZJYXT09xaGicl8/NMLi9e03GVlYbeMTD/ip98bAfYOdKLo5nKDoeP3hjgpdOTxMLWSQiNrs2d3JTfyfdiQgwN2A5dmaa01M5iq5LxBaKrsvpqRzHzkwTC1sYDI7nYUzwJ4ZYeOG/bga3d/PyuRkODY3z4ukpRqZyszLPZZmCyw1XdbB7ezfGMKcm/cF9u3ns0++irz3K5q74rPcuJpN5eGiciUyJfMnP2teyBIyBNyeypPIOY+k856dzDb+PmlFdGQvdmVBKqfWwqsG0iHwdOARcLyKnReSTxhgH+C3gCeA48E1jzE+WuN0PichD09PTKz9o1RLWO9M3X3C0Z0cvd9zaz5npPJmiSzJis6UrzqPPjaxp9rw28OhJhil5Hj3JiF+iYCBbcgnZVALiV0fTbOmKLRiw+EGmELKsIAttIQj5kseuLZ1s7YoTsW2KriFi23THw0znHG6+9wluvvcJPvrl7885F4eHxnn0uRG2dMZIRmwyRZczUznuuLV/Vj/nyoTACxmmssV5P/vqC4rypMp/eGOCC6nCvJ/FgUPDdMbD5ErurIy0AB2xEPGwRdgWUgWHvvYIG9ujbOyIV76PJddlZCrHnQeOcNfBo/7xaEb1kq3l5F2llFqsVZ2AaIz5WIPH/wb4m0vY7neA7wwODn5qudtQrW0pbdpWw0K9oo+cnOSGqzpmPZ/KO3UnSq3WxLRy4HH/k69w9KTfKGegN0FnPMxYukDIFsKWELZtEAEDGENnPMJnbruuZkyzlyWPR2zSeQfHM9iW4HoGYwzxSKjS+m+gL+lPVJzKMXQhgwjEQjYIvDQyw2e/9QJf/MgtgB+8PnviArYlDPQmuLm7C4CRySwPPT3Eo8+PkIyEOD+dYybvEAtZFF2X10YzXLsRuhKRup99eSwzuSKnp3IIgoX/+vmWEz92ZprJbJFoyMIU3Up7IUOQlRaLHX0xOhNhAF44PU17NMRbehIYY3htNINl+QvDXEgVGUsXMJ4B4uvaDvFyoD29lVLNRpcTVy1ppRY+Wa6FekUvNuq4yUgAACAASURBVNhvtMjISmbbyiUR5XFmCn6buPseP0bYEkam8pWuG1f3JcgUnYYBSznwH08XkWA1waLrEQ/bXNUZY8eGZCWILwfjU7kS0ZCNbfl11ACCx3Te4f4nXyVTcEhEQnjGIIZKgAxweiqHZ2BzZ4znTk36wbv4GWK/XMVjZDJP2Lbrfvblsdz9yPN4BtqiNlu743QnIqSC/fe2ReZcyJQz77GwRTzst9bLlTwAwrbFVR0R8iWXQsrDGKE9GiJf8jhxPo1tCXYwgTMRsYPvaAwRavZ1nQaFSil1GdBgWrWk9V74pDZgrA2OFhvsr2Srr3oZ7vm2Xx7jTf2dlW2k8g6buyJ1t5mM2IymCmxoi7GjL8mro2lcx3D9VW2EbbtSClI7jkzBIV1wsK2LVWW2CEXX4/jZmUoGPxEJUXQ8bMswMpkHQBAitvDaaAbXM9j42eHyJMpoyCJddBidySHiLz9em93fs6OXvvYoN27umLWceMl1OX4uxc39XXMuZGoz79GQjTEGy7LY1BljW0+C8XQRY/xzurU7zmujGf8cFkq0BRcHW7v9eu1k1F985hv79i7pM1WNaatBpVSzaJrWeEuhNdOqGWonqye6Pbhv96x9L3ai1EpNTGs0IfP42ZmG219ojLXbfPV8mvPTBRzPo7ctyvWb2oiGLV4fy1TOPzBnHOPpIoJfClLmGkPIT99Wxre1Ox6Ui0Cu5JAuOpig/Zyf1bYobyEesXE8Q97xiNqCWIIxNJyMWq8LxMnxLPGwXbfu/sbNHWztSRAJWRRdj0jIYqCvjfdcv6HyeWeKTmXsPcko125M+pMvjT/ecicU0ProlbbeE5CVUqpaS2amtWZaQXPXTi6UuS5bqXKVcga65Lr8ZMRfLCVk+1nYs6E8E5nirAVU6pVj1I6xNqvtuIawLZyezNGdiNCTjNKV8C9mHty3G4C7Dh6tvGciU2BkMk++5OJ6hpAtlZrpkmvY2BZmU2eMTMGlPRaiOxFh56Y2hi9kMB50RG26EhFGpnIIfv2xa0CMnwWwLWFHX5JkNFTJEEP97H7dOxkllxs2tc86j+ULjXs+uMuv++5N1tz5GJj3s3M8QzRk4XiGbNGlM260PnoV6OItSqlm0pLBtFKtYDHB/kqVq5yayBIS4fUxf+XCiC04xjCTc5jKlhDxSyscx2MmX+KXBrcuOMbauu942KbgupUSC5gb+JffM5EpVFZRbIuG/DIPEUqeIWQJ23ridMbDjKYKnJ/JY+EXQkdsi85EmC/ccTPgZ7kxkCo4WOJP/hMD6YJLVyJcqf1eqD693oXDLVs7MWZ247vy8dR7/eD2TRw4NFxZSXFwe3dlRcii43dCwcANV7WTCzqRFByPGze3a330ClvvCchKKVVNg2ml1tFiM9gL2daT4OlXxig4Hh4GW/wFUwxBFlcE1xiMB5s7ohw5Ockn3jl/3Wlt5rW/O8Yr59PEQhaeqZ9xLb9nZDKPbUHI8rO0XYkIA71J+tojlQsIY4SueNgPOl2PiC0Y2yJXdLj/yVf8toJRGxMUd1gixEIWti0UXcN1m9rYs6N30dn92guHcqkA1L+QqX59vYmijz43wh239nPk5CTPnrhALGQx0Jf0SzuS0BGP0NceqWTt1cpZ7wnISilVTWumlVpn89VeL9bg9u7KEtcCuJ6hEDRIFgs642F6EhHaojZ5x+PURHZW3WnYEg6/Ps7Hv/KDSg/o2gVUckWXjW0Rdm5qb1invn/vAGPpPOOZAjN5h+lciYLjsrU7XskcVt+iH5nKEw/7/98ei3B1X5KZnMur59NsaItijOB4hms2JPwgVYSIbXPdxjYyRbeyz+Us5LGUuvtGfc2PnJzkwX272dab4Ja3dFVqpEEzpatJF29RSjWTlsxMa820UrMdOTlJWzREvuTi4dcTG9fDA7+EImCLkCn6GbxygOh4Hi+fS+G4BtcYnjs5xd2PPEc8EmJLV5zxdIFM0aXg5Ln7vTv5xDt3zDsW4xmsIBNerZw5rL5Fnyu5YAyFkseMcZjOl7DFr88uB63xsM1EpsQ/2nZxBclU3mFLux+4Xkp2f7F19wuVFaxVpnSxHSwu904XK3VHRymlVkJLBtOqvsv9H1DV2KmJLNduTAZ1yoJtCdO5El4w8a/c4q3o+jXL+/cOVGqNnz+VouB4WCJY4k/0G00VSUY83nF1D/3BctypvFMpD2nkwKFhNnbE6U5GKjXTxsDwhQxbuuLs3+svBlMOPC3x65/BD/RLrkcJaI9evGm2vSfBy+dTpPJOw7ry1Z6MulCwvBatGhfbk3wtepc3g2aegKyUurK0ZJmHmktbRV3ZtvUkCNs2Oze1Vdq5xUIWiYjN9t4kYVvIlVxE4O737qzUGmcKLumCgyVCuQWzHSyski06s/axmLKFUxNZio7LyGQex/PIFT2KjovjmUowV32L3u/SAa7x2+UZ4/9c1Q6aSMjmlq2d69oGcaGygrVo1Ti7Y8sMx8/OMDKV4/4nX6n7unot/1rF4aFx7jp4lNsfeIa7Dh7Vv8eUUk1NM9OXCW0VdWUrZ0YTkRBv3dJRyYyWJ8iFbJlzt+LiRMCL5RjG+Kv+ZUverMdhcWULyYjNSyMzRGwhEbZxjd8iLmZJpQvG/r0DlVv0P3rTX1XQFkBAxO9HnSt5syY5zheYrsUdmT07ernj1n4eenqIqVyJrniYO9+9Y9Z+VjtT2qhjywunpzk8NF7Zd6t3urhSMutKqcuHZqYvEyu1+IdqTY0yo7u2dC74no542M8GIyTCFpbll3tEw/YyJniJ30LEj4wpuYaSa3BcMyswAnhw3256kmHaon6P6e54hO54mHjY/2tpLF1AxJCMhrjv8WOzMpTlzOX/9O/+jjsPHGFoNF33jsxKZTgPD43z6HMjbOtJsndHL9t6kjz63MiK72c+23oSnJzIVrqkiEjwmdmzss71FqhppU4Xl0NmXSl1ZWnJYFq7eczV6v+AqpV37Mz0vKU/Dz87xN2PPE+m4AR9qKlkh7d0xvjd9103JzgH5g0aM0WH66+6WGrieIZExF+opV5gFAtbGAyO52fCHc/DtoTNnVHu+eAuMgV3zsqGDz87VDmudN6h5Hi8Npbh8NA4wxcyOK7HgUPDK1r61CjAu//JV/jolw/x8a/8gEOvjxMSWbUSq/17B8iV/PNh8BeIcT3D9t7ErIvmZu50sZiLDk0MKKVajdTeym0lg4OD5siRI+s9jKZQfWu0egKU3hq9MtT7/F8+N8OWrnhlAiH4kwj72iMMbu/mj554hbBlVeqpC47HhrYIuwd66pZKLOY7dtfBo5WJepPZIi+ensb1DJGQxVu3dNCdiOAZw1i6wD0f3MXdjzzPRMZfbtyyoD0apicZZsfGNoA5k/5SeYdTExm29SRpj4X4/usXKDoG8Lt/JKP+MuN9bRF2bemc8/6RqRxT2SJ97dEllYS854+fIlNwyZc84mGb/u4YxsDL51N+OYtnEAHXg2s3Jgnb9qr0mP7olw9x4nyKkmeIh222dscJWdacfS2n9GW1y2UW+3dU9XeorPy91Z7dSqn1JCJHjTGDtY+3ZGZazbUWE6BU86qXOXU8w3i6MOt15QzfQ08PEbYsoiELS4SwbWEB45nSkvZRe/u9nBUdmcrx6rlU5XHH9fjRm1McPTnJ2ek8yUiI+x47RlciQsS2sASKrsd0vsSZ6TyD27tnZSgnMgVeOj3NsbPTjKYKFB3/LoxnwBiDZ6DkGbJFD9c15EvenAznZLbI6YksM3lnSZnqw0PjTGRK5Ev+wjJF1+W10QyvjaZJhG1/VUfbImRZ2BaMTOZXNJNanc0FQ2cizI1XdfDWLR2ELKtu1nmpvcvXYgLzYss3mjmzrpRS9egExMuItoq6ctWddBaxKwublJVLf8qBIPhBbPl1nmc49Po4T708yi1bu/jMbdctaWJb+aLu7keexwOiISFbDBaPAdL5EsOOy0Bvgo5YhPZYCNf1eGM8i+eBEcOWrjiPPjdSyV6WguDVtvz2ebYlvDqa5vqg44cX7FvwO4KUXEOXyJx2dqcnc4gIbWG7EszBwpN0DxwaZktXnJHJHK4B27JwPY9syWXnpjZGpvIUHY+QJdjiZ/mrS6yWmvGtfn0yEuL8dI6NHXE2tEX9spcgCz6WLqxYf+W1mMC82ImR2kNaKdVqNJhWqoU0Cszq9UHuTUYoOPm6/ZmfOzlJpuASDQn5kldpUWfwb6m7nuG5U5N87tEX+cIdNy952e6+9ig3bu7gJyMzQIlSsCAMCAM9Cc5M5dm83S8/mc45tEVtbMuvs+7vipPK+235yllu13jkC/42EhGbouMxPJ7FBCs+muA/Lwg08yV3Tu9nvwWgvyx6WW0wV+/8nprIsrkzRiJic3oyR67kEgtbuMYmbPulFifOpwEw+H29y+d5qZ0pal//wptT5B2P7mQES8rBbpzetgjf2Ld3eV+iOtaiA8hSFrbRxIBSqpVomYdSdTRjn9v5bsXXuzUesi3ufu/OupMIuxJh0gWHqWyRkutP/vOq9hWy/BZ156cL3P/kq8DSbr+XJ8TmSi6xkE1HLBzUQ0fYHNRwlyfMpgolMgWXyWyRouMxmS36wX9QT5sv+bXKBj/bHgoWpcmXXAwGS/ystC0Ei87AZLbEJ776QxzPI1UocfTkJEXHA+NPsCyrzSDXO7/JSIhMwaU7EeGm/k7eMdDD1X1t3NTfSbboELIsrt2YxBIoOB7XbWqrBMtL7UxR+/qSZwjbwshkvvKa1ZiMtxYTmLV8Qyl1uWrJzLSIfAj40LXXXrveQ1GXoWbtczvfrfgH9+1ueGu8esXC8rF1xCJcsyHByfHcrH7Stt/RDmP89mthWzh+dqaSsc0UHS6kC8TCFru2dNa9/X54aJzxdIEXR6ZxXYNnLMK2hesZtnbHyRRcbtzcTqbgMJMrUnQ9jPED4pAtnDifpr87zo4NSfbs6KUzHmY6V8L1IFvyglIP6IyHuXV7N0+/MkbB8XCD2umyYsnljQsZjIEdfUliYZtXR9O8fDbF9Ve1EbbtWasUNjq/4PfKBuZMnCu/79RElj3X9M4p4Vhqxrf29fGwTaHkX5SUrUaXnrVYwVHLN5RSl6uWDKaNMd8BvjM4OPip9R6Luvw06wI45UU7XjqdIVdyiYdtOuI2L5+b4fYHniEZCRE0eW6o+tjaY21s721jZCrHmakc6YK/ImG59VosbIFAyfEqFxcDvcmqQGv+jh83bGrntdE0maJLW1S4dmOyMmGuHIje/cjz2CJBfbVFzLYouoZTE1k64yFuf+AZJrMlCo7fMs8iqIsuGboS/rLoT708SiJqky24eMGFgW2BQXA8cD3Da2MZehIRtnRGGc+UeH0swzt39s0K5hoFvmPpwrxBYPnP8gVH9eI023oSDI2mmciUKp9ZdbeSWrWlEFu747x8NkU0bM1axGYlg9zyMaxFoKvlG0qpy1FLBtNKraalZhPXYgU+mL26YMQWMkWHsXSBZMQmbAkvnZ4Gges2tjXMptc7ts2dMT9YFZjKO9jgL94iUHQNsbC96IuL2RciIXrbooxMZpnKlSh5hs1dkVlBWrm2eipbZGQyT67kYluQzbu8ej5NyfUoOH4Biuv5pSi2JcRCFsYY9uzoZaA3weujGUrexYmOgl/K4QSPGWMoui7nZ1yu2ZDEMWZOm7X5anoXCgIb3c24dVsXT01kZ7UgHJ4o8Uv/+C11t1ObIQ5ZFps6o2xsj67ohMN6NNBVSqnl0WBaqRpLmSi1WiUh9QL02tUFi0GQGbKFkak8kZAFGM5M5blpq7/yYW3A2+jYbtzczv69N/HZb73AdN7BcT1EhI1tYcSSRS+iUTdY74oTClk89ul3zXn9tp4EQ2MZJjJFco5LPGKTypf8CYXGIDWJdr8m2oD4y54fHhonX3QJhyyM4y8SY/BfY4lUJifalhCyLMDj5ESWvdfM/Wz27x3gs996gROjDiXXI2xbdMZC/M77LmaBG104Nbqb8bfHzrOhLcpoqkCm6G9zY3uUIycnZ5XflNXLEP/O+7QUQjW/tUoqKNWMNJhWqsZS6kdXoySkUYCeLpS4/iq/FVuu5GKAtqiN60Gu5BLxaxsq9bX1At75jm3Pjl6++JFb5vyDeODQ8KIvLpZ6ITI0luaVc2lsgXjEJld0yZU8orYEJSE1fa8FbPwWdLu2dHLg0DAbO+J0JyMMjWWYDrqACH4mu/z/YdsKAnTIO27DSW9ilXPa4LiG0XSRz/7VC+za0sng9m4efW6k7oVTo7sZE5kikZBFPGzRFrFxjWEyW+TYmcarty4lQ6wBjGoGzTrPRKm1osG0UjWWUj+6Gi3FGgXoF9IFwrbNTf1+1vmlkWlyRb8OFyHIVPsr40HjtnUL1f/WO85yAF5yXU6OZ0kXHJIRm/f88VPBREQ/iKsXrI+l84gYbn/gmaosu7/N0ZkC8bBFyTVkii4dsdCsQNg1BlvArcpQ+yUbnr+vx4+xoS2KJSF6klEmMgWGxtKkCq5fDhK22NwRYzrvkCu5hC3hls1ddY/xwKFhNrTF2NHXxmS2yInzaWwRMgWXC6kiX/reCbZ0xeteODW6iBARhHJWHEIiuJ5HvuTV7n7JNIBRzaJZ55kotVY0mFaqjsVmB5eSiV2sRgF6PBIiW3QqP/ckIwznM/QnY8QjNq+cS4PAQG+squ3Y3Gz6UmtjywH4/U++yvFzKUKWv1qi48GFdJGh0fSsIO6OW/t56OkhpnIl4mGbiCWYthghkcqCMPGwzaaOmL8sdiREAnA8j4ht0xGHmZyD4xlskUrdczlj7Bm/n/TnHn2RXNHFcTz6u/3z3ZOMVpbyLgf2iUiIrUHrt2zR4f1v3cRdB4/OyeZWn/fTkzlsS7AF8iVv1oqS1cuzly+c7vngrroZ/+5EiHTexfEMnjH+eD2/X/bhofFLCjSu1ABGs/HNZy36lCvVzFoymNbWeKpZrEZLsfnqmge3d1cC1a54mF/avZULmSKnJrJBnbSf4d3SHlnRiWrl7STCNjN5v+tHRPwVCScyJQb6kpXeyY8+N8K2niQ3Rm1eeHOKVNFlIpPn/EwR24KobTGTK1FyPEJBy7zq1QP7u2KU3BxWuW80fiDdFrXxgjKWqG2Rzjv0tkUZHs+QKTjkHX8lx5Al3P22nXWz8IPbN3Hg+8NM5/266JHJHMdGpvniR26Zdd7LZTOu51Uy/fOtKNko43/g0DBDYxnOTedJFxxsERIRGxG488ARetsi3Li5Y1kB4ZUYwKxHNl6D94WtRlJBqVYi1T1mW83g4KA5cuTIeg9DXeFW+h/b6oChOkC/49b+Ss1ubb/jlfjHfb7jePjZIf7wseOzGu9Z4geYIAwOdFe6TVT/o/qD4QksgXzRIx6xCFl+7fJ0kLW2g8VhbEuCBViE/q44d9zaz5GTk5yayPL6aJpoyML1LpayGPxOHX1tUcAwkSkRCVkkIza9bVFCltQ9Lx/98vcrHVFc15APJi12JcJ8+meurZzfNy6kK6UY125M0pP0u5Kcmc5zw1Udiz7/5c/yzFQON1idseB4uK6Hh3/MHbEwnbEQX/zILUv6HO86eHROAJPKO/S1R+Z0KrlcLOeYL+X3s9HvopbSzKbnSV0pROSoMWZwzuMaTCs118PPDs3KAN/57h184p071mz/9QKAehMBVyp4mu8fQ4BPfPWHlYVLqtkCvckoA31J+tojlWypFawy+NLINIWSS6rg0B0PI0HZhsH4re4MXL+pjZPjWbIll1u2dvKZ266f9Q9wdQD1/dfHyQcTLA0QtvztRUIW77y2D4CJTIHh8SyuZ4Je0heDp5vvfcJflMYzZIoeIobyX4E3bu6oBPHHz6YYTxfY0hljc1d81gVNOchfbGB2eGicOw8cwRhDPBwiXfD7ZkuwWmNHLETRNdzU38E3fv2nV+Qza4UAZjm/Y7c/8Mys7xf4nVvG0oW63WIu9RxdiRcsy6UZfHUlaBRMt2SZh1Kr6eFnh/ijJ14hbFkkwv4/wH/0xCsAaxZQ16trLk+2q7ZSt/Xnq78FyNUJpMGfGNiTDDM6k0METo1nGZnMMdCboCcZrSw6YovgBK3uXM+wc1Mb2YJT6T9dvXpgeSn3i6UZfhcNgILjzsqOe8bPUpcnLE5kCrw2msGy/OfqlgEYyDt+IF29tHgiEuLIyclKkDQ3OJi7ouRi7NnRyzt39lWCsv/26lhQ/y2EgpZ9Bo/jZ1NL3m6rrii43N+xpZYTXGpd+ZVYSrNc2qdcXck0mFaqxkNPDxG2LKIhvwNDNCTgwANPvbbkrORKWs26xIWChvnuX3UmwkxNOJw4n6LouJRcw7GzKW68CiIhm02dUaIhi+HxLImwzdXBSogh2+JLv/yPZp3DejWxjz43wh239vPET87PWi4cLnb5KE9SHJnMY1sAfm1ybfB04+YOXjo9XSm5MMYPujti4TlB0qUGB9XBeDISYnQmB8QxQZmKEKwyudAJnsdKBDDrkVFs9Dv20NND8wbTS52jcKnBsNYCK6UWw1rvASjVbKZyJcK21DxqmMqWuJAqzpr4dHhofFXHcnhonI9++RA33/sEf//KKC+NTDEymcUzpqpjx8C877/r4FFuf+AZ7jp4tOF4twXdLqqVg4ZtPYlKJw3hYlcNgHjYAoTJTIFU3qmsQlh0PI6fS3FqIoMxhh0b2vgX77+ePdf0UvIMfe2RurfaqzOJlgjtsVAlY9zbFmHOx1JlZDJLqlAinXeYyZcoOh6T2eKs4Okzt13Hpk6/TMAz/rFEQxY7NiRXNEgqXxSUvy/GBD2sxRANWZVAOmxbOJ6h5Bpu3NyxpO0v5nNd6jjX6ntd73csbAtTuVKDd/jK2fi+9ghj6ULD71HZfN/rxdi/d4Bs0SGVdxb9O6eUuvJoZlqpGl3xcNAj2JAvebjGr++1hTVtQ3Z4aJzPPfoi56cLhG0hbFvkS/4KfnnHDfo7N76t//CzQ3zpeydwPEMyYuO4pmHng8Ht3Xzpeyf8Mgp/gUGiIZu737aTXVs6+ftXxsgWZ5dY2AI3b+3kpZFpio4/idAS8V9jDEXHY1tPkmTUrmSYyzXYBw4Nc9/jx+ZkQmsziZPZIm9OZHlxxCFiW8TCFpni3B7NkZBwPlWg4HhYQFvU/3xOnE/T3x1nx4Yk4AdjX7jjZu5/8hVeOD1NImyzvTcRLBDjMLi9ftu8paotLyi5LlPZEuPpIjf1d3JyIkex5FJw/K4hmzqjfOa2xXWAudSOFtWZ6AupAl2JSGWcjudxZirHnQeOzKk3X0nl37Fo6GJAXXINXfHwgu9dSjb+UrvttHIpjVJq7WhmWqkad757BwXHJZV3cD2P8gw12/JrcstWu3ayPOGw5Hqkiy65okfIEmJhm11bOnlw3+55u0h86XsnMAbiYZuSaxiZzOF4plIHXf3aR58boTMexnENjuf/1xkLVWqVf/d915EIW9gCIQvaIjZv6Y7zmduup+h4WP4K54D/p8H/rzbDfP+Tr86bCa3OJJYXTsmXPNqjIUKW4DRY68TC75Jx3cY24pEQllDJYp+Zys3KJO7Z0cs3fv2n+eqvvWNWprzcLWUlsrSnJrKVJdjLddye8XtNGyPEbGHnpnYG+pLs3NTOxvYo9z1+bFFZ5kbZ+9rPtZ7aTPRM3uH0RJbJbLFyvl3PYKrqzVcjS33nu3dQ8jwKjodnDAXHo+R53PnulZ2TsNRMdqNtPLhvN499+l3z/s4ppa5cmplWqsrhoXGOnJykXMTqGYiELGJB1nVkMk9P0s+czrdM9krUoB4/O+P3JrbE77dsDLmSH3wsFMQfODSM4xniQUlByPIjy/F0gVDV7fXDQ+Pc/cjzzOQdXM8Qi9jEQzaO51FwTCVIK0/KK3dfaIuF2P/T/nGFbaHg+AFYtdqKjGTU5ujJSW64qqNhhr86k/hm1TFu7Y4jIrxcM0lPgETExgp6VG/uihOP2IxM5kkVSn5gyMULiOrPoTbDedfBoziux/CFDLmSv7JkTzK8rLsP1bW29eq4Z/IhTo5niIUtTo1n6UqEyRVdhsYyPHviAne/d2fD2uFLqQOuzZi3Rfye2qcncwDYlgCGeCi0qndfysc2u5tH42O+FDoxTim12jSYVipQffs8ErKJh/262p2b2gB49VyKdNGvnWx0u3ixt+AXE3Dniu6sGmEREAOOa9jWk5h3G/6kN5uS6xEKUsa2JWSKFy8ADg+N89lvvcBYqoDBv3Aouf5CLGHLD07LQVo5e11ejCVTcHn0uRF2benk5q2dPH9qqjKZzxJBMEEP6ovKGedyxrasOhCsvq3+4ohDezTE1u545QLm+qvaeP7N6WBBFyEetrCD9nhh21/6u/zal8+WgpUH4b/8+Bx/9/Iov/f+62cFbNXn8PXRNODXUEdsoei6nJ5yyDv1O5nMp/qiIFvyF2vxjGFrd5zJbJHTE1k8wPX8z+j0ZI542CYetik6Hl/63gl2bemsGwReyqS42kC8vzvGidE06YLjZ/MtwfOgvy8GrO7dl0+8c23bTSql1GppyTIPEfmQiDw0PT293kNRq2ylJlotRnXWLhEO+X2AMfzkzAwnRtOICNGQNe/t4sXcgl/spK9Y2CIcsvzyAM9gPL8LBGIY3N69YLlEbzKC6/l1sCaoYQ5ZUil5uP/JVxhNF7FE8KcR+gF1tujiGkM8aFm2rScx73F95rbr2dIZoy0WIhGxaYuF2NgWYUNHdM7ErRs3t8+ZEHZ2Os+FVKHyGQM8uG83P3PDRq7ua6sExwBh2+aqjijXbWyjJxEBhIhts7Urzs1buyqTxYbG0uQdr9L9w1850eOL3z1eOUfli4lDr48zfCFDvuQFmX8Q8VvWCVJZvGUpqssLLBFsS9i5qY3uRITTkzlEhLZIiHzJw3H9Fn0l1/grS9pStxyn7FImxdVOyOtJRtnaFacj+FwtkcoiPZSRXAAAIABJREFUNaCdK5RSajFaMpg2xnzHGHNnZ2fneg9FraK17jRQXefa3x2j4BhyBbdSE+wav474ng/uqiyiUhvkV2+jrDa7t9ia111bOtnek6AjFvL7IYuQCNvcuq2bIycnG27j8NA44+kiwxNZvw2bMeSCRULufu/OygXA8bMpwraf3TX4pSTgt5mbCQK0sXSe/XsH5j2uPTt6+eJHbmHvNb1s70uy95pefv0917CxPcbL52Y4enISEcM9t+/iM7ddPysQHJnKMTyeoSsenvMZNwoa73z3DvIll5LnYTCUPI98yeUzt11XCWBTBbdut7miC/d++8fAxYsJYwxR++JfhamgG8hEtki26MzqRT0fv/PK97n53ie4+d4nuP/JV9m/d4CH9g+ypStOyPIvjNIFB4OhvztGPGzjGoOF//0i+DMZaZwRvpQ64HrntNyi8KH9g/R3xQnbtnauUEqpJdAyD9W0LnXBhaWqvn3ek4wSCWUouX4gFbVtdvTFCNs29z/5CpmCW7eUYzG34Bdb81ouFbhu0+zlqz9z2/UNF3A5fjZVKTO58ar2eVcWBMD4vaABsqWLky2jthAOWZggtVvvuM5O5ZjKlbj9gWdmlZlUl7rs3t5NpuCSKTiAHwjecWt/pVbWGNjYFqG/2z8/1Z/xg/t2V0o+jp9NkSs6xMIWT/zkHPkgiwtBu77gSqBcH3vzvU8wk3fqfs4vn0sHy4pPE7b9Jc6BSrmIAYquIWRB2LbIFBwOD43P+50rZ7lH00W/5ZuBl05P87lHX+QLd9w8qyNERyxU6VpRcFy8oDzGFv8uguvBVR2ReTPCy60DXqg7xUp3rtBV8ZRSVwINplXTWuvVx2rbaJVcQyxssXPjxVIDz5h5J9EtphVXMmLzozencFy/lKK/O0au6NYNTO+5fRf3P/kKR09OAlR6ETcK2nNFhw1t0eBx/6IglXfobYvMCWLKC5iIGMIhGyl5CNAZD7F7ew/gZ2nrHdfZqRzDE1kGepNzLigWWk2xuvb6H96YYDJXYiJTqJzj2hpqgPse8y8eklH/3BVKHjdsbqc7EZk1zvLrb9zcwT+8MdHws/7h8CSegahtCMcsiq4/sbPMDpb6BtjSGatsuxwcHj87Q67oEgtb7NrSyXi6wHTeIWJLJTgXMUxnS5ULg/LYyoH3qckcYVuI2H7G3DP+tNf+rhgh21q1jPB8gfhKTta71BZ+SinVKjSYVk1rPVYfS0ZDHD87A/jZ2U0dsVk1uwtNolso83d4aJzRVIFCyfO7YLguPznj72/HhrY5QUd5nzdcdTE7fd9jxypt3Mr7LgftsbDVcGy1WcL3v3UTo6k809lSkCH1Lx6u7ksueFxTuRIDvUn6u+LA7IC53kVQ0XF59sQFnj1xgZAl9LZFGR73F1bBGN64kGlYp1vuTDI87nfZyBVdIiHh9GSuEkzXXmR95rbr+NWHf0ChQS89kf+fvXcPkuu67/w+59xHP2d6XhgQGBAYggSfIimJkAx6acd2SbarLCcbrsqSlxbLkctUlokrlFO7livaWOUwsct2VtxVoo2UXTmGTS+VVVhbMuW1LK6slVgiJYOg+BBAAuQQAGcAzLt7+nmfJ3+ce+9093TPNDAzwADsbxWL6J7u++57v+d3vr/vN7LTCxSmF+AFoZZzqKjiLcBAYBuSPUOZ5Pg9/swJ/FAxv+IghKDi+EzNVTizVNPOItbqsTekwPGDNYO/IwdH2V3IsBKF3AxlUxQyFosVBz9UHBzP91zB3cmV3ys9s9RHH330cbXQJ9N97FhsNnDhUtBJmjBfadDwtN908/rv2DNI1Qm6kvz1qntHnz/Drnw6aUSrezokJW0ZHYkp0JGQHDu73JG0x97UA2mTparDzHKDYt1FKXj43/6AXMrkQDRIefr4DJ84ciCJSF8oOwxlrDWDh0779ZEvfK/rrEE8CPKCILGoc/xQE00BDT/krfkKGcsgaxuUGz6lus9ixcE2jTXn+OSFFeZXHExDYhuSBgENN0Qpv+N2xtv6O794G49/4+SaCHJDaMeSlCmpuAFuoJsADan/lo5cNZRSuIFa04R5ZrGKacjI9zpkqeqRtfR+BKZK3FOCUGEbsuPgr+r63HvjELJJj71vOMN8xUlsCDfCTq/8XumZpT766KOPq4U+me5jx+JKpo91rqKlEQJG83bL+oE1JH++0kAItUam0Y6YYEhhJlXVH7y9iGprl2smHd0ISTfS/vgzJ1ipu0wX6wRRCAuACnXM91vzVW4ZzyUx3TF5i8lZ++Ch0+AlZ5u8/E4RL9RSlX3DusEu3vfPfO1lLqw4BGGYBK04fohCNziK6PVQxiJrazu4qYVqlLrXeo7rbkAQKtzAJ1AKFUII1L2AV6aLjOZTkUvJrWsqtb/2E/v52vEZau6qg4UC0qZESsFg2kAhwNKV5LGczcUVJ9JOK0xDJMcg1qnXPZ1aCJqU172AW8ZzvDJdSnTa2hkDJoYzHeUa68269Fpt7lb5/dzXX6NY85r8m6+OBd3VmFm6nrGTZyH66OPdjj6Z7mMNdtJN+0oFLnSros1XHL760P1rPt9M8nO2qW3rlNiwQtiJYFiGXBNw0kw6em38g9UByGNPvaQb29AJiI3IkcQLFFlbh8/cNTHYUiXsdfDywtQis6U6DT+SqngBr18os7uQ4rd/Xn8+kzLxg3rLEMFrKhHHpLruBUghODCaYa7scm6ptiZgRSmFE2g9t0LvE+jGw6ob4BTrPPahQwCJDGOx4jA1X8UPdIOfbNJAK0VEygUTQ5lEVhFXefNpM2rcDFsaN+NzF3tBm1IkFoJ1NyBlGRhCk2+lFKZp8IkjBzpev91mXQ4f2N1ztbnTNbtYaTC1UCOfMslG1oZ/9M03AK44ob6SM0vt2En3sK3ATp+F6KOPdzuuSWu8PrYPV9qObqeg3X8XWgltu981aLKwfyTLyQsrlBo+XhBsGO/cyZqskDYpZK0Wu7jXL65w4nyJxYrDueUaL51b5gdvL/KDqUWmFqoMZe2u5+fIwVHGBlL8xE0j2IYkbUqMWHqgVFJN7VQl3Cg6OU5MnKu4WFIk3tQpSzI+kEo+P7NcJ58yyafMNQOFZjh+yA2DKc4XHQwpOu6TEIKUITGkRClNoiU6mfL+g6PcfsMgx84uJ9rqmeU6XqDdMdwA/FA3fWZMfbtT6EFFc6Nfs92cFyqO3DzKP/uF2xjNr8Z8Hz4wTM31GcnZ+IGOwvZDxUjO4nypwf6RLB+8aYSfuW2cn7ltnPfsLURpmmvRzd5uPcvD9vOwUHb4wdtLvDpdSmLuzy3VMYQOnpGRlMWSki9/d2qds7A92Ioo78vB9XgP20yEfB999LH96Fem+2jB9do0tFGlar0qWqeq0Ge+9jJCCnbl04RKIRS8OVfllnEdhNFNG9qp+vvbP68rdbEF3GLFYW8hzZ6hDBdKDRYrDVKmgUDrjaVcjdDudH5iojU1XyUIFaESpC2po8mFwFet8oVLOYaPP3OClYZPOgqTCUK4ZTzHUFYTphYIaLixR/fa5elKs2Kx6oKAydFsx33K2AaVhk/KkJSdEIGIrOQ0TfcC3dzoBiFhqLBMSUpKau5q86HjKx1MIoOEBJ8vNbhjz0DLuWk+hu3n/OnjMzz4/gmOnV3G8cPEqu/geB4nCNlTSLfs30b64PZZlxemFnnu9AKhUmQtk4lh3fwa7188E3H4wDB//sLZyL0lwPUCyo7HgZEAP1Tk2xpQLUNQrHtdt2M7cTWivK/He1j7LMRS1WF6uc4rMz6PPvniNV9576OPax0bkmkhhATuBfYCdeA1pdTcdm9YH1cH12PTUC9TpOtJHB598sU1D+fTcz4CODiWJ2ubuH6IIRUzyw1GcqlL1obGpOPRJ19koZxK1rVUdUmbJhnL4O59BX749hJSkDhZLNdc3lmqJQ/VwweGefr4DEMZKwoH0driOCLbMgwcP+zuO9123JqPx2LF1TKIlEnV8fEChR+GvDazoiuhUiQP9jv2DPDqzAp+GK6pTMevY/s5P1Q60bCp8bH5mhsfSLNQdqk4PmEIUmhpRc42Wa65vHGxQsqSDJgmCxWXIAwwhEhCUASrgShS6MbAoazFe28cStxR4msh3ufnTi9gSBERfLOl8bNTg6A+b5evD46vUVMKghDcIODNuSo3DPrMFBukLJlcu3/yzTcieYnerrob0PBCZssOQ1kLv23k4gUq8bXutu7m83z4wHDSlHotSiSu1j1sO6UlzfKwparDm3NVAAZSZl/y0UcfOwBdybQQ4mbgd4APAaeBeSAN3CqEqAFfAv5MKXXpWbt97Fhcj01DvVaq4n/HD8R4CrXTw9kLVi/7fcMZTs9WkALqnt+UHLe26rsRsW9fV90LsAwtywCtf3aCgLoXsFxzOT1b0fsUPVSfePY0ewtpJoazZGyDmeUGQd0lVLB3KMsdewZ6esi3b+fUXIVTcxVSpsSQgqobJDrkUCk8N2BvYXV/Hnz/BLOlBtPFRtIAGUMBhgTb0AOE0bzNQtlt+UxzM96Z+YrWIaMt7YKIgO8dSnPqYpmGH6BQpEyZ6KrrboBEEKISG7z4fdGlCg4k+xwqheME/OidEqAlJTcOp5kr13n0yRfXEKaH75/kd59+hTfnPNwgxDYkhayVzDpshM9/6xTni9rdxQsUKUu7hZxZrGGZsmV7HV8PUMyUAAR2RuIFIUGoeOxDh7RG2tcVaS/QCZGP/PSh5Ly2E+enj8+snuf5Kt9+fY7JkSx7hjLXJFG7Gvew7dY0N8+cTS/Xk/dvHMleF5X3Pvq41rFeZfpx4F8Dn1JKtTwNhRDjwD8GPgH82fZtXh9XGs03bS8IWhL0NkqB2wpsR3Wn10pVtwdiLPvo1jQ4nLU5tDvPmYUqKoSxAbur68hGxL6dCMTNbRlrNeb8jdkKaVPyzlINPwyTCvGZxSqOH7BYdZkYzjKSSzGSSxEqxXzF4Znf+qmej1nzdi5VHWaKDSTg+SGeWNVKx5AC5souNxQyiUvIH370Xv7JX7xIseYh0Y2D8VeEgt2FFJ/+cGd3lHgw8vlvvUE5CkfxfKWjtwVYEop1l5qnj03alARKYRkCN1D4SjGYNmj4ClCkTYO6FxACN41mkyp483T58bPLDGVtBtImSmkP6hh+EPLWfA3LEIwPZJLr43effoXxgRSzKw1mVxwMuUroVbsnXxe8MLXIy9NFUoYka5s0vADHCwmiBse72qr2CNbY/cUrjZsM44RJ7eZxiE8+cLDj9f3Es6fZO5RpmQmxpGSp6jExfG0StavR+Ljd0pLmmbNXZnwGUiY3jmS7+qz30UcfVxZdybRS6lfX+dsc8MS2bFEfVxWrqXunOHmxTMYyuH33AEqJba9QbVd1p9dKVbcHIkDN1ZZn8cO5kDYRUiQ2cqaU7B3KbLitGxH7diIwkrM506gykdPabMswGM/b7C5keOncMkGoSFsG6chhwg/Umhjt9n3tZcDSvJ0zyw0MCdmUScXxQbUa+RnoirFSiunlOnftHUys+yaGMxwYyXK+2KDc8LSzRhTT/QcP3rNhjPXJC2VA4QWKAIUhBaYhkFInD67UfUKlmxRNIcjYYIWKfMpkbCBFzjYAQdX1I6mKg1J6GLRUdXj9YgXPD1DAfNmhWHMTq75mCCFQShGq1evCD0NmSw7FmocpV5MPD+3WyYztqYzdcPT5M5hRtV8RJB7YKVMyZFpJ3HsMSwoavmKp5iIUCbkeylq8MLXIJx/obIV39Pkz+EHImQUdfpOxDBpewGLFSTzO22dCYH2ithNdM3pxpdnq7b4S0pJWKdj1NXvYRx/XOnrRTGeB/xHYr5T6TSHEIeA2pdQz27513bfpl4FfvuWWW67WJlzXOHJwlNG8zT0TQy03bNjeCtV2VXd6rVStZ4+3XtPgpXhgd4oStwyjJRileV0Hd+X44OQwf3tiljNLtRbf4CP/27NUHa2HBjClwDYlXqBdQlw/4OxSjboXcO++ocTNoJcBS/MARPsqawI6mLaoe0GSLGgITTSJiG67S0i8nLv3FZJlzyzrBMXHv3Gihch0OnZeENLwQ+K5sQCFFyrSpj5fB0aziX7UkAIVSUCe+Pj7Oi4vHrABvB2RStCVdaWg4SvduKlUS6S4FAKBaokcn47iwP1A4QcK2xAEalXP3isJfWuuQhCGiVNJoBR+qPf9Mz93e0vS5YVinUApTAlhCAEk5X4vUHzmay/zhx+9t+O+nzhfYqHi6uvEELhBQKCg1NSc2D4TAt2J2lYPfreS4K7X+Lgdg/YrKS25mpaD1zJ24sCvj+sHvbh5/CnwIhCb7c4A/x64amRaKfVXwF8dPnz4N6/WNlzvuBpNPNu1zl79k5sfiMs1l+nlOhXHZzB6QHZqPLuUyOeTF1aYWa7hBbqSW/cCinWXvYV0i7a2k6vE/pEcd0QPzqePz3Dn3kLi0OGHYdJwZ0hBIWMhhOL12TJZy+COGwZQikiyYvY0YGl+YKctScPT5PnQ7jwAL79TRAhBxpJU3UBreA2BJUWLC8pixeWVmSIZy+DASJaGF3BmqcbkaG6NVKLqBmsecqaUxG0ZiXxCkQTELJRdDu3OJ2mSlhTcu2eopZmw/eEZXws/PLNawQ/VamNkqe5pkhwqpBTkbAPbkCzVdJLkD88skbEMyg0P25RkosqxGwQYUiYEfSMS6gchi1WXenRsU4ZAocm0RK/3kw8c5M69hZYY95t3DZCxJK9OlxKybwgwJcxVXD7/rTf49IdvW7PvDU87ocQVdFMIbBnihSqZYWmfCVmPqG3l4PdK+ihvx6D9ShLcKxlmdb2g79Pdx3ajFzJ9s1LqY0KIXwVQStWEaMrA7eO6xNVo4tnOdfZi0RU/EFcaHtNLNUSUYjeUsS77xtt8E1+qOEkaoNYcKx0lbmsy1qmxbb0H/517C0zNVViqesm0/Q2DFgfHNeHtNLNw8sIK9x0Ybnmv04Cl+YE9V9YOIHuHMhQyFlUnYNdgmqVKg2pTsqAXhty9e6hFB521Te64YYCzizVeny2TMSWTo7lEVtAslXjvjUNrHnKBUqskumn7yo6OH5+vOOzKp7lr72BCYD794VY7Q1MInn9rkW+/Pse9+/T2PXz/JH/96sXkXNC0fAWRpSDYUlf8q46Wk5hSV7EdL8D1Q0IFB8dygLZGDMKQtCXXbUKN5RYzRS2fiRs5nSCy7xMCPwgZinTSnWLcpRAgBCYKIUW0bRJFyKszKx2JQyxV8UM96Aqi/w/lbMYG7GQm5FcO72tz8+hM1LZy8Hsl7ey2Y9B+pQnu1bAcvJZxPdol9rGz0AuZdoUQGaJnTeTy4az/lT6udVyNqcSrPX3Zkh4I5CMZxkgu1bP+NUYni7Vq5LmMEEghGEybeGHIuaVa16rJeg/+z/7SnXzmay/jhSEK7drQ8AJ9HKPo6/bvAWuaKbsNWNor5M1E4fYb8nzt+DRBGIKAjGmwa1A3FK61EzQZyaU4NVtmerlOqVHm7fkqN46kWWkEiVSik8e01iKD18Ez6MczK+RsAzEA8xWnJe79sadeYqXh64ZEX5EydfDL6dkyv/v0KxSrq+4hkew4gRTw07fu4s25ChdKDSqOjxCCG4czjOVtZpYbevBimwRhiGUYeEGA5wc0AkXFAT8s81s/d0tXErpYdTGkJsCm1K4bClhp+KRMSSFjUnd9PvKF77XovhfKDr4fMjGcTbYdReK5jdKR8Z2Iw0LFYd9IlqWquzr4KqQ5uCu3Ztblkw/Qct7bJTmwtYPfKzkTtl2D9j7B3bm4Hi1f+9hZ6IVM/x7wN8CNQogngX8A/Pp2blQfVx9XYypxJ0xfxumBd+wZ1NW/CLmUwckL5ZbqcTc/3uaqaHOgSxhGNm1i1fdYkx/VtWqy0YNfRCmEoAmhkPpVt+/dsWeAqtPaTHmpA5bFisN33pjHEJKhjI4qb/ghM8t1HnvqJZ74+Ps4t1TDFIJXp6uUHQ/XD1eDW5SuSE8t1DAlZGwzkUoAuP5qSInr+R2JNOgocR1RrhKnkvZgmXLDj1w+TCxDUm54FOteIutorkbHiANxbt09wJ5CJqnaxhXh2FkjVIozizWEgNfOlwhDLdUIFBRrHn/yt51jvPePZJmaryaJjIbUDiSgrw0pYL7ssm8orY/hzAoouO2GPENZmzOL1eT8rdR9BIqsbeCHulHTNkUycFqqOswsN6h5PkGoyNgGk6O5tnM/2fH4rrFHnK/yyNFjjOQs7txbSGz14m3ZzOC3rznua3q3E9ej5WsfOwuizfWu84eEGAWOoJ8/LyilFrZ7w3rB4cOH1bFjx672ZvRxHaD5QbZQdhjKWEn1D2CmWOd8sc7tNwwmjWCx9ndPIZ08kOPBQHzjfnWmFDlDaP1poBRCCAxBEvaCUPzETaMt5D22s/vsL92ZEJrmB3+8nqn5akulcSRnU8joB8bL0yWylsGB0SyWYSTfg/bGydVBQLf3m7fhR+8UKda85MFUdQNUuOrwkbY0SWx43dMPY6s80OTx4FiWA6N5lqpOYv23fyTLKzOltTZw7csS8Je/eaTF6eDMQhU3CCg7vq7cSolAtdjdNZPpTsscTFvcNJbFC1XHh3G54TM2oK3Jnn9rkZrj4watTidSwAcmh1sCcl6YWuSRo8dQSvtXr9Q9vFAlzZyGFEhgIK2DVtwgAHRz6d0TBWaKdYo1l7QlmSu7KKUS95GUZbB/JMNg2saLgl8MqXXmhtSzIbsLmcTdpBNh6zSrIoRIPM3TluSmsTw1108SITdLANuvsebrfDsI5U4jrld6/99t6B/fPrYKQogXlVKH17zfjUwLId6/3gKVUse3aNsuG30y3cdWoP1Ge6HU4MxiNQmuqDoBr19cScJQAF6dLkVT/QZ3T2iniphcNVcx42AVKdBx10p7FluGIGubFLIW4wMplBIdidoXH7qv64P/Z//k75hfcTANmWhgG65PCLz3xuE1bh6xBKPbMfjdp1+hVGsNHfmDB+9pGRwA/PDtJequj2qyi4th0OonfSnQHFwgBLxnosD0Up3FqtORjLfjPXsH+exH7kzkLcWay+sXKzS84LK2BTQRtgzBe28c5tMfvrXrw/jxb5zgrblK0kjYaTn5lMljHzqUVKn/5//wKn/5w3cIokFItOsMpPUAK2MZeNGO25pl4wYhH5wcafEN/8pzUzzx7Gn8UJGzDUZzNg0vQEhBsebpmRH0tXFodx5TyuS66oTm38KJCyUMKXTqpASBHgS6geKDN420XKNbgZ1GcK8kOtndtR/fd/Px2Qr0j18fW4FuZHo9mcf/vs7fFPBzm96qPvq4DGzmptjpu+3NKXFzXLHmYkYV0pGyxZ7ofVjrx9sc6z2U0ZHOE0OZlkAXC8kdewZo9j2Op9jXm3bupsXUaX4CM5J2mFLgK+0UEmuVR/Na7z2at9c9Rp//1ilmSw5CaEu2uhtQrHt87uuvYRqyRW+oiV4QBaK0or1RsBfEFWIvBIEibUmUUtQ9nVa40QJlVOVvlsUIbXyNJLKPa4MZDT7WW7SAKJpbrZEg5SJS/fg3TrBQdnCD7kGwAl0ZfuLZ09y5Vw+8jp8rcsuuHBdWGpTqegBkS6g5Wrri+CGDaRPbMHRlWunjvlzTVXc/VDz65IssVhxuv2FwDQkTQrFYcQmVloDsG9bXYqjUujrR5t9CPHNiSEXFCShkLIJQE/3msJs4Qn6zxOTdrDneSNPbd6PYPN7N11cf24/1Qlt+9kpuSB999ILNPFS6fbfq+kyO5lo+u6eQxjREosVtrxxlLCOpTLfHeg9lrETXuqeQ7inQ5XK04p2s8UKlsOVqKEmsl5UXxboJlicvrACKhqcQQiUk9tRshQ9MDrc0LU4Mp1mcdjrKJNop5UZcWAIy0n1rbbPElJKZ5QYZy0j03etBCp3WGTdlPv7MCc4X69imJGVJHC/EDVY121JAuAGRBi1PEehkR1h9GLdfR36guLjSvSfbkLraXnV8Hjl6jKxtJDKipapHzg6peSFuAIZQSbpkzQ0YHba5sKKDcsbyNq9fKIOAW8fzLJRdXpkpcfvuAZpv5bE3+gOHxtbViXYaWDaTun3DmWRWRbEqJRnMG4m3dxxj3yd2m8NGmt7rzY2iXyXu43qD7OVDQoj3CCF+RQjxcPzfdm9YH310QvNDJXZ/iKuSl/vduquDRppxodRgoezwkS98j0effJHDB4apuT7lhk+oFCM5Cy8MGcnZvNNU6ds3nGFiOMvkSJZizWW+4jA2YG9INI4cHOWLD93HM7/1U3zxoft6erDcubfAvqFMVL1U2IZB1ja0DV/V4c05rRs2our148+cSIJbOsENYiItVv8DQCT7vlhxOLNYI1C9VaCbTTQ7+WmKiGgqtCOFEUlHKq7P3qH0husQaJ3wGxcr5GyTIwdHefD9E6w0fMqOT90NmRhOM5pLkbUlUuiBUC/bHt8czy5W+diXnk+OXfN1VKp7LFVd5DpmoXEqpa5Q639PF+ssVR3qXkDaNJJ1xcdVALYhma+43D0xyN37CsyVHVKW5LbdeUbzKX39WgZn2yrNMQl7+P7Jlms2tus7fGCYj33p+/z6n/6QF95axJIiIcQ520x+C/GsiiEFKdNACJgYSlOqrw5wbhzJXtJvsI/O6Hau4pmrc0u1pKk0xrXqRhEPRhfKbktRY717Ux997HRsSKaFEL8HfCH672eBPwL+y23erj766IjNPFS6fTdtyZYH2UyxzpnFKkMZK7nZP318hgffP8HYgM18xeHgeJ5/9gu3cXBXjrLjk7Ykt4znEqeHPUMZxgZSa8jxC1OLPPrkiwlJ38wD5OH7JzENyeRYjsOTw0yO5RjL2RSyFmcWa8hIiBsqmBzLrUt47tgzoGUPkU5DKd0EmU+ZVKNGs9NzZX40XaJY8zouox2xvCFG2pSM51Mc2pWLQkZEkjKo0M14+ZTJvpEsKVN+8HS/AAAgAElEQVQytVBNSK8UWjucMVdZqykF+ZSBJUXE1BUvTC3y9PEZBtMmAymTjC2ZXXEZzGh7uaylBxyry+i+/c3a72Nnlnjk6DG+8txUch2dW6zyo3eKzJWdRDduSkibYs1yQFeoM5ZJPmUiEEn1PWjSnZtSB7AY0T6N5Cw+/eHbGM3buEGYSHpiHBjNUveCjiQslqbE1+zYgM2D75/g6eMznJqtkDIlYeQ044faTg9Uy28hnlX5yq9/gC8/fJiD4/nkej+0O89wVjdgXqvEbqeg07lqHoDvH8muGfBfq24UmymI9NHHTsWGbh5CiFeBe4GXlFL3CiF2A3+hlPrwldjA9dBvQHz3oZdGncv5bqyd7ubmsd46et2m7egob54ujf2I58oN3lmqI1BIKfUDK2WydyhNse5y595CMr06lrP52xOzLFVdXZlGN5tJBKYhODCai4JafM4sVKl5wYbuGjHiprpdOZts2mRXPp00eL41X0ka7KKPIQRkLYN82kCF4IaKYs1LCG0caLJS9zAkDGdTiYvJ3qE0vlp13fDDkNOzFR0xjvawLjQ5WSyUHRYqmgT3uj+mFFiG4J59BUo1j9NzlY7Nkd2kLVLAvfsKCCE4dbFMiJZrnJqrUHODRPKi0LHzKgqJmRjOkrVN3l6oJEmU8cCt3PBZabgUa9ryrzluvhPia/XkhRVsQ88++KHCNiV37R3kzGKN8QGbkxfKANyxZ5BfuGt3i2PHYsVZt2G2j61B62/bZLZUZ3wwc827UbQED0Vobqrto4+djMtpQIxRV0qFQghfCDEIzAE3bvkW9nHdYiv1cZvxiF3vu51S5pqxXuWt121aT/cY//9Sj1EnHe/kaI75FYeqG5A1BWlT4gYBP76wgh8o3lmqA3Bqtozrq4T0wqrEYChrMZpPRZVQ7YPd8MMkra8bbENGlf6AUCnGB1I88fH3Jft38kKZ2ZU6AshaEifyn45jwp0gpFHRsdwZSyaNgiFQafiMDaTIpkxsQ3D3vkKy3nLDZ2+Lk4qZxIzXXB8l4A8/em/LDMGv/ZsfEPZgDRrDDxVBqCjVPc6XGgmRjslzbG3nh4pC2kSh7QHj5sRQwcxyg4nhNPsiGZCvFHdPDPKjd7SFogBsU1B3A/zIl3x3qBhIm9w4kk20+dPLdSzDYG6ljpCiY9x8t8AYUwhcP6TmhpGEQ1L3FBdKDRYrDrvyKe47oHXyc+UGR79/hvHBTDJLM19xUKECMpft09zXzK6Pdl1+1QkiSZRqCSi6Fo9Z3/O5j+sRvZDpY0KIIeD/Bl4EKsDz27pVfWw5rtbDa6u70DcT7NLrdy/1Zt/rcmOit1xzmV6uR3pZyTvLknOLmztG7UTdNDQ7dv2QtGXgBWFSCRYi/pt+HQJWFJ3uh9pKLZ+2mF1p0PACHD9kIKUDaDaq4vpBSAOFbQhCBE98/H3JPsQ+0KWaS2joSq8beK1aEAV+CEqFmCmTjK19rA2luwEnR3MJgSw3/DVkrtnGbzhrM5y1k6pp87E8cnCUsbzFxRWXXtAcaX5qtrJGbhHLRRJyLsCW2uDZD1cHIE4Q8MZshfG83XJsHn3yRabmq1wsNVhpeBhCkLUNGl7A9FKNrG0kGuZ3lmqUHb1PZcdjttRgoeKSsbRrRzxl3unaydkGr86sYBoCL9Sx6VU3IGsZnC/W2VtItwz23pzTMwM3jzcPANMIAaN5u+v1vt79pu9MsTE6D7zTjOZtvnqNV/93amhOHzsfO3kQviGZVko9Gv3z/xJC/A0wqJR6ZXs3q4+txNV8eG1HF3o3i6Nefmi92CNdzs2+l+XGyXczy3UMKbANScMLqVZdbWeGbo6bGE6vS4g67e+5xRoHx3LEP+kghHzKoB5VRv1mSUXHTkBNGI2IUKswxPFDbFPiBYpSY2NXDdBa37iCe2h3vuOAwg1CUlHiod/GzmOPjXhzbUOCDTXHJ1QwNmDz2z+vz0O3wUvzubtQanC+WGekbK2xcHv/gRH+7vW5rv7Qrdu1ilBBIWOxWHUJVeTBLARhtC95W3tEC0Ity2j6ctXRspTdhUzLsYmvOSm0Q4YQ+hwOpE2CUFei48FB7BX98P2T/Pqf/pCUIbENietracst47l19Mu629MyJQpF3Q1RgOOHjOZb7R9Be6O3Xy6xW8hXH7q/4xo2ut9cb84U24HrOf56JyTd9nHtYacPwjck00KI/xr4tlKqpJQ6I4QYEkL8Q6XUf7gC29fHFuBqPryu1EPhcn5o3cj3dt3sH75/kkeOao2/ISAIQ/xQB7k0PJ9C2sKNUutu3rUeIVq7v+eX65yaq7DX8VipB9r/WinyaYuDu3K8Ml1KvqtUF0LdhFLDR4WKktvJpbkzDAmDGYsg1DZqhYy95jP7R7KcX64ThGpNdVfrplcVx36odBqgENimwd37Ci2a3G7nww9Djp9bJohkEhOFNDeN5ddcEw/fP8nfvT63oX1fO6TQri0Vx6fhhQQhKKGXYEod5b3S8PFDgRdZ8AlIGq78IGSu3GqlF19zOhlRkTFNJsbSAJyeq1BxdENgexU+YxkopbXu8fE8u1jjyM2dj03V9bnthjxvL9RoeLqhMW1JAgU1N+RCqZH4rIMezLQfm42m5De633S7J5w4X+LRJ1/ckVWnK43rXQrR93zu41Kx0wfhvVjj/Z5SKnkSK6WKwO9t3yb1sdW4mrZKV6oL/VI7xDeyZ7ocq7pO62h27gDtzpC2ZGJlZxsyqgZDseFTc0NCpTgbEYpe93dyLIcfhLy9UMMJAmxDEChNnk6cL7VIKfxQJVXUGErp90IFlqE9kev+xhXbuJot0E2LbqCr2XuH0py8sLLGteTh+ycpZC1cP8RrCzqJVBHJcqUAxw+QAnYXUnz6w+tPA8cpjlPz2gNZoavI50sNjp9b5uTFFc4X63z+W6cAfY7j6PVLwUDKZCSX4vYbBhjMmEgBacvAlNqRpOoGGFLg+n5CRA2pQ2RMqZv+6u7aSv+Rg6M8cGiMO/YUuHtfgZFcipFcin1DGQbT5hqXh3NLNQ6MZAlCPYBQSqFQVBxtYdjJMWb/iI6Wt03JYNqikLEwpCBvm+wtpDlfrLc4gxSyFoW02dWyrRM2ut90uidcKNZZqnp9u7QIG1nl9dHHuw073R6yFzLd6TOX/gTq46rhatoqXamHwqX+0LbbnqkbWd89qKukH7xphLv3FVrCRHRYh6LmBlSdSyMsw1k7sXwLFeTTFrfsyoECL1Dk0ya2XPV6DpQmq4IoAlyBFILdgzbv2z/c4rTRDlMKsrZs0RGnTEHaNvjg5Aj7hjOcLzYwpFhDjI4cHOUPHryHu/cVdIx2tEGGXD0GKVNw40gG29TShaobUKp5PPbUS/zMH3+7q6Xg0efPML/iEIStOYyBgkrdxzYkQah4ebrY9H1BPmVidKjUx9X79j8d3KUDfkZyKW7bPcgvvucG9o9kCEIdtOJ4IZ4fEqtHNI/W2uS65ydSlk4WiZ1+L6YheeLj71szsNs/ksU2DW4ZzyVe466vJT2vzqwwW2owNVdpIaXx8iuOH2nktZzH8QOmi3X8MEya3MYGbP7gwXv4w4/e29WyrRM2ut902sfzpQZ7hzIMpE2KUcrj1EKVx556accT6q20u4yxkVVeH32827DT7SF7IdPHhBD/Qghxc/Tf59GNiH1cI7iaVY4r9VC41B/apZLvS31gdiPrzQEooVL4kR1dzjaQQiSuELmU2VUX/uiTL3JuscbL7xRZrq020LmB9oWO0xlLDR9DQtY2uO/ACHdNFBhMm5hSE7wPTI7wiSP72TWYwjYlo3mbR376Zj794dvWlT2EodbaIkh8ohu+vq7+0+tz/OidIoFSTI5mOw5Ujhwc5aufup9XPvcL/OVvHuGmsSyFtEXGMnTjYC6FBIYyFrYpkcByzaNU91iouGsIYnxcnju9QMUNWgYnMQJW7fcylpFsS9rS2mGFvhk2f8eKBh+xH3ZM/OuRU8nMco3XL65w/OwSr1+soJQOnlGAEyiEWg1fUUqT+rqr47hrbtCxCtvNG/ro82e6Em/LMLhrYpCJ4QyOH2JK8PyQxarLm/NVSjW35dh/9iN3MpjW7iwARLIfQwjSpu4R+Owv3ZkQ90udpdnoftNpH0fzNnsK6ZawobQpWWn4O7pCvZ0BJFsxO9ZHH9cLdvpsTS8+0zngnwMfit76FvC4Uqq6pRsixM8A/wvwY+AppdR3NvpO32e6d+zkLtitwKV6OHfyhp5ZrlGse4wNpNg/kuXwgWGOnV3mxPkSS1WPvUMZ9hTSPXm8ruel+tlfWtVjvzWnrc5Spkwiwf1QR0d/55/+XNd9dP2AU3MVUHDbDXksw+C180WCUJGxTIzIUq5U95BSh5XEzY2WYSQNbN2O2T/5ixdZXiecpZl0drqDCOB9+4eSUI9mH9n2azE+zrGf7qmLKziBSnTVXqAIlIocLiS2YeiAmsjXOJZ3TC/XWyrq7TZ+OVvi+AopFKES7BpIsVB28Jo+ZEZWcZYhKTc8hBAUMlbiaiKEruAPZUxWGj6GlNQ9n2ADRUy7LntXzuKeG4eT1918mjtd1/OVBuMDKapu0OQt7nC+WMeJCLJES0tiB5aMLTm4K5/89kE3as4U64RKO7jETaNxg+NmPKMv9X4T/x7PLGgibUqZ+F9PjuZ2rIf1ZnzvtxvX+z2/j3cfdsI13c1nekMy3bYQA8gppVZ6/PxXgI8Ac0qp9zS9/4vAv0TPMP8bpdQfCiH+C+AzwCyarL+50fL7ZLqPZlzKD62dpFwo1jmzVGNyNMeeQpoLpQZnFqtMjmRZrLo0PN0smDJ1Yp0lBYd2D/DVT3V2NOj1Ifvoky8yNVdhqeolASQjOYuD4/k1D+P2ZS5Vo2jvUPHAoTGm5iucW6pjGzqWu+EH1FxNrgbTJggt+RjP2/zhR+9tsZFr38axnM3RF851PdYxmV7v7lHImBw+MNKy3GYC7wUBZxdr1LyAe/cV+IW7buDp4zNMLVRJm5JSfTWwxRCCEBhKm1ScAIXCCxRDGV1hbXjaA3sddUpUZV79TDebv7QpmBzLMzVfIRPp271AkTIlKVPS8LU+OVSQsSSlur/ucRCiVQuu0LKWeyYKSWJmt8HGQtlhKGsnTYHLNZfXL5RJWZL33jikvaAjq8DZFYdaU8OoEa03BCxD8MAtYy0DJoBHjh4jVNpHfN9whuGsfVUCNOLfY3zuQ0VC7gsZa8cGeuzUAJLtCIjqo48+NhHaIoT4S+C/Rc+U/j0wKIT4l0qpP+5hvf8P8H8AR5uWZwD/J/BhYBr4eyHE14HvKaX+c5Sw+C+Ah3pYfh/bhKs5ArzcdV9Kh3i7Y0ex7jE5mktIy1LVxZKSpaoXpc4pnEiPOpix8IMw0d52Wmev9nrx5ybHcm2fm1yzzHYXhJFciqGsnir/4kP38ZEvfI9bx/OcLzaoewF+oCUeoVKkIulH2pSJLdvj3zixrtNK2hQ0/M40MZZFrEci4+m4hPAJTd6MqFJ+odRIoraPnS3yynSJAyNZ8raJGwRJdT1Qq/7Ny3WPUK2S0uX6aiNfNyItWJV4eGGkE5eCuJAQV7Bj1w0pJQd35ShkTJQSa6ql+ZTJQsVBCjCl2UKWOx6rpr/FhD8I4eXpEmO5VDJbsH8km5AgPwi5sNKgVPe5uOLwznKN23YPRGEtAj9QiYTm9Jy2VcynTBpNCZXxPoEmpsfOLkeDNZujz5/hiw/dxwOHxtYMqN6arzC74nD7P/+PGyYqbhXi3+NjT73ESsPXsfIRuS83/B2hi+x0X9qprhs73fmgjz6uN/Simb4zqkT/Q+A/AjcBn+hl4Uqp7wJLbW9/EHhTKTWllHKBp4D/SikVP1eXgRR9XDVspw5wJ627WZM4NpBiTyGd/K3uBViGSKrFdS9ERtXRTtrbTsvuRSt+5OAoD75/gnNLVZ6fWuTcUpUH3z/R8YG3kS48bki7e1+BD940gm3qBMGBtMXdEwU+ODnCvTcOUY2cJLq5KiyUHb79+hwpyyATLaO5QS/+54ZeHwpePLvMqzNF5ioupbpHqHST3EwTkQZN9hpeyIVSnYnhNEGoq6nt1eP4da/zaZYUjOYsFKtkW4jVxkkVvZYSRrMW+ZTBwV05vvjQfXz6w7fpZj3X15Z2kX/2vuFM4gO9EdqbF5sJfxi5rbwxW2FupZ5E2mtXliqlpoFC1Qk4eWGFcsOD6NqL4QXaS3zfcAYZhe+0HyNDiMSLenqplsSFP3z/JPOVBi+dW+YHby/y/bcWOLdUR6Kj3atOwB998w2+8txUT8d7MzhycJQnPv4+Do7lmIxi7HeKLrLbfenwgeEdqePc6c4HffRxvaEXMm0JISw0mf66Usrj0mxZ2zEBvNP0ehqYEEI8KIT4EvDn6Gp2RwghHhFCHBNCHJufn9/EZvTRDdvtdHE1192tkbCdWGYsHbwR64xDpVBKR2/7ofYWPjCSXffh1EsD0QtTizx9fIb9IznuPzjKUNbmiWdPd3St2KgB4+H7J5lbqXM8IkYNL6DhB+wbXvUNXs9VYWa5xpmlGkNZWyceRiOHMFQtP/hefvwSSNsGt98wGLllCGaW65hSE7oYouk/BZSdgJFcilvGc+Rsa1M3GgAvVCxUvaTqrB1TVv8N2pYwCCNvbUiOT3uznm1KDu3OM5y1yVjaEq/uBR2r0gJN5LNthKb9M44fItHrfvwbJ3ju9ALvLNdwOpTZHV+7hFQaPuWGx6vTJZaqDlYU2jKctblpLIcUImp8FE3uLYpywyMMwxZrvhPnS8yWGpTqHg0vSAJsLEP7e6dMiSUlX/7u9pNp2P6G5ct13uh2Xzp2dnlHum7sdOeDPvq43tALmf4ScAbIAd8VQhwAetJMXwqUUk8rpT6llPrYes2HSqkvK6UOK6UO79q1a6s3ow+ublVjO9e9XtW7nViO5Gy8MGQkZzGUtclaBgod020bkR2ZaWz64dT8kC7VPWaW6yilH3ydvK83enALuUqgUqZ2kahF7hPruSq8vVDh7cUaSimWqi5DUeOgKaWOJt9Ai9yMjCVJ25L9I1kG0iYNL9Q67qhkGjSxz+YKMWiiO7OsCf3kWE57OJsSQ4o1IS+Xitb1tA4QZPSe4wccPrDaGNitWjqWs5LGxE6HRgEIhSlEEjXejrQlsSKTbscP2ZVPYUpBNdK5NxN+vc2rlW09SHB4ebqECkMKWb1d+4Yz3DKe17aCgWo5rl6gWHECqq6PUooXphZ54tnTkUVh6yxAo2nAYxmCYr17M+pWY7tcLDYz67XefWknum7sdOeDPvq43tBLnPi/Av5V/FoIcQ742U2scwa4sen1vui9PnYIrqYOcDvXvZ6O8IsP3deioT64K8evHN6XuEzcNVFgtlRnfDDTc8R4L2jWQU9HMeOGgIYXdtQ5rqcLP/r8GXbl0xwcyyfvzSzXKNZcTEN0THJsjeB2CEPFQsVhqepyw2Aq8SCO5S2diOP79g8RhoqphSr7R7PsH8ly8sJKIpvJWAZV18cLQvwolbAbOc9YkvOlBg0/4M69BdKWgesFCLGqcd4sbANCJTAkifuHita9fyTHsbPLfPIBTb4+/603OHmhjB/qBkTb0KErGduIvmMkDYmgya5ADwDSttap60rx6npi+IFCSoGJIJ8ykvCdpXPFNZ+NkUsZBCFJ4I0E3BA+ceRAcq0KAX4UA95tRqHuhXz+W2/g+IG2ZxR6sBNGxyOOeXf9gFpUrW6PY79auNyeis3oiHeqNrob+pHdffRxZXHJ4StKPzXWxnf1jr8HDgkhbkKT6I8D/3gTy+tji9Fr89y1tu6Nos07EdVPPrD677UP8c0/nJof0nUviIJFwkQTm0sZnLxQ7ilmudP+7RnKYJoycRZIfKqblhXrdINQJV7JIXBxxeGW8TwfuGmE77wxj+tpD+f2iu5w1mamWE9CYwDGB7SF4EDaZDBjsFDV8dlx2mM32IZkMG1Sqnk8d3oBJ1qnbKskd4OB1nJ3+6wA3nvjCEIoXp4u6QbNUFH3tCPIhWKNhufzwtQi/8NfHme+qn28pRA4nm6KPLgrz55Cmh+sLCXJkQhdxc9ZOn77ll053pqvYhuSqu9jmwK3rZnTDxV21AgZS3GGszamgC59n4RhiB8QBdNAKKDhBXzzxxf56qd+EoD3/f7ftjQfNsOM7PL2DmU4eaGsJSpCJAE1Mj5+Si+3FslYbt6VWxPHfjXQ7FLRXF3uZZs2+v2vh6t5T7xc9CO7++jjyqEXmcdlQwjx74DngduEENNCiN9QSvnAfw98EzgJ/L9KqR9f4nJ/WQjx5VKptPGH+7hkbKVu8VI1iu3Sg3NLVaquz9Hnz2y6CXGzOsLtmM5tno5NR4l/QQgTw7qqe6HUYLHi9DQ1vdH+dZvmPnG+xGLVJWVqYYFCIdDNdueLujHu7okChiGicI+mFQg4NVvmzGKVoYyVLHe2VGe+0qDc8CnVfVKG1M1xUq5LiiuOzzvFBsW6jxBaqgLrE+RmBOt8Lg5gqbk+oB1F/EAllVcJVN2QparH577+GgtVN4k1B+0q4gaKN+cqvHSuiBNpjOOqfah0lHeoFG9crGjiPZbTIS7+2sGAbUqGsxb7RrKJH7fe0O5ylpqn8CINu2JV//3ydCm5Jkp1L0m3XHN8Iu/uqfkKKw0fN/LzVtEC421UQMUNQEE2ZTBbdjizWMUP1RXpneiGzfRUbOb3308k7KOPPtbDtpJppdSvKqX2KKUspdQ+pdS/jd7/a6XUrUqpm5VS/+tlLPevlFKPFAqFrd/oPoCtIY6Xq1E8cnCUh++fJJ+y2D+itapb4eqxE3WEzQ/pfNpCCJgYSjMUWYKdL9bZW0j3RB422r9uRKTh6chuGekv/FBXjw0pGMlZHDk4yqc/fCuGlIkdnhGRalPqwJDJkSxBqPj+W4scO7vETLGBH4SMDdiUHZ982uSefQUKGQsrkrIYspXwxc2BROuwpCRrm6StrblNKeCGQooH3z/ByQsr1FyfmhuglJaehEpXiyuOz+sXK1qfrECIVvVyqBQrDa/FmSNQUaOmAscNQMDkaJbRfAq7afTRvCTbkGRsg/PFOjPLteScBaEiY2r3jVgrvq5aXOiBQXxNxJ7H3STmsW9289/9cJWk622LtN6RVqSTE8jVwGZ6Kjb7+9+J2ug++uhjZ6AXn+kHO7xdAl5VSs1t/Sb1cb1gMxrF7fBJ3Uk6wm66z/b3R8oWe4YyLd/tRh422r9u09wZ22Sl4VFxQk3ehCaMhoTdg5lk2eMDNlUnoOFpGUohY1Kse8xXXE7PVmiu+YVK8c5yg//mH+hmvljKcnquQsY2qDg+BoLm9j0pW+3mVho+gVLrE8kmxBKF5HXk/xw7edw4kmFPIcPTx2cwpCBlGbiBryURbc16MQIgaHPW6Bb2otBNhY4fcut4Pglk8cNVvbmUQstCgLLjk7YkQ1mrRSc+lLXwA4UVaee9IGwiudCUy6KXqxQHRledZW4Zz/HGbKVjpaS58oxae8zi42YZUg800HIPLwijcyEoRpKd9XCpAUq9fnYz2uWd9Pvvo48+ri/0opn+DeB+4O+i1z8DvAjcJIT4faXUn2/TtvVxjeNyNIrxg/Xbr88xkDK5sWkKfCtcPbZKR7gZsnD4wDBPH5/pqvtsXk6nJMX1yMN6+9eNiNyxZ4CUKTg9W9EkWggykXtJs2jizr2F5PvLNU2g/VBTsdbJ81V84dtv8q9/7b5Eb5o2JQ0vxJSdSKmIor71q1Dp6qkfkVkpIGUI6h0ExRIwDNFCinO29gePm+lKNY+Fist79haYHM3y5lw1qcZvprcxDoEBuHtiiHNLVWyztXoqRZyE2Cr38AJFZcXBMHRAEMAv37OHp/7+HbxgrTTEbTvQCh3MU/dCijWXj3zhexQyNoWUQdUNE+cUQ8BA2qJY95pSGLVsR0TBOMkyFVSbVhQo/RmAEEXVDbqGFYG+3h976jiLFY9AKd64UOb42SWe+Pj713znUjXQm9Uub7eOeCfEHffRRx9XHr3Mn5rAHUqpf6SU+kfAneh78U8Av7OdG9cNfc1077hcX9WtwKVqFJtlIQMpLT84PVthueZu+N0riW7yla88N7XmWHf67BPPnsYPwi2RblwK1luWaUjunigwkDIjjW+IZQhmVxot348DPl5+p0jV9RNf4k6QaP1uu5TFD0OEkORSRnIDEgKypmwJI/FDlRBKITQh9UMdCW61aRhiLtj8bsUJEiIthK50190AL1j1ss5HkoHN+oSoyIe85vo88tMHW45zxjKieOy1AwjHD3CDkIanP7tQdjl+rkgh05vHtkDLS2LNuiUFP54pUWoEyWAkbejgniDUr5s9t5uXE58LxVq9dRDJXTKWQT61vkb5c19/jdkVN1l/qBSzKy6f+/praz57qRronaxdvpphV3300cfVRS+V6RuVUrNNr+ei95aEEFfOfLQJSqm/Av7q8OHDv3k11n+tYDOd71uB5iqSFwScXaxR8wLu3VfoWNlqfrDuG87w5lwVPwh5baaEaegkvsfec6jn9W9XlaiTBGWl4fHEs6e5/YbBlmOdSxlrPuuHisWqy8Tw6sDgcqUbl7r/3Za1fyTL1FyFUEE+ZWAIgRsolqpey7lSka622S3CkJ3TAGMpwUe+8L2W4/+xLz3P6dkyXqij2Wuurx01/IB0RKbbbd0sCaY0aPiBJnpCO3cETetSqlWy0Pz9ZhL72swKacsgYxncNJaj7gacivb9cqDQZDOfMpLf1p17C3z+W2/w4tnlpDrcvnhDahmHIVd9oE9eXMGS2te5EDm8+IFq2a/42FhSYBoCL1DcsitHNmVy8vwKbhAmDYhCgBMohBeQsQ1MQ7uK6HOokqbDnG3ohkPWHnu9rdoFJGyTlHTCm3NVILpG1CoxPzVbWeMkczmzVzvVpaIf4d1HH+9e9EKmvyOEeAb499Hrj7AfSlcAACAASURBVEbv5YDitm1ZH5vG1b65x0Tw8986xcmLZTKWwe27B1BKdCT1zQ/WkVyK3YMeby/WCEMoZAxGczZPH5/hzr2FDbd/OwYS60lQFisOfqgSCcT0cp2K4+P6Ie/ZO0jzTy1nGy3T6HD50o31trXb/n/xofvWfP7h+yd55OgxAAwpE+u1vUOZ5Ho5+vwZxgcz3Dxu8tzpBfwwTCqunaCAjCnXrL/q+hwYzTJTbFD3ArK2iVIKJwjJp0wEmrh5gdJEVCm8AHIpiW0KKlHFdzBjkbMlF1acaDtUpPfVDXuNLv5yXqjICnCCgB+fX8GUIgotuTw2LQDbFOwaSHHifImjz5/hxPkSS1WPvUMZ/CDkzfnqmu+FoT5GsVWg44e4vg64iZshA6WQEoRaDWyxogCcn7x5jHLD57XzRRarLm/OV5NjICN7QwkIocm4FyqGMjauH1Cq+y3SjubrsdNR0E2ngpRpYBkGe4bsDp/SCKIBV3P1Ox7stFdtY6nGRjKma0E+sRnrvT766OPaRi9k+r8DHgRix90/A/6/yG96M+EtfWwzdsLN/cjBUUbzNvdMDLU8MGEtqW/X9K7UA7KWScY2uHuiwFLV4cxijUeOHuOBQ2PrPlA3O5BYT+ecMgTLNY/FapHBtMVNY1mqbkDONhItsSEFaVPieLrqeZsgaUgbzadwinXKDX/bPGsvdf+PHBwllzJZrDhUXR/L0AmGewppzi3VeGFqkedOLxAqRdYyUSpK6Yua/LohZRkcO7tMxjIYydkcff4MOdvk1ekStikjX21NnO/dN0TV9cmngo7kc/dgiuWqS0UILKlJ5UDGxg8UbqgiSziBKXUT4HqIg1b8UK2JS+8EKbo3HhpSEIbw9kKN33/mZFLZFcAbF8tdl93+fvw9J9BNl40o8CVo2z5DCPIpk3LDZ77SiDyhQxQqqZKD0oOi6DzZpuSDkyMs11xOXSxjm5IwDIlVOhudx4EoVKbhhxteq6YULc4gLctpux6ByKpwrQY6/g02D0z2FNI7wu+6E661YJc++uhj67ChZjoizc8B3wb+E/BdtVVRZJeJvma6N2zWV3mr0KudVbumtxLFHu8bzrBUdXhzrkqoFK4f8Pxbi/z6n/6Qj33p+Y6axM1YaL0wtchnvvYyz7+1yJmFKs+/tcgff/ONSMMb4AYqqWJWHI83ZisopRjN2UmKYRyOMZC2QMGZxVXrM1MKHvvQoW3VfV7q/r8wtUjV8UmZhg4OMQRvL1T5/lsLzCzX+d2nX8GUIpJ/BIRo6zQjsmGLK5ASXY1uljSvtVWL5/4jHUDT6/0jWS6WGh2tlqeX6mRTJrfsyjGYtqi6AVPzZYoNH8cPUVE1t+quaqW7wTQEfmRlFwK5lNnVSk6fy85/syJ3Dq/pA82OGZdyo1Rt/w6i/Yk9tgXazcMJQkxDMjZgMz6Q4kD0e2420AuVdhaRCH1OIvnM9HKdQCm8YJVIG3LVTq8TYme/hh8ymDbXvVZfmFpEiO57/f23Fnh1psRyzdXk2fU7aqCBRH9cdXRwzMxynVLduyRv6SuJnWi92UcffVwZ9GKN9yvAHwPfQd/PvyCE+KdKqa9t87Z1RV8z3Rt2SmpXrxWbdn3wYNpkKGsznLV5dbqUxD/7oW74ShmS07PljlWqzVSJPv+tN5iruNiGIGVIAqVo+DodL2WapEyJZUganiZtaVOyu5DGEIKKo8NX/FCHr9wyrtf31nyV+YrTolOO0xXjCtzj3zixZVPYve5/vO7nTi8QRq4OoRdQ9/QgTIUCzw+ZLTlMDGeYXq7hR0EfPpAyoWCbCdm8ZTzHSC7Fd0/NI9EBIaAJaRAK6q5P1TW4dTzP+UjmkbEMJkfTVN2AT98/yd+8dlGP8pu02BIdIhKWHG7fM8DEcJblmsuP3ikiCcmnbGrtVhfrwPNXXUMsqSvkzVKP8XyKwYzB9HK9q1wEaCHRW42sJfACvQ6tj5YMpE1GcjYHd+X44kP38ZEvfI89QxkytsHbC1WK9dVw2sinhAAo1V1emS5SrHurIS0R9DHW56p9ECKAfNpECMHBsey6RPorz03xxLOnu8p+9LoUrq8biyeGMxzclesoY3r0yReTmZWGp6UvgdKDgeGs3bMr0JWUhfSt9/ro492LXmQe/xPwgdhTWgixC3gWuGpkuo/esFNu7huR+vU8lx9/5oSu8Hg+hhA4fkjKlJhRkp4bhEmVqnm/NjOQOHmhjGVouQCAKXTISNkJCJWIAi20ztY2JXftHWS+4vDZX7qTx556iZWGT942mRhLM5JLUW74PHBorKNWebuaRNfb//h4n7ywwmLFZW8hHflKCwI/xI1kBoYQkX2allWcL9Zx/LClSquUIpsyqTo+ewurYTMIhWXoQYUhBIHSIoS0JROif/c+Hbp0drHCj8+vECjFY0+9pCvEkRY7bqKL1+kGIW/NVzh8YITp5TpAkkB4KXCbGJ8fhizXPcJQIdFe0BPDaV6/UMYNto8sbwQvQGumI0cMLwhZqro4XpDIWOJjOZJLMZJLsVR1OD1boeYFURojmEIfy4WKq7XPkDQuNu9dTKRNAUNZGzcIqbmBJt+CDSvSTzx7GqV04Esn+0K9T4qa4+MrnST5K4f3dfz9N0vUMpauYDeiaPn/fGqetGVw196BrtvS/JuamqvwyNFjjOZt7tgzuK3Eeqc2R/bRRx/bC7GRYkMI8apS6u6m1xJ4ufm9q4XDhw+rY8eOXe3N6KMHbESYs7bZQvriB3dz5dSUgroXkrUkQugqWjOZfea3fqqndW6Eez73TQQ6uCJGzfVp+CGFjEUYhVcEoeLQ7jym1FPuX3zovg33px2dfKTLDT9Z3mbQaf+BZPveXqjQiOb6V3dVV9cLGSupvAeRrrhTwdE2BO/bP8Rtuwf46rFp3UBnSnYPplChYq7s4oUhlpQMZkytJbdkooH1/ICpxRpEbhggqLg+RkSghWhtcDQia7d79xV4c75KPapGD2UsFqruZR+r5vAS2wCBxFmvxHoF0MlVI4ZtwNHfOAKw5nqbW6kjpKBU82hExDt27ChHsq9UFP7SafmCSCMtJbYpmRzNbXg9Pvrki3znjXkylkG54a0ZhBhirduKAHYX0qQNwfhgpuX3kksZKKWt8s4uVnhzfrUKHYfx7C6keeJj7+1Y1Y5/U7E8DLTs5aax/Lq/x83iWmiU7KOPPi4fQogXlVKH29/vpTL9N0KIbwL/Lnr9MeCvt3Lj+rj+0a1is1GjXPxfTFJninV8pbS7Qaj11N3kG/H64odbrLHc6OF2x55BXp0uIURUrQ21YvW2GwYYTJu8dK6YRGqfWahSyFr89s/fmiz7UmYDtrNJdMPp84j4BqHWG4cKpNR+yWXHw42qi4ZYS4JiquQGir8/s8zxc8ukTZOcbeAFipnleuJLnDMM6l7AQsVl31Ca4azNQtnl1GxZr1NoKYEdMXo/0ETWkLp6ClFgi6kbCyUwNV+h4epAFkOQyFIuF2G0n1qnHL9zdbFemcMPtRzpq5/6SR58/wRf/u4UxbrHUMbCNiXlmkep7iXWdFIKHF9hGyIiupK0CfWmRk0ptAbcCxU1LyRtwg2FdE8zOueWasm5D5RKjiWsXi/t15AQaH08sFz3kgHq/8/euwfJdd13fp9z7qOf8x4AHA4IDiGCL4mkKHJtUiu55MSSvbGU2sheSwl3uS6lQm1YpazkeB07xWw2XmXlkuyIKVWpyspGduBlxaryKnZMxdFKlh2ZZVAyQfEhgQRBDgYgZoB59UxPP+/rnPxx7r3T3dMz3TPAACDR3yqImu7b9577Oud3fuf7+35tS3BoOJOuDJUbYVoAKgXYUuJYAj+IuhbUtr5T82tNLGkUapqh2ldFo2stRTrAAANcO/QMprXW/0II8UvA348/+prW+v/a32YNcKOg32ByU2bvNC9dKJN3LG47WMCWctvBfq+D2+c+fAef/caLRu4uMoP7RDHD//ixdwPwm3/yEuVmSBjbPOsOnululnqvhgJAa7bs/Gqdo5MFwCbnWPihoWH4SnP7wQJzq3Vsa1MNw5Y7qzxATMFQINBIIcnYgkZg0oc51wTSShv3w4oXsd6oGf6vJSg3QrSGuh9RI4rl1wSRFjxwZIwfnC3FltnGCdGxTBHkRjOimLGxogiBSPWnk0K9vZAztN7MelpSkKzaXdNq622gNPzg7Bq/8NT/hxcqRnPGlKVU8/EjTdY21ymIHReF0kTSZGcjFWFZgjsOFnl5vozWhtMu4gjXEuY3B4azHD1Q6Cu7emQ8TxhPoiQCLcyEN7l2ra9Icn+S50oD1WaYZs/9UPP6YpWDQy4gWG/4cRuT/WmkEPiR6jrpbH2nGkFk+NZKp0WY+6VodK2lSAcYYIBrh34y02it/z3w7/e5LX1DCPEx4GO33377tW7KAJeJ3QSTDx+d4Buffn9bcDg16m6b+d3OXOWzf/wjJocyOy7DZi0jPxbGygnZWNKgVWs5QaUZdh0wd6K2JJ8XXJuljQaQ25ci0c4JxcJaI5XqOzyW48xilQgTZDmWxfSoacePzq8b3jImO0+H5fSWgFUbTrkMTECcyLklBYZhpMg5luGTZ2yU1ilFw2gtm0BZaU3VU4zmHT734Tv41B/8MJZ9M4V4UoO0BWN5hweOjLFW93lzuUqzodJAWrK9vflOEDG32xJw22SBcytV/CucoDZcdNihpnFXeO1SFSBVIkmC1maoUxUOiK+H0niBYqLoEoSK1xYr6bVKDFyyjkBLi3unh/nGp9/f8/id/PvRvMNGQ7PRjNBAxhZkHStWuNj8XefzI4RRI2kEyjgnYug9t00WKDeCdPVExPzxum+eq24FtatVj5fnzYTbkmb1JLG9/+FcCUcKjh3anm+9V5rG9SBFOsAAA1wbbBtMCyFiDautX2EU84b3rVU9MFDz6A9vB/7eXgoFd8r8dmZh33XAZGEBY6ZSqqMwVI7tMtU7Bcw7DZjtQbLFUsXjQDHblhX/+PumU73qA8UMNS9CSIEQeovax17R2o6Visdo3k0nFDOTBV67WGFutc57bxlleizHwnqDQsZicshMTD7/rVOM5ByCSKVL7V4YUfU2g98ErmWCntYl/VZd5EQWz9A1zO+VNvJ1nRn9oCVaL2Ysjp+YY6LgMl9upup5SpPy5l+ZL1NpBmkWXQB516IZROn2rTbkvWC48KbN5UaAlNI4q+yAjL3pKAiJasnm35YA25KEoamm1JodRZ2NAUxvneytbWeLtF+n0IgV0zjW6wGubdRLhBAINEKY8NYPzaSmn5LO1onazESBjG2xsN5gvOAiRUAQF5BmLAvfVniBMnQaufV+KGU+D2LTGdeWrNUDmhc3YilKYldHEZ+bRqHbZOda23PXoSHOlerU/BBLSKPBHRdzNkPFYrmxxYX1cmkaA53pAQa4cdGzAPF6xqAAcXvsthDuaret0xDl+XNrfQf92/2+VZ1iajTHi2+t4wWKu6aGjLzefJlGnNFKlCS6Fft99Ct/w4Fipk17V+nNYLdbwaAQUPPC9Hp3HjvZ7nypxpHxwr4UHCbXpvW+/+2bq4SR4UZnbLPM3QxCQgW3jOe5e2poy/V+4umTzC5VmV+P+aZCUPcjvEjhxhQQDYzkbN51oMjri5U00HZiebUkZhzJ2m2/zzsm2FV6Z1aywGTLXVvS9EO8Lqlmw9FVabGbLQWjOYdGEFL3VapVnQRi/ajYWQJyrqG/9FLyaHX3S+DE6eBkYjCUtTl2sMiLb623ZWN3aktCNbncnrn1eI40GWJLCup+SKQ0IzmH9UYQH9OsCkghmJnIs1TxODKRp+CaotCaH255N3cqnj1fquNIkbpc+kbPEi9q51N3tjM5f6VNm4eztlFa0WbS6gWJCY0gUoZHD2ZyDDotWmxtz5nFDRCCMDJUj+mxLI5lbXnntjsfITQTxUzP/ul67nMHGGCAK4NdFyAKIYpa62qPnfbcZoCrhy0ZyZyzI3/vWmSuu2V/vvnCfN8DTjfZq++9tsTMRMHwLjXMrzfJuRYzE3lOL1ZNkeAtDlXPFDJNj2UBk6l+q1Tn5fmQJ54+mZ5/a8Dcag0+nLX5+AMmswxsUR9IKCWlmpcaN/xkYYN7poYYL2QoZCzWGwF39zBTuZz70kptWav7aZY0iDReaAKnnGORcyUF1+q672S1YDRns1jx0qDy4JDLu28e4WK5ydxqjanhbKxuAhnLUCSieHKes012042LD4tZm2EBM5NFfni2tG2gKIgzkHHw0wzCNCjuDLo6LdkB/DCiEdNCdJrNNHzbfmSolU60zDePtB0HW3f5Poq2uhWO5V2Gsw7VZoAQgowjt5gpteLQkMvFjb0rk7S2L8nOv2d6mPFChlfmy/iRKexMAmkwwXSiprKw3iTjSGwheGV+AzTceVNxS6a22ypNEEWp1bwXKLKuRda2DDXDU+Qc43ip4uuUsY2pTKOl2DUJtG1pngNLCCSagmvz8G0jrNV9frJQJoiM1CIaXrlQJlSKe6aGaR3WChmLRqh45OjElslxJ/2i2/n4YcRrixXumx7tma2+XqRIBxhggKuPnTjTfyaEeBH4M+Ck1roGIIQ4irER/xXgf2OgN31dYEuQuVyj6oXkXCu1sW4N2q5V5fnlFul0/r5UC3CkpFTz29Qp5tea3Ht4hDsOwuyKMUwZztqM5hzGC5nU9htgKGO3nX8STG40Ay6U6gghkMLIr33zhXk+/r7pjky6oUYcKGbapLgEEESKN5Zq3H4QHMtiNOdQ86Jtl4Iv9760BgQX1hpk7E1zmYRD64WKOw4VcSwrve5ff3a2TRHivulhzpdMMSIYZY2Gryg3AqZHcwCs131sWzKctXFitYhGEKUazkNZp+sKwD/4X78fOyFuhcYEUzKWoWgtVNsJMt62Hhgd7CSITDK8QWSCs0jtnPHVgB9n3ls/2wkZ25x7N8WKRhBSqnkpX9+REPSgcCxWLj+QTqCBjBRpH7Be99JJRet19SNF2FRm4mFJZibyzK81cWPKx/x6k3unzb1MnpnOVZq1us/pS1UyjiSMqT81L6LpR2QdC9eWZG1JI1RM5hxG8y7lRkCp5qeSh65tJl+CTQdI28yuYt1szdxKLc4yS5yYhiSEJvAV50p1JloC4poX9XznEnRbdTpXqpN3rL77q04K2nOzqzzx9ElOLZRpBoqca7VpXb8dqHgDDDBAb2wbTGut/2MhxH8CfBr4+0KIMSAETgPfAv6p1vrS1WnmAL3QGWQWMzYNP2J+rZkOpK0DyLWqPE+Wf1+Zr6XFadOj2b6LdDqzR40gwrFEuq9EnSKRSnNtKzVMaTWBeavleIfHcm3n/9VHH+TJjxoDFgUUHYvhnEWpFlD1Q772/Vme+uQDXR0XEymuvGtR9YzRjJTGTnx6NMfjP3O0a2Y74Yh3LZps+GnRZMG1AcM57jb4dioZZB0L0NT9RE/aGLGMFzJpdu7rz87yxW+fxpGSvGPa9N3Xljk8luPYwSF+eLa0xYFuaiSLbQme+cwH237vWIJQQTNQFNG8fGGdmh8ZC/X3HANgOGvvqLiRBP0JnzfJVO4U1KqOqLszCNeYQNqWxjq87kX423Atdkuv0FrwrgM55lbrhMrQTYoZmwNFl5Waz+nFKrYUTI9kaYaKlerOwfKVNlX0lWZ+rU7WsXbMzmcsgRdpRHwFKp5RrFFohCdYq/uM5Jz0XX3o1jGe+u4ZUzwqBTUvJGHVNwKV0mAibSZwMxM5sq69JWj94dmSkT50LO6dHuHkuTWqzSDVkT96oEDdC1lvBCxXvbRYNWtvrvBYsdV9I4ioNMO2d6vXO5egW/1GI4i4+6b2YsV+iwqT/iaMzD0XCKrNkIxd61o/MZDSG2CAty/kTl9qrf8frfWjWusZrfWI1npCa/1+rfX/fC0DaSHEx4QQXyuXy9eqCdcdzpfqFFroA4fHcmitqfomm1NphvEAMtN1e7g6lecF1+b0paox94iL005fqsZBYm8cGc+3LZHnHKNtm3MsDo/ljF1xvPzbec7JMuzkkEvFC8k6MrW/hvbzf/joBJNDGX76tnGmx7Isbvj4UUTWlmw0Qz7/zCmem11N2/HYIzPU/ZCqHyKFcUfM2JJCxiaKjU+e/Og9fOoDR9M2LFc9JofctsGz876Uah4X1hus1nxeW9jgB2dL/ODsGqVqk9nlGo8ff54Pfel7PPH0SZ6bXU3bUWkaW3M/VEhhssdDWTsO1B1gc3L1te/P4kiJEFD1Iuoxp3khdhjMOZZRuZCbk5SaF1FwbZ54+iRPffcMjpRGF1pphrIOB4Zc1uoBNT/CkWZZ/YvfPs0nfv8EixtN8u5m19NZ6iaEiIPfdgWRy4VRBAGlYnrAFUKgFBvNCBUX3IVKU24EnC/VUUrRDCIsKZgcynDf4dEtVIL9QmK+4liShXKTUxd37i/vmhpmsphBCMGP5zdoBJGxS48z/WcWq1wsNzkynk+tw5tBRBAqIxWpTRY8cVZM/gkgExv1JBPA5BlVWqdujIfHzIrHgaFMOqHRsXKHbUme+uQDPPOZD/KBY5PkXDulFIF5VvKuxf2HR7e8W73euQSt/UOy3f2HR3Gs9n6y36LCZGJcqgWp9KAXKt5YqrKw3uAr33sjnThLIQiVYmG9wePHn0/f5wEGGODtgf4imOsMAzWPrejM9ozlXQ6P51mv+11VIq5d5Xk8MpNUWLX83Qc6s0fjBYe5UsB0IcdIzumqTtE6aCbLsN2KjTrP/8h4ntmlKmdX6gRKpWYRxYy9xcI8GYhTO/GMzdEDBcZie+3JIbdt2+0yT533ZX6tiR8ZNYzWoHOh7LNS9cnYNjUvastqbfI2TfCbuA7W/QhbSm6bzFNphsYpT8DihpfSJKQQqVxaqM3S/fRYljeWakRKpZOU5WoTrXRs9qJTObxjh4qM5V1evrCOa0vuPFTkjaUadlzIeGaxQqg0oTKBnhcmPGudOh0mj8V+lUZ341p3Yjda1VrDasVro3howIs0XmSOVWkGvHapwl03wXDOYukqVJrkXVNwOOLYjBddTl/qTq1J8MZSjeGsnUoRJtcg0pDMdRfWG/zKQ4dT6/ChjE25GaYOh5GmLcgl3kfDiwgsxUO3jnH8xBw1P2Sl6pF1JHccKrJU8bClpFTzmF9rGDlKW1DzI7z1Bp/9uWPpO/PYIzO8cK7EciVoCbpN8We50T3r36/2ezeaxm7VhhIkq2hmAmqMcMw1NZPrjWZIEEWAqW949eIGQWgUT068ucqp+TK/88v3D7LUAwzwNsCVS88McE3Rme2pNENsKdJszlcffbCtU+62fWsWd79Q8yPuOFjEtSz8SONaFnccLPYV4MDW7NHRg0V+4+fv5OiBgvn7QIGvPfYQf/0v/qMt59yKfs7/oVvHmCuZQFpigoRGEDGSc7Y1lnnqkw9wdLLAzESBkZyz6+va2a6qH+KHOg12WwPqIDJ23s1ApVnnL3/ndKr7W/cjpkayDGdtgkhjW5IjEzkCpRFCI6RIg5BIJ/QCM7lJjjO3UmM07zI9mkXEMm/nSzXm1xrMrzd5ZX49LdizpODCWoO1ugn0637Ei2+VqftGY9i2JIHS3DxqVhDCyATROrZnzzmSnCPRWm/hHl9JRJqeGe/dBvK9nt5QGUm/ly+UmV25OrrDDT8iUkZ15UKpvuM5CSCMFAvl5maA2vJ9M9BICeMFh+fPraUUjGQVQQiQ0rwj3TjuCmO680fPnWOl4jOac/BDxaUND4AP3j7J+VKNly6UCSLFLWNZHpqZ4JGjE9x10zDPn1tr21/WtlITloQWM1FwOF9q8MqFMo4U6QTz68/O8sTTJ/noV/5m1xnfbtnq3Ujl1TxDP2ulvVjCrALZUnBu1TwLs8u1VCXHFsYwaKnq8+XvnO67rQMMMMC1w0Aa7x2E3RazXIvil53ktK6ENFy/eG52lS9/53VevbgBwN1TQ3zuw3dulYhbrnF2pZZqLju2oBDr6m7X5su9rp2qLJc2vFRyDjqk2KQg71o8NDPOatVLlQfOrlRpxjJiCZWl9Tq33ofzqzXOLNfSfSbFYKM5i42mwraM5NxH7jnEC+fXCZXm9KVKrGtsNLJjGWWAdNm+ExlLMJJ3effNw/zd2RLVHSZQdoexyV5dDW90jOZsUxipSAtR93odM7bkvbeMUPMjFstNM0GTgo1mSKQ2i043GkE6GUrUWcAEvUaaLselctO4TMZZ2lBpZiYKXFirY0mBUpvPbSJL+cxnPgi09yGvzJeN7B6ahq/IuRIQuLbk3ukR5tcbLKw3uOum4asuV9fKmX59qZo+wznHQgrBwSGjoX7f9Cgnz5XSK1ZwJQiRTkJ/4T03DQoTBxjgOsGupfFafvhHWut/0uuzAa49dmNjvZftrwT2YtJypdGqmPHgrWPUvIiaF27Z7nypztRIlpwjeWOphiUNDaLqhTu2+XKva+vvn5td5R//2x8QxYYTnTFqqDQVL+Rv31whjDTZWHmgU9lkvJBJZcs++pW/abMVPzJRYKHcpO4b1zrbkkwWHNYaITnHIutI1uo+f/TceaM7LWUqX6d1eyCdyPB1agmDoT2MZG0ulps0Q0XOljQ7lDMSRLpdG/pKBtJGn+TGgAY2miEZS3DrRI63Sg28jhvT70TFCxUXy03eMz2SWocDMfXH6HrPTOQ5X6rHyhuG82xJgZNY1AvNm8uG42JLYz3fDIw7Zqnmk3dtU0QsdfrcdtKvzpfq2EJw8twG6w3z3lqYe1oUFghBpRnwynyZ1arJfAdRhBT2VSu0hnapvHOlOmFk+OEF127Rus4wUXRTilXeMYF0zY9Sx8dBYeIAA1z/6Icz/e7WP4QQFnD1Uog3IN7Jckm70WLdr+vQr5JJwl8eL2S4/aDhL1d9ozfdObDtta29fvfw0Qn+i5+6hX/3g/Pbah1rTZqFDqKItbq/RdmkVbbMiQsJX5ovRWBrUgAAIABJREFUM5w1xit33jTEaxcrZBzJe28Z5cW31o2FsxDUfZ1mNEMFSptjaa3TYNcSJpjJ2pJmLE/XzZxjpebjhQqlNJ7ePkvaryTeXnCtA+luE439Qs2LsDATpKGsgxRNLNHDGn4HvLXW4FffP8P51TrTYzlWqx4130i+TRQcZldqhMpIKQptCo6VNgWCWUdS9yIUZkXFOGEarcJmEFLzQ4azDl4Y4VqSRhC20KQ2J64F1+LFt5KMtEGyxtEMk/dApxKHUohUnjLRe79aFt/JxLiXocsnfv8Er1woI6Wk7m9O7IcyV3cCMMAAA+wN23KmhRC/FVuK3yeE2Ij/VYAljPb0APuApNNdqfhtcklvt8ruRF+1G0/x4aMTfPXRB7tyuVt/v1/XoV8lk1b+8mjeZWaywNHJwhZZvL22td/f/fY/vJcnf/FuDg5lYrtrI7MmRXtGWMR2yxfWGluUTeZWaiBgsuDyxlIN15IITLD1+qUKdT/i0EiGOw4VWa56JvixzXJ0wr1thYgVS1r/HsrYDGUcLLnZHscSWGJzud8LVVx0tbtgeXoki/0OqfC4WoG0wEhk2pbADxVzq3WkFFsCZ0X/vHSt4flzazz50Xs4eqDAoZEsH7rzAL/+kTsYybncddMwP33bBLeO54mUkXB0bcmxQ0Ws+IEVmKJVU4pnjh9pwyFO26TNM9Wdoyy2aIEnaAQRzSDCtc0UIVHVsaSZDMPVKbTu7P+AHbnXn/vwHRwaySAFcbGxJmNLbpssAFdHaWmAAQbYO3bSmf4C8AUhxBe01r91FdvUE0KIjwEfu/322691U644rpX+85XElTCE2c/r0I+SSZIxrnoBK1WPnGvH1ttbs+h7bWs/v2vNXL/v1jFWqz5aw9yq4TjblqFaSCFwLEEz1FS9cIuySakWcMfBIgsxVzUjTaFfI1DU/IizKzX+u1+4k0994ChgeKl/+eoiodJpsJUEL0obUxWF0fd1pcC2jB4wQLkZECqVBssaQwW4daLAet2n2oSaivoKppPjzpebvTd+G8KKqSz7EV9rjIqIaxu3y0hpI9MnBBlb0AhU27b9QGAmo51UpieePtn2LE+PmXdpodxkZqJgnAhjjnxiyGJpUuWYxHmy5oXYlpGR+9pjD3V9f2px5jZ5Ntoy6xoyrsQSxn3ztokMlzY8tGbbTHcv7KUWZbv+b7u6kIePTvCFj9/H8RNzPHtmBUsaW/duHgEDDDDA9YeeuR6t9W8JIaaFEO8XQvxM8u9qNG6HNv251vrxkZGRa9mMfcG10n++kmgNEqUQqdLE8RNzfe9jP69DLyWP1ozxbZNFjowXtrXevpy2bve7Uwtlnnj6JD/7u3/F48efZ3apmg7Ki+UGy9VmbAhjNJO1FmRtSda2sIQxRelUNvnAscnUXc6SAj9SNEOFLQVjeQdLCr75wnyaFX/skRnjFtiFsywFOLbEtSUHii6OLZkezTKad3Esi6nhDEfGczFVw2TGbSmZW61Rbhgzjn6z0u/0okMh9vccI21URDK25APHJsk4FsM5h4Jr41q9f9+KJNPdLajr9ixnHYtQKV67tMFzs6tESpOxJGN5h4JrocUmPSNxrAyUmeA1g+2LU4+M55GCmIstsC2BLWOznKzNh+48yN1TI9x7eIQjE4U0K759pnt77GXVaa/9X7Ji97XHHmJ6NIdjWVdVaWmAAQbYO/opQPwd4JPAKTb7Pg18fx/bdcPi2uk/7x2dmZtXL24wM1Fo22a3gfB+XoeEt/3l75zmZCy5dffUcPr9bjPNe21rt99dXG9QqgWsVHyqzRCtYX69yUbTZ7Ua4kcKS0LOsYmkRCuzHOzYhiOddawtNBTYLPx0pCCMFHXfWDbnHInSmqLbrp398NEJJosOyxU/LdgT8T/Hkhw7WEyDks77/2sfuSP9/MvfeZ2XLqyTsQWHhrPMrdTbVDr6RcaWqerDTujGR26lwlxv6OEsfkXx2CMzPHtmJTZMEijdP1taxpQdo90+A2xVnQlDlWakX7tYZr5siv9cyxQh2jHfJ9ImEE4mVAkFKIoz1YkN/HarWY89MsNfn16m4Ucp1UkDliRePWovcral5ObRXF9BdOezvFr1dr3qlBRIvnJh0+X15l24vO6mrmSAAQa4PtBPAeJ/Btyptfb2uzEDXB9qF73QOuAUXIuliseBYjbN3KxWfTK2xfRoLv3NbgPhq3Edal7UJpmVDN6dluVJG5LBMDn/UwtlmoFCCGOlfPNIlqnRXN9t7XaOC+UmN4/m4kLCAI3J4lY8EyhawthiN8OQiWKW0ZwTF4HFlt0t5hat2JxAmOBWaU3esZBSECmYnsxumfDcOlGk5hknPGJjFhlnslsDk9Yiq+Mn5vj8t06ly+ETRZf7pkcJleLMYhWdREq7hNYa1SOQNkGZwLUFtpTYlrkv/tUiKV/H0Frz8NEJPvtzx3jqu2dohAqNTjPCxoGv/Tq1TkykELz3ljE+9+HNiVIrlSGMdEo9CpVKA2nzvBruvjmWjikdKt2/lEa6DzZpG7YUW4yREjx8dIJf/8gd/O63T8cKIZCzLSaLbipvuZdgtBs94+X5MncdGqJ1qNwpMfDc7CrzpXqqMgKGx11uBrz3lv5XUq+F0tIAAwywd/TUmRZC/AXwj7TWV8Gza3d4p+pMX89qHp1V6S++tY4XKO6aGmIs7wIwv1Znody8bG3X/bwOO+ldA9t+lwTAYaS4sN5AIAiiCCEEXmiW0+87PJoGHbs9x1cvbmAJmFttdA1uksK/jC2xJTxy+2Tb9QF2vGYmW3yak+fW0VozlLW5bXJTh1oIzUQxw6sXN1gsNwmVJudaEHNaD41k+MLH79tybtupFdT8kJmJAj9Z2MAPFRvNgB4xMbBVYWIi7xjL6h1+bAlDQ5gazTG3WmN6JMubV8kg5XqHFPD3Zsb43IfvBEi5uY24QLAZtheZCkymV2uTjVUajkzk02fq+Im5Le/I/HqD9diwJ1Sx0VAHH9ySMJRx2GgG5ByLUBmt6kSWEaDgSgquw82jWWZXam3Hba0l6KUTv1t06xN+dH4NDbzvyFj62Xa6+Mk78OZytY2PnlyHu6aG+It/fk0ZkgMMMMBlYs8600AdeFEI8ZdAmp3WWv83V7B9A7Tges5KdFIgwkjjWEZBIgmmp0ZzNMOIySH3spYp9/M67JR9fvIX79k2K56c/9xKDVsKlAY/1lVOOJLdNKu3Q+c5fuL3T/B3c6U0O9caPEaxXpwtTaaxEeq2Ab1X4Wfr9/dOD3P6UhU/Mpnv+bU650p1IqUpZmwipbGkRGOky5SGjCM5OJTpek+2o8asVD1qXkSlGRApvWMgvRPpYK3ROwjPuYYTvrjRRABzg0A6hSMFL5xb51f/4IfcH0/2Hntkht/8k5e4uOGlmeEErYFwuREa2/lykzDSfP6ZU6zWfMKYd59zLA6P5ZgayWJbgvVGgNZGfm+LSkgsmSgxJjJHJwtc2vDid8kU0kohGc5ZvL5UJWvLLc/yqYUyT333DKHSFFyLiaLRor5cdOsTbp3I8+qlCpVm2HOFLHkHgkgjieUd4+9yrkx1ufcD13MCZoABbgT0E0z/3/G/AQbYMuDkHAsvigwVIEbNi7jn5pG+HQ2vxUCwE895p2Xiz3/rFAeKGRpBhGuZjJoUAoWxAfYjve3ydH/QqVmDYCsH2BJmm3oQMZJtf317cb3bv7e5a0owt1Lj9GIFx5JYUuLaJnCueCHFjE3GlriWxfRYlgtrDV66YIojO+/Rqxc3qDbDtuBqJOeQdSTL1ea2UmatyLuSuq/agpAE/WSztTaW6QK466YhfvRWufeP9hmtfOBrdfysI9Prn7csTi1s8Pjx5xkvOOQyNlo3tlzvzvZqDaWa4fFPDmVYrnjkHAvXNvs+s1hleizH0QMFVioeS5XurEAZvyPFrE3NDxkrZChmbd5YqlH1QtCaIIo4t9pASpiZHEqL+IA0G6216XuCSHMuln38x//2B+Rda0uWut/+pVuf4FgW9x8eZaLYOzHQ2jdKASKW+lPa1Bnsl276lVBPerthMHkY4HpDz2Baa/1/XI2GDPD2QOeAMz2W5fSiySAprXfNbb5WA0EvTvZ2WfHk/HOORc0PCaLYGAJjGFFwbfxw02lwtx19zY8YztnUYnMLS0q0MiYoCSdYYQLHm1o46dA9s7ad6yHAWN5l5BaHk+fWuOumYV69uGHMVEJzvEozpJixqIQBbyyZydJQxt5yj77+7CxvlRoobZbsldJpcHXPzSOsVj2WKx71bezDJSClwAt6B9w7oe4rhnM2gdKMFzJX1RylGwRGWQXMtbzaZjFGfcOi6kXpMxpEikZg+Mo1P0RoU1yasyUi1gHfTqov0tCMFAvrDax41aTRCExGGfP8/av/9N08dOsY//qZV7esNDhSkHUtfmpmPKYUwUTR5dWLFWxLIGPutlKaQIFQMLtc47ZJnZqtnDy3ZqhHtiSIFDUvTO9xwv9+ZX6D3/yTl/idX74foO/+Zbs+od++KOkbCq6VTgx0rJcdRJp7p4d77mMveCfIqe4GN+LkYYDrHz2l8YQQZ4UQs53/rkbjBrj+0Ckr51gWB4suxw4NdTUj6IUrIaO3FyTZ5+1MFKC78Uxy/hlH0giitmChEUTYlub1pSq2FHsymzkynmdqOEvOsRjKWGRs0ZaVTTim7zpQMCYYHb9tXe5OXA+tuC22FLy+VKVU28waJtsXMhaWNDbGSuvUeKXiRTQDRc0PaQQRozmn7R49N7vKU989gxO3JdEyDuOg67FHZliKs5jbma6o+HeK9g6p9fT6MRXRQBAq/FDxw7OlNlOZfiBb/ru7X3aHAG6bLBAoTd61OHag0PM3VwoCcKSZnCWPjxBQDzYz/5GCMKbwNEJFPVBEerMIsHN/YDLUkTaSjEEUpdSdSEPDj/jyd17nmz+aJ2vLLQF5oDRRpFKpt4RqUnCtVHbPtQWhTuoDoOqFvLFUo1TzNp9V16IZqvhZbT+G1sbUqNwMOX5ibkv/EkQR8+sNHj/+fFczqV59wk5I+oapkSyOZbRvtDYSgQfj4sj9wDtBTnU3uFZjxgAD7IR+aB6tROss8I+A8f1pzgDXO7pRIBIptL2gl3LGlUa/y4M7ZT+e/Og9fPaPf9TGK9WAKwXLlQDHksxMFtKOfqMZ8Nk//hGTQ5memeokOzY9muXiRpNqHEBkbUHWMVzmY4eK2FKmxZKdvwVzDRPXw5mJPFIIZiYLvHaxwtxqndG8m2be7p4apuZFqboDmJNKMosasIXhcJ9drXNhvUExY7NcdTh+Yo5QafIZGydSNANFqBSBUqhQ86k//Ls0Iy13iFA1JoDSQqScjtZAqZ8Es8BoKuddK5Z+k4SxBGA/WeFkG82mPNvlQAGXNppIDL/9zZXa5e2wTzgS/vOfOsKfv3yR9XqQUk1Ey0n1OrfOr7vRQHTCf46VQDRwamGDh2bGeHOxe716I1AIodMgNTF7CZSOLcSjOMNsnj6lNVLC3Gqd6dEcd08NsbDWYKXqb2mTFNAMFEMZCz9SaR+S9C+lmscbSzWjHqJ114zm5dRptPaNzdBMQjfNnvaPhvB2lFO9HFztMWOAAfpBPzSPzpTaU0KIk8C/3J8m9cY72QHx7YArWRh4NQeC3SwP7rR0+tVHHyTnWmRtC9sy9JaGH6USbO+ZLqbFmGt1nwulOgqjZd1rSbJ1QF4oNxnLO0wUXC5teBh7ZJhbqXHzaG4LlaZzohMqzR0Hi6mL2lje5c6biry5XGO56qX8TzBL4UGkDQc+VChMBty1JV6ocB1JMzAuLpEyQYsXerx6UeNI2GgEKIx8XiZ2YtRaE0VRGpT34j0rndhM7w1ZRxIqjR8qmmGERKQKKDoO9vqBxgSIV4Lkau6bwV6y3VYsG9fvZELE1JbTi1UaQUTeNc6DkQbRcj6XQzlxpcCPb2akjdxdks1uBKaGwOvwn0/aJoCJ4mYRaxIY5RyrXcZQazImUidSGi1Iiw+/+O3TW5wPBYYqFGlNFHPnkz4k6V/m15pY0mydd619oUN09o3d5CIv91idCYGHbh3jmy/MA9evnOqVxI02eRjg7YF+aB7va/n3kBDin9FfRnvf8E52QLzR0MuN8EpiN8uDvZZOG76Rw7PjdKsQyX9pk8W6sNZACEHR7X9JMnFCOzKR5/5bRjkyUeD2gwXc2BEtVLotGG+loxw/Mcdjj8zwzGc+mLoetsKxLD5wbJJnPvNBvvrog5xaKPPZP/4Rry9WaAYRzTBiLO9y/+ERso5lXOUyNl58ThqjXlLzQ5TSLG941ANllvCV+a4R6jSj3Y9BS1JomSg97BVCmOBZYdoSKE2ozX97dnQdiPqpeNwl9rTHbfjL2+1fxbSNH54tEYaxOY+AnC2Qu70I2yDsmGR0Gs+s1f22iVMnd7o1g5hQk0aydlsRM5hnKVHMycd2jc+fW2NmokAm5nhbLaYtQaSJlOlDXCl47JGZtv6lHhgTpEhpDo+ZeoPLzWh2o4K1frdb98R+jte5z2++MM/H3ze9Z3rK2w1Xc8wYYIB+0U/3+nst/74APAj8yn42aoAbB5fLU9wNdsMt7OQfQ3v2I+tINJpGEFH1QiKlUje2udUa8+umIK/qhWg002PZnsfcqQ3jhQz3Hh7h7qkRPnBssi2Q3m7A7jXofP3ZWb747dPUvMgod1iSSBkJvNG8i22ZwqmjBwoIaJO2s6Vxsav6kZECE1szrwmto1cwqIl5uH1suxMafhRnXMWWoPzyhdOuDfZaQKnZvJ4mgAR9BSogBdtn2DWG0/+ThY02Sk9yCkqDa8u2DGLyjK7UTFFvct+S33uhea9Gcw6ff+YUpxbKTI1kOTKW68qJl8KofOTjrGVr/yKFwJKCY4c2V44uJ6PZK1jeD27vdvt8/twaX330wXSS/E4NpOHqjhkDDNAv+qF5/OzVaMgA71z04ilfLV3t3SwP9lL7uOfmEWaXqpxdrccGFwLHEhRch/GCw3rdx7YEw1mb0ZyTUi12OuZu2wA701Eee2SGQsZuM7ZoHXS+9v1ZHCnJxJWBhYwNhCxVPEbyDnccKrJU8VipegQdmVo/AiliLjRgS0mkNTouJASI9hC8JYeRoj85vFZowA91an9+I0NgguiE1x9qvYUasRsk96PXby0B/g4e6UGkmV2utindPPnRe3j8+POxukeGkZzD+VIdP1REShNFmlItYLzg0AwUF9cbXNrwyMSyfFGcKT92sJi+V5W4ADHpW1p11m0pKdU8zq3WqQcR9x8e4bnZ1a5GRF/+zmlevVgBDE2r1Yzpy995nYX1BoHSqRxkqyzm+VIdRwpemd+0FZ/eha14N/RS7LlRZOKuZy+GAW5M9EPzGBFC/C9CiOfjf78nhBjwKwboC/ux1LlX7GZ58OGjE3z8fdOcL9U4MbvK+VKNj79vOu3AH3tkBtuSWFIwknPIuxZSSKbHjKX45FCGZz7zQZ765APYltzTkmQ/GZjtsu2vXqzw+WdOoTU8eOsYd900vCXTvt4IYtWBTeRcCyHgmc98kG98+v184eP3sbjhdc1GeqHJSCOMBNxYzkFIsan80PMM22FJQcG19hRIw2ZndqMH0mDoRgkS+kdCvTGGQLvbX+v9iFomPOnxiFVQ4uyvJQUW0PpkxhRolja8tr4A4APHJrlnaoR7p0c4Mp6PCyYTW3ELP4q4sG5MTxbKTcCoZBQyNlIYjfJyI0iP1W31J3mnTy2U+dFbZUr1AEtAuR5s6ZOem13lN//kJV6Z30i53i++tcan/vDv+NCXvscnfv9v+dH5NaK4cDLR2g6iKD1uwbWNMVKo0m1OX6pScPfOkuyl2HMt+9cBBriR0c9b/XXgx2xSO/4J8AfAx/erUQO8c3A9aaDuZMbSiedmV/nmC/McGS9wd5wV/uYL89xz80iaFUlUPTaaIUXXZnoym9pyF1ybJ54+2Rbsthb9dStS6pa575WB2S7b3vBDDhQzO1730ZxDzYvI2JtRUSOWUmvNcgkBY3mHciNoox1oICMFgTJ0lySTmKAzC9orSHalsUrPOcbJcC+Z6QTXWmP6WiO5dt1qKE1ALYj9LQFT6HjzSI6FOGDtde2SWgEpNKEyf0daM553mR7LcmapSs2LGMs7qLhoNZl4BUq3GbEkqyitqzCJ82fOkaY2QQii2KZxoui2GQQNZ52UcpWg2+rPc7OrHP/bORpBlNJJGoHiXKnOreP5tnfj+Ik5ys0Q1xLYUuJHynCyo4iaF/H6YpVQmfoFx9q8HudW6zz8ruR9jSVxUuJ7y997RC/FnutBY3pgqDLAjYh+gul3aa1/qeXv/0kI8eJ+NWiAdxauNxmjfpcH+5kEPHx0gqc++UCqEFLIWFSaIcvVplGP0EaWayfzh90aEPSq5L9YbrKw3qARhERKc8t4PuWHdl73x3/mKF/89mkIwbEEDT+iGSoOj+Xa2pI4zbm2bCuuBGjG1slJoVtrwJwUFiacaK3ZloIhgaGsw/RYlvm1ZuoaOORaLHXIoAkga0saHXSC1m1u5EC6H4SqheeuTXBdyBht85q/SZ3YDpYwBYLJVkmR5/SYmVAeHo04u1qnGap0ovnGUg2J4TQnSJ7JzomuY5nMtpQy1sQ26jCJ1FzrBLJU8/jxwgZhpPnea0vYlmCimOHXPtKuZpEEyBpSjXatDfVkteZjt7wb50t1gkiRMfIfNANlDGW0Nqo2mGfQC5VpqxCxIU7EqQXjErq40eSOg0UW1pspzWNmIkttG/OiftBLsaf1mvaLKxn8DgxVBrhR0U8w3RBCfEBr/SyAEOLvA439bdYA7xTst4zRTgPB5QwSySSgVPOYXzODYdaRLFXaKRXdst1CaLQWfWXjd5O57zZQffOFed53ZJT/cGqRUs2oKEyNZMnYRsruzGI1LbjqvO6f+sBRwHCn1xsBGjg8luOOQ0NtbTk0nGFutd6VCyvi/5GAa0mGsg6rVY8IEzQrbSgFUpsA5j3Tw/xkvozfsSuNceR77VLFmIAohSXlFq52ku3uDKRvdDix5Fvn9UpgS4EQEMYBsIizxFlpqEqHx/OcW63FRYICEZLK35k9b8r0KdoD6daNtDZ8ZduSfOKhw/zpiwtU/ZDZ5Sr12GRlRAhKNY/xQqbtmWyd6D7x9Elml2uUan4aiN40kuXogcKW7OxKxWsrgtUaVqtNTi0YO/njJ+Y4tVDmwlozXTlRSiNjSlKkNTW//d04Mp5nfq1hZPaEybobvW6RTga8CDQK1zKOh80wIu9Y3DZZZKXiU6oFZG2Lew9vsiIrzZCbO/The6FbP/bVRx9Mr9NKxW/bfjf965UOfrv1ZxsNv2+d/QEGeLuin2D6nwHHW3jSa8Cv7luLBnhHoZ8iur1ip4EA+rcR7tzn8RNznF+tM7dcI9KajC1xLRFrK6stxUqd2e6PfuVv+s7G7yZzf/zEHGGkmFvZLGjKOJI/fXGBu24ajt0HFev1gJuGM1wKjMbxW6U6tpTpde8cnJ/65AM8fHSCD33pe9S8iB+eLZliqbEso3mXeiD5jZ+/k3/9zKtpWxLr5zDOwCea1PceHuFvziwRxck3uyUAU0ozt1rnlvE88+tNmi0BsQmmoza+dajM9W7FFZJ/fsfhpuEs640QWlw5w5ZgOFIa2xJtyhpoaCiFAM6u1NLJkk9305bkVuQdM8kJ4vR/q474ixfK3DSc4b7pYf70xQW8UBFGikZL8eJ6I+DFt8pMFhwOjWzVS4fNfmNmotDRb8xsmcAuVX1yjmzjInuh4it/eYbpsTxhpFip+sbeO25vFDdYCBEX0Iq0juG52VVWqx5VL0Apw80WWhNpo+KTKPOcXqyScyzePT3MS2+tg4Bjh4op3eLmUUObGc65e+77egW7yXXaaPis1nxqfoQtBZ99z7Et+0kmFcZMxuLuqWFWq94VpeF19melmseF9QZK96ezP8AAb1f0o+bxEnC/EGI4/ntj31s1wDsGu+Ep7xY7ZXWBXQ8SrQPXuw4UeOlCGa3BsTartW4ezfUcaHaTjS+4Fi++tU4YG6ZMj2VxLKvrtqcWyqxUfRO4WgI/ilit+1jCnF8zULiWINJQbobcfrDAhbUGFS9kcshtM2hJBufZpSqPH3+eQsZmueLhtBR8vbFUY3o04ujBIp/6wFGe+u6Z2OLZBL2twZrWmooXUqp5CCQCRWJmmAQwQkC1GbJeD5CJRnAckKf72faqboVrSSKl9pXSIYFbJ/OsVT3Wm9evwN5yzTwXybXUtFNuEh3m7ZA4GCbopvqRfBZpnWaCLWkss1vv4WjO4buvLZOxJUXXYqOp28x4kv0s1wL+wb1TPc2LuvUbrRPYu/6Hv2ijjoChLa03Ao65NnMrNTMBi2dirQG10Jqca/HZnzvWpviRd23ePTXCG0tVM8mLZ3mWMOfr2sYi/NBIjuWq15VuMTWSxQsVk0Punvu+XitXSVHlU989Q6g0Bddiophpq+9IzimZVAgE1WZIxq4xt1rjrkNDtIYCl0PD6+z75teaCATFjHVFOd0DXvYA1xu2DaaFEL8GlLXW/ztsBtFCiP8SGNJaP3V1mjjA2x27kTHaTSfZK6u7W652+8Blk7EtgjCi7keMF1wOj+VS2a6d0G82/rnZVZYqHl5geJdeFHF6scrBoruF7wmGtykwBVEAthAoFWLF1VQ5xwTBljS2zOOFDI5lMTnkti0LJ+dYqnnMrxtlhNWqhxTGcMULFXbsovLGco1mGPHE0ye5eTTL+VJjSyANJjCRGJOaJL2ccy2C0AS7Ks5ga7G5PYDcZZq59bChUpeVpXbk9rSIBLYlyNiGR3w9w5GSihe2fdZvAWcSeEcdn3UiWX0w30WpekqkdFvwXaoFqTmKEAJFe6BuWwKtjWb5fzi1yG//w3u7tqvffqNbIa0J9g0PvOKFeGEU60zHmtuYx/Snbhtvk7vr7AM9qNZ/AAAgAElEQVSEMBnorC25dSLPudU6ry1WuP/wCL/zy/e30VK60S3unhpK3729IOnj1uo+F9Yahm5mS5arTrrN8+fWuOum4bbJe6s0YHJOcys1bGn6j1BpSjWfvGNxrlRnorh76c5u6Oz7qn6IhNQkJ/n8fKm+54B4wMse4HrETgJJjwLHu3z+R8Cn9qc5A9zI2K2M3k7GKr1MV7od+9kzK5y6WOaVC2VKNY+hjE0ha5NzLe6dHtnCO97O/axfU4HjJ+Y4UMxy19QQGcdCaVPUdGgk13VQyLkWOnZANMvuJjuogVculKl4AVUvou6FZG3ZVYavVV0ksVd2bYkf6XQZP+HEmjopnXJAm37EcNYi25EFlGxyp9cbPnnXIutIvEDhRxqBNknBePtE+SA51l7Rj+5xN7xrMs9Y3mmTj+sGGWfOL8ZawtczEqWLvUL3mJVkLEnWsXAsGfOzjbulUptulwC2MJbittyccFktF1pgeNuhcaanVAvoRPJe/ezv/hUP/5vv8qEvfW+Lu2ArHv+ZowQxJUhpMxkMlOLYoSI1LzJZ8Ti4j5R5XnO25NBwhm98+pEdpSbn15o4lpl0jRcyPHBkjPumR9ss0WH/XPmOjOe5WG5yZnFTYq8ZKFarXno9Ti2UObtS5YdnS2nf1Zo4SM7JqJiYe2FJQSOIuHUiTyOIrli7O/u+4azN4ZYiaDD9cMG19yyZuh9mOAMMcLnYieZha6239HRaa1+IXsPQAAPsHrstXumVAe6Xq71p5iBiS2xDcTg07LJQNoGp0rptH72yI/1k1ZKskxR2OtgorVmuel23v3tqmIzdXpQ1UXRZqW7+jY7wIsWIFCm1o7UdrcuwjSAytJA4s9jNAlogWpZncwihmShm+H9/fAmlTcBpS2kcIeNiw5GsjRcqChlJrRm2ZQK7cZ73aiSyVzTj4KEzu96J5OtqR8b3eoMUtPHP97aPne9C1jETrkYQGSqQI6gHegvFZmYyz0YjIowUOpaOy9gSPybRt25uaMs6rUFITFJeulDGkZIginDi4r7ZpWpbPURnRvM3fv7OtJB2NOfw+M8c456bR/j8M6eIlNoyafMi1XUC0UlTaARR6qoIRtf5rVKdl+dDnnj6ZNof9aKl7DUL+9gjMzx+/HlCpWgGmkibjPvUSDYNHpOVgIT61UrPaj2nZOXKyAwaWpljWdx/eJSJ4t6pKJ1o7fuSfrLSDNv64ULG2jNX+3pTiBpgAACxXUZCCPEK8HNa68WOzw8B39Vad1+bu4p46KGH9PPPP3+tmzHAFUJSuJfYBJdqHmeWqigNP33beFeJuX7VPAquBQhqfrhlu2SJNlRG/cKSAo0ZtEayNodGclt+l/ymdWl1fr3Bet1nciiz4/ESdNtHpRm20TJa0RrAJwPTa5c2GMk5eKFKA+rxgsvRA4We+zi7Uk1lvmp+2CZpl/QKUsDP3nkQ2Az0n/nMB/nZ3/0rlje81LgmUpowMkHLe24eIYgi5teaqcqB0iZriYiL4PTWQOxycaW1pY16w94z4FcTl1OY6UrIOHZKE+lmujOUsWkGYXp9j07mafgR8+XNiZ9rCe6ZGqYZRMyV6hwcytDwI2p+hB9G6cpHsn8hYHoky723jKYT4/n1Bkpr6l5EpDXF2JTFtSxmJgsIYSa1re/AdrKTYJ73f/r1H+KFKp3M2dJI2Y3kHZ77739uy/at79iLb63jBYq7pozCzZnFKmAmF7dNFnc89nb77NXmTjz8b77DUsVP308LcGzB1Gieu6eGmF2uMb/WSM1y/NDUK3ztsYd4+OgEX392lqe+e4ZmEBFpo+eeKLjYUuw7PaJbH/35b51q6+uhvX/ZCbvtNwcY4EpCCHFSa/1Q5+c7Zaa/BHxLCPHfAi/Enz0Yf/67V76J/UMI8THgY7fffvu1bMYAHbjcopC9FK/slAHutBHeLovcmiE+dqjIhbUGdT9EC9p4ka3ozI6s1X0ulOoojLLCK/MboOHOm4rbcvp2q3TSLfs1XnG4bbK4ZVDaLkvTuo+lioUXKm4ezXFmqYJMigVbJMZa99tKcemWJb9pJMvCeoNCxqLcUCDAsgRDlk2lGRJhAoG8I1HaaFNLDI/6cmzEwbR3KOukLni9iun6geESi56ay1cT251LYh2+l2vnKxCRImsJRLw6E2ndNuHxI0WgTMDsWJKVaoAXZ22BlNZz6uIGDxwZ5Tf+3p08f26trS/45//nC6zVA0KlsYTAsQRrjYBnz6ykqhJhpHEtgcJc+2agGIopCoWMxckOfnCvjObDRye4eTTbdeKX6+JE2PmO3XGoyFLFw5aSsyvVdLvDY7m+s6mXa1zlhZuKOcmkyQs163Wf86U6UyNZ8q61yal2JMWsk/Z933xhnptHc6xWPcqNgEBpRuMJ99Uo3OvWR1+OZOp+KkQNMMBesW0wrbU+LoRYBn4beA+mD/8J8C+11n9xldq3Xdv+HPjzhx566L+6lu0YYBNXoihkN8Uru0Gvway1Yx/Lu4zl3TTTsV3bOweDC2sNImWKqn68YARvMrZkfr3JvdMjbcdLsBelk86BqVuWZrtBqXOy8zu/dH/arnOrNXxtHOWytqQZKup+1JXiAttLl909NczFcjPNlCU2yllHMpyz8UITyLi2ZChrcetEgZcvlLtqWO8m0ywwtulJoVbVC8nEphpSgBeoLYoV/eB640rvNDHYa1MFcP/hUU6eK6G66UcT6zJjlG2ytqTcDImlqrGkxJaSpjYc+R+cXePvzq6RicnV51frrFY9ZiaL3KohiCJeu1TFjxRRYIpdT55bp+AaU6Ca18rD1jRDKLhOWgMRRBGvzG/KQ06PZnfsE7pN/IZzNg0/bHP6hHb6yJO/eE8akB4/McfL8yFDGZvDY7lUtWO7/qj1XTu/WuddBwrsVTGjGSRqIjpdfRDCfJ70Q0m/BZtZ2uR8kr5vejTX9v21zOJeTkC8nwpRAwywV+wojRcHzdc0cH6n4J0u5XO52RfY2kkOZ21GWwYJ2FuleS+O3V469s7flBs+QaTJOZIwMCOeoTfoLcfrPOfLeQ52oxyy3WTnq48+yNefneVL3z5NI4hohhE5x+bQsMutEwWWqx4F16KQsfn8t06lz2/rvUq+X9xocGGtiSMFrmWlhXFHxvOM5B0mihl+dH6dUs2n6ilAMJp3OTSU4ccLG2g0FiaI3g1lQ2FoNlMj2VRT+8mP3sOXv/M6pxY2rrugeK/YD00RDZy+tLHj9dZotDBa4F4QEbZQgrKWoBI7C7a2M3HL9ALFi2+VGc3a5LM2yxUfL4gQUiClKVBsRoqKF5GRYosjWN1XRJHPy/MBthScurhBzrHTidrpS9U2Y5ROtE78gphTvFzxkALW6z4Law1eOFci59ocKGa3rYHod+La+a7NrzU4fanKXVMmjZ9M9oaz9hbN+m5wLJka7kTaZPVd26hy9Hr/r1d+8eUGxJfbbw4wwJXGTmoeA1wh7Fal4u2Izip42Fun/fDRCb766IM885kP8tQnH8CW4rIrzXspeyRaredLNU7MrnK+VOPj75vumSFurVoHQcaS5BwbK16OBZFmC6+k6+NO7dhJOSRUmrnVGs+fW2NutUaoNMdPzKVLwbeO55kouGRsCyng8Z95F9/49Pt58hfvYanicWaxwtxKjefeXOW3vvkyAF999EGe/MV7qHkRWhNTTsBXinoQ4VoWtx8sMDWao+ZHPBRnj11LMpQx2cbFjSalus94wTVKIdvUN+9U9SyAxY1m2zUAmFuuUvWv7wLCqwGry8Vr/ajc3PkaJeob0FJMGn/nhWrHjL/RuFbUgoiDQxmasbGMJQQF104LQZU29vSt+zb1C2ZiddehIUgoDo2A1Zof0xYUOxF5kndECHj1UoWaH6b7bIaauh+xVPHTQHk7hYh+FTuSxEIQRfxkfoOmH+GFEa9e3OD1SxUavqHHjOacvsaBu6eGAKP/Ppp1yMf1GHdPDfV8/3erarSf6FQ/AtK+/quPPjgIjgd4W6MfB8QBLhNXImt7vWM/bMOv1HJer+xNEkweGS9wd/x9q+nBTu1Lvk8K8hL1grofobVGxJOB/eT0dWZpkkEruWYP3TrGX59eoukrLCmMMkOouFCq44WqfSl4zNyvSjPk+XNrfOoD8OXvvM5i2cO1JRnbIlKahfUG//W/O8n0WI6Visdo3k3v/WjepeGb5fQkY1hpmkLMr31/FkdKMraZx2dsQRhJFtab3H6waKzIE/407ZnY7cIlKYxJR6UjIDx+Yg5fafKOvKo60VdbnaQfRJq4WK2KUpdHX7ltMs9Q1uG1ixW8SPVURdGYe9kIzMQJNudLoVJdTXtsCY5lMZS18QJTwDpRzHDq4saWfQeR5qW3ym2Ujc739uGjE0wUXWYmCrx2qWLaEP8+cdmsd0y6giji2TMrfOhL30tdAw8OZQFTKLddf3S+VMcWgjeXa1gS8q6FCE2GPWNLRrI202NZxguZNj3oVnQWTw9nLbxQ40cK25IcLDp87sN3pue2XT91vfCLB9rQA7zTMQimrwKu16W2K4n96rSvxHJer6D8Skx22nmZmmLWNpq2gq4SdfuFzkFrdrnG915bIghNQaBGU/cVBddoKDf8sOfz+erFDRxLpPrQSmv8UBNGAe+9ZZTZ5RrrNZ9L5SaR0lhSEIQRfqR4+cJ6m8Xx915bIt+hU51zLUIv4OiBggn2EptqES+d6c2gujVQNXxdsTl5AeZWaiysNXj14gZaa4JIke1hupJ3JZFii3X5XnG9BdIJhrM2Y4UMq7H04l7aaQnYaETcOlHkrimYXa5S7sMZUulNXemsLY3CR6RiLfPNfScFggKRyjcmbpmvXCjjt3BRnNj8JYzvXa8g7Xypnp57gk0JyHas1X1OX6oiBR2ugda2ChhpALxap+FHuLYgI01f4loWnlAMZ+02Skq3caDzHa55EVnb4taJrapCvXAl+cWXQ1W8ERJKA9zY6BlMCyEywC8BM63ba61/e/+a9c7CfmRtrzdc70UhOwXlV2Ky89gjM/zmn7xEEOvXSikZK9jbqoHsFzoHrVLNx5ESP7b3NsrRmkagyDhGH7rb83lxvcHiRpP7/tW32WiGWAIKGTs1jUgMTaQQOFJQCTR+w3Bao9jdTqOp+VGbxXHOlgSRbnOrM8vekvOlOuMFl7V6QNE1znVKaxACW0DGsbj7pmFOLaxTD4zUmYQ0kLYgzZwvlj0yjsSx5I5qHJaA99w8ylDW5vxqjTPLtX24K9cHFjeaZONJ0U7W4jvBkibDDKQOm0LAi+fX8HbYZ/LNSM4ha8uu11mI2FhFGzWR4axNGClqftSVj6jUptpIoryyU5B2ZDzP63FWurVNyf/POBaVZogfRvxkYYNQ6dT1MetsugbOTBS27L81AH7XgQIvvlUmCjRSGEfSSBmZv5rfm3LRXW/f4txqjcmh9n6qH1yJhMTlZpZvhITSADc2+slM/xlQBk4C3d0kBtgRV2up7VoXOb5di0Ku1GRHSLGpoRv/fbXROWg1ggjHMkFvJg5kQ22UGQ6P5jh6sLjl+by43uDNlSpSmCBCYmgClWZIMWMRxkWFRddkmEWLJJvfsmQvgDsPFVPlg0oz5KbRHGdXahCazGLDj2iGisNjOQ4UM5RrPl6o8GMergSEBMeWxnQijGjGUmEK2gLlQsYy5jNK4UeJ7rYJglwL/C4J1OGsRSFjGRWQ9c7SNwMZn8zbvYbxYtlDaU0Q6V1TUWxpssZhpLEt0abw8uRH7+G3vvkyixtN6j3oNBvNAM+yKLgWQWRoC2C0rgPVshohYHalZtwHQ0OdsqRsa3dr7J7QhmBrkJb0iz86v96W2W5FzpH8+kfu4A//do7zpc3nIFSa0I9iXrhGeKKrekinDflIzqHaDGgEivGCUQCp+xEL640tBiatdLPjJ+b43mtLbaohpZrHhfUGSpsVsGtBkbjczPKNkFAa4MZGPwWIh7XWn9Baf1Fr/XvJv31v2TsI/RaJXQ76LXLczgL7nYTdnmO3wqKljQarVb/vfSTW4A8cGeOnb5vggSNjHChm2wqYrgY6C45yjglajPmFKWIayppB0bZkOuFKns+zK1XOrtaN1rAyQWuxZQCsx5bEthQcGHJ55UKZjQ6ucqvpx9mVzaCjkLGwpOA3fv5OChmLehChMNKHdxwaYr3us94IcVt6JYUJuiWCw2M53liuobUm48i2pXkBuLYJtmt+vDog4MhEAdvq3s05lqAZat5YqvLKhXKqPtEJ2xKM5ZzeF/86hxeqNCO923mB1hDHvdxxqJj2Yx9/3zTHT8yxWvWxhCTnSHaaQ1abodFCtiXDWZuCa2gTClO0O5x1yDiGU19wbYazDk4s1bhW91OutcCsKtj/P3vvHlzHdd95fs7p133hDRIEQZEQJEoiZUmRxDiSS3ZlvFacnSgzU9qp2DveVSXajFzrGtfIqc1OMuWdyUxpk6wzO1ZKu661ZuOkOPasnUppZyZydhQ5jhOrTMWhZEuKKEoUKZAC+MDzXuC++nn2j9PduPfiArggABFk7rcKBeLydvfp7tOnf+d3vr/vN57ANgZljUFa47gYhBFmm65gSsGvflLzj6cWa3rVJTnv+Cehngjg7ctl8i0a1a0F2BN78mQsA9uU3Lm/F1NKTXX6xOG274HGdmqDnIh3ZyosVNwGvf1rZ5+91QLznbJb76KL3YJOMtM/EELcpZR6Y8dbcwNjp7O2G2UOGq16c5bBoaHcDVkEcjXLka0UlbxtIKRAKTrex25ZxmzNMg/mbSbrFcb6c2Rtg/PzVcqupl5UvCB9ISfn9dTzpzCkRxCCUis0jd6MScUNsAzJPQf6mZwtc7HkplnvRAIwMZYIYr3iRivuJMh5/KEJHn9oAlhxvQRt0mNI6MnaVL0A25AsuQFhpDiyL59K3lmGpikkqil+fKyaH2puOPrv3ozFWH+W3ozFhYUKXhBpJ8Y42qu4ATU/4v3F9hnpBH6omK/623J/rleEClA6o/3JO/fx+EMTTc/axHCeN6ZLG8oZhkpPTgKlELEp0M3DmiuvJ0Qr0a4h0IV/loEXRBhC0Ju1qHgBdV/fy/6MgWNrffh2euiNyhrzFa9pdSGhKg0XbB5/aIJ7//WfNrmANkKhawWylkEQKd65vNRU8NiaeR3I2RwYzFGsequKFR9/aPV1aRy/bxrMpU6LU4u1lOayVb39rWCrmeXdTgPsooutopNg+iHgF4UQ76FpHtocTam7d7RlXWwK6wVzyUtvuljDMbX73LszFQ6PFNIMx40yqHUyqWhHhWmc7HzuG6+glFi1jy+/+A5DBbstjWYrL5tOLdE7oe60vrQm9uT5hWMHUje6wyM9XCnV2NubJe8YTROF5NoVHBM/XtYGHdDkbIO+rMUDt2jpwk999QRnrizjRyrW2dZBc1KAKOL1+EiptkFOgsbrVvNDbEMXoPVkLO4a62O+7HJuroIfKUb77VSJRCDSLGXi/Jdwp0GrhEzsybNY9Xh/ocpc2UPGvG8vVFTcoGMd6+uc3bGtUMDvvPA2R/f3Nckt1mKr6o0g0JntZFJ/8948lmHgWBJDSGp+SM0LY/k3vbLihtq0JHFlzJgSKQR3jfXyrc9+JE4UvMMr5xeBREpOo1FZo5U6rylBisWqz9deOkdxnQmTFJAxDc3BDwPcUDVNtB+9b4znXp0GVqh8phQ8/el713xeW41dJoa1sctAzubwSIH3F6osuwH9WWtb9Pa3gu2gKl6vNMAuuugEQm1glSuEONTuc6XU+R1p0SZw7NgxdfLkyWvdjF2BdoYCjU5Yc8seb11awjYEQgjNI42XIGfLLs9//qPXqunbiiTT2WqvPVt2+eLPHU0zaY0vhNaMc7t9LFRc3rq8zN1j/W23bczSrbfvVqy3HXBV+1wP6/WTZEJWqvm8dXEJL9RFfqEC2xQYUrK3x+bo/j5OXSw12ZifODeX8mWtuGgriGXp+vMONS8gY0mO7u9bNVlIzvG9uTL1mGqxry9Dqean5hZJUPKpr/6AH04uNukmh1FzwCuF5tAeGMhxuaSl2NwgTAvWGjneXVwdejMmQRQRhYqMrbXV5yvehtsJ4L3f/rkW6TeTydkyxXpAGEUkoiqOKTk62sPpy8u4vubQG1JQcAyG8jazZY+DQznyttk0QWx8To6fmOTE2XmUUizVg1X3XaL5+I4pqdQD1lKsvvemPoQQvHlxCS+I0rFTKcXkfFWvnsR60J0obrQ+96+9X6QeRKtqDLQS0Pi2jwNXg2tdk9NFF7sBQohXlFLHWj/fMDOtlDovhLgHSKKt7yulXtvuBnaxNayXOXjq26fYU3D0cmkYYgqBIQU1P7zhikDWyxB3WkTTuI/Ennq+7CKFwA9DpDBXbXu1y5jrtQkgCCMm51askwfz1pZWEtZbwWi0Jj6yv5ezs+U04+wFirwD/VmbuWUvNrlYQEgRWzrnOD+vs38ZS2Iakj0Zk8c+Ms5zr07jGDrY+t7bs7x0Zo4nP3E4zW5WvIDpYo2K6xNEOoh6f6GCZRhN5hZffOQoX3j4dn7p93+oqR2qmf9rGwLLkKnaxPn5Co5pxPc0y3TRJfDDVRnKLjaPpJAxjBR2FBF1qCpotCFUn5+vYJsy1hUXSBQR4AURy3VN6UiLUYFqTM/J2wZ7Ck4aiA7k7VXP5mMPjvPd0zM4huYsB5FqCqiztkHeNil7AZnYzjzpUMnXBnIWNV/rsnuxPb0pBW9dXILYjTBSCqXEukFuYzCaaLMHUcSbF/Xz7QURZ2Yq/OS43TR+X0uKRDeA7qKLztCJNN4/Bf4x8Fz80deFEM8qpZ7Z0ZZ1sSmsN+AmQdLYQIZ3ZypAhFI6g3gtBPx3Ep1MKhrRjnuY7GOp7jO1UEUI7cJmmYJ3ZyrculfLgrVuezXLmOsFt+W6z1zZ0/JchsALQ6aKAfVgY13ftZC3DX78fpEg1PzPsYEMlmGkL8rk2vVlLUZ7M7hBFUvKmF8KZ2cr7Ot1CKOIeqhSU43pesBgweHQoHY6TPZ3/MQkQRgxXdR86Kwp8ULF77zwNvv6MuwpZOjPWlwpuZiGwU0DDhcWagSRImNpR8VGc4uvfOZ+fvWTt/P0d85opYUwIgwVhoCMKbHj4NkPdbFdztZB0ZVlD9sU1P2WLDY7Y9F9PWAr554ogoC2Dd9Ityb5/9E+h0999QdNtRtL9QA3iMiYgj5HF3q6QUjFC3m3UUIv1kn3IxBRxJ37e/UEN1JYhmB6sZ5mdZNn6IGJIe450M+pWOouCaS1drXm+48NZFJu8sRwjvcX6vhRhBSCrCnoy5pagQawDYlpaPpJqeajUDimmRb2QnuFi3b678WqhxACxzTI2SYCXZQ3OV/lyGhPU8B8LSgS19JopRvEd3G9oRPO9P8A/JRSqgIghPjfgBNAN5jeZVhrwG1cJrxlT57zC1XqQcg9o/184eEbqwikk0nFRrzmZB9PfvNHMdVBhwJ+oBBmlL60tyOrv16bXj2/iEBgSl2UZQqhg9g1VCc2wsvn5plZdnH9CMsQuGHI21fK7C3Y/MrPrM6AFWs+40N5pos1TCNRz4i4sFgjYxpIEeEYBjU/xLEkhwazfOuzH2k65lPfPhUXfilcTxEqHfgGkaJU9ZkYLvDGdAUhwfUjzseyZDnbwDaMVcERwOMPTaRZ7e+ensFGK3MkgXTGMlBA3pG4vl6ST7jYQkDBNtnXl+HsbFlrZUfqb2VAvZVz9sMoDUyjDlL9phQUHL1i8c6VclPthm1Ial6IH0AimhKxEoCbIikAbDDvEaQcYkMIynWfZQJeOb+oA+5Q61S/fG6eT945wmtTxViBQ7HsakfFSClyUhchDhUc3GKNwXyGmwbzXCrVmZyvcGAgx2h/lpllDwmM9mW4vORqikuspx5GKi0OXKswsHUFqmCbLFRchIC8rc/UNqXWUh/t4Sufub9p+2sRXF4ro5WuW2IX1yM6CaYF0JgKC1ld7NzFLkZrkPTgLUM39Ex/o0kFbFxE88DEEBlLYpt6ediOBBUvpOYrosjbskV48nJ869IS82WP/X0ZRvuzTW1669IS5XpAEBf1aak6Rdbu5LFdjUS+byBnM7VYSyXKRvqybTNgCXd8oeLhBRGmFBhCaFdBS9LjWKmbW8JLb8XBWJnAD3WmL9GsTgoGAZbrPl5ClBUgEVS9sClIu1SsUaz5TQoKX/nM/XzuG69wbqbM+fkqpZpPpBRCCCxDMNLrxJrBKk5Hq9RUZiBnMzGsJ5YBepXGNARRpNY1H+liNTrJcA8VbMJIMbVQw490VjtjyZSGI4XWKJ+veOnKgSFWHAqlFKn6hw5k4YeTCxhCUPODlAu/VPNBaMpPf9bi1/7oNUr1gChSeJEuqk0KVk2pd3760jIjfQ5PfuJwWqhbrHqMD+YYG9CT5YKtC2RL9YBb9+aZXqyjCDANweGRQhrYrzXBbl2BGhvIMFdxQelnOlSKMIJb9uQ2dERsF1zuRLB9rRSKum6JXVyP6OSt/PvAXwkh/t/4738A/N7ONamLnUC3knrz8kylqh/zNRVGYnoSRPjR1izCG1+O40N5HNPgYrFGPQjjAj2932aLcs2Z3teXYWJPPt3PZl6gyctRCjN9+TcGwa37y9smFTfkwEA2lepKroUfKiaGM+m+W7V9G4vLkiymUioNlHRho4rbAAjtzCiF5j37XkjN13bkGVMyGzvPtQYTifNkIogXKZAo+nIObhCxv8/h/cU6fhhhGZKDg1mCSDHcY1P1Ax4+OpJq3T72e3911c6Auw2bNWVpt70hk0JlbZzSuL9G3vF6gbQhYDBvYxmSy0srEoRaylBvaRqSnoxJsRY0HSNUYEn9WyndJj+M+dNC/5Trvi6QNWLnTXTAnbEMsrbBhcUarh/Sl7WIlKLshrEWtqAWy+s5lmRvjxNLNupjP/LM9zGFiPXHQwwJfhgSuor+nKeEwgUAACAASURBVI1lGORsiZB65Wg9xRpYvQI1mHfIWYY2KEooV8OacrW/x27athOFop0Itq+V0cpukRntoovNoJMCxH8rhPgeWiIP4JeUUj/a0VZ10cUOoXVSkRi8tL5kXj43T8XTChBCQIQiDBSWFIwO5FYtw24GrS/HRAt5uMdu2m+SSR8fyrdk0sevail0vZdju/3NLNUQUrCnkOHWvXnOz1ep+hG37M1T90Isw1gVRLTup+KuFPwlgVKSyVSxq6JgpZgwsatOpPUqXshi1WcgZ7FQ9pherDUVYn7lM/cz0pdlruwRRgJDQsEx6c+YXIkpLVnLoOCY1P2Qc3NVLENS9xfJWM0OHoYUazrk7TZsFCxv9SwUmooDuvh0LRhixco7iFZ/L1SaX71Qba/lXfMjBi2DpXps1iO0/btS2jBIKVacO+P9O6bkpoEMS7WQZQIMqYPnCM1pRim8UDG9WMcyBF4g4ky0JFIBfgA5x2Awb3LXWF86oWwMOKcXdF/PWjIN1BUCxxCpbvSv/MyKlnW7yXnzpNKIJ62Z9Fne0+ugIrVKhaQ1GN8ouNxqsL1WoL2Tzr3rBfddt8QurkesGUwLIXqVUktCiEFgMv5J/m9QKbWw883rooudw3ovmeMnJik4Jm4Y4Qd6GVYIME2jScf2atBp5mW9TPrnvvEKOdtsUgOwpODLL77Dtz77YNvjrvdybP9CziKESrW1H2igByUmQCvavr1A+xe7GVNUTEPGnGmBIXTwemGhgtuQ9awH2uo8axvkHR3s/MU7M8yVtfudERvEVP2VQswrSzUQUHAMDKEDn6liDS8IMQ0DUHh+RN3XXFkviKi4IWU34NxMmaeeP0XeMRguOBsauGwVjc56V70Pwa5QJJECMrZBECrcYO38dMUNUvdEWD0RODzSw6sXFig4Viq16IUR5bqmb3xopIfzC1VqfogUcNveHobi5+eN6RJufF+zthHThXSmN/l+wTEJ40DcEBAo1cRzrsQmRo1jweRcdYXaZElQuu/dtq+XLzysn5envn0q5WG3ou2kMp6YdxKMtyp/BEGUUk6SNifB5WaDbT8MmS7WeOL4SY6M9qaygu0C7Z1QEVlr3H30vjFOnl/k1MUSCxWf/f1ZRvsy2xrEd9HFTmG9zPR/AB4BXqF5tEjGwokdbFcXXew41svoXFiocmgox7szFXK21EveYYQbRlu2wN1M5qUdPeflc/O8dGYOLwgJIlKubzlU/PXkAl976VzqMNi6r7VejmspncyWXb61Rha+4obcsa83Dcyfev4UZdfn5uFC0/dMQ2ctc7aRcr/rfoAX6iXzYtXDDVSq/6yENtM4MJBloeKmusNm7EpZ9UIQUJmvcfdvvKBdEaUkE/Nvk0LNSAlu21vgYrHOgquVE0yhqS2OKQmiiIWKz/hwnrcuLeGYEluCtwPViCK+nqaUlGpX76Y42mszX/Hwrl7QBUMK+rMm85XO22Ek96bhM8uQqAhuim3e14LfkrFu1QT/1mcf5IHf/A4VN8Qx42I8Q+JYukgxUCqt8zh+YpK55RU96wMDWU5fWsaxJGP9Gd6+XAYB40MZzi9Ucf2IO0YLLNd8LizW0r7Un7Poy1pp7UPeMZvGAgFkba2V7oV6dePm4Rwzy24aCFpS00BCpciYgnOzlVT28eT5xbaT06GCzbc+0zzZ3Uj5IwgVZ2eXmSrW0uvelzHTYHyj8aQx2F6ouLw7U0FK/RycubK8pqxgq5nVdqHduLtU83j6O2e4Y18vNw8XyJg1LhZruEG0Stlks+gqg3TxQWDNYFop9Uj8++YPqjFCiDzwF8BvKKWe/6COu5vR6UDQHTA2j040lw+PFNJiPUsK7hnt3/C6bnQvNlo+3cgRUVt+r2jm1n0VZ3oBBE9/5wxH9+vCwHb7adf+9STz2p3bS2fmMKVgfDjf9BKeK7tU3LDpxZ6xdBBpmzLlfoeRgWkIFioeGcvENpV2MFQ6M+1YBgM5mzemSunsXSlQkUpqCRHoLG0YQRBFSBmSsYy0UNOQQhcYxtSNrCWpeGFqJ66L10Lyjg7CK16IWoNAsVUOMsBob4aDQ3n+/PTMVe/r8pJHzjbIWILlenBV+wkjtalAGsCQEhVpCbycbeoJiSFww4iZZfeqZfbG+jXv/omPTfClF96GgNQuXgH/7GdvXzUxbHx2TCkZ6XPY2+NQ8cK4IFZR8UJuGykws+xSdQMuLdWxDYklBYMFm2LV5725clqj0DqZ1M6L+pn68PggANOLVS4Wa9o4xjZTZ0Y/iIgiQW9Gu2s+/Z0zDBVsxofyTe3ulPfbGmxqjrfEDSIcU6vqiAa97o3Gk8Zge3qxno4TOVtn79eSFdwptBt35yseQaRWqG8DOXqz9irq22bRVQbp4oNCJzrTf6aU+q82+myNbb+Gzm7PKKU+1PD5zwK/CxjA/62U+u34v/4Z8IebaP8NjU4Hgut9wLhWE4H1MjqNcoJ37u9NX1BfeHj9pcZO7sV6GeKNtk9etONDOV6bKqWFYKECA0HOktT9kP/x66+kgeuh+Dwbl1IbrzWwrmReu3OLYvWBM1fKqZpB3jHI2iZVTxu9JC/2voyZcq+Tz16fLnLLnh7OzmlpNBOBlREsuwFhpCjVfF6fKlKq+VoTWAqCsFnCzjIkltSrBpFSTVnE3qzJXHnlnADKrg5+LFPG10xPHCpuyJHRXt66tER1DWvErQTSVmyvfnnJZbpU25IknUJn5nsyJlLQsSX6euhkomCZAktpGoUXhBhSMNKXI2tJzs9XVyTrOthX8j1Dwv5+PVlLAuZn//IcxZpPf9biiY8dXhVIt3t2ElnHdnj53DxPfvNHRErTgA4MZBnI2am7YBKotY4FYwMZ3r5SJmPq4sJLxRqTC1VAkTG1+ZXm+8e25GgVGdsUqSV666SyU95va7A5vVgnE2fpk8A+0V3vxDCqMdiu+kFKlTowkGUqLtBMjI42086rRdtx19NUm0ZsR1DfVQbp4oPCepzpDJADhoUQA6zQ/XqBsQ73/wfA/wEcb9ivAfyfwMPAFPDXQoj/HO/zFJBZvZu/neh0ILieB4xrORFYL6OzE46GjduulSFu3T6IIi7G/MaHDg/zowtFgjCiHjuxNcZ+eVtzkkOlJcIKjolSirOzFW7dmyeIVLqU2nit8465oWRea9tylknF8/ECxetTJQZzNoN5K16SHV8V7CTbJ5/dc6APpbR7YsJNrQea+2qbkjDS2cUkCFp2V4oSEyRBsm0Iqr7CCyJ6MyaDeZuLxRoHB3LkHJOpxRpeqHWBUTpYqLihpl7Yitlynd969G7+zX95i5MXShv0ms0hawlMabC3x+a9+eq22JgrYKkerPp8s9nzNOPfwfdcLyRUegXDkBApwfn5CmEUodRKlrST45tSkHcMBPDaVJFPffUHJDbc9x0aaOLltysO3gz14IGJIYZ7HI6M9qZ8bFgdqLWOBZZhsLdgM9KXZbbspprrKzKRMi26NAXpvsNIkbcNMpZcNanslPfbGmwm3O+stRJstjOMgpVn7PiJyfTzxrFMXtbut7cM51NFn4Qms5EiSSuuNgnSbtw1pUh58Am2I6jvKoN08UFhvcz0Z4Engf1o3nQyEi2hA+QNoZT6SyHEeMvHHwbeVUqdAxBCfBP4+0AByANHgZoQ4k+UUquSOEKIJ4AnAA4ePNhJM65bdDoQXM8DxrWcCGwUMF+to6ElBW9Mr1iAj/VnOr4Xjfdysepx5koZKbSs3LnZCleW6jiGJOeYRKZB4Omg0JICKQVVN8KWAj+iyWhF6+KqpqXU5Pdbl5a4/9DAmpJ57drWmzWYq7hpQFbzQyYXfH7hJ29q+2JPdKETJJOowbzN1EKVMBLUgwg7NqjJ2WaaOV52A5y4eDGMU7FaJk1hyJWJhSm1FrhbrJGzJaP9WaQQDORsFqseb7xfpJHcoACEoOYF/MZ//htOXy53dI86hRTgmNp85sqSm2YEtwJNrVg7e27QbAqwHjptScbSahq3780zNpDjh+8t6AmMGxECplSrJnbrQStsKPxAB+gnJxcxDcHR0d6mFZTnXp3elkl2JzUKyVjw5RffaSiq7UlNrRLN9Zxt8NalJSqxlTro1YGsqfnVYaRS+crWSWUSoLabIDSiNdg0DYHrR9yyN7tm+zdKSiQ/yfcSOb9GmkxSGNlJ0mC940F7elnrtW78zpMfOsxzr06zXA+2VTmkqwzSxQeF9TjTvwv8rhDi89tsHT4GvN/w9xTaYfGfAAghfhGYaxdIx+16FngW4NixY7ugpn3n0OlAcD0PGNd6IrDdBTZ52+SNqVLsuifxgoi3L5dTc5ON0HgvpxY1PxMUWdNkoeLhGBI/UoRRRMaU+KHWqfUihVfTmbAg0sHNUs0naxtYUi89h0q1XUoFOlqSbmzbUi1Ms8oKraQwls9y8vwiR/dvjuriBhE1L8ANQoSEuh/hxtlqU4o0Wx0BWRvqXogfqVi/Wg8TjiG5Y7QntR6/sFBpOqezs+XUbUovy2vU3AA/FMyX1+cQN6pwdJoBjpS+Fz2OYLYckrP15Gcrg9ZanO4ESSBtSlhHYGMVDKELRd0WGTwp4K6xfk5fXmK0XwdzWUvTHJJjidiMp9OJgtZuJ6XvKKUdC9+bq3L/oQFA0z0ODubbKlA8dHh4U1SwzUi8VdxgVVHtFx85mvZ94vMMohUFGgW4QURfVuvAm1K0rU/odBWuNdhMuN/r6VlvZkVsMzSZtbDW8b784jtU3KCjc2w9ZuJqup3KITsp79dFF43YkDOtlHpGCPEhdMY40/D58bW3unoopf5gJ/Z7PaLTgeB6HjCu54lAe8SVcQ2ue+nfHaCJ3+hpDd0ogrHhDO/OVsjaBnghtrFSPOSFeqk5bFBbSIq4ym5A1jKwTYmIYCjfbAih+cI9VNyNl6RbuZemFEjLSDnTkVJpJnozVJdkufh7b89QbZDS8EMVZ5910HXsoA60FiouZ2bK1H1N3ehxDCb2FJoKqDKWZLZc561LHlUvaOIWNxmDAGGg0iB7rbuUfG4bOpgs1dfO/zbaww4XbOp+RMExYz1klZqVXA28sLNtDSGQBpvSzfYClepGCyFijXXB69NFspbBpWKNsYEcYwMZ3p1ZUe9QqvNAuukax0odCYo1nzemS4z1ZyjWfI7EE71WBYr1+P/tgq9OKVvr9duk75+fr+IFerIKgowlcQOtpb7s6uf1iY9NdEThWm8Vrl0gvlb7E3WfSClylsnYQIbBvLNmUqJTrf31sFYS5JXzi9yxr/eqVhp3Qjlkp+T9uuiiFXKjLwgh/iXwTPzzd4AvAX9vC8ecBm5q+PtA/FkXLUgGguEem9myy3CP3XaZs9Pv7UY89uA4VS9guR4QKdVg0z1+rZt2Vah4IaO9DjUvYrHmU/MiRnu10kAnaLyXUgikENy6N89g3iFrGfihoiejbbw/fPMgXqADae3KJtMH2gt0FlqiKRi3jRR48hOHMQ256lp/4eHbN93PpNDcy3ZWyhcWqmnGO8FaL/YkWze37K0ST074vIaAqh+m7bYMg/GhPF//5Z/iZz+0j9v39aWBdNKOkd4s1XpAxetc8SKRZVsLptSqFsvrBNIAidDC7fsKfO9XP85wj8Ote/OEkUrts3cabqiNS2RsyZ2xJPY6h04mYonVexhnXsNI4foRxarP6Stl/vztGd6+vNQU1AtWznk9GFKvMCRoNy1YrHi8eXEpDd7fmCrxxvQSdT8kCFUajCb8/7llrykD+vK5+Q6v0Gqs12+Tvp8YChlSkI8lM8NIB/kPTgxxcDDPc69Ot23HZp6LVjwwMcRXPnM/z3/+o3zlM/evUvcxpcAQAi8MeXemwoX5Cq+9X+TCfJXPfeOVNa9L4/O3met4cDBHxW1+DpK/r/YcdwprXbsuuthObJiZBv4hcA/wI6XULwkhRoCvb+GYfw0cFkLcjA6iPw38o83sQAjx88DP33rrrVtoxvWBTrMIOzGr/yBwo2UO8rbBudkKWVtSEAahUlxacrlrzNl44xit/MbEaXAwbzNZrzCWz6TLvUGkKMQvrzCWgyNKVC8EA3mtsvGtz34k3X+jYsLPHB1puvZf/Ln1J2FrcS8bs9lffvEdXnu/iB9pzvOBgSymlORtc1XfbczWtc43kmxxEMFPHuxLzWPytkneMWLTjGZnuUvFGhdLdYJI4QfawS5rmcxXvA0dA0VrhWMMiVYAOTrag2UY/HByfb8qPdHQ//7cN17hwnwVQwr29TqU2hQO7iQSHnN9C9nwxisSKaj6ipyl9aWvLNVxTIOyu3FBpFKsa+4CcRAv9MRlcqGKFfcvgZ4U7u/Ti6PzZbct///LL77NUMFZpVbTSq/49edeT+X0ku9ttEr2wMQQOdvQijAxt3+pHugJSzzxXS8Tu5lVuE6L+1J1n+E8Z66UY15+xNm5ChnL4La9hXX55ldbs7LWaqhe5bo6FZMuurie0UkwXVNKRUKIQAjRC8zQnFleE0KI/wf4abQiyBTwL5VSvyeE+CfAC+h6ma8ppd7cTKOVUn8M/PGxY8f+8Wa2u95xvUvgrYXrdSLQHiKpbIut6ogzrh2k7lrQOtGY2JPnF44daFra7s9ZqY5yUuAmhOYQf/jmwVQCDHT/ee7VaQ4O5jniGFwq1fnDV6YYH8wx2p/dVH9aaxIEcKVUo+KFhJF2sZsvu/RlLXozJkrR1HcrXtCkx9tYyGYaIi3y+uSd+zh5fpFK7FoohU65WobElgLRA+/NlVPntKnFKqFSsQb3xqsChtCqIG6gj280tCPh904X66ku8noYyNn0ZAwm56v0Zmz29ticm6tSrPr0Zk2ypqS2GULzLoMhIIwEt430kLcNijWfUClq8WwodvQmVPoRkEKgYk30TpCzDBarAbfuLbBQ8ah4Qbrthdihcr6iHTHfmCqltAYvCDl9ZZm7x/pXqdU0BoyLVY8L81XOz1cZytsEoeKp509x38F+XjozRxArcgwVHEwpOHZoJJ0EGlJQcQOErZ+3INL3seCsrbSR4LEHx/n1517n3RkfL4ywDUlfzmqSn4TNjfMJ3UIKM9XEX677COD2kULTik27APlqa1bWe/6vV8phF11sBZ0E0yeFEP3Av0OrepSBE53sXCn1367x+Z8Af9JpI7vQ2G0SeF2jmNWoeAG37yswXaynah43D+eoeFeXkWw30Xj8oZV/f+2lc6nZhWMKyq5+ud80kElpHEkw0Gq0slDxsKRkoeIzNpDbdH9qt2ry5Dd/xGLVw48dDaUEgaBY9dnb46zqu40mLwXHZKnux+olOkspgLGBbKrssFD2qPlavSNnGSilWPa0hfTR/X1p5m+h4uHGnOp6EGEZulizXTxnSujJWNT8kKG8TX/OplTzmSu7REoH0jnbTItJ14NjSu460MerFxbJWQZ+GHJlydMmIH5IuR7ERaXXLwTgx0HkaH8W05QcGsrxxvQSAoUfKJIyy4yprbhrHUTSiRmJKQU1pRjty5CzDZbrPm6gDWPcIOJM7LYolA6MizWXrGWmnOUgipqMhBK1GtDfPztbToPzYtWn7Abs6XH4jz++yP6+DPMVL1WF+Qc/sb9JVSQIFedmywShIhQKQ2gN8Vv2rLh+rpeJTUyHUlnCNtdlM+N8Y7Z7IGczkLN56d1ZlELXWBTrHBjI0pe12gbIW6lZWSsJciOtNHbRRafopADxc/E//y8hxH8BepVSr+9ss7poh2utfNGIGzVLvlUkL6e7xlbUO5brAaP99prbfO2lcy1mFRNt7cDbodHsYr7i6qJAKZhZ9hgqOE0SY61GK8t1nyCMqHhBmuHrz9lrcpvXmzgl/WGpHujCtThgzMdqIgtVn/mKx9jAyks6KRRM9HjHh3K8dXmZIIywTUHONunLWeztyaCUDioqXpgqnLhhRK9loYh469IyB4fC9Pk4MJBlue5T9xUq0nbPa9PWBZ//+K2cPL/YFFi8cn6RYs1HKShWPWQcOO0pWMyuof4hhb7fNT/kyL6e1HHOkQYZy6DqBXFxn9bQvh7z04oVmkMjT36012FqsU6glDbTQdOOcpZJrUVmca39RpGiHoT0ZS0qbsjUYg3HNLAMqW3kY159Mh8JY0pTEOo+ZBlilZFQ0s6ejMm52UoaSIt4ez9SXFioaS1n2+DugX5A38c/PXWlSVVkLFY0KVY9hnsc8raxodJGguMnJtnbm+WWvSuv3UbzlQSbGedb6RaXSnX8UOEYK2pCZ66UGRvIMrEnv+H225FJvrFWGrvoojOsWYAohLiv9QcYBMz439cMQoifF0I8Wyptr8HCbsdaRR/Xgo/WmD1JuII520zNAq4WCSf8kWe+v27hzG7FZgsqk8xyxQ3JWQalqs9T336LB37zxY7P//GHJnj60/dy+0gv9x4c4CO3DHHHPu3a+MKbl5uMVpLiqXOzFfxQEUQ6PpmvuLwxvcS7V5bbWohvVKSU9IeCbRLG2VyB5uqGSmEZYlURZsUNObq/Ly1qDJTiJ27q49j4ILeO9PDALUP81qN3M7Nc5725Mj+cXNDBk0r0fRt4GDQ/HwM5myOjvRQc3T9NQ5JpU2BoSW0cc/L84qp7V/WCtLguLYaUgrxjctNApom4I9E6124QcWGhwvhQDitWXDEaDD0ipQM+w5DIDjPU/TFFpnWwNqXANq6GQLQ1RMCBeOVjtlxnvuxydqbM5Lx2CDRj+oMXal3wsYFMRwWKEGdsFfz83aNUvYCyqznJiWmJFGDGHOWCY6YnH0Fs7a37x1RMB0nUapL7ulxvngQ1TmakgHdnKixUdODvBSEzyy6nLpV4Y6qUfj7al2G4x+H5z3+Ub332I/zWo3d3VPzdaQHiZsb51uLzYtVjrC+DaUjCKMIQ2vjp3Zkypy6WVo0p13Pxehdd7Casl5n+39f5PwV8fJvb0jGuFWf6WtMadpME3k5kyW+EbPda5g+nLpba9p1n//IclpQ4psQLI7w4bbZQ8Ts+/4ResVQPKDhmapkMzUvciaSZlErTDQxBEMXL60IrErxfrFPIVnjkme+3LRKE9svOSX8YG8iwUPV0dhotfRZGkpHeDPNll1cvLOKHmnbRlzFTjdu1zu/lc/PMlz1UrDUtZcyjVppTXfND6n6IY0nmy25TMaIpNf0gMZL4xd//IVIoHZQKUEpLmylUk2JDcp+EEGRMHTwncIOIuh/x9KfvTfuqF4S8M1MGpRU8LMNgtlxnZqmm2xiE+MGKNnFShNdpEOz6IY5l0J+zKLuaP2xIQV/GYmwgw/RinWLdwws2plJcDRo1tnscLb1mGlKXBEQKpQSOKan5UWqqk6AeRLx1caktX7pR89sxJFJCj2MxmLeYq3h88ZGjK/3aNhkbzvDG9JI2GxEC25BNAjA526DiaWvsMIrSiWyjkUjCf2+n5OeY2t1xerEOwDszZYwGlYzTl5exjQp+pOjNmLx8bn5Txd+dUio2O843miS9O1OmxzHpyUjmywFeTG0yBNw83L4YsZtJ7qKLrWPNzLRS6u+s83PNAulrhauVENpO7KYswk5kyXcq23212EqWPDF/uP/QAKWqz5deeJtzs5VVfadY81Nb7LofpZnQRKlgo/NvpFdkzJVl3cWq17TEDTCY1xJtUohUAtsxBJYhUYg0uLlSqje1861LSxtm1JL+MJh3uHkohxBCy60pcIOQ+YqHYxlpYJbwYzfC8ROT7O/LEEQRpZpPFEdlEdoVsu6HmIbktr09KKUL3YRg1fNx/MQkOcvQWWIhEEIghKLu60KwRsWGREZrf38m5uDqIDiIFEopsrbZ9Cyem6uQMVdMY3oy2p59pC/LSCyTGLaJ3joOfYVAobnfg3mbf/537+Dw3gLjw3n6czYKtelAOrnX7T5PkLUkAzmL8eE8//Vd+/gXjxzho7cNY6bXS7G3N0tPxmR5DZUSBdRbAmwp9IpA3jHiAkXoy1kcGe3lrgN9jPZn0751aChPpBR+FKGUlvhTCixTNF0/Uwoc08CUunC0Hij+enKBUk0brST39baRQlsb9Uxsp12uB8xVXP5meokwihgfyhMprXnuBjpAd/2QxarPE8dP8rWXznV8zTtdtdrsON/4bupxTMr1gMtLHqahr0uiNlKsetd8TO2iixsVG3KmhRCPtft8p0xbdit2S/Hfbski7ESW/EbhhLf2lYWKHxf6eYz1Z5v6Tn/MDXVMQahU7CSnVSpg4/NvpFd4oebh1v2Q16dK9GZMxgayKSc57xhYhsFYf5bbRgq8Mb1E1pSxJByUaj5CaA5po8xXY5FggtaJU2N/ODCYww0jphZrmFLQl7WoeSGuH3HHaE+aNW/HF02ufZIdvjBfZW+PnXrfpFxZpe3SM5bB+FAuVS1Yqhmcn68w3NPcjy4sVDk0lOP05WXcIEIiYsUJRV/OakvDOTLai2NWWKh4aTFpYhUNKxnBl87M4cXnC6Rc3cn5KjUvwDa1gU6ivLfZ/LFtatm1ieFc2v8St7hTF0ssVn3s2LynEwjg43fs5Qdn56n5YfpZY4Cp1SB6sE0jLmId4N+/fJ5SVStRXFysUXYDjo72slAJ2ejQRmwqpOkwkowlWaoH6XEXKx7LNZ8j+3tTGcXk+Tuyr4fz81VOX1lmfChHsRbg+aF2zIyzzI4pqXhBEy9eCpgq1vmn/+FVfvcfaWaiG0QIoYsXkyabEm4ayDG1WE23i5TCQD8DPZkCbzZk17OGtg5frgf85p+cBtiwxiHp0xUvYK7skrEkR/f3rVmct5lxvnG8uWkwx+tTmv7oh4owUfcxJdOL9XXNXK4G13q1tosudgs2NG0BfrLh56PAb7A105brElsR3L8RsRNZ8huFE97aVxKnwiRwgZW+88THJvCjKA7w9MtPAQcHdKHTRuefHGtsIIMbRDENQKUqFjU34NH7xlbdpy88fDum1AFYknUNlcI2JVmrWeYrKRJcL6PW2B/emytzy2QQ9AAAIABJREFUZcnFMiT9WZsDA1mEEFiGSAPOxmvQiNYVIEMKzs1VkXFQrmXnLAZzFpYh+Ymb+tNAeqHiMlWssVQPVq0AHBzUHOYjo730Zqz0eP05i9969O62/fbYoQEuFnXQaAiougGT8xXmyy5fe+kcn/rqCX7x939IzdMOeBUv4PWpEj84O8fJyUWuLOm25G09CYmT4ptCUiQXRmrV0vxXPnM/I72Z1N66UyjglfMLTf2x3dZ/c3GJhUqdnG3yzHff5UrJxQ0ivCCiWPPxQsWPp0qcurTc8bEjtIvjUpzJTo7rR7q/vnN5OZ78rRi0DOYd7j04wN1j/UzsKfD0p36CB24ZYnw4z94eh4ODWfKO2aSlLQAptc35QtXn+IlJjp+YTIsZTSnSLHwYwcxSHVNKLFMH8kJoCtTZ2TIDORvblLExCnjxSoUZU46e/s6ZdVetGvv0+FCeg4N5Co61bYFn43gzkLM1Jz9e3bIMScY0yJgyvd/bNabuhtXaLrrYLehEzePzjX/HMnnf3LEWdYBrYdpy49lebx3bnSW/UTjhrX0la+lCtGyDBV3SdxrVONwgRKILnA4M5hqC1tvWzAAlxxrMO9hGhSBUsUug5PYRzd89eX6Rr3zm/lXtfPITh3n6O2eo+SF529CKH5HiQBzIJ+3UGbTxpuMfO6TNXp769qlVGamnnj+FIT1NO4kd2WTMK6j5IYtVj6k4s9nIPYXVWf3xoRw/fr+E64dkLCMNLG/em+fsbIVLxRoLFZ+aH+IFWjKvJ2utMtBI+lbONrn3YH/at9aaACaa3Pv7s1wq1ijVdCHc+FCOUi3gSy+8jSkEjiEJRKSVJoiL4EKFF0RaycLWhjumlJrqkaw+QMzH1b/XshgXAg4M5JjYk2+bwX9tqqQD7k2mu9eiZSTQWtGKyfkaBceiVPOxGiZfjdjIiIWW9jWauRhxv4gi/VnVD/niI0d56tun1nz+GsedJKDb12syV3ZTLnRimqOvjUqf2/myi2Ma5G0dSrt+SMUPWXYD3V9Cfc2zlqTihSzFOumWFJTjOgClVuTtEkrWeiuUO72q2Tre9GT0SlDWMjgwmOXMlTJeqMhYsmlM2Sp2y2ptF13sBnSSmW5FBbh5uxuyGSil/lgp9URfX9/GX94m3Gi217sRNwonvLWvDOYt/EjzXdv1nccfmuDlf/4J3vlf/y5f/+Wf4q4DfU3nD6yZAWo8VqgUuTgovnN/74ZLuo8/NMGzjx3jp2/fw0hfhjv39zDS56QyX43tbOQSP/bgOM+9Ot22PSntxDGJlF7SN+RKkImCdy4vU/NCpNBKFY3ZrNas/mDeoTdrotAZTduUHI4nCWMDWSYXqmnm348i6kFEX3Yl89xqB91p30rOY6w/i2MZ9GWtmBscpvrc9SDCNLTDYiMXHHRxnCkFZddnqR4QhFEq4xYRB5FKxRl7yZHRHu7Y19Nk/gGa8vPOlWWCIFzF3z9+YhJLyk0H0rBx8J24hUdKcT7uP26bQPpq0Hh/pBSx2oqIVTtEOkns5PlrtbgHfW0T6pIuvhPkbZO5ZZe5skfVC1I7dMMQDOXtVPXFsSSmlDimQdYyMKXg3FyFwyM92KbQXP342IrYmAa17iR7p1c1V483Nn4U4ZiC9xeqeGFEzdfP23aOqd3V2i66WEEnnOk/piGRABwB/nAnG7UbcaPZXu9W3Aic8FXOhXsL/MJP3tTkXLgZruTnvvHKmhmgr3zm/vRY8rLAkIJbhvMpL3mjCUDr8dppXrezIA7CiMm5SsolHsxb6fnuKTgcGNAZMdABUj2I2FuwKdUD3EBRsIzUua6RO91uBWi0N8NFVeeOfb1N96I3YzI+lOdSSdMpVOy4N7NcT8+51Q46af+FhWpK2VlLxizJjNb8ENvQ5iNlVwdikVKomJ+etYxUYi2MHS8baRdZU1CLCwSTbKYQgt6siW1o/nBvxmRm2cU2JI4R4Saulujg8DunZ7ltpIesJXn57DzfPT1DFBfl7QSSQFHG55+zDMprC3Wvsg5fC4YkdbUE0numYsK2ben8zmaev6QPf+2lc/z2/3daT9oaClV7HcmVUo3+rMVs2SOIFGU3iKX2BPt6bfpyFq9NlXAMqc89rhv40P5e/Ejxrc8+yM8+/RecbmPaU/Ui8rax6vMEO72q2c4p9cPjA/zHH18kiJVHEjfH7eQ0X8vV2i5Xu4vdhk4cEP9Nw78D4LxSamqH2rOrsVsCvRsRu21w3OrkaSPnws1gI8pJcqxkybsTA4l2aLUbr7ghz706zdH9fU3ncupiibmyF+sca9mwqWJAPQhTF8KBnJ3aGyd0jt/+h/eky/fFqsf0Yp13ZypkLMnMsg5GkiDqUqnGlSVtQGFIwcdvH8Y0DU5dLFGqBbFEXUjGFCgkBUdTQBqX5pPiueT82xWV/tofvcZIX5aKF8QBkdBFYssuQRAxNpAjaxl4QYTrh9SDFRdFGdNWgnB9moMXKIxYq7o3Y3H/oQGmizUuFmvcuie/EizWA4o1Py10k/FB/PiDy6U6YaSvh2NKlmo7Z/mSBMdSwD0H+plZrlOeWzvjmMivHRzK8/5ClSBSmHJFXzvN5ipt255QXZTS2tsiPqhSis994xUee3CcR+8b23Bi14iEMvXMd9+lVPORQnD73jx9WQulNO0njBTvzVe1QkgYMTGcxzQkX3j4dr784jucubKMF0aaIjGQxZQyNVwyDUnOllS9FWnDlUnE2mT4D4K+1jrefO4br3DHvt6mQHetgt+rxbWi5d0IEqpd3HjohDP9F0KIfcCH0ePG2R1vVRd/q7BbB8fdMnnqNAO01QnAl198h4vFGn6k0mAiKbpMgvXjJyaZinV4c5bENCWmEISR1l9ufMH2ZS1MKZu4yQcHc5ybKTNd1M6AtiGo+7oAM+FO33ewn6//1QWUWlFWePGtWQ4MZPAjcP0IyxB4Aqq+AkIsw8QxDSKl6SDn5io8dHi46fxbOZ5+GDJT9liqBxwc1HbYiVZ0f85mcl7bVo/1Zzh1aQk3WHHfi+LkpxSkWeS1EAKWEGRtI5XIu1SsUnZD3rq0RNYy6M0aLMfujiqmU0SQZlgBluo+vRkLU4o0I71DiWk9UTI1z/sLD9/G8ROTXC7V1+Z2A71Ziz//n36az33jFb7/zhx1P0y54Umm3pRaMtExJX4UIdAUDzeIMKXg9pGedJIjpGia2D37/fd45s/OUAuiNZ1CH39If9Y4OX/r0jK37MkDJgeH8vRkLd5fqLLsBkzsLaQT9y88fFs6DrULDg8O5jg3W6HHMXADlarvaH3rtTno12JVczM1H1ebyLhWq7VdrnYXuxGd0Dx+GfgXwHfRY+YzQoh/rZT62k43bp02feAFiF3sHG60wXG7s+xXs+TdafuSbOzMcp3z81UypiRrm6le9a1781xYqDZNeEyps60VL4xdAeUq/eW1XrCPPTjOE8dPQrxdsuS/vz+b3u8/PXUlVlSAiqeLMhWKqcU6UkDG0ooMOdtMVSGW60GsWSwYH8qRsY1VRZetAcb0Yj3mWisuFuvYcTXcdLGe2sEXqx6mqY/lBn5aMIhSeFFTrLsmRHzfQAeoCxWXJTfEEKSZ/cl5D9sUmFIShO3pFDqA16VvieTZ1UjtbQQptCGObUpuGykAunCv7kepxF0rMpakL6uf22OHBvjOqSsEkUrdIxP4oaLmhwznbcoxz1eFkLMMDo8UUmWWMzNaNm9iWB9/sepxpVTHkILejEnFDfnSC28DpDKBK8WxAzz36rTuq0JQ80J+/H6JvqzFzcNaRtGUkuEeu6mPdNJ3XzozF1vbrxTDjvZnN6Q2bHVivtkxpdMJ+FYTGdci4bCbJFS76CJBJzSPXwXuVUrNAwghhoAfANcsmL5WDohd7AxupMFxu7PsyUu07PrMlV2ytsmR0Z6rzgA1BcVCpNlYK1561xnCENs08MOIv5leImsbPPnNH9EfF+H1Zm1KNe24t+yGOKZib4/DkdEeYO0XbHIu9ViiKzGmOTCQpS9rpfe7WPM1R9cNU3dG0BQBbaChl+FtQ67QBdBGIJYhuVisc9eB1cXJSYDhhyHTi3XmKi5SaPMQzYvW2nWJhNhoXwbTEDz/+Y/yyDPfx5SCpZq3StFiI76wEGgNaKW4eTjH5HwViXbcE0JgCkGkArwABvMWYRQ26SU37n+pHmDG52lKUjv4zSBxALTW0Ka2DUHG0nrkn7xzH7/2R69RiictyeRBoPnPUaT/CCNtgPPyuXlOnl9kYjjP5aU6S7WgybK74OjVg0tLdRxTMpS3tc18C0vCb6HOaEdKPamSQuCYgsCN+K0/OY1haEv4Q/H9ffo7Z9jfl8EPQ87OVrBNSeCFlOs+Z2bKHOjXRj+bnYw+MDG0SgFnX18m5SLvFK5mTOl0An49JjK6ylpd7EZ0ouYxDzQKiS7Hn3XRxbZgN+lLbxXb6eLYqON683CBg4N58raxpUx3Y/uSbKxtahmwnKNVM2q+5gfX/JAgUtyyJ89SPWCqWGOh4tKXMfFDFasvgG1IZssux2Lb8o3OpS9rxW51IrU+b7zf/VlrxXAi3j6hfBiSpuK+JNA2paDHMbWbpIB24e1jD44zs1Tj7Stl3FBnvMNIuwdKoSXUwpjiAs198OBgDpTCDVfv2TTW1o8WaErDXWO9HBzKcna2Qqnmp457ibti0pYDA1n6c066LazIvDVCRRGOaWLFE4rNyDIlHOW1TF7qgXb7e/S+MZ75szOcX6yxXA/IWitHUazI2TmmxDYk/Tmbp54/xamLJUb7s9w8nCfvmE2azlUvxI0nK36ouGkwR8ExEYjUxhu0aZHdcOJ+GCHRyhygqTxuGOFHShcNKsXZ2Qp+qPvsfEVz8g2ppSl7MiYIQaT0ZO1qJ7etCjgTe/I7Tke7mjGlU/Wa61GRo6us1cVuRCeZ6XeBvxJC/Cf02Pn3gdeFEL8CoJT6tzvYvi7+FuBaFrJsd9HjdmbZdyJrtFqlYsVJRApB3jao+RG1QAcvhazFYN6h4NSpeWEa8CRFeQrI2gZj+Swnzy+uWWTZeC4HBrK8O1MhCCP+ZrqEGcvIPfmhwwA88bEJvvTC2wilpeQSKsNor8NcxUeFkc5cCp2VtgTkHRMv1IHw+FBGZztb8MDEECN9WZbqAX6kKGQs3CDUhXIt2eNWPd7HHhznT9+8smqfOm4XZAzRVJyYQKGD11LNp+6F3LGvl/fmytT9iEjp7KsXRppaEyukVBv4tz22QT2IkEKfm2kIHMOg7AWYhmAo71CKg4q6F27I327M9K+VTk8mAM+9Ok2pHiCUnmhUWzgtiWOiYxpM7NEKMsv1IHXMTIJZTQVamW0EkcKSmkqSqM6culii6gX81XvzOpCWglxsU+4F2hQnAESoWKh6qLhPCHRhoN57pKk7EuYr2kbcEIKsrfv2YN7mzv29zJbdJp3qTseA1u9+8ec+mJqOqx1TOqFgXI9Z3q6yVhe7EZ0E02dpLjr8T/Hvnu1vThd/G3EtBsedKnrczpfTTtBfGtuXtQy8UKdaC44Z85cFAzkr5Son1tkHBrK8c3mZsqfNS0wpkDHPdSCn9bM30tpNzmUw7zDS62tVhQj6sgZDeTtVDmlUZShWfUwpODSUZTCfwTJqZB2T6cUaKOjPmIz0ZRnrXzGaWa4H7O+x27aj4gXcc1N/qkm8WPXSYrR7DvSRqHmM9ttNfXCtPqHQ7n2j/RkuFuuomMscRivBXhhp/rkhBQN5O51MAFS9ADPOwJpCpXrhSZGjFykiFBlTIoXglj2aQ5y0+baRHjK2x+R8lbxjguvjrqFgF88Z2Nub0RrEi/Ummbr0e1JQ90NysXNjzORYta+8beqVCVOmQXHeMcjaJlUvoOwFut3oYLzgmFhSUKrriUCk4IeTC0RK4QY6Q1/zQoQt6M9Z/PcPHOKFNy9z+soylgFevCrQSGuxDe1CqN0JBct1P22vEIJIaRk8x5RM7Mk3PYubGQOuZZH0Tga8xw4N8PR3zhBEirxtNEjoffBGWZvBVrjau005qosbA52oefwrACFEIf57tdBmF11sER90IctOcQXXyrIfOzTC577xyqYG8J14iTa2b39/hndmyqAUt+8rUPMjLhZr5B0DQwr6c3YaJA3kbA4M5ihWPaqx6sRm9Kxbz2WpFpKzTLK2kRb7NUp3tVNlGO6x+ZWfaZ5kJUHOcj3oaFWjtR0DObttMVo7GFIHZ9r1rvn/ilWfobzF0f19vDm9xEJVZ0ZFHBQrtATc9KLmc+/rDTg3VyFSejJRrgfUQkXOkmRMk1Apan5EzpKESmfux4f1xCbR7+5xTFRsjPM/f/J2Tp5f5NTFEhfma2nWuBFSaG6xUoqj+/sJQ8VUsb6K/72/L0Op5ut+EAekq65FvC83DJtsyStuGHP6x3nymz9iMb4OSulAOYxtuet+RMaUEEs4gnYddExd2OeY2rlzqOBw91g/k3MVlus+bhilvG3bFGQtM50QKFRqoX1wT4GZ5TrL9QAJsYmObOobyRjghyFvTmvNdNMQfPnFt/nWZz+SntPL5+Z58ps/YqkeULDNVB892Ucn48VWAridWrlLXT77MsxXPCpeiFus8eQnDt+wweVuVY7q4vrHhlQ7IcSHhBA/At4E3hRCvCKEuHPnm7Zum35eCPFsqVS6ls3o4jrGdnIFXz43n7rTHT8xyaP3jTVxFR+9b2xNx8D1sBPcwEYuZaAUd431cteBPvxIMbEnz7OPHeN7v/pxnv70vZhSNB3blIKnP30vzz52jP392bZOiZ2eS9kLUKrZurzd9W90XvzKZ+5f9cJrxw199L4xjp+YbHIL3I5r2h+rVbRzz97fn0UIQcXVwWWkEutpHXgmQWkSeJbqQfpCv/tAP36kZdb8ULsimlKbuYSKpuv9fsP1OTCQTfmziWX8b/8392i95jbtDyJFEEWUaj5vXVqiVA8YzlsYMafZEHDToC4GPTLaQ8XVFJhWRY5kZWJsIIMfKqx4ktHqmPnExyYQQhczFhwdxFe9EFPCgf6Mtr32VzSbw0jvN1KKc7Nlvnt6hpfOzOHHAXvONhjM2QzlbV2AKiVeGHHr3ryWKAwiLFNy+74CPRktleiYEhnbtbfyhi8sVPECbXfvhZryFCnFa1OltM8kwddSXWfZvVB/f6HidjRevHxunk999QS/+Ps/5MTZeUwhOn7+E+yUM2zq8jmQ4+4D/Tw4McQd+3o5eX5xS/vdzdjOmpYuumhEJzSPZ4FfUUr9OYAQ4qeBfwd8ZL2NdhJdNY/dietp+Wy7sr7tMh3PvTrd9LJbz8FwveuzU/SXTlYBNjr2ZtvVur/ejNmU+Yarz7o3ns9GmafGdrx1aZli1aPuhzxx/CRHRnv5wsNrn8f944O88X6R94v1ps8tKZhaqNKTtWLahg5Ak5g7Y2kJwCTzOV92mSu7RErTTk6eX0iD77AxC6xWX7vXpwN6HM07T7KjSVCXnHsSGEcNvOJkr14QIYVgdtkFBGUvZDhvIYRoUIoZB7SFfcY2EAH4gc76CgGOISlkTCzDYG/BZqQvy2zZXdUPTp5fZHwwx0LFp+aHDOYdBvMWF0t1bh3pQQrBD99boOYFBLE+uDat0e6Sw1mLIFK8fbmcal5rTXOtAjOYtylWPfxI8cAtQzz24DjHT0xybrbC9GINI1Y98YOACMV82Wu6bwcHc5w4O48hdXYfQCgt05c8m0nwVXC0XKT+XszNNox1+2tyPy4Wa01FkrfuzTfpt3eC9Z7Zqx13LyxUtaLP1IqT6f7+zK4uPtwqbiTlqC52FzoJpvNJIA2glPqeECK/g23q4jrE9bZ8tl1Lp53QRbYygF9L45iNZMI22652Qe9a9IyrLQybW3bpz9nr3o/k96/90Wu4QYRt6iq5N6ZK/Ppzr/Nbj97d9liPPTjOU/OnuLzk6uBXiLQAUynt3vfFR47y5Rff5pXzRcJIB8hVL8CQkr09Nv05m1OXllKqglJQqq0UHFrxPsNI4YeKuw70NZ1ff9aiPy4KTZBMQhr74lI9iBVK9HcSObxI6eDeMXRwGilNH2mlNRw/MZkakfhhRE/G4tBQrokK1I5204gLC1VG+7OMDawEnJFSXCzVqbhhnB1s1q1OlFoMQbpq8ebFJdxaiBJ6KdU0BPv6CulKSXJ/n/r2KfK2fq6M2Eio4ml5xYwpOXNluWlMeuzBcb57eqbJQjyMFMO9Ni+dmeORZ77Phfkqt+zJc2Agm9JrpBCUvWDD8SKlkUQKu6VI8s6x3o6y2hs9A52Ou+32lbcN3phe0oo+sd75OzNl7hrrXbdd1zOux4LLLq4PdBJMnxNC/C/Av4///u+AczvXpC6uR3yQeqXbkQHfrqxvJ4FydwBfjfWu/1YKw87NVijXA3K20VQU1xq4HD8xSakeYBtiJSspFKWq39RnW/vao/eN8TsvvI0b6EA5Z0nNoVaKjCVjJ73b+bU/eo25ihdTPrTiyBMfu4WT5xeZWXKpuAFui1416CDSDUJsQzLS5/DJO0d46vlTWu6t7LJU95lZdql4IbfuLTRNQhKr9puH85y+vKwpI0qlGtxBLPuXSP+ZQqCIeOvSivJp4/UcH8pTKYTMluvs7XGoeCETe/L8xt+7s6OJzfRijcnZis56WwZjAxksw+DIaC8VN55ANFQ2mi1OidOLdZbrfiof6BiCMDbK6ctafOFhHcg23v+KG+KHIZZtUnGjmNstsUwDL4yalvSPn5hECqGpJ4aeMPRlTKZLdTKmZE/BYXqxxtuXy9wx2sPhkQJTizXKbkBvxtwwUZCMDYnyTVIkWfPDDZ//dv368T/4a5TSnPAjoz184eHbm8bdxaqXtu/Jb/6Ipz9976rnyZKCl8/O893TM6lzKYaWDVyp7lzbGv16x7VSjurixkcnwfTjwL8CnkM/bt+PP+uiixQf1PLZdmbAtyPr20mgfKMP4NtN79nMxKz1uwXbpOaHTC3W1i2OvLBQxQ8jnAYtY0MK3CBM++xaFJ67D/Tx/7d371Fy3Nd94L+3qp/TPe/hAAOAwHAIEAQkkpI4lgGHZmxHlOUVJfkoWpuKHTqRj2kv14pJZ5MVEx6v4tCxEmeXtBXbx4yt2DihTTkK7LUorSX6oSMpASQDlAhKAF8aDkAMQADznn53Vd39o6oaPY3u6cf0c+b7OYeHmJ6e7l9X/br71q9u3buSyhfSF0KmiZ0DQUyNxwtjGh+I4tbx6wWP1jIWTp1fcvN0bbeEXnEqBgAEBFBxA8p42MA/PrIPp84vwXK0kLYQDweRylq4vJJBwAuq/IMQfy6OxMK4fad7sWMi5wZ+Tz3wTjx07NSNYVJJNF9+20cwGg/hs1Uu0CwN2lI5CznvoCOZszCfzGIwYuK2nQPuz4ks0jkbA5EARNyujjmvC03eUeRsu3BxoWkIDu8aLJTfG427+7bchYH94aB7xiBoImQKRK4fSMTCJs5eWimM8+COOF55KwGIe+Hl+cUUoMDkWKzQTfOVKwnMzidx181DCBhG4eDiiS+c3XC++/ujeFVboQiYUvX9/+Tzr+LSchp5R70A3N2WpiEIBYCX5lYLLdcnR2NYSuUKFWMiAQOrGavwuejvU8tx8PrVJExDEA4YWPMOJgGvPGPQxC1jfRu2Ru91LKtHrVIxmBaRCIBfALAfwEsA/rmq5ts1MOot7Vp97baOXbUEyt36AV4aBE/vGy4EfLUGxY0e3Gz0dxsdmJWO+eylFdzitZwGgN3DEbx2NYFE1r3AsNKBy96RPswtpQt5uIB7mj9kGoU5W2muAW5t48mxWMk+nwSw8YHl3pE+XFpKuyXgvAv51Kv2oeoGjd9/ywiSWRvHX5hDMmchkbFgGuLWwwbQFzKRthwcmuhfV4GkeC6qAnnHgWU7yFoOPvHfX4RpuKXjVK+nVgiAsXgIR/7dX2E5nYdlKyZHo+iPxG8YezXF2+uluSQChoEcbBSvdS6nbayk8u6qd9ZGKmdjYiiKvpCJi0tpWLaDtNdExzQM2OoGduGgUThAioVNnLu8VvbCwJ0DFmxHC50iHTUQNI1CQ5xk1kYm72C839+vAdw+IZidT2Jm3i1XeHBnvHAgNhIL47ZxYGY+iWuJLGKhANRRqErV+e7vj75QAPvHYzi/kEIq7+CuPYN49L6DG67uv3hxGWGvcc1qOl+4QFWhCBoGBA5WMm7Jv2TWPXj054jlOIiHrl9Y58/H715KFu7jNkESBE0ToYCxrqLOxFD5spLF4+uVa2PK6WTqHG1dG1Xz+CMA03AD6R8D8BttGRH1pHZ1peq2jl21XmlfrSpFuxV3JLwpHsbM1QT+w5dewcy1ZM0VR/ySYTPzSczOJ7GcytV8dfxGV9VX6ogZCwXWjXl+LYfFZB6Xl9OF+43EwtgzFMVAJIDZhRQuLCaRyLqpG6VVPQYjbqOXvOM2gclZDgb7guuC4pxl46WLK/jmG4t46eIKcpaNZM6quM9Pzixgfi2Lb3j3X0xmC+P3A4/BvmDhjLqbx+wG0qGAgXho/fZI52wkvVKEPlu1kBtczJ+LIoqXr6zB8rpUWrZiPpFDwCvpV5yjrACuJXJYSbkt3KGK711L4cJCct22r+WguPi9mc7bbtdCAQwDGOkLFS6EfP1aEt+dW0XetrFr0L3g7eXLa8jmbTd/3ds2bvqFgWjQRCRgFiqhJLM20jmrcGGg45UHdFTd2uUKDEQDCAcMpHLu6vb+8VihNF40ZK77DBnuC+Gum4ewd7QP9xwYQ9Bc//kSCpi458AYnvv4D2I0HsL4gFtFZSWdx+yCG4Q/8uy3bnivFH82+BdJ/uE/fTc++/M/sOH7/9iJWUSDJsSrC+5fyOrgegdIUwSW7SASdF9TImt5JRsd2I57UFl8AOdXmfHnkVv324RCCweetXxml35u1FuZhGir2iiYPqyqP62qvwfgIwDubdOYqAe1qnxTqW5sPd45YKIrAAAgAElEQVSKQLm43F5pebdmKA1mF5N5BA0Di8lcTSWjNlsybKODokoHZoDeEIDvGori0kpmfQk/08BD904hFjKxdySGW8biN3zpH5kaxac+chfu2D1Q6KZ3x57BdRcfxkImXr2aKJRN8y/QioVMlPOZr8/goWOnsJTKIZu3sZzO4czcKr722jW8/NYqpvcN48jUKH79w3fith1xL6DWQht00ys3V7w9IkG3LnPOcqCqhWBpNBYqO+ePTI1iNB7G5GgMOdtBznZbg6sCqxm3EY/AXQEvbtdteyuVfWF39X12IVX3QXHxezMaNN3qH3ADv5xlF4J4R7UwXyJe3etw0ICjQNg0MRR1g+T+SACHJ9yqHznLrUvtjycSNBALm9gzHIXtuJVGcpZdqIk9NRbD90+N4uCOOGJhE3lHC59Jbs52+c+QaosC/rxdSuVw7vIqlpJuNZhra1k8dvxM2YDa/2x48Ogknnz+Fdz5yS/hzk9+CT/5eyfKvq8vLKawb6QPtuMGx8Vf0hHvYMNWRcA0cHjXIB6//zAGIgFkLAch08T+8RhGYuEbXlPQcANwfw7dMhYrHHjW+pnN0nJE5W2UM11I6VBVS6R7LkoQkQ8A+MD+/fs7PRQq0o7TZ1s9/xiovzNbo2WxilMR0nkbQVPWNeDYKCjeTMkwYOO0oEppMf4FdsUmBiPIWm4N4eL71pIOdGRqdF0Vixv5BZZl3QVafj5q8f557PgZvLWSQcAwEA8HkcxZyOQdN5g0BbuGooUOj0emRvGXj/z9G6uQlKnScXjXYKFLXdpyEAuZ2DkQQsA0Kga45y6v4tpqFnnbKapv7QbUIm5lj+FoEAAw77Xd9kvyhUwD8bCJZM4uW+6uWLk0oeMvzAEAdg9FcG0tW2gBnrfdeeXWqDYK8+X8YgpB08A7irpSLiazhVSdob4Qdg/ZuLSSQTwSxFh/CNP7duDTf/M6vvrqNYgIwkEDJgSWAy89BHj9ahLRYAa7hiIYCxh47uM/uG7slT5DqqVk+fN25loSWa/MoNtZUnBlJYsnn38Vn/35o2W31Sc+9yKuJnIImlK2ekxhey6kEDAEOwfCWElbyJkKW90LWUXEO5OiGI8HC+/3px54Z2FOxsJm0UHA9df05POv4sWLy4gGTdx6Ux+Cpom8qYULFWvB0nL16fWUGKrdRsH0XSKy6v1bAES9n91eBKodq5/DOtPbV7fmHzdTrXnhm7kYszSYjQbd0+jRolVXP7WiXOdG/0u1kZJhQPWDonIHZpUC8NLcYQBlA+96v/STOQsHd8Yxt5wp1OG9ZawP37uWxO07B9btn9ev5pG1HPRFTffUvOOu/hoAwgETu4ei6zo8lr7GjUoF+vd5+qszWE7nYRqCh+6dqriP3XxsKaQ+iLj1kwF4K9PXF0b81Atz3WKJYLw/fEMAWqzSxZkfftdunDq/hHOX1xAy5YaKJapA0JRCmkvGsnHXnsFCFY65JXdbQ4FwwMC1RBZT43H8xPfd7D3uKr7y8lV3td17wFTWRijgIOhdbAhgw1Jv1T5DNloU8OftWibvbUU3f7ovZEBEcO7yatm/q1Y9BrhelWRqLIZXryYwt5zBwZ1xBE0T1xIZhAMGLi1nAAXu2D2wLu+6ltf02Z8/ui6429Ufqvuzk5WJatdr5WJpcyoG06pa/lwmEbVUras/m7kYszSYDQcE80kLOdvBmYvLGI2FkLUd72Ir3PBl4H+pDveFcGBHHDPXklhJ5yEiiIWrFwlq5KConrMSzfjS9x/DvzgLcC/Q8p+/WM52IILrjUXUvWDMVi2UotsomK9WKvD4C3PYOxLDIe91F69yl4oEDSSylnemwSkE0iKAYQhE3NrRELdmc95Wr7KIW9s67zh46N4DG26bSnPP78T48DOnETYF5xdSsBy3OocvaLqdC4OG4K6JITx6323rVm0NAfIOMNQXxOPvPwzgeqCZyFhuxQ94pfIUgKNwHPciRccBSs8klCv1VstZtEqrio/ffxg//fvfgKNupY1I0EAoYCLvOOVbT6J69Zj12zOAg+Km2nzvWhL3HBjbsJ53pdfkp4qVjr+eQG6jsw9b9cxgs3TbxfLUWrWUxiPqGt18tN+sU3q1BoKbbQbjB29nL61gJWNhz3C0cMFb1nJPkQ9EyjdAWV85wi1pFg6auG08DlXUtE/q/WKvJwBvRjpQpcfwW20X7x8//9h2AMApBNKGXM+D9vehP0/OXlpBJu/A71MYDbk1mB9///rtVu+X8uFdg5i5msBi0q/coVBVjMRCeOjeKXzpu1fcFVQF3rV3CAd39OPLZ69gOZ3HUDSIh+49gI/dM7Xhtqk29y4sprCQzCEcNBAzDO/CTQe2qtcl0m1i8qNv24EjU6PYMRjFasZC3ithd+u42z7dX7W1bAez80ksJHNwFN72BQYi7sWcWcuG5SgO7ey/4UxCMmcVtvm5y6tI52xEgm6+sZ8qU/q+BbDh58zd+4YKDU9McSto5G2t2PCkWvWY0u05EgtjqM+9/uR3furuioFxJc34nKx29mGrnhlsFqbEbC8MpqmndOvRfjOD/FoDwc2uvvrB7MPPnL7hcdYyFl5+axUT+6Lr/sb/MigObL/+2jzCQQOTo33rcn5bsU9qDcCbkQ5U6TGAG3NuB/uCUEcRCZpYSOZgGA5sWzExGMGQVxs5lbMwvc9rwmI7mE/kYNuKrO0gHDCQyFgIB5I3zJt6v5QfPDqJx46fcS9eM4CIaWKwL1jIzS0XKP/qj99R83YBqs+9vSN9mLmWRNS7YC4UMJG1HNg2kLcVg1ETo7FQYYU9mbNwV1HeNOCulF9YTCGRybvVSLymJ44qHLiPA1wPSuNhA0HTvOFMQiiAQuOba6tZiAgSWQszVxOFWs03xSPr3rexsLnh54zfmGcl457NCZgGxuNBPHrfwYr75OzcCq4mclC4K9h5W7FjMFxog15pezby2dKMz8lqZx9oY0yJ2V42quZB1HW6rTSer5lXuddaGaVZ5QgrbVMAG1ZO8SsV7B3twztuHloXSHfDPmlGlZVyj1Fu//z6h+/Epz5yF6bG49gxGME/ODSOx99/CHfsGVy3D0+dX0JfKIDFZB4Bw00HEbgr2irAG/M3llprpIKNel0D/ZxodSrkHzSo2tx78OikW4XEy5m2HIWtQDRo4Kb+MO7cM4Tdw31VyyHuHenzLuR0c42jIRNFVQLXlTR86N6pilVgLEfxxnwSqbxdqG6ymMxjJWNhJZUvvG8tx22X/nezS3hjPlEobQisn9N+NZijt45i31gMR291f640x6pVj9loezby2dKMz8lu/aztFe0qF0vdgSvT1FO69Wi/2af0almBbdbFmMXbdDGZLXTOCwcMXF1NA4i2dIW8Hq28Or6ex660f0pv+9g963/vXxjpdk70gmm/PnDODbJioeC6DnalZyouL6dxaSWD0UQIDz9zel2znVgogFffWkXWVsRDgcLZgtKLHzerlgveHnnPAbcKSd5GLGTC9FaW9wy7ZzuWUjm8uZjCmTkLd3kHHUDkhrl27vIqEhkLluO20o6GTKS8wFsB7B2NYjAawvFvzRWCv+JKJI8dP3NDdZNkzilUrhFvLADw2pWEW51DgEze7Ri4fxzrSs0Vb4NqqRal86lS9ZiNtmcjF9M285qBao/BihXlbYeL5ek6UW3uikU7TU9P66lTpzo9DGqj4lOexV+6nc6ZrpQqMdYf6vpTov42tWwHF5fTEAhUFXtG+pC1bIz3h5HM2RW/KNu1T1r5PCdnFvDY8TNYSeWRsx2ETGNdakSz+PNkdj6JnG0Xmooo3LJnpriVIUKmicmxWGH+FOdZLybz2DUUxcRgBJeX05hdTGFyNIZo0MArbyWQtmzEgiYCpsB2gP3jsUL+7UYVOvzt0MzA6Ibyf30h7B6KFtpfA+4Fk7eMxXF1NY0dg1FcWU0jk3cKOeQLiSxW0hbeWskgkXUvAI0GTRzeNYBH77ut6pw48u/+CsmsuyLtePnjtl6vtw1VREOBosY47pq+38rcH189c62Zc7XSZ4uIYjQeLruvmvH8tTxGt34eE7WKiJxW1ekbbmcwTb2mG1dC2vml0orX73czXM1YiIcD2DMcxbCX61vLAUE79kkrD1h+8vdO4KWLKwgFDJiGG0jlLAd37Bks1A1uxmssPXDxc6b9GtDRoAlDpGIAXLoNXrq4Uuhs53cddFtFu539LMe5ITCvNjZ/DhdWwOMhHJoYaEpg7T/+G/MJ7+JLFJqM+AFiMuteTHh5Oe1153NrR5uGIBIwAYFXZzmEHYMRqMqGc+KHfuNvMJ/IQdWtp+5nvAi8JijitthO5SzEIwHkLEUo4DaKcQNqwXsOj9f1+muZq9XmU6UDqGTWxtXVdCHXe6NAtxnzdaPH6OVFBKJGVAqmezLNg01btrd6q0DUo9EvoHad0mtVNZMjU6MY6w/j0MTAuovA6qkO0uoDmman0hTv65cvryEUcFMAUhnbTb9QxUtzK4X7NmO7F8+TjGUXAsqllNsjKxYKYPdwpBBcVqvg4qYquI1kALdetA135TWdt90LG2us/V2cm7uYzGJuOQMASGSspsyz4td+Zs5Cv3fQ5ufax8ImTp9fwq6hKM4vFDVFgcJy4JWiU8TDAUyNRRA0TZy7vIq79w2ve57SOVFa3SSdt6Fw27cf2jUAVcXFpTSSOa8aiyoEBvpCbkMiEdQdiFabq9XmU/HvbxmLIxJI49JyGlnLwaGJfrfyn2LDCwyb8Z6s9hisWEHk6slgmk1bqBU2GzC1I6BsZTWTbs1H9zVzfKX7+qyuIp1TiFzvaucokMnbhaDbL8/ml10biQUb2u7l5knpqvDcUmpdXrQfzJVrtrOYzMIUt2GJo1rI+bUchVoOBiKBmuZwcWA0t5TxVoPdmtWzC0kkshYeefZbdXXMq/Tay61o+hcgLiSysGy3rKAUZV4YAOKRQKFax2Iyi1TOxjfeWFx3NqV0Tvg555NjMcTCJr795jKyeQe3T/RjuC8EAAiaJqZuUpy7vAYxDZgC2G7RauwajNS9n6vN1Wrv49Lf7x7uw0A0VFjxvf/TX+uKILbbPzOI2oXVPIg8zazI0SrnLq/ijfkEvjm7iJfmVrCUyjXtS7Tbrz5v5vhu2NfhALz+H3C72rm5AH1Bs3Cq/eJyGjnbLnTXu7icxtlLK015bcUVQt6YT+DSSga7hqKYHI0VDupOzizcsA1GYkHY6q6yhr2VdbeRCbw27xt3SyxWXFEjnbdhiiCTt5G33ZSXSMAoXBjpVxrx6x/f/+mv4eFnThdur8S//9lLK3j5rVXMLafX7ctDEwNI5mw4UBSdIHG7SgKFiwaXUjm88lYCkaABQ9yuj6++tYa55XTZORELm3j5rVWcPr+EHQNh7BgMFzpE+s/96H0HMRILIhI0kLMVIdPE/vEYJoaiZd9fG732anO1WqWMar9vpMJLLeOuV7d/ZhC1C4NpIk+3l4I6ObOAhUQOmbx7gVzOcvDalQQur2SashJUa0m+Tmnm+Er39dRNscK/Vd2W2yHTwP7xOC4sptaVZ/NbdQsEK2mraYGJX4bv8K5B3L5zALuHojcc1JVug6nxOA7ujCMUcBuF9wVNiLpl9oKmYNdgBMdfmKtpXH5gNLeUQtaysZTOI5WzIaJI5Wwsp/OwHbfM3LETs4XV9Pm13LozOZWeq/j+t4zFsWswgkvLacwupAr78tH7bkPAEIgCjuMe1KgKQm6qNIKGe8AwO58EBDgwHseB8TiiQRMOgOVUruwFcqqCu/cN4/adAwgYBv7xkX2FbSjivs+f+MJZZPIORuNhvPuWEdyxZ7BsFY/S11Lutfv7aS2bx9dem8ep84uYW0oVDr6qBcPVft9oEFvvPqum2z8ziNqlJ9M8iFqh209ZHjsxi12DEcwtZ2A7jpcfC1xaTuOTH3xbU56jHakqm7HZ8RXypBdSmFtKF0rHjcTCiIfcxiKRoIlo0MTuYTcvd1d/CMmsVSjP5l+gmLdtZC3cEJhsNpiolodaug1KL+wTb0m3+MK+SmkKpdcIvGvvEP7825cgcn01OG8DAjf9JWAILi6msJzK4YXzS+4Fq0V53kDllKNqqQu+R95zAP/xy68gnXPnuGko8s71mtmzXovy28bjhecciYXhqOJaIrvuuas1HilN97EsB7MLSQAoXOxXLt+8+HGXUjlcXErfkAZz9tIK3phPIho0EfTatv+HL70CoHpjpmq/b/QajVakiXX7ZwZROzCYJvI0owV1K11YTGFiKIpoyMTcktsyORI0EAubFb/MurHySacUB0633hTDK28l8MqVBG4bdzv0jcVDZSskPHj0Ni9negVX19x6xUHTgAFBLGw2PX+93oO6Wi7sq5SmUHqNwNdfm8euwQh2D/dhKZXDt99cLlS/iIUMhAImklkL84kcQgEDkYCBnG0X6jEP9YVwYTFVdt7VerHax+6ZwuFdg3jy+Vdx5uIyspYiFgpg/3gMQdNEKmdhfKIfqrLu78pto7OXVpDMuhd6+gdI/hiB8gE+4K5wB0ypGKT6r8Uv8edWGjGwmMzhoWOnMBoP4dJyBgaAsNcFMhwQwAKe/uoMTv6r91St0136++l9O3DsxCye+MLZwjatt2IGLxgkag0G00Sebi+y7wdZ/koqcL0MVTmtqvzRq9YHTgHcPiGY9ToO3nNgDL/83tsK9yvd/2cvreBvXr6KkGkgFjKRtxWJrIVdQ5F1z9GMwKSRg7pqF/aVC8TLrVJajmIhmcPu4T4M94UQDhjIWo6bYmEasBwHOcfxujYqltN5BAwDQVPcA7ycjStrWfyT//JNRIMm9nlz1m/RnczaNY3tyNQoPvvzR8u+Hp/b3XD9NpretwMPP3O60MDm0nIGjqOFfOu1rIV9I1FMjccBlA8uJ4aiCASMDWty++/Fi0tpmIa7Yp/Ou2X8VN0KKDnLgSFA0HLTNTJeqb1kzsLJmYWqK7rFv9/ovezvy1oOmLv97BtRr2IwTVSkm09Z1htktbLyRy8qDZyG+0IYvDmIa4nsuhW+ctvm1PklTI7GsJjMudU8Qm6+9WIqj8mi+/mByWbOCGzmoK6eOVJ2lTJkIpm7nqvbHwkC6TwcBXK2enWwbTiOImAKLBuwVWHlHeRsB6vZPIKGgbBpQFXxvWtJ7B+PoS/kzr1yAfBGBwmVVlKvJbJlV26PvzBXCDhPzS4h77UzD3gNWTJ5GxeWUvjkh94OoHxweXk5jeV0Hvd/+msV952/nRNZC5GAe5CRtRThgIFQwEDGchAKGMjbDlJ52y25BxRavH/icy9u2H68VKX38pPPv4pk1qr5gLkdZ994Noy2IwbTRD2i3iCLp3TX8wMny3FwcSmNdN5G0BAc2NFf9W8vLKYwMRjB7qFo4bbFZBbn3lrDWsa6YXW0njMClYKPejrVFf/9h9+1u9BefKM5Ui6QHI2HkV1OF17TSCyE1Uwet4z2YWIoimTWxuIFN8UjGjC9ih8O8o7CdhS33hTH3HIaAdOAG746mFvK4G27B8oGwH4Q568mlwZfG62klm6jh585vS7gTOdtr0ygwBC3dbspACCFvyvXqt3vKLnRvvPfi4VGR6EAgqZb8cR23IOOnQMRvH41AaukL1okYOBqIocnn3+lYnvxUpXey6fPL2HXYKTmko2tPvvGs2Eb44HG1sVgmraVXv8wqyfIavYp3V7fdg8encRjx8/gykoWQdOtJZ2xHFxZSRdOu1dSblsGTRN37RnCaDy0LjA5dmIWlqOYXSgOcEJlA5zNBh/l/v74C3M1/X25VcpMzsLu4ShefmsVAHBooh//8kcPrgvOx+JBJLI2LMdB0BAYIQOWI8haNiYGI1hM5gpl+UxxOzNWCoArvX7/gKBc9796VtoBQKEYiAQBAHnH7RBZPJctx8FrV9fcZi4KjPeHCwdNG53NOTI1iqceeGfZro5+zeusZePCYhqA25Uy6l3cmnccnLu8Vm33FlR6L+e9TpoBQ4pKNlrIWHbFx2rl2TeeDauMBxpbG4Np2jZ64cOsmQFrM0/pduu2q2d7HZkaxXh/GMupPCxbEQ2YhU561b7sK23Lcq//seNncG01i4BpFEoYXlxMIWs5NzzuZoOPzfx96SplLGRCDEF/OIi797mBazJr4fCuQXzsnqnC3z38zOlCR0H/YGHnQBDL6TySWRt7hqN47UoCgBvIBkypOO/KjX81k8dTf/Uabt85sK7730o6D1VFJGgUar8Xv8bSgDMeDmAlnUdABKoKWxV5W7F3JFqYywERzCymAQUO7ezHK1cSmE9ksZpxU1uiQRO7hyIVz+YUb8Ora241mF1DUQxGg1jLWBiIBBENZhEyDQTNokq0WvbhKqo0/yJBE5atCBjuYwdEYDtOIahvp5MzC/j6a/NwVNEXut5EZzufDSvGA42tjXWmt6lmFu7vFd3elKWba8B247ZrZHtdXcu6+bMCwEsBqOXLvp5tmc7ZXi1qgcDN1xURpL184WKbrW2+mb8vPRAB3Eom1fbxg0cnETANTI7FMD05jMmxGAKmgYfunUIqZyFgGNg/HoMhQNZycNuOeMVtVW78C4ksLEcL49g93IddgxEksxb2jsRwy1i87L4urb28czCCoCkIBwykchaSWRuW7eDKahaW7aA/4l6gGDIFoYCBueUMQqaBTN5BKmtDACwlc/j2myuYW0pXnFd+ffCv/IsfwdMPTmPqpti6OXLnniHkbbc+t8LtTJm3FYcmBmr+HK40/4b6glBd/9iqimiovetk/nvRNASmIYUa+EupHC9w9HR7HwPaHK5Mb0PdusrYat2eQ9zNNWC7cdvVu738pjfqdQz0v/B3D0fXNW2ppNZtGQm6Lbgtvxa4KhTuimqpzabiNPr35T4Dzswt49DOfhR/LZTbx0emRvHhd+3G01+dwXI6j6FoEA/dO1UoaecH6EduHa16ZqXs+HM2YqHrQcdiMouZ+STyttuspVJN69KV9qmbYviJ6T340nffwosXV9AfMbFvtA+vXEng4nIa0ZDpdVRUZC0bqxmFKQKFW6kkkbXcYy4B8pZzw2dkrbnuj953Gx47fgYrqTyylo2QaWDHYBg/+rYbc+sfO34G4/1hJHP2uses9FyHJgYQDiSvXxgbNDEQDSCdsza8gLLZ/Pfi5GgfXr+ahGm4be1n55PYNRTtmvKincRKKlsbg+ltaLuebur2D7NuDFh93bjt6t1ex060vukNABzeNVg2DcIvx1Zss6k4jf59uc+AaNDE+YVUIVAFyu/jkzMLOP7CHPaOxHDIe87jL8zh8K7BQjDpB3+PHT+DdM6th3541+ANgV258QPu6v4331iEaQDZvIO8rQgYKFvTuli5YPbU+SXcuXuoKP3DLeE3t5SBaQCrmetnEixHC81hDACm4a5sQwSW7eCRZ7+Fsf4wYqEArqykMT4QrbogcWRqFL/+4TtvCIZL94HlOLi0nMbFxTTCQQNzS2mcnVvBgz8wua5KSfFz+dtvcjTmXkC5ksHsQhKTI31tXSjx34uGBLB/HF4dfAvqYMsv0tSq2/sY0Ob0ZJqHiHxARJ5eWVnp9FB60nY93dRoC952qdZCuJMKraaX0zhzcRknZhbw8lurmN433LEx1bu9/KY3+8djCJkmcra7WjwSCzb1y75SGkS5eVZL+shGqQC1pp+UPsbZSys3fAbsG+lDKm9XfX9US/nxV71nriVxbTWLZNbGfCKHmauJG1Iz/PGLAKfPL+E7l5Zh2Q7yjlujOZG1kLXdutahoImAYcA03GCt1vdG6efdnuEoVBWJnAVVN3lZ1S1rZ4gUuj8ORYMYiARhGgYMAS4up7GasXBTPIzXrqzhaiKHvG3XlPbkp4I89/EfxO/81N04MjV6w7hmriWRsxSOaqG04NVEDp/+69cqbu/S/b+cymFypA+7h/vamo5V/F4ciYVxx55BHJoYxD0HxhhIe5qZdkfdpydXplX18wA+Pz09/XOdHksv6sZVxnbo9qYs3bxy4Z/af+qvXoPlKGIhE6Ox0LoVyXard3vV2/SmUfXOs3Krqf7K7rnLq1hI5LBrMIKJoWjZlcaN/t5vXlK6irqYzCMSSBc6/gFuF8i79gzeUJ2k9LGrnRHwg+3ZhSQCpuGt+DpYTOYxORYrewYsmbVw+86BQkUMy3EgInDUrYIRCZkQuCvHhggSOavm90bp591wXwh7RvqwnMphOZ1Hf9iEiFvSLh4OIJOzkHcUGctBznK8knqCgCnojwRhiCDvaKFRTbVOk7WOK5G1YIi7Gi4i7oWTcLDilSmstL2L9//9n/5aR85udfNnVzfp5j4GtDk9GUzT5mznD75u/jDr9mD/1Pkl3L5zYN1B2FrG6lh6UL3bq53zfjPzrDifOZGxoArMLWcQDZllc4U3+vub4mG8+OYyMpaD4VgIhrgrnLuGori0nMZANFS1Okmp4iBwKeV2AUxkLQxEAjg5s1AIttN5Nz8YQKFEXrnArnilO5N3EDIFpmEiFDAwFg8jm7fhKHBgR3zdc9W6qlduvwcMwVMPvBPHTsxi5tr1nONQwMBA1C3vl8zaMOV6Ixsrr9gz7JbYiwZNZPO2l3PtqndBwi/V+PrVPHK2A8vr2y6qWErn3ADecGtk19o5slMLJd3+2UXUagymtyF+8HWvbg72uzGnu57t1Svzfl1w6XXSsx2nsApabZuX5uKWW0WdGIwgazkY6994FbocPzhdzeRxcTHlNUVx0yLctuEBJLNurrhfb9pWt5FJucCueF5FgyZytg3TMJDO2zgwHsfLl9cQDhoYjAYRMIyag37fRvvdbxMf9Fqip3M2VjN5TI72AYpC3nvQS/VYSecBuKki/rgc1YYPzNSrwuEVl4ECcBzAMNyLIPO24uaRaM2dIzu5UNLNn11ErcZgepviB1/n9Grzk62QHtQL8/6G4NJyCiu7QOWLAtcGjmcAAB4oSURBVP05dWEhhVtvisH/eK+0inpoon9dG/Va+cHpI89+Cw6AeNAsVNhYy1gAFKmcjZFYCBcXU7AdgUKxcyBYNrArnle7hyN4/WoStuMgEjQQMNzKF+P9YVxLZBs+AKq030+dX8LkSN+6i0V3xyK4tJzB3fuGC2kwi8ksXruaQCLr5pM3Y1zHTsxifCCKW8fd/XT6/CJW0hYU3gWQIgiYwMRgFI/ed1tNB4G9csBItNUwmCZqo14uS7id04PaqTi49Bug2HBL7l2/KPD6Ni+dU3NLabzyVgK3T4ibH9ykVdRiR6ZGMdYfxqGJARgihdtjYXNd2/Cs5SCdsxAJGpgaj5c9cCyeV0N9IewesnFpJYN4JIix/hB++b2tCwb9i1KLc8cdVVxayaxLrRiJhbFnyMZyOl8Injc7rtIzPbYDxMMm0nkH0ZBZaBiTzFl1n4Hp9s8Soq2GwTRRG/VyWUKuel1X79mFeu5fHFwORoPYPezmN8fCJsb6Qzds89I5NenVUp6dT2Lw5mDTVndLbXSmolJA51cVKd0O6+pDj8fxyQ+9fVM557Vu60qv4dDEAJLZ9akVAdPAUw+8s2nzvfS5o0G37vVILIQ7dg8CcK9JmBhq7gWyRNR84pcG6kXT09N66tSpTg+DqGb+1fbFq3mOKq4lsnju4z/YwZFtD81IsSleCa7l4r1671/vOMvNqYWE2+hk72hfy1KJTs4s4BOfexErGQt520HQNDAYCeBTH7mraduhkTE1a98AaGk6VulzX15OY3YxhcnRGCYGIy3ZPkS0OSJyWlWnS2/nyjRRG22FvONe1awUm3rPLjRyNqKeU/Xl5lQoYOKeA2MN5UTXQ7yW6YB3EZ0hFe/bjrMy9T5HtbMtrQxiy63I/8T33YxT55e2/Zkfol7DYJqojZh33DnNCuYuLKYQEMFLF5OFi9Z2DUUqVthodRWUVs6pjVbIj52YxU3xCKbGrnd23KhUYjuqwTTyHJ3MMS733B+7x/3/Z74+g0ee/dYNLduJqPswmCZqI+YdN0cj6RrNCuZiIRMvza0iZApCpiBn23j1agJ37B4oO65Wn41o1ZyqtpJf7/Zs1nbYaN9v5jm6ocqOP4YXzi/i6loOYdMt2Te/lsW/fe4c/vTUm/jkBxvPJ9+OumG/0tbXk+3EiXpZudbCVDs/yJtfy60L8vw21ZXabzevXbu4tcsggEjh59WMVXZc0/uGW97GvhVzqlrb8Hq3p9+SfjPbodq+b/Q5qj1uOxSPYTHp1rPO2g6SORvwanl/72qy7ePqZd2wX2l7YDBNRD1loyBvoy/PZgRzAJDMWTi4M45QwEDOdpuqHNwZx9xSuuy4Tp1fwuP3H8ZYfwjXElmM9Yeq5mlXOiBoRKOPdWExtWEb63q3p7+CXs92KFUtwG/0Oao9brFm7ptKY3DbpgOq7n/iHbfZqhXHRTeqZ78SbQbTPIiop2yUXrBRXvTv/NTdG6ZD1Ho62E8l8MuXAfCalaBi8FlPXm4za5Fv5rGqpUw0kl6y2fzkWlJLNnqOSvu41pSVVtaJLx5D0DRg2Q6Ka22purd3uutoL+nGrq20NTGYJqKuUi2o3SjIq/bluVH941qDpEoX/B2a6F/X6KN4XPVoZtWLzTxWLRc2tvvivUZzok/OLODJ51/FixeXEQ2a2Oc9jr+Pa33cVlYkiYUCePHNZeQdRcAQeB3EAQCO13Z873CU1X/qwOpJ1C5M8yCirlFLjuNG6QWN5kXXczq4UirBo/cdbEoaSbX0inY9VjPSMpqtkVQdf069dmUNYdOAquJ715LI23ZhH9f6uM3cN6VjnL2WwEo6j2TWQjZvQwD4lQYNEUyN9WE4Fm56vv1W1qzULqJquDJNRF2jlpW/aukFjZSJq/d0cKUV2WZU1WjmatpmH6vbWlM3klriz6m8owiZhlcX28HcUgZv2z1QSMOp5XFbtdL55POvYC1nIxI0kLcUtiogwG074vjkB99eGFe5DphUGasnUbswmCairlFrUFspyGv0y7NZQVIzgs9m1o3e7GN1oqxYteesdxv7cyoaNJGzHAQMgSmCdN6+IQe8Gakvjbyuc5fXEDQFQcNENOjeP+84uLSc6boDml7D7UftwDQPIuoazShf10iZuG46HdzM9IrNPFYnyoq14jn9ObVnOArbUViOwlJFwJS693Gj27Om16Ulf1T6MxF1La5ME1HX6FSHyG47HdxIRYpGHmsj7Wj/3Y7n9OdUXyiA/eMxnF9IIZV3cNeeQTx638G6H7eR7VntdR2aGMBLF1cgojANge0o8rbijj2DlR+UiLpG1wTTInIIwC8BGAPw16r6ux0eEhG1WSeD2l44HdzK0mylOlFWrNxz5iwbX39tHvd/+msNpZqUzqkjt45u+BitSG2pti0fve82PHb8DFZSeWQtGyHTwI7BMB69r7UHkUTUHC0NpkXkMwDuB3BVVd9edPv7APwmABPA76vqp1T1HIBfEBEDwDEADKaJtqFeCGo7pZ2rxZ0oK1b6nIvJLF69mkAkYGzq4KHWOdWqg5Vaanb/+ofvZNtroh7V6pzpPwTwvuIbRMQE8NsAfgzAYQAfFZHD3u8+COALAL7Y4nEREfWcVpVmK6cTeeSlzzm7kAIUmByLtaWDXas65tWyLVvREp6I2qOlK9Oq+lURmSy5+d0AXlfVGQAQkWcBfAjAWVX9CwB/ISJfAPDHrRwbEXW/TlST6GatWC2utI07kXJT+py2ozi4M47hvlDhPq1MNWlVaku7tyXfN0Tt1Ymc6d0A3iz6+SKA7xeRHwLwYQBhbLAyLSIPAXgIAPbu3du6URJRR7UzP7jb+cHRucurWEjksGswgomh6KYv0Ky2jTuRclP8nA8/cxrza7l1v29lqkkrU1vatS35viFqv665AFFVvwLgKzXc72kATwPA9PQ0iwdRTbhS03s6UU2iXeqZj8XB0eRoDOGAiUvLaWQsG4d3DW5qhbPbt3G7q7t0qppMM3X7PiXaijpRZ3oOwM1FP+/xbiNqiU7Uy6XNa2d+cDvVOx9L83h3D0Vx+84BHN41uOnc2m7fxrXWdT45s4CHnzmN+z/9NTz8zOmG39vd2EK9Xt2+T4m2ok6sTP8dgAMicgvcIPoBAP+ongcQkQ8A+MD+/ftbMDzaarhS05s6UU2iHeqdj60sUbcVtnGz0xrqScfoxjNem9mn3fh6iHpBS1emReRPAJwAcFBELorIz6qqBeAXAXwJwDkAf6qq363ncVX186r60OAgC9pTdVyp6U3d1JWwmeqdj83oCllJt2/jWlbxW1WBo5axPXb8DE5+bwGz80mc/J73c4fPeDW6T3kGj6hxLQ2mVfWjqjqhqkFV3aOqf+Dd/kVVvU1Vb1XVX2vlGIhaGYxQ62yFU+7llM7HxWQW335zGRcWUmVTFFoZ8Hb7Nq4lUO7UwfKTz7+KKytZOAqEAyYcBa6sZPHk86+29HmraXSfduqgpFHNSu0haoauuQCRqFW2wkVF29VmKiB06ynr4vmYs2y8ejUBKHBwZ7xsikKry6p1uknORvuplhSXTqWqnLu8iqApCBgCAAgYAjUF5y6vNvV5GpnHjezTTnS8bFQzU3u69XOCeksnLkDcNBH5gIg8vbKy0umhUA/o9tU3ar5uPmVdPB9n5pOIBAzsHo5ibjmDc2+t4tJy+obVza3a0KPafqrlrFLxyv1iMotvXVjCmbllLCSyrd/fUuXnTWrnPO6lM3jNWkXv5s8J6i09GUwzZ5rqtVWDESqv209Z+/Nx72gf9o324a2VDHKWg5BpwHYUL15c3hZf6MX7aSWdx+xCEjPzSTzy7Ldwcmah5s6Bj99/GCLAubfWoABu39EPVWlpYHRooh95W2E5DlTd/+dtxaGJ/qY9RzvncbfnzxdrVmpPt39OUO/oyWCaiGgjvXLR6d6RPpxfSME03HQBASACRIPmtvhC9/fTUiqH164kkLMcRAIGVjNWIRWmlrNKR6ZGMRoP4c7dQ3jX3mGMxsMtD4weve8gxuMhiAhytgMRwXg8hEfvO9i052jnPO6lM3jNWkU/e2kFb8wn8M03FvHSxRUsJrNd+TlB3Y8500S05fRKybcHj07ib16+ClMEyawDWxWGCPaNRLfFF7q/ny4upQsHFJbjIB66HgjXeiZpszm/9ebOHpkaxac+cldL823bPY87nT9fq3qvgym3bwFgMZmHKhAyBTnbxutXk9g9ZGNqPN6mV0JbBVemiWjL6ZVT1kemRjE52od03oajioAIwgHB5dUsYiGz+gP0OH8/JbIWDAEsx4HtALuHI3WvEG60Wlmt8kOjubOtTh/rlXncbvWsolfat08+/yp2DUUBALYCpuGGQ5dWMtt++1L9ejKY5gWIRLSRXjplPRgNIRIw0R8Joj8aRNA0AQWafjVbF/L300AkgIzlIGSa2D8ew0gsXPcKbKXAc3rfcNfWqq6ml+Zxu9V6IFNp3567vIqJwQgO7IgjFDCQsx1EggZG42FuX6pbT6Z5qOrnAXx+enr65zo9FiLqTr1yyjqZs3BwZxxzyxmk8zaiQRO3jPUhmbM6PbS2ODI1iqceeGeh1FksbBatwNZevrJSCcFaOk52c1m4XpnH3arSvgXcMxfDfSEM94UAAGsZC2P9obaPkXpfTwbTRESN6ra6sn5e7B27r1cnWstYmBjaPl/qzaqlXS7wfOILZ7u2VnUzddu87haV9u2hiX4ks+4BK/sP0Gb1ZJoHEVEjurGuLPNiXa3KP663VnUv7oNunNfdotK+ffS+g0yhoaYRVe30GBo2PT2tp06d6vQwiKhHPPzM6RtWqfxTu7/zU3d3bFxcVWyd4m55xSuQpYFTL++Dbp3X3aKX9y11FxE5rarTpbf3ZJqHiHwAwAf279/f6aEQUQ/p1txY5sW2Tq0pJL28D7p1XneLXt631Bt6MpjmBYhE1IitkBtL9dvqwRTnNVFnMWeaiLaNXs+Npa2tWj3sSjiviTqLwTQRbRus20vdajMXEXJeE3VWT6Z5EBE1aquf8qfeVEs97I1wXhN1DoNpIiLqKFZb4EWERL2sJ9M82E6ciOi6RnNtuwFrJLtqqYdNRN2pJ4NpVf28qj40ODhY/c5ERFtYrwejxekNhgj6IwH0hQI4dmK2wyNrL15ESNS7mOZB2wZPJdNWtNlc205rdXpDr7zvm9VSnYjaj8E0bQvFXdCKV+94xTv1ul7PtW1ljeRee9/zIkKi3tSTaR5E9eKpZNqqej3XtpXpDXzfE1E7MJimbeHCYgqxsLnutl5avSOqpNdzbVtZI5nveyJqB6Z50LbAdru0VW2FXNtWpTfwfU9E7cBgmraFB49O4onnzgJwV6aSWdtbvbutwyMj2jzm2pbH9z0RtUNPpnmwzjTVi+12ibYfvu+JqB1EVTs9hoZNT0/rqVOnOj0MIiIiItriROS0qk6X3t6TK9NERERERN2AwTQRERERUYMYTBMRERERNYjBNBERERFRgxhMExERERE1iME0EREREVGD2LSFqAucnFko6WA3yVq4REREPaAnV6bZtIW2kpMzC3jiubOYX8vhpngY82s5PPHcWZycWej00IiIiKiKngymVfXzqvrQ4OBgp4dCtGnHTsyiLxRAfyQAQwT9kQD6QgEcOzHb4ZERERFRNT0ZTBNtJRcWU4iFzXW3xcImLiymOjQiIiIiqhWDaaIO2zvSh2TWXndbMmtj70hfh0ZEREREtWIwTdRhDx6dRCpnYS1jwVHFWsZCKmfhwaOTnR4aERERVcFgmqjDjkyN4vH7D2OsP4RriSzG+kN4/P7DrOZBRETUA1gaj6gLHJkaZfBMRETUg7gyTURERETUIAbTREREREQNYjBNRERERNQgBtNERERERA1iME1ERERE1CAG00REREREDWIwTURERETUoJ4MpkXkAyLy9MrKSqeHQkRERETbWE8G06r6eVV9aHBwsNNDISIiIqJtrCeDaSIiIiKibsBgmoiIiIioQQymiYiIiIgaxGCaiIiIiKhBDKaJiIiIiBrEYJqIiIiIqEEMpomIiIiIGsRgmoiIiIioQQymiYiIiIgaFOj0AIiIiIg24+TMAo6dmMWFxRT2jvThwaOTODI12ulh0TbBlWkiIiLqWSdnFvDEc2cxv5bDTfEw5tdyeOK5szg5s9DpodE2wWCaiIiIetaxE7PoCwXQHwnAEEF/JIC+UADHTsx2eGS0XTCYJiIiop51YTGFWNhcd1ssbOLCYqpDI6LthsE0ERER9ay9I31IZu11tyWzNvaO9HVoRLTdMJgmIiKinvXg0UmkchbWMhYcVaxlLKRyFh48OtnpodE2wWCaiIiIetaRqVE8fv9hjPWHcC2RxVh/CI/ff5jVPKhtWBqPiIiIetqRqVEGz9QxXJkmIiIiImpQV61Mi8iPA3g/gAEAf6CqX+7wkIiIiIiIKmr5yrSIfEZErorId0puf5+IvCIir4vIJwBAVf9cVX8OwC8A+MlWj42IiIiIaDPakebxhwDeV3yDiJgAfhvAjwE4DOCjInK46C6Pe78nIiIiIupaLQ+mVfWrABZLbn43gNdVdUZVcwCeBfAhcf17AP+fqr7Q6rEREREREW1Gpy5A3A3gzaKfL3q3fRzAewB8RER+odwfishDInJKRE5du3at9SMlIiIiIqqgqy5AVNXfAvBbVe7zNICnAWB6elrbMS4iIiLqfidnFnDsxCwuLKawd6QPDx6dZMk8arlOrUzPAbi56Oc93m1EREREdTs5s4AnnjuL+bUcboqHMb+WwxPPncXJmYVOD422uE4F038H4ICI3CIiIQAPAPiLWv9YRD4gIk+vrKy0bIBERETUO46dmEVfKID+SACGCPojAfSFAjh2YrbDI6Otrh2l8f4EwAkAB0Xkooj8rKpaAH4RwJcAnAPwp6r63VofU1U/r6oPDQ4OtmbQRERE1FMuLKYQC5vrbouFTVxYTHVoRLRdtDxnWlU/WuH2LwL4Yqufn4iIiLa+vSN9mF/LoT9yPbRJZm3sHenr4KhoO2A7cSIiIup5Dx6dRCpnYS1jwVHFWsZCKmfhwaOTnR4abXE9GUwzZ5qIiIiKHZkaxeP3H8ZYfwjXElmM9Yfw+P2HWc2DWk5Ue7e63PT0tJ46darTwyAiIiKiLU5ETqvqdOntPbkyTURERETUDRhMExERERE1iME0EREREVGDejKY5gWIRERERNQNejKYZtMWIiIiIuoGPRlMExERERF1AwbTREREREQNYjBNRERERNSgngymeQEiEREREXWDngymeQEiEREREXWDngymiYiIiIi6AYNpIiIiIqIGMZgmIiIiImoQg2kiIiIiogb1ZDDNah5ERERE1A1EVTs9hoaJyDUA56vcbQzAfBuGQ72J84Mq4dygjXB+0EY4P7amfap6U+mNPR1M10JETqnqdKfHQd2J84Mq4dygjXB+0EY4P7aXnkzzICIiIiLqBgymiYiIiIgatB2C6ac7PQDqapwfVAnnBm2E84M2wvmxjWz5nGkiIiIiolbZDivTREREREQtsWWCaRG5WUT+VkTOish3ReSXvNtHROR5EXnN+/9wp8dK7SciERH5poi86M2Pf+PdfouIfENEXheRz4pIqNNjpc4REVNEviUiz3k/c34QAEBEZkXkJRH5toic8m7j9wsBAERkSEQ+JyIvi8g5ETnK+bF9bJlgGoAF4J+r6mEARwD87yJyGMAnAPy1qh4A8Nfez7T9ZAH8iKreBeAdAN4nIkcA/HsAT6rqfgBLAH62g2OkzvslAOeKfub8oGI/rKrvKCp5xu8X8v0mgL9U1dsB3AX3c4TzY5vYMsG0ql5W1Re8f6/Bnci7AXwIwB95d/sjAD/emRFSJ6kr4f0Y9P5TAD8C4HPe7Zwf25iI7AHwfgC/7/0s4PygjfH7hSAigwDuBfAHAKCqOVVdBufHtrFlguliIjIJ4J0AvgFgh6pe9n71FoAdHRoWdZh3Cv/bAK4CeB7A9wAsq6rl3eUi3AMw2p6eAvAvATjez6Pg/KDrFMCXReS0iDzk3cbvFwKAWwBcA/BfvDSx3xeRGDg/to0tF0yLSBzAfwfwiKquFv9O3dIlLF+yTamqrarvALAHwLsB3N7hIVGXEJH7AVxV1dOdHgt1rXtU9V0AfgxuGuG9xb/k98u2FgDwLgC/q6rvBJBESUoH58fWtqWCaREJwg2kn1HV497NV0Rkwvv9BNxVSdrGvNNvfwvgKIAhEQl4v9oDYK5jA6NO+nsAPigiswCehZve8Zvg/CCPqs55/78K4M/gHpDz+4UA96zVRVX9hvfz5+AG15wf28SWCaa9/MY/AHBOVf+fol/9BYCf8f79MwD+33aPjTpPRG4SkSHv31EA98HNq/9bAB/x7sb5sU2p6mOqukdVJwE8AOBvVPWnwPlBAEQkJiL9/r8BvBfAd8DvFwKgqm8BeFNEDno3/QMAZ8H5sW1smaYtInIPgK8BeAnXcx7/Fdy86T8FsBfAeQA/oaqLHRkkdYyI3An3AhAT7kHkn6rqr4rIFNyVyBEA3wLw06qa7dxIqdNE5IcA/B+qej/nBwGANw/+zPsxAOCPVfXXRGQU/H4hACLyDrgXL4cAzAD4p/C+a8D5seVtmWCaiIiIiKjdtkyaBxERERFRuzGYJiIiIiJqEINpIiIiIqIGMZgmIiIiImoQg2kiIiIiogYxmCYiqpGIqIj816KfAyJyTUSeq/NxviIi096/v+jXQG/SGP9cRE426/G8x6x5jCJyn4ic8Gr/Q0RMr8XyDzRzTERE3YLBNBFR7ZIA3u41/gHc5j+b6oqoqv+L15Vz07yA924Ag15t5KaoZ4yq+jzcmro/6930cQCnVPV/Nvr8RV0oiYi6DoNpIqL6fBHA+71/fxTAn/i/8DrlfUZEvumtxn7Iuz0qIs+KyDkR+TMA0aK/mRWRMe/ffy4ip0XkuyLyUNF9EiLyayLyooicFJEdFcb2YQCfh9to5oGiv7/V+7uXROQJEUkU/e5fiMjficgZEfk35R7UH6OITHqv4T97Y/xy0YFFsUcBPCYibwPwiwD+TxF5r7di/YKI/DcRiXuP/Sve839HRJ4uWtH+iog8JSKnAPySiPyv3n1eFJGvVnj9RERtx2CaiKg+zwJ4QEQiAO6E22XV96/htiJ/N4AfBvAbXvvp/w1ASlUPAfi/4K4el/MxVb0bwDSAf+Z12AOAGICTqnoXgK8C+LkKf+8H93/i/dv3mwB+U1XvAHDRv1FE3gvgAIB3A3gHgLtF5N4qr/8AgN9W1bcBWAbwD0vvoKqXATwF4ASAJ+B+1zwO4D2q+i4ApwD8snf3/6Sq36eqb4d7kHF/0UOFVHVaVf9vAL8C4Ee9bfDBKmMkImobBtNERHVQ1TMAJuEGq18s+fV7AXxCRL4N4CsAInBbCd8L4L8W/f2ZCg//z0TkRQAnAdwMN3AFgBwAPy/7tPf863ir1QcAfF1VXwWQF5G3e78+CuC/ef/+45Lxvhduq/QXANxe9JyVvKGq395oLJ7fBmCq6h8COALgMID/4W2bnwGwz7vfD4vIN0TkJQA/AuBtRY/x2aJ//w8AfygiPwfArDJGIqK2YR4aEVH9/gLAfwTwQwBGi24XAP9QVV8pvrOXubAhEfkhAO8BcFRVUyLyFbjBOADkVVW9f9so/9n9EwCGAbzhPd8A3ID/X2/0tAB+XVV/r+oAr8sW/dtGUcpKMVV1RMQfswB4XlWLV8vhre7/DoBpVX1TRD6J668ZcHPU/cf7BRH5frgpNqdF5G5VXahj3ERELcGVaSKi+n0GwL9R1ZdKbv8SgI8X5f2+07v9qwD+kXfb2+Gmh5QaBLDkBdK3w13NrcdHAbxPVSdVdRJuKomfN30S19MxHij6my8B+FhR/vJuERmv83lrcRLA3xOR/d7zxETkNlwPnOe9MXyk0gOIyK2q+g1V/RUA1+Cu3BMRdRyDaSKiOqnqRVX9rTK/+rcAggDOiMh3vZ8B4HcBxEXkHIBfhZseUeovAQS8+3wKbgBaExGZhJs2UfgbVX0DwIq3mvsIgF8WkTMA9gNY8e7zZbhpHye8NIvPAeiv9XlrparXAPwTAH/ijeEEgNu9CiH/GcB34Ab2f7fBw/yGdwHldwD8TwAvNnucRESNkOtnDomIaCsSkT4AaVVVEXkAwEdV9UOdHhcR0VbAnGkioq3vbgD/yUs/WQbwsQ6Ph4hoy+DKNBERERFRg5gzTURERETUIAbTREREREQNYjBNRERERNQgBtNERERERA1iME1ERERE1CAG00REREREDfr/AR54JkxL+5N7AAAAAElFTkSuQmCC\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "if72r7Z-tzQw",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "326e39be-09c6-4a5d-e8fa-7f2c8a29881d"
+ },
+ "source": [
+ "# Generate the plot for city data\n",
+ "plot_data('Median Age vs. Population Count for Cities', city)"
+ ],
+ "execution_count": 19,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "-yji5Buntzjq",
+ "colab_type": "text"
+ },
+ "source": [
+ "We can also plot each administrative area granularity on the same plot to see how they relate."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "metadata": {
+ "id": "7tdrGFe6tzz3",
+ "colab_type": "code",
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "b6d2aca3-260f-4eec-8a71-458faef8e948"
+ },
+ "source": [
+ "def plot_all_data(state_table, county_table, city_table):\n",
+ " plt.figure(figsize=(12, 8))\n",
+ " plt.title('Median Age vs. Population Count')\n",
+ " plt.xlabel('Median Age in Years')\n",
+ " plt.ylabel('Population Count (log scale)')\n",
+ " \n",
+ " # Make things pretty\n",
+ " state_color = \"#ffa600\"\n",
+ " county_color = \"#bc5090\"\n",
+ " city_color = \"#003f5c\"\n",
+ " \n",
+ " # Scatter plot the information\n",
+ " ax = plt.gca()\n",
+ " ax.set_yscale('log')\n",
+ " ax.scatter(state_table['med_age'], state_table['count'], color=state_color, alpha=0.75)\n",
+ " ax.scatter(county_table['med_age'], county_table['count'], color=county_color, alpha=0.5)\n",
+ " ax.scatter(city_table['med_age'], city_table['count'], color=city_color, alpha=0.4)\n",
+ " \n",
+ " # Create the legend\n",
+ " state_patch = mpatches.Patch(color=state_color, label='States')\n",
+ " county_patch = mpatches.Patch(color=county_color, label='Counties')\n",
+ " city_patch = mpatches.Patch(color=city_color, label='Cities')\n",
+ " plt.legend(handles=[state_patch, county_patch, city_patch])\n",
+ "\n",
+ "# Plot all the data together.\n",
+ "plot_all_data(state, county, city)"
+ ],
+ "execution_count": 20,
+ "outputs": [
+ {
+ "output_type": "display_data",
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "tags": [],
+ "needs_background": "light"
+ }
+ }
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "bBVuVI5fEh4Q",
+ "colab_type": "text"
+ },
+ "source": [
+ "## What's Next\n",
+ "\n",
+ "Congratulations - you've completed your first Data Commons task! Now that you have completed the tutorial, you can explore the other Data Commons notebooks to get ideas for querying and joining data from the graph."
+ ]
+ }
+ ]
+}
\ No newline at end of file
From 74eb1eb6f3c4550a71c6a8ce891f659898328992 Mon Sep 17 00:00:00 2001
From: tjann <18621425+tjann@users.noreply.github.com>
Date: Tue, 28 Jul 2020 12:43:51 -0700
Subject: [PATCH 5/5] Move updated notebooks to replace old ones. Remove a
top-directory notebook. Add bio notebook.
---
Analyzing_Census_Data_with_Data_Commons.ipynb | 1329 ----------------
..._Study_Analyzing_Income_Distribution.ipynb | 642 --------
...evalence_of_Obesity_in_500_US_Cities.ipynb | 878 -----------
analyzing_census_data.ipynb | 1341 -----------------
notebooks/analyzing_census_data.ipynb | 873 ++++-------
.../analyzing_genomic_data.ipynb | 0
notebooks/analyzing_income_distribution.ipynb | 894 ++++-------
notebooks/analyzing_obesity_prevalence.ipynb | 719 +++------
8 files changed, 749 insertions(+), 5927 deletions(-)
delete mode 100644 Analyzing_Census_Data_with_Data_Commons.ipynb
delete mode 100644 Case_Study_Analyzing_Income_Distribution.ipynb
delete mode 100644 Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb
delete mode 100644 analyzing_census_data.ipynb
rename AnalyzingGenomicDatawithBiomedicalDataCommons.ipynb => notebooks/analyzing_genomic_data.ipynb (100%)
diff --git a/Analyzing_Census_Data_with_Data_Commons.ipynb b/Analyzing_Census_Data_with_Data_Commons.ipynb
deleted file mode 100644
index a341e795..00000000
--- a/Analyzing_Census_Data_with_Data_Commons.ipynb
+++ /dev/null
@@ -1,1329 +0,0 @@
-{
- "nbformat": 4,
- "nbformat_minor": 0,
- "metadata": {
- "colab": {
- "name": "Analyzing Census Data with Data Commons",
- "provenance": [],
- "collapsed_sections": [],
- "machine_shape": "hm",
- "include_colab_link": true
- },
- "kernelspec": {
- "name": "python3",
- "display_name": "Python 3"
- }
- },
- "cells": [
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "view-in-github",
- "colab_type": "text"
- },
- "source": [
- " "
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "ZXL-qge7bmCa",
- "colab_type": "text"
- },
- "source": [
- "Copyright 2019 Google LLC.\n",
- "SPDX-License-Identifier: Apache-2.0\n",
- "\n",
- "**Notebook Version** - 1.0.0"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "knFLVFogCWq0",
- "colab_type": "text"
- },
- "source": [
- "# Analyzing Census Data with Data Commons\n",
- "\n",
- "Every year, the American Community Survey (published by the US Census) reports thousands of variables about demographics, economics, housing, and more. This information, stored in Data Commons, is available to everyone for data science projects, education, and exploration. This tutorial introduces the Data Commons graph and two of its tools to help integrate its data into your data science projects: (1) the [browser](https://browser.datacommons.org/) and (2) the [Python API](https://github.com/datacommonsorg/api-python).\n",
- "\n",
- "## What is Data Commons?\n",
- "\n",
- "Data Commons is an open knowledge repository that combines data from public datasets using mapped common entities. It contains statements about real world objects such as\n",
- "\n",
- "* [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) is contained in the [State of California](https://browser.datacommons.org/kg?dcid=geoId/06)\n",
- "* The latitude of [Berkeley, CA](https://browser.datacommons.org/kg?dcid=geoId/0606000) is 37.8703\n",
- "* [The population of Maryland](https://browser.datacommons.org/kg?dcid=dc/p/psjx4xy30nws1) was [6,003,435 in 2018](https://browser.datacommons.org/kg?dcid=dc%2Fo%2Fx1tlfg4ll9yr9).\n",
- "\n",
- "In the graph, [*entities*](https://en.wikipedia.org/wiki/Entity) like [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) are represented by nodes. Every node has a type corresponding to what the node represents. For example, [California](https://browser.datacommons.org/kg?dcid=geoId/06) is a [State](https://schema.org/State). *Relations* between entities are represented by edges between these nodes. For example, the statement \"Santa Clara County is contained in the State of California\" is represented in the graph as two nodes: \"Santa Clara County\" and \"California\" with an edge labeled \"[containedInPlace](https://schema.org/containedInPlace)\" pointing from Santa Clara to California. Data Commons closely follows the [Schema.org data model](https://schema.org/docs/datamodel.html) and leverages Schema.org schema to provide a common set of types and properties.\n",
- "\n",
- "## Data Commons Browser\n",
- "\n",
- "The [Data Commons browser](https://browser.datacommons.org/) provides a way to explore the data in a human-readable format. It is the best way to explore what is in Data Commons. Searching in the browser for an entity like [Mountain View](https://browser.datacommons.org/kg?dcid=geoId/0649670), takes you to a page about the entity, including properties like [containedInPlace](https://browser.datacommons.org/kg?dcid=containedInPlace) and [timezone](https://browser.datacommons.org/kg?dcid=timezone).\n",
- "\n",
- "An important property for all entities is the **`dcid`**. The `dcid` (Data Commons identifier) is a unique identifier assigned to each entity in the knowledge graph. With this identifier, you will be able to search for and query information on the given entity in ways that we will discuss later. The `dcid` is listed at the top of the page next to \"About: \" and also in the list of properties.\n",
- "\n",
- "## Python API\n",
- "\n",
- "The [Python API](https://github.com/datacommonsorg/api-python) provides functions for users to extract structured information from Data Commons programmatically and view them in different formats such as Python `dict`s and [Pandas](https://pandas.pydata.org/) DataFrames. DataFrames allow access to all the data processing, analytical and visualization tools provided by packages such as Pandas, NumPy, SciPy, and Matplotlib.\n",
- "\n",
- "Let's begin by loading the Data Commons library and the standard data science libraries:\n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "zxg_UfUgIq-Y",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Install datacommons\n",
- "!pip install datacommons --upgrade --quiet\n",
- "# Import Data Commons\n",
- "import datacommons as dc\n",
- "\n",
- "# Import other required libraries\n",
- "import matplotlib.pyplot as plt\n",
- "import matplotlib.patches as mpatches\n",
- "import pandas as pd\n",
- "\n",
- "import json"
- ],
- "execution_count": 1,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "rrkDVNp0JI6g",
- "colab_type": "text"
- },
- "source": [
- "## Example: Median Age vs Population by State\n",
- "For this exercise, we will be comparing the median ages and population count for US states, counties, and cities. First, let's lookup the dcid for the '[United States](https://browser.datacommons.org/kg?dcid=country/USA)'."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "0peszosKQU_g",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# In the browser, we saw that the dcid for United States is country/USA\n",
- "usa = 'country/USA'"
- ],
- "execution_count": 2,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "kiPXhAJkDyjk",
- "colab_type": "text"
- },
- "source": [
- "### Using `get_places_in` to Query Administrative Areas\n",
- "\n",
- "The Python API defines a number of convenience functions for building Pandas dataframes with information in the datacommons graph. We will be using **`get_places_in`** which requires three arguments:\n",
- "\n",
- "- `dcids` - A list or `pandas.Series` of dcids identifying administrative areas that we wish to get containing places for.\n",
- "- `place_type` - The type of the administrative area that we wish to query for.\n",
- "\n",
- "In Data Commons, the 'containedInPlace' property relates administrative areas to its containing administrative areas. Concretely, every US 'State' node has a directed edge to the USA 'Country' node where the name of this edge is 'containedInPlace'. The same also goes for 'County' to 'State' nodes and 'City' to 'County'.\n",
- "\n",
- "When we provide a list of places to `get_places_in`, we get back a `dict` mapping each place to all the places contained inside it."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "MXy_j6VS04g5",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Create three DataFrames storing states, counties, and cities within the United States respectively.\n",
- "state = pd.DataFrame({'state': dc.get_places_in([usa], 'State')[usa]})\n",
- "county = pd.DataFrame({'county': dc.get_places_in([usa], 'County')[usa]})\n",
- "city = pd.DataFrame({'city': dc.get_places_in([usa], 'City')[usa]})"
- ],
- "execution_count": 3,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "fKbexXS60mLw",
- "colab_type": "text"
- },
- "source": [
- "Let's see what each table has."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "5ZnJp5ns0nXt",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "b28601c1-7ec7-4784-d920-66b9d62c64e4"
- },
- "source": [
- "# Display the state data\n",
- "state.head(5)"
- ],
- "execution_count": 4,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " \n",
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- " 3 \n",
- " geoId/05 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " \n",
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- "
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- "
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- " state\n",
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- "2 geoId/04\n",
- "3 geoId/05\n",
- "4 geoId/06"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 4
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- ]
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- {
- "cell_type": "code",
- "metadata": {
- "id": "9sn4Ql2u0rtr",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "0261a2c5-73c9-4587-d2c2-795f3590a235"
- },
- "source": [
- "# Display the county data\n",
- "county.head(5)"
- ],
- "execution_count": 5,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " county \n",
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- " \n",
- " \n",
- " 0 \n",
- " geoId/01001 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/01003 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/01005 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/01007 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/01009 \n",
- " \n",
- " \n",
- "
\n",
- "
"
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- "text/plain": [
- " county\n",
- "0 geoId/01001\n",
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- "2 geoId/01005\n",
- "3 geoId/01007\n",
- "4 geoId/01009"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 5
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "qC--pSXf0r6I",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "0b5df6a4-1ec9-4dd2-a7a7-07afc7c3849c"
- },
- "source": [
- "# Display the city data\n",
- "city.head(5)"
- ],
- "execution_count": 6,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
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- " \n",
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- " 4 \n",
- " geoId/0100676 \n",
- " \n",
- " \n",
- "
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- "
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- "text/plain": [
- " city\n",
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- "3 geoId/0100484\n",
- "4 geoId/0100676"
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- },
- "metadata": {
- "tags": []
- },
- "execution_count": 6
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "VRr1Ys6H6Vq9",
- "colab_type": "text"
- },
- "source": [
- "Unfortunately, dcids aren't very readable. Let's call **`get_property_values`** to include a column with the name for each place. This function call returns a column of names associated with each item in the calling column of dcids. Here 'name' specifies the property/edge of interest, and each of `data['state']`, `data['county']`, and `data['city']` contain dcids identifying source nodes for this relation. The `limit` specifies how many names to get. Some counties and cities have multiple spellings."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "DMFbAqNw6XEm",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Add name columns to the three DataFrames\n",
- "# If a place has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
- "state['state_name'] = state['state'].map(dc.get_property_values(state['state'], 'name')).str[0]\n",
- "county['county_name'] = county['county'].map(dc.get_property_values(county['county'], 'name')).str[0]\n",
- "city['city_name'] = city['city'].map(dc.get_property_values(city['city'], 'name')).str[0]"
- ],
- "execution_count": 7,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "3u_j5UtI1q6F",
- "colab_type": "text"
- },
- "source": [
- "Let's view the result in each frame."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "1b4O-VN-1s6D",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "fe8961be-b530-4c38-c1e5-e6832611bc3e"
- },
- "source": [
- "# View the first 5 rows of the state table.\n",
- "state.head(5)"
- ],
- "execution_count": 8,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " state_name \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " Alabama \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " Alaska \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " Arizona \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " Arkansas \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " California \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " state state_name\n",
- "0 geoId/01 Alabama\n",
- "1 geoId/02 Alaska\n",
- "2 geoId/04 Arizona\n",
- "3 geoId/05 Arkansas\n",
- "4 geoId/06 California"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 8
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "sxwKXqbs18J4",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "70b471bd-4427-4bb6-bc44-b917e39c8f21"
- },
- "source": [
- "# View the first 5 rows of the county table.\n",
- "county.head(5)"
- ],
- "execution_count": 9,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " county \n",
- " county_name \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01001 \n",
- " Autauga County \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/01003 \n",
- " Baldwin County \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/01005 \n",
- " Barbour County \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/01007 \n",
- " Bibb County \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/01009 \n",
- " Blount County \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " county county_name\n",
- "0 geoId/01001 Autauga County\n",
- "1 geoId/01003 Baldwin County\n",
- "2 geoId/01005 Barbour County\n",
- "3 geoId/01007 Bibb County\n",
- "4 geoId/01009 Blount County"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 9
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "o0qWXZPG18Q0",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "3a73188c-e27e-49a6-839d-2670361a7a12"
- },
- "source": [
- "# View the first 5 rows of the city table.\n",
- "city.head(5)"
- ],
- "execution_count": 10,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " city \n",
- " city_name \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/0100100 \n",
- " Abanda \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/0100124 \n",
- " Abbeville \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/0100460 \n",
- " Adamsville \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/0100484 \n",
- " Addison \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/0100676 \n",
- " Akron \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " city city_name\n",
- "0 geoId/0100100 Abanda\n",
- "1 geoId/0100124 Abbeville\n",
- "2 geoId/0100460 Adamsville\n",
- "3 geoId/0100484 Addison\n",
- "4 geoId/0100676 Akron"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 10
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "Nki51plW3uK_",
- "colab_type": "text"
- },
- "source": [
- "Great! Now we can begin to fill our dataframe with the population and median age for each state. To do that, we'll need to understand a little bit about queryng statistical data."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "PJQ1kDAhEc2d",
- "colab_type": "text"
- },
- "source": [
- "### Querying Statistics from Data Commons\n",
- "\n",
- "Data Commons has a large corpus of statistical data, which can be queried and joined with other statistics. For example, we can query the median income of women living in Berkeley, California or the number of individuals who are insured in Maryland. \n",
- "\n",
- "Before we explore how to do this, we need to understand how Data Commons stores statistical data. In particular, there are two types of entities: [StatisticalVariable](https://browser.datacommons.org/kg?dcid=StatisticalVariable) and [StatVarObservation](https://browser.datacommons.org/kg?dcid=StatVarObservation).\n",
- "\n",
- "A StatisticalVariable represents any type of statistical metric that can be measured at a place and time. Some examples include: median income, median income of females, number of high school graduates, unemployment rate, prevalence of diabetes, essentially anything you might call a metric, statistic, or measure. A StatVarObservation represents an actual measurement of a StatisticalVariable in a given place and time.\n",
- "\n",
- "One example of a StatisticalVariable is the median age of people in San Antonio, Texas in 2014. The statistical metric, time, and place here are median age, 2014, and San Antonio respectively. A list of StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html). To read more about StatisticalVariable and StatVarObservation, please see [representing_statistics.md](https://github.com/datacommonsorg/data/blob/master/docs/representing_statistics.md).\n",
- "\n",
- "The API defines functions allowing us to fetch data over these two types. To begin with, we can use the [**`get_stats`**](http://docs.datacommons.org/api/python/stats.html) function to get the StatVarObservations of a StatisticalVariable. We are going to retrieve the total count and median age at 2017 of populations in `state['state]`, `county['county']`, and `city['city']` columns, which contain the dcids identifying the places.\n",
- "\n",
- "**Note** - This query may take a minute!\n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "n6y3DTAvkNjD",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Add a 'count' and 'med_age' columns representing the total count and\n",
- "# median age of populations in state, county, and city columns.\n",
- "\n",
- "# Define a lambda function to retrieve just the number from get_stats.\n",
- "get_value = lambda row: row.get('data').get('2017')\n",
- "\n",
- "# Get StatVarObservations for states.\n",
- "state['count'] = state['state'].map(dc.get_stats(state['state'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
- "state['med_age'] = state['state'].map(dc.get_stats(state['state'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
- "\n",
- "# Get StatVarObservations for counties.\n",
- "county['count'] = county['county'].map(dc.get_stats(county['county'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
- "county['med_age'] = county['county'].map(dc.get_stats(county['county'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
- "\n",
- "# Get StatVarObservations for cities.\n",
- "city['count'] = city['city'].map(dc.get_stats(city['city'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
- "city['med_age'] = city['city'].map(dc.get_stats(city['city'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)"
- ],
- "execution_count": 11,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "_L-17qzh5uEH",
- "colab_type": "text"
- },
- "source": [
- "We view the data we've queried for."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "iIQs9MXr5wPH",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "a5360f69-4256-4aca-b197-f57d97d3b3b1"
- },
- "source": [
- "# View the first 5 rows of the state table.\n",
- "state.head(5)"
- ],
- "execution_count": 12,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " state_name \n",
- " count \n",
- " med_age \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " Alabama \n",
- " 4874486 \n",
- " 38.7 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " Alaska \n",
- " 739700 \n",
- " 33.9 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " Arizona \n",
- " 7044008 \n",
- " 37.2 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " Arkansas \n",
- " 3001345 \n",
- " 37.9 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " California \n",
- " 39358497 \n",
- " 36.1 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " state state_name count med_age\n",
- "0 geoId/01 Alabama 4874486 38.7\n",
- "1 geoId/02 Alaska 739700 33.9\n",
- "2 geoId/04 Arizona 7044008 37.2\n",
- "3 geoId/05 Arkansas 3001345 37.9\n",
- "4 geoId/06 California 39358497 36.1"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 12
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Ls0KAHz25yy4",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "921ccca0-0f86-4937-c0e7-095569bb5c76"
- },
- "source": [
- "# View the first 5 rows of the county table.\n",
- "county.head(5)"
- ],
- "execution_count": 13,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " county \n",
- " county_name \n",
- " count \n",
- " med_age \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01001 \n",
- " Autauga County \n",
- " 55390.0 \n",
- " 37.8 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/01003 \n",
- " Baldwin County \n",
- " 212521.0 \n",
- " 42.6 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/01005 \n",
- " Barbour County \n",
- " 25157.0 \n",
- " 39.7 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/01007 \n",
- " Bibb County \n",
- " 22550.0 \n",
- " 39.8 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/01009 \n",
- " Blount County \n",
- " 57787.0 \n",
- " 40.9 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " county county_name count med_age\n",
- "0 geoId/01001 Autauga County 55390.0 37.8\n",
- "1 geoId/01003 Baldwin County 212521.0 42.6\n",
- "2 geoId/01005 Barbour County 25157.0 39.7\n",
- "3 geoId/01007 Bibb County 22550.0 39.8\n",
- "4 geoId/01009 Blount County 57787.0 40.9"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 13
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Q-qpEVf_5zID",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "f7dd9991-54a1-4326-af6e-41b2aeb7d493"
- },
- "source": [
- "# View the first 5 rows of the city table.\n",
- "city.head(5)"
- ],
- "execution_count": 14,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " city \n",
- " city_name \n",
- " count \n",
- " med_age \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/0100100 \n",
- " Abanda \n",
- " 174.0 \n",
- " 32.7 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/0100124 \n",
- " Abbeville \n",
- " 2566.0 \n",
- " 44.9 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/0100460 \n",
- " Adamsville \n",
- " 4342.0 \n",
- " 42.7 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/0100484 \n",
- " Addison \n",
- " 728.0 \n",
- " 47.6 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/0100676 \n",
- " Akron \n",
- " 332.0 \n",
- " 40.3 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " city city_name count med_age\n",
- "0 geoId/0100100 Abanda 174.0 32.7\n",
- "1 geoId/0100124 Abbeville 2566.0 44.9\n",
- "2 geoId/0100460 Adamsville 4342.0 42.7\n",
- "3 geoId/0100484 Addison 728.0 47.6\n",
- "4 geoId/0100676 Akron 332.0 40.3"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 14
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "B2ZkXliiVbXy",
- "colab_type": "text"
- },
- "source": [
- "### Cleaning and Plotting the Data\n",
- "Great! It looks like we have all the data we need. Before we finish, let's do some post-processing.\n",
- "\n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "4Cnlt_HYVluo",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Filter for all cities that have at least one person\n",
- "city = city[city['count'] >= 1]"
- ],
- "execution_count": 15,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "uMQI-5I-IjBR",
- "colab_type": "text"
- },
- "source": [
- "and finally, let's visualize our results."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "9fMo0pAEIlr4",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "def plot_data(title, pd_table):\n",
- " \"\"\" Generate a scatter plot comparing median age and population count. \"\"\"\n",
- " plt.figure(figsize=(12, 8))\n",
- " plt.title(title)\n",
- " plt.xlabel('Median Age in Years')\n",
- " plt.ylabel('Population Count (log scale)')\n",
- " \n",
- " # Scatter plot the information\n",
- " ax = plt.gca()\n",
- " ax.set_yscale('log')\n",
- " ax.scatter(pd_table['med_age'], pd_table['count'], alpha=0.7)"
- ],
- "execution_count": 16,
- "outputs": []
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "80OD87CN-xJQ",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "41a61332-720c-42af-cd31-9d36e091ae0b"
- },
- "source": [
- "# Generate the plot for state data\n",
- "plot_data('Median Age vs. Population Count for States', state)"
- ],
- "execution_count": 17,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "H6E8iTHztzLq",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "e800d199-ee66-44d0-f2d1-aaa72b693e08"
- },
- "source": [
- "# Generate the plot for county data\n",
- "plot_data('Median Age vs. Population Count for Counties', county)"
- ],
- "execution_count": 18,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "if72r7Z-tzQw",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "326e39be-09c6-4a5d-e8fa-7f2c8a29881d"
- },
- "source": [
- "# Generate the plot for city data\n",
- "plot_data('Median Age vs. Population Count for Cities', city)"
- ],
- "execution_count": 19,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "-yji5Buntzjq",
- "colab_type": "text"
- },
- "source": [
- "We can also plot each administrative area granularity on the same plot to see how they relate."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "7tdrGFe6tzz3",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "b6d2aca3-260f-4eec-8a71-458faef8e948"
- },
- "source": [
- "def plot_all_data(state_table, county_table, city_table):\n",
- " plt.figure(figsize=(12, 8))\n",
- " plt.title('Median Age vs. Population Count')\n",
- " plt.xlabel('Median Age in Years')\n",
- " plt.ylabel('Population Count (log scale)')\n",
- " \n",
- " # Make things pretty\n",
- " state_color = \"#ffa600\"\n",
- " county_color = \"#bc5090\"\n",
- " city_color = \"#003f5c\"\n",
- " \n",
- " # Scatter plot the information\n",
- " ax = plt.gca()\n",
- " ax.set_yscale('log')\n",
- " ax.scatter(state_table['med_age'], state_table['count'], color=state_color, alpha=0.75)\n",
- " ax.scatter(county_table['med_age'], county_table['count'], color=county_color, alpha=0.5)\n",
- " ax.scatter(city_table['med_age'], city_table['count'], color=city_color, alpha=0.4)\n",
- " \n",
- " # Create the legend\n",
- " state_patch = mpatches.Patch(color=state_color, label='States')\n",
- " county_patch = mpatches.Patch(color=county_color, label='Counties')\n",
- " city_patch = mpatches.Patch(color=city_color, label='Cities')\n",
- " plt.legend(handles=[state_patch, county_patch, city_patch])\n",
- "\n",
- "# Plot all the data together.\n",
- "plot_all_data(state, county, city)"
- ],
- "execution_count": 20,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "bBVuVI5fEh4Q",
- "colab_type": "text"
- },
- "source": [
- "## What's Next\n",
- "\n",
- "Congratulations - you've completed your first Data Commons task! Now that you have completed the tutorial, you can explore the other Data Commons notebooks to get ideas for querying and joining data from the graph."
- ]
- }
- ]
-}
\ No newline at end of file
diff --git a/Case_Study_Analyzing_Income_Distribution.ipynb b/Case_Study_Analyzing_Income_Distribution.ipynb
deleted file mode 100644
index 81855e02..00000000
--- a/Case_Study_Analyzing_Income_Distribution.ipynb
+++ /dev/null
@@ -1,642 +0,0 @@
-{
- "nbformat": 4,
- "nbformat_minor": 0,
- "metadata": {
- "colab": {
- "name": "Case Study: Analyzing Income Distribution",
- "provenance": [],
- "collapsed_sections": [],
- "toc_visible": true,
- "include_colab_link": true
- },
- "kernelspec": {
- "display_name": "Python 3",
- "language": "python",
- "name": "python3"
- }
- },
- "cells": [
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "view-in-github",
- "colab_type": "text"
- },
- "source": [
- " "
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "nnY4S5m_boXI",
- "colab_type": "text"
- },
- "source": [
- "Copyright 2020 Google LLC.\n",
- "SPDX-License-Identifier: Apache-2.0\n",
- "\n",
- "**Notebook Version** - 1.0.1"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "9_SFWWxoSoMn",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Install datacommons\n",
- "!pip install datacommons --upgrade --quiet"
- ],
- "execution_count": 1,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "vWo_v5cI-JXC",
- "colab_type": "text"
- },
- "source": [
- "# Analyzing Income Distribution\n",
- "\n",
- "The American Community Survey (published by the US Census) annually reports the number of individuals in a given income bracket at the State level. We can use this information, stored in Data Commons, to visualize disparity in income for each State in the US. Our goal for this tutorial will be to generate a plot that visualizes the total number of individuals across a given set of income brackets for a given state. \n",
- "\n",
- "Before we begin, we'll setup our notebook."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "OwquZnRa-JXD",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Import the Data Commons library\n",
- "import datacommons as dc\n",
- "\n",
- "# Import other libraries\n",
- "import pandas as pd\n",
- "import matplotlib.pyplot as plt\n",
- "import numpy as np\n"
- ],
- "execution_count": 2,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "Hnk34Wgr-JXG",
- "colab_type": "text"
- },
- "source": [
- "## Preparing the Data\n",
- "\n",
- "We'll begin by creating a dataframe with states and their total population. We can use **`get_places_in`** to get all States within the United States. We can then call **`get_stats`** to get the population of each State."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "4tXBoR3h-JXI",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "a486ae30-f530-4388-f9d3-4f1b12d940e1"
- },
- "source": [
- "# Initialize a DataFrame holding the states\n",
- "data = pd.DataFrame({'state': dc.get_places_in(['country/USA'], 'State')['country/USA']})\n",
- "\n",
- "# Get all state names and store it in a column \"name\"\n",
- "# Get the first name, if there are multiple for a state\n",
- "data['name'] = data['state'].map(dc.get_property_values(data['state'], 'name')).str[0]\n",
- "\n",
- "# Get the total count of all persons for each state\n",
- "data['Count_Person'] = data['state'].map(dc.get_stats(data['state'], \"Count_Person\", ['2017']))\n",
- "\n",
- "# Extract just the number for population\n",
- "get_value = lambda row: row.get('data').get('2017')\n",
- "data['Count_Person'] = data['Count_Person'].apply(get_value).dropna()\n",
- "\n",
- "# Display the first five rows of the table\n",
- "data.head(5)"
- ],
- "execution_count": 3,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " name \n",
- " Count_Person \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " Alabama \n",
- " 4874486 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " Alaska \n",
- " 739700 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " Arizona \n",
- " 7044008 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " Arkansas \n",
- " 3001345 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " California \n",
- " 39358497 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " state name Count_Person\n",
- "0 geoId/01 Alabama 4874486\n",
- "1 geoId/02 Alaska 739700\n",
- "2 geoId/04 Arizona 7044008\n",
- "3 geoId/05 Arkansas 3001345\n",
- "4 geoId/06 California 39358497"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 3
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "iNbG-aofExHA",
- "colab_type": "text"
- },
- "source": [
- "### Querying for Income Brackets\n",
- "\n",
- "Next, let's get the population level for each income bracket. The datacommons graph identifies 16 different income brackets. For each bracket and state, we can get the observations directly by calling **`get_stats`**. We'll filter observations to between published in 2017 by the American Community Survey. Note these StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html)."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "TBVni9L-Ewmx",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 230
- },
- "outputId": "d4f70924-add4-4ed8-ec92-818f23aac511"
- },
- "source": [
- "# A list of income bracket StatisticalVariables\n",
- "income_brackets = [\n",
- " \"Count_Household_IncomeOfUpto10000USDollar\",\n",
- " \"Count_Household_IncomeOf10000To14999USDollar\",\n",
- " \"Count_Household_IncomeOf15000To19999USDollar\",\n",
- " \"Count_Household_IncomeOf20000To24999USDollar\",\n",
- " \"Count_Household_IncomeOf25000To29999USDollar\",\n",
- " \"Count_Household_IncomeOf30000To34999USDollar\",\n",
- " \"Count_Household_IncomeOf35000To39999USDollar\",\n",
- " \"Count_Household_IncomeOf40000To44999USDollar\",\n",
- " \"Count_Household_IncomeOf45000To49999USDollar\",\n",
- " \"Count_Household_IncomeOf50000To59999USDollar\",\n",
- " \"Count_Household_IncomeOf60000To74999USDollar\",\n",
- " \"Count_Household_IncomeOf75000To99999USDollar\",\n",
- " \"Count_Household_IncomeOf100000To124999USDollar\",\n",
- " \"Count_Household_IncomeOf125000To149999USDollar\",\n",
- " \"Count_Household_IncomeOf150000To199999USDollar\",\n",
- " \"Count_Household_IncomeOf200000OrMoreUSDollar\",\n",
- "]\n",
- "\n",
- "# Add a column containing the population count for each income bracket\n",
- "for bracket in income_brackets:\n",
- " # Get the StatVarObservations\n",
- " data[bracket] = data['state'].map(dc.get_stats(data['state'], bracket, ['2017'])).apply(get_value).dropna()\n",
- "\n",
- "# Display the table\n",
- "data.head(5)"
- ],
- "execution_count": 4,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " name \n",
- " Count_Person \n",
- " Count_Household_IncomeOfUpto10000USDollar \n",
- " Count_Household_IncomeOf10000To14999USDollar \n",
- " Count_Household_IncomeOf15000To19999USDollar \n",
- " Count_Household_IncomeOf20000To24999USDollar \n",
- " Count_Household_IncomeOf25000To29999USDollar \n",
- " Count_Household_IncomeOf30000To34999USDollar \n",
- " Count_Household_IncomeOf35000To39999USDollar \n",
- " Count_Household_IncomeOf40000To44999USDollar \n",
- " Count_Household_IncomeOf45000To49999USDollar \n",
- " Count_Household_IncomeOf50000To59999USDollar \n",
- " Count_Household_IncomeOf60000To74999USDollar \n",
- " Count_Household_IncomeOf75000To99999USDollar \n",
- " Count_Household_IncomeOf100000To124999USDollar \n",
- " Count_Household_IncomeOf125000To149999USDollar \n",
- " Count_Household_IncomeOf150000To199999USDollar \n",
- " Count_Household_IncomeOf200000OrMoreUSDollar \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " Alabama \n",
- " 4874486 \n",
- " 170650 \n",
- " 121688 \n",
- " 116273 \n",
- " 112406 \n",
- " 102590 \n",
- " 100223 \n",
- " 92139 \n",
- " 88987 \n",
- " 76070 \n",
- " 149492 \n",
- " 176589 \n",
- " 206436 \n",
- " 133618 \n",
- " 76939 \n",
- " 71748 \n",
- " 60847 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " Alaska \n",
- " 739700 \n",
- " 9650 \n",
- " 7838 \n",
- " 8013 \n",
- " 8854 \n",
- " 8383 \n",
- " 8914 \n",
- " 8998 \n",
- " 10163 \n",
- " 8536 \n",
- " 18810 \n",
- " 26224 \n",
- " 36745 \n",
- " 29925 \n",
- " 19752 \n",
- " 23596 \n",
- " 18135 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " Arizona \n",
- " 7044008 \n",
- " 178384 \n",
- " 118676 \n",
- " 123075 \n",
- " 131903 \n",
- " 127741 \n",
- " 127570 \n",
- " 119431 \n",
- " 125103 \n",
- " 107245 \n",
- " 208318 \n",
- " 254294 \n",
- " 303811 \n",
- " 200818 \n",
- " 119347 \n",
- " 119778 \n",
- " 116817 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " Arkansas \n",
- " 3001345 \n",
- " 97226 \n",
- " 78535 \n",
- " 74451 \n",
- " 75194 \n",
- " 70211 \n",
- " 67958 \n",
- " 61588 \n",
- " 60814 \n",
- " 50978 \n",
- " 95836 \n",
- " 111618 \n",
- " 120034 \n",
- " 72752 \n",
- " 40780 \n",
- " 35900 \n",
- " 33416 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " California \n",
- " 39358497 \n",
- " 694945 \n",
- " 604666 \n",
- " 536203 \n",
- " 568994 \n",
- " 523563 \n",
- " 539988 \n",
- " 500571 \n",
- " 509113 \n",
- " 456152 \n",
- " 895758 \n",
- " 1199773 \n",
- " 1568843 \n",
- " 1206637 \n",
- " 818690 \n",
- " 1008388 \n",
- " 1255844 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " state ... Count_Household_IncomeOf200000OrMoreUSDollar\n",
- "0 geoId/01 ... 60847\n",
- "1 geoId/02 ... 18135\n",
- "2 geoId/04 ... 116817\n",
- "3 geoId/05 ... 33416\n",
- "4 geoId/06 ... 1255844\n",
- "\n",
- "[5 rows x 19 columns]"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 4
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "A6azivEu-JXP",
- "colab_type": "text"
- },
- "source": [
- "## Analyzing the Data\n",
- "\n",
- "Let's plot our data as a histogram. **Notice that the income ranges as tabulated by the US Census are not equal.** At the low end, the range is 0-9999, whereas, towards the top, the range 150,000-199,999 is five times as broad! **We will make the width of each of the columns correspond to their range, and will give us an idea of the total earnings, not just the number of people in that group.**\n",
- "\n",
- "First we provide code for generating the plot."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Bi3lWnu8-JXR",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Bar chart endpoints (for calculating bar width)\n",
- "label_to_range = {\n",
- " \"Count_Household_IncomeOfUpto10000USDollar\": [0, 9999],\n",
- " \"Count_Household_IncomeOf10000To14999USDollar\": [10000, 14999],\n",
- " \"Count_Household_IncomeOf15000To19999USDollar\": [15000, 19999],\n",
- " \"Count_Household_IncomeOf20000To24999USDollar\": [20000, 24999],\n",
- " \"Count_Household_IncomeOf25000To29999USDollar\": [25000, 29999],\n",
- " \"Count_Household_IncomeOf30000To34999USDollar\": [30000, 34999],\n",
- " \"Count_Household_IncomeOf35000To39999USDollar\": [35000, 39999],\n",
- " \"Count_Household_IncomeOf40000To44999USDollar\": [40000, 44999],\n",
- " \"Count_Household_IncomeOf45000To49999USDollar\": [45000, 49999],\n",
- " \"Count_Household_IncomeOf50000To59999USDollar\": [50000, 59999],\n",
- " \"Count_Household_IncomeOf60000To74999USDollar\": [60000, 74999],\n",
- " \"Count_Household_IncomeOf75000To99999USDollar\": [75000, 99999],\n",
- " \"Count_Household_IncomeOf100000To124999USDollar\": [100000, 124999],\n",
- " \"Count_Household_IncomeOf125000To149999USDollar\": [125000, 149999],\n",
- " \"Count_Household_IncomeOf150000To199999USDollar\": [150000, 199999],\n",
- " \"Count_Household_IncomeOf200000OrMoreUSDollar\": [200000, 300000],\n",
- "}\n",
- "\n",
- "def plot_income(data, state_name):\n",
- " # Assert that specified \"state_name\" is a valid state name\n",
- " frame_search = data.loc[data['name'] == state_name].squeeze()\n",
- " if frame_search.shape[0] == 0:\n",
- " print('{} does not have sufficient income data to generate the plot!'.format(state_name))\n",
- " return\n",
- " \n",
- " # Print the resulting series\n",
- " data = frame_search[2:]\n",
- "\n",
- " # Calculate the lengths without intervals\n",
- " widths_without_interval = []\n",
- " for bracket in income_brackets:\n",
- " r = label_to_range[bracket] \n",
- " widths_without_interval.append(int((r[1] - r[0]) / 18))\n",
- "\n",
- " # Calculate the x-axis positions\n",
- " pos, total = [], 0\n",
- " for l in widths_without_interval:\n",
- " pos.append(total + (l // 2))\n",
- " total += l\n",
- "\n",
- " # Calculate the bar lengths\n",
- " widths = []\n",
- " for bracket in income_brackets:\n",
- " r = label_to_range[bracket] \n",
- " # 50 here to be the intervals between bars\n",
- " widths.append(int((r[1] - r[0]) / 18 - 50))\n",
- "\n",
- " # Plot the histogram\n",
- " plt.figure(figsize=(12, 10))\n",
- " plt.xticks(pos, income_brackets, rotation=90)\n",
- " plt.grid(True)\n",
- " plt.bar(pos, data.values, widths, color='b', alpha=0.3)\n",
- "\n",
- " # Return the resulting frame.\n",
- " return frame_search"
- ],
- "execution_count": 5,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "YsOnc8o4Wpq-",
- "colab_type": "text"
- },
- "source": [
- "We can then call this code with a state to plot the income bracket sizes."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "JkNBx9KsWtey",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 851
- },
- "outputId": "ce449084-17d4-4bff-ff5d-8faba1628d69"
- },
- "source": [
- "#@title Enter State to plot { run: \"auto\" }\n",
- "state_name = \"Montana\" #@param [\"Missouri\", \"Arkansas\", \"Arizona\", \"Ohio\", \"Connecticut\", \"Vermont\", \"Illinois\", \"South Dakota\", \"Iowa\", \"Oklahoma\", \"Kansas\", \"Washington\", \"Oregon\", \"Hawaii\", \"Minnesota\", \"Idaho\", \"Alaska\", \"Colorado\", \"Delaware\", \"Alabama\", \"North Dakota\", \"Michigan\", \"California\", \"Indiana\", \"Kentucky\", \"Nebraska\", \"Louisiana\", \"New Jersey\", \"Rhode Island\", \"Utah\", \"Nevada\", \"South Carolina\", \"Wisconsin\", \"New York\", \"North Carolina\", \"New Hampshire\", \"Georgia\", \"Pennsylvania\", \"West Virginia\", \"Maine\", \"Mississippi\", \"Montana\", \"Tennessee\", \"New Mexico\", \"Massachusetts\", \"Wyoming\", \"Maryland\", \"Florida\", \"Texas\", \"Virginia\"]\n",
- "result = plot_income(data.drop('state', axis=1), state_name)\n",
- "\n",
- "# Show the plot\n",
- "plt.show()"
- ],
- "execution_count": 6,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "EaE8M-orXDhB",
- "colab_type": "text"
- },
- "source": [
- "and we can display the raw table of values."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "FYPs1S9hWL8B",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 378
- },
- "outputId": "3fcf2d6d-27f7-445e-a7eb-a0c3ea89a5f0"
- },
- "source": [
- "# Additionally print the table of income bracket sizes \n",
- "result"
- ],
- "execution_count": 7,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/plain": [
- "name Montana\n",
- "Count_Person 1052482\n",
- "Count_Household_IncomeOfUpto10000USDollar 28634\n",
- "Count_Household_IncomeOf10000To14999USDollar 23152\n",
- "Count_Household_IncomeOf15000To19999USDollar 22896\n",
- "Count_Household_IncomeOf20000To24999USDollar 24321\n",
- "Count_Household_IncomeOf25000To29999USDollar 23155\n",
- "Count_Household_IncomeOf30000To34999USDollar 23776\n",
- "Count_Household_IncomeOf35000To39999USDollar 22173\n",
- "Count_Household_IncomeOf40000To44999USDollar 20708\n",
- "Count_Household_IncomeOf45000To49999USDollar 17897\n",
- "Count_Household_IncomeOf50000To59999USDollar 35490\n",
- "Count_Household_IncomeOf60000To74999USDollar 44956\n",
- "Count_Household_IncomeOf75000To99999USDollar 50409\n",
- "Count_Household_IncomeOf100000To124999USDollar 32624\n",
- "Count_Household_IncomeOf125000To149999USDollar 18244\n",
- "Count_Household_IncomeOf150000To199999USDollar 15964\n",
- "Count_Household_IncomeOf200000OrMoreUSDollar 15576\n",
- "Name: 26, dtype: object"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 7
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "fD5uhrC_G0Jv",
- "colab_type": "text"
- },
- "source": [
- "This is only the beginning! What else can you analyze? For example, you could try computing a measure of income disparity in each state (see [Gini Coefficient](https://en.wikipedia.org/wiki/Gini_coefficient)).\n",
- "\n",
- "You could then expand the dataframe to include more information and analyze how attributes like education level, crime, or even weather affect income disparity.\n",
- "\n"
- ]
- }
- ]
-}
\ No newline at end of file
diff --git a/Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb b/Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb
deleted file mode 100644
index 929372bb..00000000
--- a/Case_Study_Prevalence_of_Obesity_in_500_US_Cities.ipynb
+++ /dev/null
@@ -1,878 +0,0 @@
-{
- "nbformat": 4,
- "nbformat_minor": 0,
- "metadata": {
- "colab": {
- "name": "Case Study: Prevalence of Obesity in 500 US Cities",
- "provenance": [],
- "collapsed_sections": [],
- "include_colab_link": true
- },
- "kernelspec": {
- "name": "python3",
- "display_name": "Python 3"
- }
- },
- "cells": [
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "view-in-github",
- "colab_type": "text"
- },
- "source": [
- " "
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "srAnaUPPbrH6",
- "colab_type": "text"
- },
- "source": [
- "Copyright 2020 Google LLC.\n",
- "SPDX-License-Identifier: Apache-2.0\n",
- "\n",
- "**Notebook Version** - 1.0.1"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "7Et41jikt2yA",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "from sklearn.linear_model import LinearRegression\n",
- "from sklearn.model_selection import train_test_split\n",
- "from google.colab import drive\n",
- "\n",
- "import matplotlib.pyplot as plt\n",
- "import numpy as np\n",
- "import pandas as pd\n",
- "\n",
- "import json"
- ],
- "execution_count": 1,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "yjBCrzJfqHtM",
- "colab_type": "text"
- },
- "source": [
- "# Case Study: Prevalence of Obesity in 500 US Cities\n",
- "\n",
- "Obesity is well known to correlate with health factors such as high blood pressure, but is also known to correlate with economic factors such as low-income, unemployment, etc [[1]](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3198075/)[[2]](https://www.ncbi.nlm.nih.gov/pubmed/26562758). The Center for Disease Control (CDC) provides prevalence percentages on health conditions such as [obesity](https://browser.datacommons.org/kg?dcid=dc/p/8f94jymf10dh7), [high blood pressure](https://browser.datacommons.org/kg?dcid=dc/p/lddprn26my0wh), and [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ybn085073e7z6) for approximately 500 major cities in the US (e.g. [San Francisco](https://browser.datacommons.org/kg?dcid=geoId/0667000), [New York](https://browser.datacommons.org/kg?dcid=geoId/3651000), and [Austin](https://browser.datacommons.org/kg?dcid=geoId/4805000)). Meanwhile, the US Bureau of Labor Statistics provides [unemployment rates](https://browser.datacommons.org/kg?dcid=dc/p/820mxx8ejlrj7) while the US Census provides [poverty rates](https://browser.datacommons.org/kg?dcid=dc/p/mrbgbmbe5lvyh) for most cities across the United States. \n",
- "\n",
- "Even though these statistics come from different datasets across different government agencies with different storage formats, Data Commons surfaces each of these in a single, uniform knowledge graph. In fact, you can see this in the [browser](https://browser.datacommons.org/kg?dcid=dc/9xkkc71) by looking at the *provenance* column. Let's use the data in Data Commons to create a linear regression model that incorporates variables:\n",
- "\n",
- "- Prevalence of high blood pressure\n",
- "- Unemployment rate\n",
- "- Percent of population living with income below the poverty line\n",
- "\n",
- "to predict the prevalence of obesity in the 500 cities that the CDC provides data for. One thing you may note is that the US Census also provides employment statistics (you can see this by navigating to the \"employment\" and \"employmentStatus\" sections for [San Francisco](https://browser.datacommons.org/kg?dcid=geoId/0667000) and observing the different provenances). Our choice of using statistics from the Bureau of Labor Statistics is purely demonstrative, but it would be interesting to see if similar results can be reproduced using US Census employment statistics. "
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "GQrede0Bdm-k",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "!pip install datacommons --upgrade --quiet\n",
- "\n",
- "import datacommons as dc"
- ],
- "execution_count": 2,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "pNHUbzq_dnGc",
- "colab_type": "text"
- },
- "source": [
- "To get started, we'll need the cities that CDC provides data for. We can query Data Commons for Cities that are members of [CDC500_City](https://browser.datacommons.org/kg?dcid=CDC500_City). The default return limit is 100, so we'll explicitly set it to 500."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "4CoM0LD4kZSN",
- "colab_type": "code",
- "cellView": "both",
- "colab": {}
- },
- "source": [
- "city_dcids = dc.get_property_values([\"CDC500_City\"], \"member\", limit=500)"
- ],
- "execution_count": 3,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "2JmxK2KrnCcQ",
- "colab_type": "text"
- },
- "source": [
- "We then initialize a `pandas.DataFrame` with the dcids in this list."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "IM4ajcwoNtXr",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "d02424fe-8a0a-407f-c279-b7dc82d66050"
- },
- "source": [
- "# Create the Pandas DataFrame \n",
- "data = pd.DataFrame(city_dcids)\n",
- "# Simplify the column name\n",
- "data.columns = ['City']\n",
- "# Get the name of each city\n",
- "# If a city has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
- "data['CityName'] = data['City'].map(dc.get_property_values(data['City'], 'name')).str[0]\n",
- "data.dropna(inplace=True)\n",
- "\n",
- "# Show the top five rows\n",
- "data.head(5)"
- ],
- "execution_count": 4,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " City \n",
- " CityName \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/0107000 \n",
- " Birmingham \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/0135896 \n",
- " Hoover \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/0137000 \n",
- " Huntsville \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/0150000 \n",
- " Mobile \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/0151000 \n",
- " Montgomery \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " City CityName\n",
- "0 geoId/0107000 Birmingham\n",
- "1 geoId/0135896 Hoover\n",
- "2 geoId/0137000 Huntsville\n",
- "3 geoId/0150000 Mobile\n",
- "4 geoId/0151000 Montgomery"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 4
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "Ccy9-czCfVTn",
- "colab_type": "text"
- },
- "source": [
- "### Querying for all Statistics\n",
- "\n",
- "Let's start by querying for all our statistics. If you have not already, take a look at the [docs](http://docs.datacommons.org/api/python/) for how to query Data Commons with [`get_stats`](http://docs.datacommons.org/api/python/stats.html). Note that all StatisticalVariables below can be found [here](http://docs.datacommons.org/statistical_variables.html)."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "B51WFPL5TOn-",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "6327b159-b4dd-4a23-e16e-57c609d3b750"
- },
- "source": [
- "# Get just the value from 2015 (or 2015 year-end)\n",
- "get_value_year = lambda row: row.get('data').get('2015')\n",
- "get_value_month = lambda row: row.get('data').get('2015-12')\n",
- "\n",
- "# Prevalence of obesity\n",
- "data['Obesity'] = data['City'].map(dc.get_stats(\n",
- " data['City'],\n",
- " \"Percent_Person_Obesity\",\n",
- " ['2015']\n",
- ")).dropna().apply(get_value_year)\n",
- "\n",
- "# Prevalence of high blood pressure\n",
- "data['HighBp'] = data['City'].map(dc.get_stats(\n",
- " data['City'],\n",
- " \"Percent_Person_WithHighBloodPressure\",\n",
- " ['2015']\n",
- ")).dropna().apply(get_value_year)\n",
- "\n",
- "# Total persons count from CensusACS5YrSurvey\n",
- "data['PersonCount'] = data['City'].map(dc.get_stats(\n",
- " data['City'],\n",
- " \"Count_Person\",\n",
- " ['2015'],\n",
- " measurement_method='CensusACS5yrSurvey'\n",
- ")).dropna().apply(get_value_year)\n",
- "\n",
- "# Unemployment rate (monthly data)\n",
- "data['Unemployment'] = data['City'].map(dc.get_stats(\n",
- " data['City'],\n",
- " \"UnemploymentRate_Person\",\n",
- " ['2015-12']\n",
- ")).dropna().apply(get_value_month)\n",
- "\n",
- "# Count of persons living below the poverty line\n",
- "data['PovertyCount'] = data['City'].map(dc.get_stats(\n",
- " data['City'],\n",
- " \"Count_Person_BelowPovertyLevelInThePast12Months\",\n",
- " ['2015']\n",
- ")).dropna().apply(get_value_year)\n",
- "\n",
- "# Display the first five rows.\n",
- "data.head(5)"
- ],
- "execution_count": 5,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " City \n",
- " CityName \n",
- " Obesity \n",
- " HighBp \n",
- " PersonCount \n",
- " Unemployment \n",
- " PovertyCount \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/0107000 \n",
- " Birmingham \n",
- " 42.7 \n",
- " 44.1 \n",
- " 212211.0 \n",
- " 6.6 \n",
- " 63503.0 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/0135896 \n",
- " Hoover \n",
- " 28.3 \n",
- " 29.7 \n",
- " 83547.0 \n",
- " 3.9 \n",
- " 5003.0 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/0137000 \n",
- " Huntsville \n",
- " 34.4 \n",
- " 36.3 \n",
- " 185594.0 \n",
- " 5.2 \n",
- " 32412.0 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/0150000 \n",
- " Mobile \n",
- " 35.3 \n",
- " 41.0 \n",
- " 194669.0 \n",
- " 6.8 \n",
- " 43468.0 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/0151000 \n",
- " Montgomery \n",
- " 39.4 \n",
- " 40.8 \n",
- " 202967.0 \n",
- " 5.8 \n",
- " 47371.0 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " City CityName Obesity ... PersonCount Unemployment PovertyCount\n",
- "0 geoId/0107000 Birmingham 42.7 ... 212211.0 6.6 63503.0\n",
- "1 geoId/0135896 Hoover 28.3 ... 83547.0 3.9 5003.0\n",
- "2 geoId/0137000 Huntsville 34.4 ... 185594.0 5.2 32412.0\n",
- "3 geoId/0150000 Mobile 35.3 ... 194669.0 6.8 43468.0\n",
- "4 geoId/0151000 Montgomery 39.4 ... 202967.0 5.8 47371.0\n",
- "\n",
- "[5 rows x 7 columns]"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 5
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "z191ImVmrdds",
- "colab_type": "text"
- },
- "source": [
- "### Cleaning the Data\n",
- "\n",
- "Great! We have all the statistics we'll need for this case study queried from three different data sources without having to write additional code to perform the joins. However, we'll still need to perform some data cleanup tasks to prepare the data for analysis:\n",
- "\n",
- "1. Remove any missing rows with missing values.\n",
- "1. Normalize poverty into a rate.\n",
- "1. Remove unnecessary columns.\n",
- "\n",
- "Let's generate the final dataframe."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Wv6oIY765sf-",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "9654eace-8db0-45b3-ae4d-933b8f157256"
- },
- "source": [
- "# Drop rows with missing values\n",
- "cleaned = data.dropna().reset_index(drop=True)\n",
- "\n",
- "# Compute the poverty rate\n",
- "cleaned['PovertyRate'] = cleaned['PovertyCount'] / cleaned['PersonCount'] * 100\n",
- "\n",
- "# Remove the unused columns\n",
- "cleaned.drop(['City', 'PersonCount', 'PovertyCount'], inplace=True, axis=1)\n",
- "\n",
- "# Display the table\n",
- "cleaned.head(5)"
- ],
- "execution_count": 6,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " CityName \n",
- " Obesity \n",
- " HighBp \n",
- " Unemployment \n",
- " PovertyRate \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " Birmingham \n",
- " 42.7 \n",
- " 44.1 \n",
- " 6.6 \n",
- " 29.924462 \n",
- " \n",
- " \n",
- " 1 \n",
- " Hoover \n",
- " 28.3 \n",
- " 29.7 \n",
- " 3.9 \n",
- " 5.988246 \n",
- " \n",
- " \n",
- " 2 \n",
- " Huntsville \n",
- " 34.4 \n",
- " 36.3 \n",
- " 5.2 \n",
- " 17.463927 \n",
- " \n",
- " \n",
- " 3 \n",
- " Mobile \n",
- " 35.3 \n",
- " 41.0 \n",
- " 6.8 \n",
- " 22.329184 \n",
- " \n",
- " \n",
- " 4 \n",
- " Montgomery \n",
- " 39.4 \n",
- " 40.8 \n",
- " 5.8 \n",
- " 23.339262 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " CityName Obesity HighBp Unemployment PovertyRate\n",
- "0 Birmingham 42.7 44.1 6.6 29.924462\n",
- "1 Hoover 28.3 29.7 3.9 5.988246\n",
- "2 Huntsville 34.4 36.3 5.2 17.463927\n",
- "3 Mobile 35.3 41.0 6.8 22.329184\n",
- "4 Montgomery 39.4 40.8 5.8 23.339262"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 6
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "-ZGRFaJKdHIO",
- "colab_type": "text"
- },
- "source": [
- "### Exploring the Data\n",
- "\n",
- "Now's a good time to explore how each variable (high blood pressure prevalence, unemployment rate, and poverty rate) correlate with obesity prevalence. As stated before, previous research has shown that each of these variables tend to correlate positively with the prevalence of Obesity. Does our data show this?"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Y_g3fDt-dasl",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 314
- },
- "outputId": "49683c0c-0487-4e68-d94a-316573146a08"
- },
- "source": [
- "# Plot Bphigh vs. Obesity\n",
- "plt.figure(figsize=(6,4))\n",
- "cleaned.plot.scatter(x='HighBp', y='Obesity')\n",
- "plt.title('High Blood Pressure Prevalence v. Obesity Prevalence')\n",
- "\n",
- "# Show the plot\n",
- "plt.show()"
- ],
- "execution_count": 7,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": []
- }
- },
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Rf2yQkHBcuEk",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 314
- },
- "outputId": "28307b57-daaa-4af6-f842-a722d25a3d99"
- },
- "source": [
- "# Plot Unemployment with Obesity\n",
- "plt.figure(figsize=(6,4))\n",
- "cleaned.plot.scatter(x='Unemployment', y='Obesity')\n",
- "plt.title('Unemployment Rate v. Obesity Prevalence')\n",
- "\n",
- "# Show the plot\n",
- "plt.show()"
- ],
- "execution_count": 8,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": []
- }
- },
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "A6bczTzEcuOS",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 314
- },
- "outputId": "0931a22b-e5c0-43f5-d985-489419de602b"
- },
- "source": [
- "# Plot PovertyRate with Obesity\n",
- "plt.figure(figsize=(6,4))\n",
- "cleaned.plot.scatter(x='PovertyRate', y='Obesity')\n",
- "plt.title('Poverty Rate v. Obesity Prevalence')\n",
- "\n",
- "# Show the plot\n",
- "plt.show()"
- ],
- "execution_count": 9,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": []
- }
- },
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "wNABZa_idvzD",
- "colab_type": "text"
- },
- "source": [
- "Looks like each of variable does correlate positively with obesity prevalence."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "Bp52dWJNfYSa",
- "colab_type": "text"
- },
- "source": [
- "### Modeling the Data\n",
- "\n",
- "We'll be predicting the prevalence of obesity with the following linear model.\n",
- "\n",
- " \n",
- "$$f_\\theta(x) = \\theta_0 + \\theta_1 (\\text{high blood pressure}) + \\theta_2 (\\text{unemployment}) + \\theta_3(\\text{poverty rate})$$\n",
- " \n",
- "\n",
- "Let's start by creating our training and test sets. We'll then train a linear regression model using Scikit learn's [LinearRegression](https://scikit-learn.org/stable/modules/generated/sklearn.linear_model.LinearRegression.html)"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "CppTvF2tYz4U",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 55
- },
- "outputId": "69a7f7cc-071d-487e-8102-de4f8a306782"
- },
- "source": [
- "X = cleaned[['HighBp', 'Unemployment', 'PovertyRate']]\n",
- "Y = cleaned[['Obesity']]\n",
- "x_train, x_test, y_train, y_test = train_test_split(X, Y, test_size=0.2)\n",
- "\n",
- "model = LinearRegression(fit_intercept=True)\n",
- "model.fit(x_train, y_train)\n",
- "\n",
- "print('Model Intercept: {}'.format(model.intercept_))\n",
- "print('Model Coefficients: {}'.format(model.coef_))"
- ],
- "execution_count": 10,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- "Model Intercept: [-1.6457338]\n",
- "Model Coefficients: [[ 0.94324417 -0.09959618 0.16723319]]\n"
- ],
- "name": "stdout"
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "dBmThySxaXKp",
- "colab_type": "text"
- },
- "source": [
- "### Analyzing the Model\n",
- "\n",
- "We now have a trained model, but how well does it perform?"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "UvQhIin3awbU",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 55
- },
- "outputId": "d68c28b0-eeac-4378-e383-7dbdf73aab5a"
- },
- "source": [
- "def mse(y_pred, y_true):\n",
- " \"\"\" Compute the mean squared error of 'y_pred' and 'y_true'. \"\"\"\n",
- " return float(np.sum((y_pred - y_true) ** 2)) / len(y_pred)\n",
- "\n",
- "train_pred = model.predict(x_train)\n",
- "test_pred = model.predict(x_test)\n",
- "\n",
- "print('Training Error: {}'.format(mse(train_pred, y_train)))\n",
- "print('Test Error: {}'.format(mse(test_pred, y_test)))"
- ],
- "execution_count": 11,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- "Training Error: 8.273633502795935\n",
- "Test Error: 7.873530949332282\n"
- ],
- "name": "stdout"
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "VsGLliuzawPE",
- "colab_type": "text"
- },
- "source": [
- "We can also display a plot of the residuals"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "MLwX-CH3bDKg",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 295
- },
- "outputId": "f1555ebf-304c-4a53-eea5-8a9f54e6358a"
- },
- "source": [
- "y_res = (test_pred - y_test) / y_test\n",
- "\n",
- "# Plot the results\n",
- "plt.title(\"Residual Proportions Plot\")\n",
- "plt.xlabel(\"Test Data Row Index\")\n",
- "plt.ylabel(\"resid. / actual obesity prevalence\")\n",
- "plt.scatter(y_res.index, y_res['Obesity'])\n",
- "plt.show()"
- ],
- "execution_count": 12,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "8VE-arrmbLNL",
- "colab_type": "text"
- },
- "source": [
- "How well does your model perform? We were able to achieve an MSE for the test set of approximately 10% points from the observed obesity prevalence. Our model was also able to fit the data with the residuals clustered between -20% and 30%, which for a simple model considering only three explanatory variables isn't so bad."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "qapl33x8fy_A",
- "colab_type": "text"
- },
- "source": [
- "## Conclusion\n",
- "\n",
- "Congratulations! Rather than spending a couple of hours just searching for and joining datasets from the CDC, Bureau of Labor Statistics, and US Census Bureau, you've spent one lab session querying Data Commons for the same data and, on top of that, used it to build a basic model to predict the prevalence of obesity in approximately 500 cities using intuition from a long line of research. Hopefully Data Commons has made the time-to-analysis much shorter!\n",
- "\n",
- "The model you've created only uses three explanatory variables, so even though it's not the most accurate at predicting obesity prevalence, it's possible that it can be improved by adding more variables. Obesity is also known to correlate with factors such as [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ybn085073e7z6) and [diabetes](https://browser.datacommons.org/kg?dcid=dc%2Fp%2Fkk03bc7vvm3s3), but with the accessibility of Data Commons, we can even consider asking if obesity correlates with less obvious factors such as\n",
- "\n",
- "- How many [universities recognized](https://browser.datacommons.org/kg?dcid=ipedsId/148487) by [College Scorecard](https://collegescorecard.ed.gov/data/) dataset are contained in a given city\n",
- "- The [incidence rate of arsony](https://browser.datacommons.org/kg?dcid=dc/p/m3m7t6w2snwgh)\n",
- "- The average snowfall in inches\n",
- "\n",
- "Does adding these variables into your model improve accuracy? Can you think of other variables that correlate with obesity? "
- ]
- }
- ]
-}
\ No newline at end of file
diff --git a/analyzing_census_data.ipynb b/analyzing_census_data.ipynb
deleted file mode 100644
index 0e26696b..00000000
--- a/analyzing_census_data.ipynb
+++ /dev/null
@@ -1,1341 +0,0 @@
-{
- "nbformat": 4,
- "nbformat_minor": 0,
- "metadata": {
- "colab": {
- "name": "Analyzing Census Data with Data Commons",
- "provenance": [],
- "collapsed_sections": [],
- "machine_shape": "hm",
- "include_colab_link": true
- },
- "kernelspec": {
- "name": "python3",
- "display_name": "Python 3"
- }
- },
- "cells": [
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "view-in-github",
- "colab_type": "text"
- },
- "source": [
- " "
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "ZXL-qge7bmCa",
- "colab_type": "text"
- },
- "source": [
- "Copyright 2019 Google LLC.\n",
- "SPDX-License-Identifier: Apache-2.0\n",
- "\n",
- "**Notebook Version** - 1.0.0"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "knFLVFogCWq0",
- "colab_type": "text"
- },
- "source": [
- "# Analyzing Census Data with Data Commons\n",
- "\n",
- "Every year, the American Community Survey (published by the US Census) reports thousands of variables about demographics, economics, housing, and more. This information, stored in Data Commons, is available to everyone for data science projects, education, and exploration. This tutorial introduces the Data Commons graph and two of its tools to help integrate its data into your data science projects: (1) the [browser](https://browser.datacommons.org/) and (2) the [Python API](https://github.com/datacommonsorg/api-python).\n",
- "\n",
- "## What is Data Commons?\n",
- "\n",
- "Data Commons is an open knowledge repository that combines data from public datasets using mapped common entities. It contains statements about real world objects such as\n",
- "\n",
- "* [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) is contained in the [State of California](https://browser.datacommons.org/kg?dcid=geoId/06)\n",
- "* The latitude of [Berkeley, CA](https://browser.datacommons.org/kg?dcid=geoId/0606000) is 37.8703\n",
- "* [The population of Maryland](https://browser.datacommons.org/kg?dcid=dc/p/psjx4xy30nws1) was [6,003,435 in 2018](https://browser.datacommons.org/kg?dcid=dc%2Fo%2Fx1tlfg4ll9yr9).\n",
- "\n",
- "In the graph, [*entities*](https://en.wikipedia.org/wiki/Entity) like [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) are represented by nodes. Every node has a type corresponding to what the node represents. For example, [California](https://browser.datacommons.org/kg?dcid=geoId/06) is a [State](https://schema.org/State). *Relations* between entities are represented by edges between these nodes. For example, the statement \"Santa Clara County is contained in the State of California\" is represented in the graph as two nodes: \"Santa Clara County\" and \"California\" with an edge labeled \"[containedInPlace](https://schema.org/containedInPlace)\" pointing from Santa Clara to California. Data Commons closely follows the [Schema.org data model](https://schema.org/docs/datamodel.html) and leverages Schema.org schema to provide a common set of types and properties.\n",
- "\n",
- "## Data Commons Browser\n",
- "\n",
- "The [Data Commons browser](https://browser.datacommons.org/) provides a way to explore the data in a human-readable format. It is the best way to explore what is in Data Commons. Searching in the browser for an entity like [Mountain View](https://browser.datacommons.org/kg?dcid=geoId/0649670), takes you to a page about the entity, including properties like [containedInPlace](https://browser.datacommons.org/kg?dcid=containedInPlace) and [timezone](https://browser.datacommons.org/kg?dcid=timezone).\n",
- "\n",
- "An important property for all entities is the **`dcid`**. The `dcid` (Data Commons identifier) is a unique identifier assigned to each entity in the knowledge graph. With this identifier, you will be able to search for and query information on the given entity in ways that we will discuss later. The `dcid` is listed at the top of the page next to \"About: \" and also in the list of properties.\n",
- "\n",
- "## Python API\n",
- "\n",
- "The [Python API](https://github.com/datacommonsorg/api-python) provides functions for users to extract structured information from Data Commons programmatically and view them in different formats such as Python `dict`s and [Pandas](https://pandas.pydata.org/) DataFrames. DataFrames allow access to all the data processing, analytical and visualization tools provided by packages such as Pandas, NumPy, SciPy, and Matplotlib.\n",
- "\n",
- "Let's begin by loading the Data Commons client and the standard data science libraries:\n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "zxg_UfUgIq-Y",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 36
- },
- "outputId": "e7c4fda3-90f5-4a1b-b0ab-a1e9f9269f3e"
- },
- "source": [
- "# Install datacommons\n",
- "!pip install git+https://github.com/datacommonsorg/api-python.git --upgrade --quiet\n",
- "# Import Data Commons\n",
- "import datacommons as dc\n",
- "\n",
- "# Import other required libraries\n",
- "import matplotlib.pyplot as plt\n",
- "import matplotlib.patches as mpatches\n",
- "import pandas as pd\n",
- "\n",
- "import json"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- " Building wheel for datacommons (setup.py) ... \u001b[?25l\u001b[?25hdone\n"
- ],
- "name": "stdout"
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "rrkDVNp0JI6g",
- "colab_type": "text"
- },
- "source": [
- "## Example: Median Age vs Population by State\n",
- "For this exercise, we will be comparing the median ages and population count for US states, counties, and cities. First, let's lookup the dcid for the '[United States](https://browser.datacommons.org/kg?dcid=country/USA)'."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "0peszosKQU_g",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# In the browser, we saw that the dcid for United States is country/USA\n",
- "usa = 'country/USA'"
- ],
- "execution_count": null,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "kiPXhAJkDyjk",
- "colab_type": "text"
- },
- "source": [
- "### Using `get_places_in` to Query Administrative Areas\n",
- "\n",
- "The Python API defines a number of convenience functions for building Pandas dataframes with information in the datacommons graph. We will be using **`get_places_in`** which requires three arguments:\n",
- "\n",
- "- `dcids` - A list or `pandas.Series` of dcids identifying administrative areas that we wish to get containing places for.\n",
- "- `place_type` - The type of the administrative area that we wish to query for.\n",
- "\n",
- "In Data Commons, the 'containedInPlace' property relates administrative areas to its containing administrative areas. Concretely, every US 'State' node has a directed edge to the USA 'Country' node where the name of this edge is 'containedInPlace'. The same also goes for 'County' to 'State' nodes and 'City' to 'County'.\n",
- "\n",
- "When we provide a list of places to `get_places_in`, we get back a `dict` mapping each place to all the places contained inside it."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "MXy_j6VS04g5",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Create three DataFrames storing states, counties, and cities within the United States respectively.\n",
- "state = pd.DataFrame({'state': dc.get_places_in([usa], 'State')[usa]})\n",
- "county = pd.DataFrame({'county': dc.get_places_in([usa], 'County')[usa]})\n",
- "city = pd.DataFrame({'city': dc.get_places_in([usa], 'City')[usa]})"
- ],
- "execution_count": null,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "fKbexXS60mLw",
- "colab_type": "text"
- },
- "source": [
- "Let's see what each table has."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "5ZnJp5ns0nXt",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "87f858cf-3c05-4f95-d78b-c2272117aba0"
- },
- "source": [
- "# Display the state data\n",
- "state.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " \n",
- " \n",
- "
\n",
- "
"
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- "text/plain": [
- " state\n",
- "0 geoId/01\n",
- "1 geoId/02\n",
- "2 geoId/04\n",
- "3 geoId/05\n",
- "4 geoId/06"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 4
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "9sn4Ql2u0rtr",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "d24fcbf3-f575-4658-c57f-187232c57461"
- },
- "source": [
- "# Display the county data\n",
- "county.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " county \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01001 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/01003 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/01005 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/01007 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/01009 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " county\n",
- "0 geoId/01001\n",
- "1 geoId/01003\n",
- "2 geoId/01005\n",
- "3 geoId/01007\n",
- "4 geoId/01009"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 5
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "qC--pSXf0r6I",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "dbc43667-0b21-47a9-9bd1-a11537d636e4"
- },
- "source": [
- "# Display the city data\n",
- "city.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " city \n",
- " \n",
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- " \n",
- " \n",
- " 0 \n",
- " geoId/0100100 \n",
- " \n",
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- " geoId/0100124 \n",
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- " geoId/0100460 \n",
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- " geoId/0100484 \n",
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- " \n",
- " 4 \n",
- " geoId/0100676 \n",
- " \n",
- " \n",
- "
\n",
- "
"
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- "text/plain": [
- " city\n",
- "0 geoId/0100100\n",
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- "3 geoId/0100484\n",
- "4 geoId/0100676"
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- "metadata": {
- "tags": []
- },
- "execution_count": 6
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "VRr1Ys6H6Vq9",
- "colab_type": "text"
- },
- "source": [
- "Unfortunately, dcids aren't very readable. Let's call **`get_property_values`** to include a column with the name for each place. This function call returns a column of names associated with each item in the calling column of dcids. Here 'name' specifies the property/edge of interest, and each of `data['state']`, `data['county']`, and `data['city']` contain dcids identifying source nodes for this relation. The `limit` specifies how many names to get. Some counties and cities have multiple spellings."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "DMFbAqNw6XEm",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Add name columns to the three DataFrames\n",
- "# If a place has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
- "state['state_name'] = state['state'].map(dc.get_property_values(state['state'], 'name')).str[0]\n",
- "county['county_name'] = county['county'].map(dc.get_property_values(county['county'], 'name')).str[0]\n",
- "city['city_name'] = city['city'].map(dc.get_property_values(city['city'], 'name')).str[0]"
- ],
- "execution_count": null,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "3u_j5UtI1q6F",
- "colab_type": "text"
- },
- "source": [
- "Let's view the result in each frame."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "1b4O-VN-1s6D",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "99add14e-307f-4746-c336-f12bf90f9772"
- },
- "source": [
- "# View the first 5 rows of the state table.\n",
- "state.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " state_name \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " Alabama \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " Alaska \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " Arizona \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " Arkansas \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " California \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " state state_name\n",
- "0 geoId/01 Alabama\n",
- "1 geoId/02 Alaska\n",
- "2 geoId/04 Arizona\n",
- "3 geoId/05 Arkansas\n",
- "4 geoId/06 California"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 8
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "sxwKXqbs18J4",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "be342d1b-1318-44a5-99d1-2605bc2b39e3"
- },
- "source": [
- "# View the first 5 rows of the county table.\n",
- "county.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " county \n",
- " county_name \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01001 \n",
- " Autauga County \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/01003 \n",
- " Baldwin County \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/01005 \n",
- " Barbour County \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/01007 \n",
- " Bibb County \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/01009 \n",
- " Blount County \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " county county_name\n",
- "0 geoId/01001 Autauga County\n",
- "1 geoId/01003 Baldwin County\n",
- "2 geoId/01005 Barbour County\n",
- "3 geoId/01007 Bibb County\n",
- "4 geoId/01009 Blount County"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 9
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "o0qWXZPG18Q0",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "dd38a14d-0008-457c-dba8-3991401d6ff1"
- },
- "source": [
- "# View the first 5 rows of the city table.\n",
- "city.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " city \n",
- " city_name \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/0100100 \n",
- " Abanda \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/0100124 \n",
- " Abbeville \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/0100460 \n",
- " Adamsville \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/0100484 \n",
- " Addison \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/0100676 \n",
- " Akron \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " city city_name\n",
- "0 geoId/0100100 Abanda\n",
- "1 geoId/0100124 Abbeville\n",
- "2 geoId/0100460 Adamsville\n",
- "3 geoId/0100484 Addison\n",
- "4 geoId/0100676 Akron"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 10
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "Nki51plW3uK_",
- "colab_type": "text"
- },
- "source": [
- "Great! Now we can begin to fill our dataframe with the population and median age for each state. To do that, we'll need to understand a little bit about queryng statistical data."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "PJQ1kDAhEc2d",
- "colab_type": "text"
- },
- "source": [
- "### Querying Statistics from Data Commons\n",
- "\n",
- "Data Commons has a large corpus of statistical data, which can be queried and joined with other statistics. For example, we can query the median income of women living in Berkeley, California or the number of individuals who are insured in Maryland. \n",
- "\n",
- "Before we explore how to do this, we need to understand how Data Commons stores statistical data. In particular, there are two types of entities: [StatisticalVariable](https://browser.datacommons.org/kg?dcid=StatisticalVariable) and [StatVarObservation](https://browser.datacommons.org/kg?dcid=StatVarObservation).\n",
- "\n",
- "A StatisticalVariable represents any type of statistical metric that can be measured at a place and time. Some examples include: median income, median income of females, number of high school graduates, unemployment rate, prevalence of diabetes, essentially anything you might call a metric, statistic, or measure. A StatVarObservation represents an actual measurement of a StatisticalVariable in a given place and time.\n",
- "\n",
- "One example of a StatisticalVariable is the median age of people in San Antonio, Texas in 2014. The statistical metric, time, and place here are median age, 2014, and San Antonio respectively. A list of StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html). To read more about StatisticalVariable and StatVarObservation, please see [representing_statistics.md](https://github.com/datacommonsorg/data/blob/master/docs/representing_statistics.md).\n",
- "\n",
- "The API defines functions allowing us to fetch data over these two types. To begin with, we can use the [**`get_stats`**](http://docs.datacommons.org/api/python/stats.html) function to get the StatVarObservations of a StatisticalVariable. We are going to retrieve the total count and median age at 2017 of populations in `state['state]`, `county['county']`, and `city['city']` columns, which contain the dcids identifying the places.\n",
- "\n",
- "**Note** - This query may take a minute!\n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "n6y3DTAvkNjD",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Add a 'count' and 'med_age' columns representing the total count and\n",
- "# median age of populations in state, county, and city columns.\n",
- "\n",
- "# Define a lambda function to retrieve just the number from get_stats.\n",
- "get_value = lambda row: row.get('data').get('2017')\n",
- "\n",
- "# Get StatVarObservations for states.\n",
- "state['count'] = state['state'].map(dc.get_stats(state['state'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
- "state['med_age'] = state['state'].map(dc.get_stats(state['state'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
- "\n",
- "# Get StatVarObservations for counties.\n",
- "county['count'] = county['county'].map(dc.get_stats(county['county'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
- "county['med_age'] = county['county'].map(dc.get_stats(county['county'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
- "\n",
- "# Get StatVarObservations for cities.\n",
- "city['count'] = city['city'].map(dc.get_stats(city['city'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
- "city['med_age'] = city['city'].map(dc.get_stats(city['city'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)"
- ],
- "execution_count": null,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "_L-17qzh5uEH",
- "colab_type": "text"
- },
- "source": [
- "We view the data we've queried for."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "iIQs9MXr5wPH",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "a56b00fb-352a-439c-fd2a-e4b3465d98ce"
- },
- "source": [
- "# View the first 5 rows of the state table.\n",
- "state.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " state \n",
- " state_name \n",
- " count \n",
- " med_age \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01 \n",
- " Alabama \n",
- " 4874486 \n",
- " 38.7 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/02 \n",
- " Alaska \n",
- " 739700 \n",
- " 33.9 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/04 \n",
- " Arizona \n",
- " 7044008 \n",
- " 37.2 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/05 \n",
- " Arkansas \n",
- " 3001345 \n",
- " 37.9 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/06 \n",
- " California \n",
- " 39358497 \n",
- " 36.1 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " state state_name count med_age\n",
- "0 geoId/01 Alabama 4874486 38.7\n",
- "1 geoId/02 Alaska 739700 33.9\n",
- "2 geoId/04 Arizona 7044008 37.2\n",
- "3 geoId/05 Arkansas 3001345 37.9\n",
- "4 geoId/06 California 39358497 36.1"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 12
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Ls0KAHz25yy4",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "6b2ac5aa-9675-47aa-ee08-3b93beb834a2"
- },
- "source": [
- "# View the first 5 rows of the county table.\n",
- "county.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " county \n",
- " county_name \n",
- " count \n",
- " med_age \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/01001 \n",
- " Autauga County \n",
- " 55390.0 \n",
- " 37.8 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/01003 \n",
- " Baldwin County \n",
- " 212521.0 \n",
- " 42.6 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/01005 \n",
- " Barbour County \n",
- " 25157.0 \n",
- " 39.7 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/01007 \n",
- " Bibb County \n",
- " 22550.0 \n",
- " 39.8 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/01009 \n",
- " Blount County \n",
- " 57787.0 \n",
- " 40.9 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " county county_name count med_age\n",
- "0 geoId/01001 Autauga County 55390.0 37.8\n",
- "1 geoId/01003 Baldwin County 212521.0 42.6\n",
- "2 geoId/01005 Barbour County 25157.0 39.7\n",
- "3 geoId/01007 Bibb County 22550.0 39.8\n",
- "4 geoId/01009 Blount County 57787.0 40.9"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 13
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "Q-qpEVf_5zID",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 210
- },
- "outputId": "4ad8d8e5-9be7-44d3-c7c6-a89f9679343e"
- },
- "source": [
- "# View the first 5 rows of the city table.\n",
- "city.head(5)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " city \n",
- " city_name \n",
- " count \n",
- " med_age \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " geoId/0100100 \n",
- " Abanda \n",
- " 174.0 \n",
- " 32.7 \n",
- " \n",
- " \n",
- " 1 \n",
- " geoId/0100124 \n",
- " Abbeville \n",
- " 2566.0 \n",
- " 44.9 \n",
- " \n",
- " \n",
- " 2 \n",
- " geoId/0100460 \n",
- " Adamsville \n",
- " 4342.0 \n",
- " 42.7 \n",
- " \n",
- " \n",
- " 3 \n",
- " geoId/0100484 \n",
- " Addison \n",
- " 728.0 \n",
- " 47.6 \n",
- " \n",
- " \n",
- " 4 \n",
- " geoId/0100676 \n",
- " Akron \n",
- " 332.0 \n",
- " 40.3 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " city city_name count med_age\n",
- "0 geoId/0100100 Abanda 174.0 32.7\n",
- "1 geoId/0100124 Abbeville 2566.0 44.9\n",
- "2 geoId/0100460 Adamsville 4342.0 42.7\n",
- "3 geoId/0100484 Addison 728.0 47.6\n",
- "4 geoId/0100676 Akron 332.0 40.3"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 14
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "B2ZkXliiVbXy",
- "colab_type": "text"
- },
- "source": [
- "### Cleaning and Plotting the Data\n",
- "Great! It looks like we have all the data we need. Before we finish, let's do some post-processing.\n",
- "\n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "4Cnlt_HYVluo",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "# Filter for all cities that have at least one person\n",
- "city = city[city['count'] >= 1]"
- ],
- "execution_count": null,
- "outputs": []
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "uMQI-5I-IjBR",
- "colab_type": "text"
- },
- "source": [
- "and finally, let's visualize our results."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "9fMo0pAEIlr4",
- "colab_type": "code",
- "colab": {}
- },
- "source": [
- "def plot_data(title, pd_table):\n",
- " \"\"\" Generate a scatter plot comparing median age and population count. \"\"\"\n",
- " plt.figure(figsize=(12, 8))\n",
- " plt.title(title)\n",
- " plt.xlabel('Median Age in Years')\n",
- " plt.ylabel('Population Count (log scale)')\n",
- " \n",
- " # Scatter plot the information\n",
- " ax = plt.gca()\n",
- " ax.set_yscale('log')\n",
- " ax.scatter(pd_table['med_age'], pd_table['count'], alpha=0.7)"
- ],
- "execution_count": null,
- "outputs": []
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "80OD87CN-xJQ",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "a44adf0d-3bc0-4808-b8da-ad31e58daf3d"
- },
- "source": [
- "# Generate the plot for state data\n",
- "plot_data('Median Age vs. Population Count for States', state)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "H6E8iTHztzLq",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "bf8f0b5d-527b-4cd0-dbd8-727bb8fd6030"
- },
- "source": [
- "# Generate the plot for county data\n",
- "plot_data('Median Age vs. Population Count for Counties', county)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "if72r7Z-tzQw",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "317d7468-353d-446b-cf22-dd34e0b2e41f"
- },
- "source": [
- "# Generate the plot for city data\n",
- "plot_data('Median Age vs. Population Count for Cities', city)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "-yji5Buntzjq",
- "colab_type": "text"
- },
- "source": [
- "We can also plot each administrative area granularity on the same plot to see how they relate."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "7tdrGFe6tzz3",
- "colab_type": "code",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 513
- },
- "outputId": "dbd7dc0c-2617-4c45-eb1b-67a494b9f5ad"
- },
- "source": [
- "def plot_all_data(state_table, county_table, city_table):\n",
- " plt.figure(figsize=(12, 8))\n",
- " plt.title('Median Age vs. Population Count')\n",
- " plt.xlabel('Median Age in Years')\n",
- " plt.ylabel('Population Count (log scale)')\n",
- " \n",
- " # Make things pretty\n",
- " state_color = \"#ffa600\"\n",
- " county_color = \"#bc5090\"\n",
- " city_color = \"#003f5c\"\n",
- " \n",
- " # Scatter plot the information\n",
- " ax = plt.gca()\n",
- " ax.set_yscale('log')\n",
- " ax.scatter(state_table['med_age'], state_table['count'], color=state_color, alpha=0.75)\n",
- " ax.scatter(county_table['med_age'], county_table['count'], color=county_color, alpha=0.5)\n",
- " ax.scatter(city_table['med_age'], city_table['count'], color=city_color, alpha=0.4)\n",
- " \n",
- " # Create the legend\n",
- " state_patch = mpatches.Patch(color=state_color, label='States')\n",
- " county_patch = mpatches.Patch(color=county_color, label='Counties')\n",
- " city_patch = mpatches.Patch(color=city_color, label='Cities')\n",
- " plt.legend(handles=[state_patch, county_patch, city_patch])\n",
- "\n",
- "# Plot all the data together.\n",
- "plot_all_data(state, county, city)"
- ],
- "execution_count": null,
- "outputs": [
- {
- "output_type": "display_data",
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "tags": [],
- "needs_background": "light"
- }
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "bBVuVI5fEh4Q",
- "colab_type": "text"
- },
- "source": [
- "## What's Next\n",
- "\n",
- "Congratulations - you've completed your first Data Commons task! Now that you have completed the tutorial, you can explore the other Data Commons notebooks to get ideas for querying and joining data from the graph."
- ]
- }
- ]
-}
\ No newline at end of file
diff --git a/notebooks/analyzing_census_data.ipynb b/notebooks/analyzing_census_data.ipynb
index c70df907..a341e795 100644
--- a/notebooks/analyzing_census_data.ipynb
+++ b/notebooks/analyzing_census_data.ipynb
@@ -4,111 +4,72 @@
"metadata": {
"colab": {
"name": "Analyzing Census Data with Data Commons",
- "version": "0.3.2",
"provenance": [],
- "collapsed_sections": []
+ "collapsed_sections": [],
+ "machine_shape": "hm",
+ "include_colab_link": true
},
"kernelspec": {
- "name": "python2",
- "display_name": "Python 2"
+ "name": "python3",
+ "display_name": "Python 3"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
- "id": "ZXL-qge7bmCa",
+ "id": "view-in-github",
"colab_type": "text"
},
"source": [
- "Copyright 2019 Google LLC.\n",
- "SPDX-License-Identifier: Apache-2.0\n",
- "\n",
- "**Notebook Version** - 1.0.0"
+ " "
]
},
{
"cell_type": "markdown",
"metadata": {
- "id": "knFLVFogCWq0",
+ "id": "ZXL-qge7bmCa",
"colab_type": "text"
},
"source": [
- "# Analyzing Census Data with Data Commons\n",
+ "Copyright 2019 Google LLC.\n",
+ "SPDX-License-Identifier: Apache-2.0\n",
"\n",
- "Datacommons is intended for various data science tasks. This tutorial introduces the datacommons knowledge graph and discusses two tools to help integrate its data into your data science projects: (1) the [datacommons browser](https://browser.datacommons.org/) and (2) the [Python API](https://github.com/google/datacommons). Before getting started, we will need to install the Python API package. \n"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "S-GaEOefIpq5",
- "colab_type": "code",
- "outputId": "19ad4a69-a034-4e0a-d722-74014bee7a57",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 34
- }
- },
- "source": [
- "# Install datacommons\n",
- "!pip install --upgrade --quiet git+https://github.com/datacommonsorg/api-python.git@stable-1.x"
- ],
- "execution_count": 0,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- " Building wheel for datacommons (setup.py) ... \u001b[?25l\u001b[?25hdone\n"
- ],
- "name": "stdout"
- }
+ "**Notebook Version** - 1.0.0"
]
},
{
"cell_type": "markdown",
"metadata": {
- "id": "3U5niWKlDg3A",
+ "id": "knFLVFogCWq0",
"colab_type": "text"
},
"source": [
+ "# Analyzing Census Data with Data Commons\n",
+ "\n",
+ "Every year, the American Community Survey (published by the US Census) reports thousands of variables about demographics, economics, housing, and more. This information, stored in Data Commons, is available to everyone for data science projects, education, and exploration. This tutorial introduces the Data Commons graph and two of its tools to help integrate its data into your data science projects: (1) the [browser](https://browser.datacommons.org/) and (2) the [Python API](https://github.com/datacommonsorg/api-python).\n",
+ "\n",
"## What is Data Commons?\n",
"\n",
- "Data Commons is an open knowledge graph of structured data. It contains statements about real world objects such as\n",
+ "Data Commons is an open knowledge repository that combines data from public datasets using mapped common entities. It contains statements about real world objects such as\n",
"\n",
"* [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) is contained in the [State of California](https://browser.datacommons.org/kg?dcid=geoId/06)\n",
"* The latitude of [Berkeley, CA](https://browser.datacommons.org/kg?dcid=geoId/0606000) is 37.8703\n",
- "* The [population of all persons in Maryland ](https://browser.datacommons.org/kg?dcid=dc/o/6w1c9qk7hxjch)has a total count of 5,996,080.\n",
+ "* [The population of Maryland](https://browser.datacommons.org/kg?dcid=dc/p/psjx4xy30nws1) was [6,003,435 in 2018](https://browser.datacommons.org/kg?dcid=dc%2Fo%2Fx1tlfg4ll9yr9).\n",
+ "\n",
+ "In the graph, [*entities*](https://en.wikipedia.org/wiki/Entity) like [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) are represented by nodes. Every node has a type corresponding to what the node represents. For example, [California](https://browser.datacommons.org/kg?dcid=geoId/06) is a [State](https://schema.org/State). *Relations* between entities are represented by edges between these nodes. For example, the statement \"Santa Clara County is contained in the State of California\" is represented in the graph as two nodes: \"Santa Clara County\" and \"California\" with an edge labeled \"[containedInPlace](https://schema.org/containedInPlace)\" pointing from Santa Clara to California. Data Commons closely follows the [Schema.org data model](https://schema.org/docs/datamodel.html) and leverages Schema.org schema to provide a common set of types and properties.\n",
"\n",
- "In the graph, [*entities*](https://en.wikipedia.org/wiki/Entity) like [Santa Clara County](https://browser.datacommons.org/kg?dcid=geoId/06085) are represented by nodes. Every node has a type corresponding to what the node represents. For example, [California](https://browser.datacommons.org/kg?dcid=geoId/06) is a [State](https://schema.org/State). *Relations* between entities are represented by edges between these nodes. For example, the statement \"Santa Clara County is contained in the State of California\" is represented in the graph as two nodes: \"Santa Clara County\" and \"California\" with an edge labeled \"[containedInPlace](https://schema.org/containedInPlace)\" pointing from Santa Clara to California. Data Commons closely follows the [Schema.org data model](https://schema.org/docs/datamodel.html) and leverages schema.org schema to provide a common set of types and properties."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "dwT0Iz493DcL",
- "colab_type": "text"
- },
- "source": [
"## Data Commons Browser\n",
"\n",
"The [Data Commons browser](https://browser.datacommons.org/) provides a way to explore the data in a human-readable format. It is the best way to explore what is in Data Commons. Searching in the browser for an entity like [Mountain View](https://browser.datacommons.org/kg?dcid=geoId/0649670), takes you to a page about the entity, including properties like [containedInPlace](https://browser.datacommons.org/kg?dcid=containedInPlace) and [timezone](https://browser.datacommons.org/kg?dcid=timezone).\n",
"\n",
- "An important property for all entities is the **`dcid`**. The `dcid` (DataCommons identifier) is a unique identifier assigned to each entity in the knowledge graph. With this identifier, you will be able to search for and query information on the given entity in ways that we will discuss later. The `dcid` is listed at the top of the page next to \"About: \" and also in the list of properties. "
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "sN2cWYLF01Zk",
- "colab_type": "text"
- },
- "source": [
+ "An important property for all entities is the **`dcid`**. The `dcid` (Data Commons identifier) is a unique identifier assigned to each entity in the knowledge graph. With this identifier, you will be able to search for and query information on the given entity in ways that we will discuss later. The `dcid` is listed at the top of the page next to \"About: \" and also in the list of properties.\n",
+ "\n",
"## Python API\n",
"\n",
- "The [Python API](https://github.com/datacommonsorg/api-python) provides functions for users to extract structured information from Data Commons programmatically and view them in different formats such as Python `dict`'s and [Pandas](https://pandas.pydata.org/) DataFrames. DataFrames allow access to all the data processing, analytical and visualization tools provided by packages such as Pandas, NumPy, SciPy, and Matplotlib.\n",
+ "The [Python API](https://github.com/datacommonsorg/api-python) provides functions for users to extract structured information from Data Commons programmatically and view them in different formats such as Python `dict`s and [Pandas](https://pandas.pydata.org/) DataFrames. DataFrames allow access to all the data processing, analytical and visualization tools provided by packages such as Pandas, NumPy, SciPy, and Matplotlib.\n",
"\n",
- "Every notebook begins by loading the dataCommons client as follows:\n"
+ "Let's begin by loading the Data Commons library and the standard data science libraries:\n"
]
},
{
@@ -119,6 +80,8 @@
"colab": {}
},
"source": [
+ "# Install datacommons\n",
+ "!pip install datacommons --upgrade --quiet\n",
"# Import Data Commons\n",
"import datacommons as dc\n",
"\n",
@@ -129,67 +92,34 @@
"\n",
"import json"
],
- "execution_count": 0,
+ "execution_count": 1,
"outputs": []
},
{
"cell_type": "markdown",
"metadata": {
- "id": "5-BG0JClVne-",
+ "id": "rrkDVNp0JI6g",
"colab_type": "text"
},
"source": [
- "We will also need to provide an API key to access the Data Commons Python API. This notebook is setup to read from a `json` file stored at `key_path` in your Google Drive. This text file should have one line:\n",
- "\n",
- " ```\n",
- "{\n",
- " \"dc_api_key\": \"YOUR-API-KEY\"\n",
- "}\n",
- " ```\n",
- " \n",
- " If you want to make a copy of this notebook, make sure to replace `key_path` with the path to a file containing your API key. For more detail, visit the [Creating an API Key](https://datacommons.readthedocs.io/en/latest/started.html#creating-an-api-key) page of the Python API documentation.\n",
- "\n"
+ "## Example: Median Age vs Population by State\n",
+ "For this exercise, we will be comparing the median ages and population count for US states, counties, and cities. First, let's lookup the dcid for the '[United States](https://browser.datacommons.org/kg?dcid=country/USA)'."
]
},
{
"cell_type": "code",
"metadata": {
- "id": "iM0YkAZVV0qF",
+ "id": "0peszosKQU_g",
"colab_type": "code",
"colab": {}
},
"source": [
- "# The key is stored in a secret file. To use this notebook, you will need to \n",
- "# make a copy and point this line to the file containing the key in your drive!\n",
- "from google.colab import drive\n",
- "\n",
- "# Mount the Drive\n",
- "drive.mount('/content/drive', force_remount=True)\n",
- "\n",
- "# REPLACE THIS with the path to your key.\n",
- "key_path = '/content/drive/My Drive/DataCommons/secret.json'\n",
- "\n",
- "# Read the key in and provide it to the Data Commons API\n",
- "with open(key_path, 'r') as f:\n",
- " secrets = json.load(f)\n",
- " dc.set_api_key(secrets['dc_api_key'])"
+ "# In the browser, we saw that the dcid for United States is country/USA\n",
+ "usa = 'country/USA'"
],
- "execution_count": 0,
+ "execution_count": 2,
"outputs": []
},
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "rrkDVNp0JI6g",
- "colab_type": "text"
- },
- "source": [
- "## Example: Median Age vs Population by State\n",
- "For this exercise, we will be comparing the median ages and population count for US states, counties, and cities. First, let's lookup the dcid for the [United States](https://browser.datacommons.org/kg?dcid=country/USA)'. \n",
- "\n",
- "Note that \"Country\" defines the Data Commons type, and \"country\" is the name we assign to this column. \n"
- ]
- },
{
"cell_type": "markdown",
"metadata": {
@@ -199,14 +129,14 @@
"source": [
"### Using `get_places_in` to Query Administrative Areas\n",
"\n",
- "The Client API defines a number of convenience functions for building Pandas dataframes with information in the datacommons graph. We will be using **`get_places_in`** which requires three arguments:\n",
+ "The Python API defines a number of convenience functions for building Pandas dataframes with information in the datacommons graph. We will be using **`get_places_in`** which requires three arguments:\n",
"\n",
"- `dcids` - A list or `pandas.Series` of dcids identifying administrative areas that we wish to get containing places for.\n",
"- `place_type` - The type of the administrative area that we wish to query for.\n",
"\n",
- "In the datacommons knowledge graph, the 'containedInPlace' property relates a administrative area types to its containing administrative area type. Concretely, every 'state' node has a directed edge to a 'country' node where the name of this edge is 'containedInPlace'. To confirm this, you can check the browser page for '[United States](https://browser.datacommons.org/kg?dcid=country/USA)'. The same also goes for 'county' to 'state' nodes and 'city' to 'county'.\n",
+ "In Data Commons, the 'containedInPlace' property relates administrative areas to its containing administrative areas. Concretely, every US 'State' node has a directed edge to the USA 'Country' node where the name of this edge is 'containedInPlace'. The same also goes for 'County' to 'State' nodes and 'City' to 'County'.\n",
"\n",
- "When we provide a `pandas.Series` to `get_places_in`, we get back a `pandas.Series` with the all places contained in the Administrative Areas identified by the given series of dcids."
+ "When we provide a list of places to `get_places_in`, we get back a `dict` mapping each place to all the places contained inside it."
]
},
{
@@ -217,18 +147,12 @@
"colab": {}
},
"source": [
- "# Create a three DataFrames with the dcid of the USA storing state, county and \n",
- "# city data respectively.\n",
- "state = pd.DataFrame({'country': ['country/USA']})\n",
- "county = pd.DataFrame({'country': ['country/USA']})\n",
- "city = pd.DataFrame({'country': ['country/USA']})\n",
- "\n",
- "# Get all states, counties, and cities within the United States\n",
- "state['state'] = dc.get_places_in(state['country'], 'State')\n",
- "county['county'] = dc.get_places_in(county['country'], 'County')\n",
- "city['city'] = dc.get_places_in(county['country'], 'City')"
+ "# Create three DataFrames storing states, counties, and cities within the United States respectively.\n",
+ "state = pd.DataFrame({'state': dc.get_places_in([usa], 'State')[usa]})\n",
+ "county = pd.DataFrame({'county': dc.get_places_in([usa], 'County')[usa]})\n",
+ "city = pd.DataFrame({'city': dc.get_places_in([usa], 'City')[usa]})"
],
- "execution_count": 0,
+ "execution_count": 3,
"outputs": []
},
{
@@ -246,17 +170,17 @@
"metadata": {
"id": "5ZnJp5ns0nXt",
"colab_type": "code",
- "outputId": "04316337-a12c-4332-cf96-bbe7a03d79b4",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 80
- }
+ "height": 210
+ },
+ "outputId": "b28601c1-7ec7-4784-d920-66b9d62c64e4"
},
"source": [
"# Display the state data\n",
"state.head(5)"
],
- "execution_count": 0,
+ "execution_count": 4,
"outputs": [
{
"output_type": "execute_result",
@@ -280,29 +204,47 @@
" \n",
" \n",
" \n",
- " country \n",
" state \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " country/USA \n",
- " [geoId/01, geoId/02, geoId/04, geoId/05, geoId... \n",
+ " geoId/01 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/02 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/04 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/05 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/06 \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " country state\n",
- "0 country/USA [geoId/01, geoId/02, geoId/04, geoId/05, geoId..."
+ " state\n",
+ "0 geoId/01\n",
+ "1 geoId/02\n",
+ "2 geoId/04\n",
+ "3 geoId/05\n",
+ "4 geoId/06"
]
},
"metadata": {
"tags": []
},
- "execution_count": 8
+ "execution_count": 4
}
]
},
@@ -311,17 +253,17 @@
"metadata": {
"id": "9sn4Ql2u0rtr",
"colab_type": "code",
- "outputId": "9529fbb7-5521-4be9-fc83-22c8899b8ca0",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 80
- }
+ "height": 210
+ },
+ "outputId": "0261a2c5-73c9-4587-d2c2-795f3590a235"
},
"source": [
"# Display the county data\n",
"county.head(5)"
],
- "execution_count": 0,
+ "execution_count": 5,
"outputs": [
{
"output_type": "execute_result",
@@ -345,29 +287,47 @@
" \n",
" \n",
" \n",
- " country \n",
" county \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " country/USA \n",
- " [geoId/01001, geoId/01003, geoId/01005, geoId/... \n",
+ " geoId/01001 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " geoId/01003 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " geoId/01005 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " geoId/01007 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " geoId/01009 \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " country county\n",
- "0 country/USA [geoId/01001, geoId/01003, geoId/01005, geoId/..."
+ " county\n",
+ "0 geoId/01001\n",
+ "1 geoId/01003\n",
+ "2 geoId/01005\n",
+ "3 geoId/01007\n",
+ "4 geoId/01009"
]
},
"metadata": {
"tags": []
},
- "execution_count": 9
+ "execution_count": 5
}
]
},
@@ -376,17 +336,17 @@
"metadata": {
"id": "qC--pSXf0r6I",
"colab_type": "code",
- "outputId": "82cfb2a8-f194-4869-cee8-809d1052d859",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 80
- }
+ "height": 210
+ },
+ "outputId": "0b5df6a4-1ec9-4dd2-a7a7-07afc7c3849c"
},
"source": [
"# Display the city data\n",
"city.head(5)"
],
- "execution_count": 0,
+ "execution_count": 6,
"outputs": [
{
"output_type": "execute_result",
@@ -410,133 +370,47 @@
" \n",
" \n",
" \n",
- " country \n",
" city \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " country/USA \n",
- " [geoId/0100100, geoId/0100124, geoId/0100460, ... \n",
- " \n",
- " \n",
- "\n",
- ""
- ],
- "text/plain": [
- " country city\n",
- "0 country/USA [geoId/0100100, geoId/0100124, geoId/0100460, ..."
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 10
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "_a4TnEGxu1Kt",
- "colab_type": "text"
- },
- "source": [
- "Notice that each table only has one row where the column that we just added has a list of items. This is because there are many States, Counties, Cities in the United States! We can expand this list out by calling **`flatten_frame`** or **`pandas.explode`** if using a version of Pandas more recent than 0.25."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "LWhb6-T-vBeh",
- "colab_type": "code",
- "outputId": "43ffbbb7-255d-4a48-a27a-bc2fc5554206",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 204
- }
- },
- "source": [
- "# Unroll the frames\n",
- "state = dc.flatten_frame(state)\n",
- "county = dc.flatten_frame(county)\n",
- "city = dc.flatten_frame(city)\n",
- "\n",
- "# Display the first 5 rows of this table.\n",
- "state.head(5)"
- ],
- "execution_count": 0,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " country \n",
- " state \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " country/USA \n",
- " geoId/01 \n",
+ " geoId/0100100 \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
- " geoId/02 \n",
+ " geoId/0100124 \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
- " geoId/04 \n",
+ " geoId/0100460 \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
- " geoId/05 \n",
+ " geoId/0100484 \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
- " geoId/06 \n",
+ " geoId/0100676 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
- " country state\n",
- "0 country/USA geoId/01\n",
- "1 country/USA geoId/02\n",
- "2 country/USA geoId/04\n",
- "3 country/USA geoId/05\n",
- "4 country/USA geoId/06"
+ " city\n",
+ "0 geoId/0100100\n",
+ "1 geoId/0100124\n",
+ "2 geoId/0100460\n",
+ "3 geoId/0100484\n",
+ "4 geoId/0100676"
]
},
"metadata": {
"tags": []
},
- "execution_count": 11
+ "execution_count": 6
}
]
},
@@ -547,9 +421,7 @@
"colab_type": "text"
},
"source": [
- "Unfortunately, dcids aren't very readable. Let's call **`get_property_values`** to include a column with the name for each County. This function call returns a column of names associated with each item in the calling column of dcids. Here 'name' specifies the property/edge of interest, and each of `data['state']`, `data['county']`, and `data['city']` contain dcids identifying source nodes for this relation.\n",
- "\n",
- "**Note** - This query may take a minute!"
+ "Unfortunately, dcids aren't very readable. Let's call **`get_property_values`** to include a column with the name for each place. This function call returns a column of names associated with each item in the calling column of dcids. Here 'name' specifies the property/edge of interest, and each of `data['state']`, `data['county']`, and `data['city']` contain dcids identifying source nodes for this relation. The `limit` specifies how many names to get. Some counties and cities have multiple spellings."
]
},
{
@@ -560,17 +432,13 @@
"colab": {}
},
"source": [
- "# Get all state, county, and city names\n",
- "state['state_name'] = dc.get_property_values(state['state'], 'name')\n",
- "county['county_name'] = dc.get_property_values(county['county'], 'name')\n",
- "city['city_name'] = dc.get_property_values(city['city'], 'name')\n",
- "\n",
- "# Unroll the returned results\n",
- "state = dc.flatten_frame(state)\n",
- "county = dc.flatten_frame(county)\n",
- "city = dc.flatten_frame(city)"
+ "# Add name columns to the three DataFrames\n",
+ "# If a place has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
+ "state['state_name'] = state['state'].map(dc.get_property_values(state['state'], 'name')).str[0]\n",
+ "county['county_name'] = county['county'].map(dc.get_property_values(county['county'], 'name')).str[0]\n",
+ "city['city_name'] = city['city'].map(dc.get_property_values(city['city'], 'name')).str[0]"
],
- "execution_count": 0,
+ "execution_count": 7,
"outputs": []
},
{
@@ -588,17 +456,17 @@
"metadata": {
"id": "1b4O-VN-1s6D",
"colab_type": "code",
- "outputId": "ad5a2bd9-ca32-48c1-d867-0105d9a6e051",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "fe8961be-b530-4c38-c1e5-e6832611bc3e"
},
"source": [
"# View the first 5 rows of the state table.\n",
"state.head(5)"
],
- "execution_count": 0,
+ "execution_count": 8,
"outputs": [
{
"output_type": "execute_result",
@@ -622,7 +490,6 @@
" \n",
" \n",
" \n",
- " country \n",
" state \n",
" state_name \n",
" \n",
@@ -630,31 +497,26 @@
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/01 \n",
" Alabama \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/02 \n",
" Alaska \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/04 \n",
" Arizona \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/05 \n",
" Arkansas \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/06 \n",
" California \n",
" \n",
@@ -663,18 +525,18 @@
""
],
"text/plain": [
- " country state state_name\n",
- "0 country/USA geoId/01 Alabama\n",
- "1 country/USA geoId/02 Alaska\n",
- "2 country/USA geoId/04 Arizona\n",
- "3 country/USA geoId/05 Arkansas\n",
- "4 country/USA geoId/06 California"
+ " state state_name\n",
+ "0 geoId/01 Alabama\n",
+ "1 geoId/02 Alaska\n",
+ "2 geoId/04 Arizona\n",
+ "3 geoId/05 Arkansas\n",
+ "4 geoId/06 California"
]
},
"metadata": {
"tags": []
},
- "execution_count": 13
+ "execution_count": 8
}
]
},
@@ -683,17 +545,17 @@
"metadata": {
"id": "sxwKXqbs18J4",
"colab_type": "code",
- "outputId": "08dac3e5-77a3-458e-9dda-7277260562a9",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "70b471bd-4427-4bb6-bc44-b917e39c8f21"
},
"source": [
"# View the first 5 rows of the county table.\n",
"county.head(5)"
],
- "execution_count": 0,
+ "execution_count": 9,
"outputs": [
{
"output_type": "execute_result",
@@ -717,7 +579,6 @@
" \n",
" \n",
" \n",
- " country \n",
" county \n",
" county_name \n",
" \n",
@@ -725,31 +586,26 @@
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/01001 \n",
" Autauga County \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/01003 \n",
" Baldwin County \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/01005 \n",
" Barbour County \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/01007 \n",
" Bibb County \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/01009 \n",
" Blount County \n",
" \n",
@@ -758,18 +614,18 @@
""
],
"text/plain": [
- " country county county_name\n",
- "0 country/USA geoId/01001 Autauga County\n",
- "1 country/USA geoId/01003 Baldwin County\n",
- "2 country/USA geoId/01005 Barbour County\n",
- "3 country/USA geoId/01007 Bibb County\n",
- "4 country/USA geoId/01009 Blount County"
+ " county county_name\n",
+ "0 geoId/01001 Autauga County\n",
+ "1 geoId/01003 Baldwin County\n",
+ "2 geoId/01005 Barbour County\n",
+ "3 geoId/01007 Bibb County\n",
+ "4 geoId/01009 Blount County"
]
},
"metadata": {
"tags": []
},
- "execution_count": 14
+ "execution_count": 9
}
]
},
@@ -778,17 +634,17 @@
"metadata": {
"id": "o0qWXZPG18Q0",
"colab_type": "code",
- "outputId": "3799fcad-c8c4-4b42-85be-afdd00b23d28",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "3a73188c-e27e-49a6-839d-2670361a7a12"
},
"source": [
"# View the first 5 rows of the city table.\n",
"city.head(5)"
],
- "execution_count": 0,
+ "execution_count": 10,
"outputs": [
{
"output_type": "execute_result",
@@ -812,7 +668,6 @@
" \n",
" \n",
" \n",
- " country \n",
" city \n",
" city_name \n",
" \n",
@@ -820,31 +675,26 @@
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/0100100 \n",
- " Abanda CDP \n",
+ " Abanda \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/0100124 \n",
" Abbeville \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/0100460 \n",
" Adamsville \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/0100484 \n",
" Addison \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/0100676 \n",
" Akron \n",
" \n",
@@ -853,18 +703,18 @@
""
],
"text/plain": [
- " country city city_name\n",
- "0 country/USA geoId/0100100 Abanda CDP\n",
- "1 country/USA geoId/0100124 Abbeville\n",
- "2 country/USA geoId/0100460 Adamsville\n",
- "3 country/USA geoId/0100484 Addison\n",
- "4 country/USA geoId/0100676 Akron"
+ " city city_name\n",
+ "0 geoId/0100100 Abanda\n",
+ "1 geoId/0100124 Abbeville\n",
+ "2 geoId/0100460 Adamsville\n",
+ "3 geoId/0100484 Addison\n",
+ "4 geoId/0100676 Akron"
]
},
"metadata": {
"tags": []
},
- "execution_count": 15
+ "execution_count": 10
}
]
},
@@ -885,20 +735,17 @@
"colab_type": "text"
},
"source": [
- "### Querying Statistical Observations\n",
+ "### Querying Statistics from Data Commons\n",
"\n",
"Data Commons has a large corpus of statistical data, which can be queried and joined with other statistics. For example, we can query the median income of women living in Berkeley, California or the number of individuals who are insured in Maryland. \n",
"\n",
- "Before we explore how to do this, we need to understand how Data Commons stores statistical data. In particular, there are two types of entities: [StatisticalPopulations](http://schema.datacommons.org/StatisticalPopulation) and [Observations](http://schema.datacommons.org/Observation). \n",
- "\n",
- "A StatisticalPopulation defines a collection of things of a certain type. One example of a population is the set of all [Persons in Pittsburgh](https://browser.datacommons.org/kg?dcid=dc/p/nqy9389y9jwbc). For a particular population, we can have different Observations. For example, we can have an observation corresponding to the [population of Pittsburgh in 2017](https://browser.datacommons.org/kg?dcid=dc/o/gtw5fc2ex09rg).\n",
+ "Before we explore how to do this, we need to understand how Data Commons stores statistical data. In particular, there are two types of entities: [StatisticalVariable](https://browser.datacommons.org/kg?dcid=StatisticalVariable) and [StatVarObservation](https://browser.datacommons.org/kg?dcid=StatVarObservation).\n",
"\n",
- "It's important to note several things: \n",
+ "A StatisticalVariable represents any type of statistical metric that can be measured at a place and time. Some examples include: median income, median income of females, number of high school graduates, unemployment rate, prevalence of diabetes, essentially anything you might call a metric, statistic, or measure. A StatVarObservation represents an actual measurement of a StatisticalVariable in a given place and time.\n",
"\n",
- "* StatisticalPopulations can correspond to types other than 'Person'! For example, we can consider the population of [type 'CriminalActivities' in Pittsburgh](https://browser.datacommons.org/kg?dcid=dc/p/z20c9rfqr7j62). If we visit the page for [Pittsburgh](https://browser.datacommons.org/kg?dcid=geoId/4261000), we can see a list of the different associated populations.\n",
- "* We can define different constraints on our StatisticalPopulations. Maybe we're only interested in the [Pittsburgh population of naturalized US citizens](https://browser.datacommons.org/kg?dcid=dc/p/mpggrtyj278fd).\n",
+ "One example of a StatisticalVariable is the median age of people in San Antonio, Texas in 2014. The statistical metric, time, and place here are median age, 2014, and San Antonio respectively. A list of StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html). To read more about StatisticalVariable and StatVarObservation, please see [representing_statistics.md](https://github.com/datacommonsorg/data/blob/master/docs/representing_statistics.md).\n",
"\n",
- "The API defines functions allowing us to fetch data over these two types. To begin with, we can use the **`get_populations`** function get the population of type 'Person' for each county in our dataframe. Again, `data['county']` contains the column of dcids identifying where the populations we want are located and 'Person' the population type.\n",
+ "The API defines functions allowing us to fetch data over these two types. To begin with, we can use the [**`get_stats`**](http://docs.datacommons.org/api/python/stats.html) function to get the StatVarObservations of a StatisticalVariable. We are going to retrieve the total count and median age at 2017 of populations in `state['state]`, `county['county']`, and `city['city']` columns, which contain the dcids identifying the places.\n",
"\n",
"**Note** - This query may take a minute!\n"
]
@@ -906,171 +753,30 @@
{
"cell_type": "code",
"metadata": {
- "id": "TK07V3R6M-AY",
- "colab_type": "code",
- "outputId": "82c171fe-f53e-4080-8e44-b53dcca8625f",
- "colab": {
- "base_uri": "https://localhost:8080/"
- }
- },
- "source": [
- "# Get StatisticalPopulations representing all persons in a given state, county, \n",
- "# and city.\n",
- "state['all_persons_pop'] = dc.get_populations(state['state'], 'Person')\n",
- "county['all_persons_pop'] = dc.get_populations(county['county'], 'Person')\n",
- "city['all_persons_pop'] = dc.get_populations(city['city'], 'Person')\n",
- "\n",
- "# Notice that we don't need to unroll the results because the parameters \n",
- "# provided to get_population will always define a unique population if it \n",
- "# exists\n",
- "state.head(5)"
- ],
- "execution_count": 0,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " country \n",
- " state \n",
- " state_name \n",
- " all_persons_pop \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " country/USA \n",
- " geoId/01 \n",
- " Alabama \n",
- " dc/p/dft95nqhpkkgd \n",
- " \n",
- " \n",
- " 1 \n",
- " country/USA \n",
- " geoId/02 \n",
- " Alaska \n",
- " dc/p/th9yyf8ej6m64 \n",
- " \n",
- " \n",
- " 2 \n",
- " country/USA \n",
- " geoId/04 \n",
- " Arizona \n",
- " dc/p/8hyhwze6s5tn6 \n",
- " \n",
- " \n",
- " 3 \n",
- " country/USA \n",
- " geoId/05 \n",
- " Arkansas \n",
- " dc/p/rp61n0st0vtr \n",
- " \n",
- " \n",
- " 4 \n",
- " country/USA \n",
- " geoId/06 \n",
- " California \n",
- " dc/p/f1jbe2m7w6f58 \n",
- " \n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " country state state_name all_persons_pop\n",
- "0 country/USA geoId/01 Alabama dc/p/dft95nqhpkkgd\n",
- "1 country/USA geoId/02 Alaska dc/p/th9yyf8ej6m64\n",
- "2 country/USA geoId/04 Arizona dc/p/8hyhwze6s5tn6\n",
- "3 country/USA geoId/05 Arkansas dc/p/rp61n0st0vtr\n",
- "4 country/USA geoId/06 California dc/p/f1jbe2m7w6f58"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 16
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "qphXBTakM-VS",
- "colab_type": "text"
- },
- "source": [
- "#### Retrieving Observations\n",
- "\n",
- "Now that we have StatisticalPopulations, let's get some observations! For this example, we're interested in the median age and total population count. One of the nice things about datacommons is that many statistical measures (e.g. median) have already been calculated and stored as properties in the graph. \n",
- "\n",
- "We use the **`get_observations`** function to get the the total count and the median age for each population referred to in our `all_persons_pop` column. For our purposes, we filter the data to only include statistics from 2013-2017. As an example, you can compare the function calls below to the browser page for the [population of 'Persons' in 'Ohio'](https://browser.datacommons.org/kg?dcid=dc/p/bmvgmw0twtzw6). If you scroll down to the bottom, you can find the Observation nodes for 'median_age' and 'count'"
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "HBcfJ9vkM-d5",
+ "id": "n6y3DTAvkNjD",
"colab_type": "code",
"colab": {}
},
"source": [
"# Add a 'count' and 'med_age' columns representing the total count and\n",
- "# median age of populations in all_persons_pop columns we created earlier.\n",
- "state['count'] = dc.get_observations(state['all_persons_pop'], \n",
- " 'count',\n",
- " 'measuredValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
- "state['med_age'] = dc.get_observations(state['all_persons_pop'], \n",
- " 'age',\n",
- " 'medianValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
+ "# median age of populations in state, county, and city columns.\n",
"\n",
- "# Get observations for counties.\n",
- "county['count'] = dc.get_observations(county['all_persons_pop'], \n",
- " 'count',\n",
- " 'measuredValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
- "county['med_age'] = dc.get_observations(county['all_persons_pop'], \n",
- " 'age',\n",
- " 'medianValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
+ "# Define a lambda function to retrieve just the number from get_stats.\n",
+ "get_value = lambda row: row.get('data').get('2017')\n",
"\n",
- "# Get observations for cities.\n",
- "city['count'] = dc.get_observations(city['all_persons_pop'], \n",
- " 'count',\n",
- " 'measuredValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
- "city['med_age'] = dc.get_observations(county['all_persons_pop'], \n",
- " 'age',\n",
- " 'medianValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')"
+ "# Get StatVarObservations for states.\n",
+ "state['count'] = state['state'].map(dc.get_stats(state['state'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
+ "state['med_age'] = state['state'].map(dc.get_stats(state['state'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
+ "\n",
+ "# Get StatVarObservations for counties.\n",
+ "county['count'] = county['county'].map(dc.get_stats(county['county'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
+ "county['med_age'] = county['county'].map(dc.get_stats(county['county'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)\n",
+ "\n",
+ "# Get StatVarObservations for cities.\n",
+ "city['count'] = city['city'].map(dc.get_stats(city['city'], 'Count_Person', ['2017'])).dropna().apply(get_value)\n",
+ "city['med_age'] = city['city'].map(dc.get_stats(city['city'], 'Median_Age_Person', ['2017'])).dropna().apply(get_value)"
],
- "execution_count": 0,
+ "execution_count": 11,
"outputs": []
},
{
@@ -1080,7 +786,7 @@
"colab_type": "text"
},
"source": [
- "Finally, we view the data we've queried for."
+ "We view the data we've queried for."
]
},
{
@@ -1088,16 +794,17 @@
"metadata": {
"id": "iIQs9MXr5wPH",
"colab_type": "code",
- "outputId": "255a6a13-a887-42b2-edd1-fc99b9aaeb9f",
"colab": {
- "base_uri": "https://localhost:8080/"
- }
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "a5360f69-4256-4aca-b197-f57d97d3b3b1"
},
"source": [
"# View the first 5 rows of the state table.\n",
"state.head(5)"
],
- "execution_count": 0,
+ "execution_count": 12,
"outputs": [
{
"output_type": "execute_result",
@@ -1121,10 +828,8 @@
" \n",
" \n",
" \n",
- " country \n",
" state \n",
" state_name \n",
- " all_persons_pop \n",
" count \n",
" med_age \n",
" \n",
@@ -1132,47 +837,37 @@
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/01 \n",
" Alabama \n",
- " dc/p/dft95nqhpkkgd \n",
- " 4850771.0 \n",
+ " 4874486 \n",
" 38.7 \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/02 \n",
" Alaska \n",
- " dc/p/th9yyf8ej6m64 \n",
- " 738565.0 \n",
+ " 739700 \n",
" 33.9 \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/04 \n",
" Arizona \n",
- " dc/p/8hyhwze6s5tn6 \n",
- " 6809946.0 \n",
+ " 7044008 \n",
" 37.2 \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/05 \n",
" Arkansas \n",
- " dc/p/rp61n0st0vtr \n",
- " 2977944.0 \n",
+ " 3001345 \n",
" 37.9 \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/06 \n",
" California \n",
- " dc/p/f1jbe2m7w6f58 \n",
- " 38982847.0 \n",
+ " 39358497 \n",
" 36.1 \n",
" \n",
" \n",
@@ -1180,18 +875,18 @@
""
],
"text/plain": [
- " country state state_name all_persons_pop count med_age\n",
- "0 country/USA geoId/01 Alabama dc/p/dft95nqhpkkgd 4850771.0 38.7\n",
- "1 country/USA geoId/02 Alaska dc/p/th9yyf8ej6m64 738565.0 33.9\n",
- "2 country/USA geoId/04 Arizona dc/p/8hyhwze6s5tn6 6809946.0 37.2\n",
- "3 country/USA geoId/05 Arkansas dc/p/rp61n0st0vtr 2977944.0 37.9\n",
- "4 country/USA geoId/06 California dc/p/f1jbe2m7w6f58 38982847.0 36.1"
+ " state state_name count med_age\n",
+ "0 geoId/01 Alabama 4874486 38.7\n",
+ "1 geoId/02 Alaska 739700 33.9\n",
+ "2 geoId/04 Arizona 7044008 37.2\n",
+ "3 geoId/05 Arkansas 3001345 37.9\n",
+ "4 geoId/06 California 39358497 36.1"
]
},
"metadata": {
"tags": []
},
- "execution_count": 18
+ "execution_count": 12
}
]
},
@@ -1200,16 +895,17 @@
"metadata": {
"id": "Ls0KAHz25yy4",
"colab_type": "code",
- "outputId": "48b25c09-ba58-4857-c0db-b791a7535277",
"colab": {
- "base_uri": "https://localhost:8080/"
- }
+ "base_uri": "https://localhost:8080/",
+ "height": 210
+ },
+ "outputId": "921ccca0-0f86-4937-c0e7-095569bb5c76"
},
"source": [
"# View the first 5 rows of the county table.\n",
"county.head(5)"
],
- "execution_count": 0,
+ "execution_count": 13,
"outputs": [
{
"output_type": "execute_result",
@@ -1233,10 +929,8 @@
" \n",
" \n",
" \n",
- " country \n",
" county \n",
" county_name \n",
- " all_persons_pop \n",
" count \n",
" med_age \n",
" \n",
@@ -1244,47 +938,37 @@
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/01001 \n",
" Autauga County \n",
- " dc/p/cdkpt4hmxg352 \n",
- " 55036.0 \n",
+ " 55390.0 \n",
" 37.8 \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/01003 \n",
" Baldwin County \n",
- " dc/p/2gt2kdl62cgs \n",
- " 203360.0 \n",
+ " 212521.0 \n",
" 42.6 \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/01005 \n",
" Barbour County \n",
- " dc/p/pmfkrdq6rlbqh \n",
- " 26201.0 \n",
+ " 25157.0 \n",
" 39.7 \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/01007 \n",
" Bibb County \n",
- " dc/p/tc7wl44bgje52 \n",
- " 22580.0 \n",
+ " 22550.0 \n",
" 39.8 \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/01009 \n",
" Blount County \n",
- " dc/p/2pvrb99yv8f5 \n",
- " 57667.0 \n",
+ " 57787.0 \n",
" 40.9 \n",
" \n",
" \n",
@@ -1292,20 +976,18 @@
""
],
"text/plain": [
- " country county ... count med_age\n",
- "0 country/USA geoId/01001 ... 55036.0 37.8\n",
- "1 country/USA geoId/01003 ... 203360.0 42.6\n",
- "2 country/USA geoId/01005 ... 26201.0 39.7\n",
- "3 country/USA geoId/01007 ... 22580.0 39.8\n",
- "4 country/USA geoId/01009 ... 57667.0 40.9\n",
- "\n",
- "[5 rows x 6 columns]"
+ " county county_name count med_age\n",
+ "0 geoId/01001 Autauga County 55390.0 37.8\n",
+ "1 geoId/01003 Baldwin County 212521.0 42.6\n",
+ "2 geoId/01005 Barbour County 25157.0 39.7\n",
+ "3 geoId/01007 Bibb County 22550.0 39.8\n",
+ "4 geoId/01009 Blount County 57787.0 40.9"
]
},
"metadata": {
"tags": []
},
- "execution_count": 19
+ "execution_count": 13
}
]
},
@@ -1314,17 +996,17 @@
"metadata": {
"id": "Q-qpEVf_5zID",
"colab_type": "code",
- "outputId": "30abd2bb-cfe7-4810-c4a3-79bd8a836966",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "f7dd9991-54a1-4326-af6e-41b2aeb7d493"
},
"source": [
"# View the first 5 rows of the city table.\n",
"city.head(5)"
],
- "execution_count": 0,
+ "execution_count": 14,
"outputs": [
{
"output_type": "execute_result",
@@ -1348,10 +1030,8 @@
" \n",
" \n",
" \n",
- " country \n",
" city \n",
" city_name \n",
- " all_persons_pop \n",
" count \n",
" med_age \n",
" \n",
@@ -1359,66 +1039,56 @@
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/0100100 \n",
- " Abanda CDP \n",
- " dc/p/zm2yvmj560ml9 \n",
+ " Abanda \n",
" 174.0 \n",
- " 37.8 \n",
+ " 32.7 \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/0100124 \n",
" Abbeville \n",
- " dc/p/1ey5kwtr9fjf9 \n",
- " 2594.0 \n",
- " 42.6 \n",
+ " 2566.0 \n",
+ " 44.9 \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/0100460 \n",
" Adamsville \n",
- " dc/p/1h1s5f0j5mxd8 \n",
- " 4404.0 \n",
- " 39.7 \n",
+ " 4342.0 \n",
+ " 42.7 \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/0100484 \n",
" Addison \n",
- " dc/p/lnmmsqylz2bl3 \n",
- " 725.0 \n",
- " 39.8 \n",
+ " 728.0 \n",
+ " 47.6 \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/0100676 \n",
" Akron \n",
- " dc/p/6s2wpclkjh5fb \n",
- " 318.0 \n",
- " 40.9 \n",
+ " 332.0 \n",
+ " 40.3 \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " country city city_name all_persons_pop count med_age\n",
- "0 country/USA geoId/0100100 Abanda CDP dc/p/zm2yvmj560ml9 174.0 37.8\n",
- "1 country/USA geoId/0100124 Abbeville dc/p/1ey5kwtr9fjf9 2594.0 42.6\n",
- "2 country/USA geoId/0100460 Adamsville dc/p/1h1s5f0j5mxd8 4404.0 39.7\n",
- "3 country/USA geoId/0100484 Addison dc/p/lnmmsqylz2bl3 725.0 39.8\n",
- "4 country/USA geoId/0100676 Akron dc/p/6s2wpclkjh5fb 318.0 40.9"
+ " city city_name count med_age\n",
+ "0 geoId/0100100 Abanda 174.0 32.7\n",
+ "1 geoId/0100124 Abbeville 2566.0 44.9\n",
+ "2 geoId/0100460 Adamsville 4342.0 42.7\n",
+ "3 geoId/0100484 Addison 728.0 47.6\n",
+ "4 geoId/0100676 Akron 332.0 40.3"
]
},
"metadata": {
"tags": []
},
- "execution_count": 20
+ "execution_count": 14
}
]
},
@@ -1442,15 +1112,10 @@
"colab": {}
},
"source": [
- "# Clean the dataframes\n",
- "state_clean = dc.clean_frame(state)\n",
- "county_clean = dc.clean_frame(county)\n",
- "city_clean = dc.clean_frame(city)\n",
- "\n",
"# Filter for all cities that have at least one person\n",
- "city_clean = city_clean[city_clean['count'] >= 1]"
+ "city = city[city['count'] >= 1]"
],
- "execution_count": 0,
+ "execution_count": 15,
"outputs": []
},
{
@@ -1472,7 +1137,7 @@
},
"source": [
"def plot_data(title, pd_table):\n",
- " \"\"\" Generate a scatter plot comparing median age and populationc count. \"\"\"\n",
+ " \"\"\" Generate a scatter plot comparing median age and population count. \"\"\"\n",
" plt.figure(figsize=(12, 8))\n",
" plt.title(title)\n",
" plt.xlabel('Median Age in Years')\n",
@@ -1483,7 +1148,7 @@
" ax.set_yscale('log')\n",
" ax.scatter(pd_table['med_age'], pd_table['count'], alpha=0.7)"
],
- "execution_count": 0,
+ "execution_count": 16,
"outputs": []
},
{
@@ -1491,27 +1156,29 @@
"metadata": {
"id": "80OD87CN-xJQ",
"colab_type": "code",
- "outputId": "211e0486-a17e-473e-f751-4982fc3846b6",
"colab": {
- "base_uri": "https://localhost:8080/"
- }
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "41a61332-720c-42af-cd31-9d36e091ae0b"
},
"source": [
"# Generate the plot for state data\n",
- "plot_data('Median Age vs. Population Count for States', state_clean)"
+ "plot_data('Median Age vs. Population Count for States', state)"
],
- "execution_count": 0,
+ "execution_count": 17,
"outputs": [
{
"output_type": "display_data",
"data": {
- "image/png": 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AAABkpCbDte3dti8/fPhw3qUAAAAAx9VkuI6IayPi0o6OjrxLAQAAAI6ryXANAAAAVCPC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\n",
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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -1521,27 +1188,29 @@
"metadata": {
"id": "H6E8iTHztzLq",
"colab_type": "code",
- "outputId": "5a13f996-3577-46ad-8ef9-fa4a53b98dd2",
"colab": {
- "base_uri": "https://localhost:8080/"
- }
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "e800d199-ee66-44d0-f2d1-aaa72b693e08"
},
"source": [
"# Generate the plot for county data\n",
- "plot_data('Median Age vs. Population Count for Counties', county_clean)"
+ "plot_data('Median Age vs. Population Count for Counties', county)"
],
- "execution_count": 0,
+ "execution_count": 18,
"outputs": [
{
"output_type": "display_data",
"data": {
- "image/png": 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nZ8kUfOYLHkGded+5os90tkhvKkam4JOORbjvkcN1M9PrUVJzJViun7pSSrWD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EuuYEWpY7s+sz9LX887lE062li9+bY4MBaFr+uVGYjdbESU/JHy+LyRwGAs4xmLUUvLoOn6Eh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\n",
+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -1551,27 +1220,29 @@
"metadata": {
"id": "if72r7Z-tzQw",
"colab_type": "code",
- "outputId": "6be3dd63-ca71-485d-a807-f851f0326f8f",
"colab": {
- "base_uri": "https://localhost:8080/"
- }
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "326e39be-09c6-4a5d-e8fa-7f2c8a29881d"
},
"source": [
"# Generate the plot for city data\n",
- "plot_data('Median Age vs. Population Count for Cities', city_clean)"
+ "plot_data('Median Age vs. Population Count for Cities', city)"
],
- "execution_count": 0,
+ "execution_count": 19,
"outputs": [
{
"output_type": "display_data",
"data": {
- "image/png": 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hm5GhZLlGG5bWUpcmeD769Ciz2SJ98TD3f/u+TQv4qmu+Hc/jwmyW+4+e5M4D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\nrDUZy6USWsnXokzjg088i1JwYW2L21+ISMEEsikraQr0gpBK1PSo2CyYr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HEAACAASURB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t1pgZy7JvJJM8XFvLz/G+nzqzElEUBGEcpP3/7L17cFzXfef5Offce/sJNF4ECYIiIYiURMqS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\nlSi4FhERERGpkv8PSGE3XB5QVYQAAAAASUVORK5CYII=\n",
+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -1591,10 +1262,11 @@
"metadata": {
"id": "7tdrGFe6tzz3",
"colab_type": "code",
- "outputId": "53c45c98-20c5-45b8-d33c-ea54faebf7e2",
"colab": {
- "base_uri": "https://localhost:8080/"
- }
+ "base_uri": "https://localhost:8080/",
+ "height": 513
+ },
+ "outputId": "b6d2aca3-260f-4eec-8a71-458faef8e948"
},
"source": [
"def plot_all_data(state_table, county_table, city_table):\n",
@@ -1622,20 +1294,21 @@
" plt.legend(handles=[state_patch, county_patch, city_patch])\n",
"\n",
"# Plot all the data together.\n",
- "plot_all_data(state_clean, county_clean, city_clean)"
+ "plot_all_data(state, county, city)"
],
- "execution_count": 0,
+ "execution_count": 20,
"outputs": [
{
"output_type": "display_data",
"data": {
- "image/png": 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qfFUupx47tMyp20ZDLiqLxgghhJgWFZm51lo/DTzd0tLymZkeixDTKbLlAGbQ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\no++xf3FrbGVJwhgZxqo5cqlJfrGG4dgIU+Nis8WbVsA7q+u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uiBMlnNB6PGIt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4q2fZOzrKsg55prnJX28u4WjDDU5GSSiHCRjLK+OS9w5NjgpzVdIohdTwvuIu/mb5AtJxGPE9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WKHZUZZloKERIV3GcIFivmzZ1K8jm245LsVprbApAlCTsxvscxw1oGEBYCyzHf/vJDzGf\nK2LZLplknPZUAsdzqVk2sZBONKxjOy6KKJOKhrBdj6Hu9jVz0xvHzhEJaewY7GUhV6RYrXFhdhEf\nn5ZYlFy5Sr0hH+i6Hq2JGLYb2KsrkkRHOokiS8HG0XERBYGOdLL5HDquy/feOsL43CK24zLc3U40\nFLpMbeLS53+pWKZcrZGOR0nHgxONmmXz6M7NfPrD9wNrA82Lc0uNMSHw8PZN7B7qJ6xrzY3/6PQ8\n3/jBASzbIRWPULMcLswtokgSfW0tPLVve3Nzn68YHBmdZLlYYaCjFUESOTUxS1TX+dPPf4rPPvEA\nT+zewkhDSaVs1FkuVdg52EtPW8tlihqrEy4LuSI1yyGkKRQqBiN9nbiux47BXv7kt3/tunP8B5ng\nuNOxrlxyd+BO3ACuq4XcA7jTqBy/CC6lX5wcV/jh4VM8ed+2ZuHQzXLAr3WkeSk38Ksv7b/iMe6l\nygRXaseN9sPK0fQ3fvAmrxw8SXsqzjMP7qRi1Pj9v/g6G7vbyZcqN6Q9e63r/J2PPcLz//Vn1rzn\n699/47JjTsf18HwPECjXari+F1g3W06gUJArkSuXEMXAVc9yArvtWDjQShZF6G5NoamBaociSSSj\nYXZu7KVUrSEIAlMLS4zNZgGfh7YONe/X3/zgAO3poEiyW5JQlVJglV2tkS9Vm6YnF2YXiYV1CpUq\nnuVTps7G7nbSiSj5ssF8rsTrR05TqBhMLuSQRZFqzQJ8BBEioYCPLHrBItnTmkZqyNgVqzXOTM6y\na6ifTzy8l9/71FNNPm1PJs2pizMIgoAoClQNC0EQSYbDgVGIadHf1oJRtxEEkVQsQt2yMW2bumkj\nSRKu59OeiLFUKKFIYtN4BYLATIDASj6dxPchEQ5xcT6L51sIIsh+oKFtOS6W46IpCrFwmGrdwnbc\nRvAU6E37BEF7tW4iAK4dFFuGNBWjFrRXkkQEBFzPx3e9hpuij+X6iA2JQK/h0a7KEu2pBNVaHYRG\nn73yJv0dLRQbBithTUORAsfH9mQc2wlURTZ0ZZhbyq8poC1VayzkSzzzQEB/Gunr4puvvYWqKFi2\ni+UEpyHt6QRlI9BV11WFj+zdynfeOITn+YFCjK4GGXPfR5al5nMYZH/n+bWH9zCzmAuKE7N5nnvy\nQ5ebt1wyHzz/f/8dPzp6pinf6AM0NkErWE3zKFUNUvEIddNual+vpgzsP3iCnUN9HD8/Rd20CWkK\nddPi2PkpvviJjzLc08GT923lr773Om+fuUAkpPPEni24rkehYpCKRujOpK6qjX0tE5rVlLeRvi7e\nPDlK3bRIRsMUKsZNrQ+/zNSIO025ZB1Xxt3MjV8Pru9g3EsTwMpDYlo2PxmbIFeqMJcr8uOjZ/jM\n4/dfFrBejwt4s5ztqy0kqXjksiDh0gXqZvphuKeD9lSCTz26N+AN54ocH59uVP9XWSiUyVcChYQV\neazrFVveyHWuXnQXckX+8cBhTNtGVxQGuzKMz2UBWCqW6W1LM58r4rgOhUotUFRIJchXqlQME3zQ\nVZkdG3sZ6Mjg+z5Hxybpa2shFQuOs2eyOX589DRzuSL97a08vnszlbrZlBBLRQJdcKvhqAiBo19f\nW5r5fIlStd4oPgucFUOaRt2yESWRQqXKrz+8l5+dOs/hsQnakzEqNTOQBpQDfe2WRJSlYhkIOMya\nopCORdjQmWFsdhHbcYiFNObzJaIzi2iKxK/+yX+gUgsc9hzPQ1cVbNvDMGvIskREVelsTZIrV/H9\nMrNLBVRZxvU9WhNRprI5EAQ8z8NzHPLloEhQkiRs10MSxSZ3W1NkRFHkwlyWTz62l4VckdlcoSkn\n6LheQ1ZPwDAtBHxC0TCm7aBIEqISOD9eCt9/V9tbEkV6WpMslyrIkoAoiJhu8P1+4z9RDILteuN3\nIfi847pkiyUEH2K6znBPB888sIMjY5OossxwTwcj/V184wcHKFarGKZFWFPpbUtjOy6brmCYtNLn\npAP5vEwiSt20WCyUmF0qIMtio7hT4Dc/8iDt6QSFisHmng7CIY2fnhijVK0Ti+jEQjohTW3WKqxe\nZFeKdAsVg7HpBT62b8c1nxPH8/nIni0cPH2Bc1OBoktLIspr75zC8Xy6W5IcG59i18Y+IFjAa42g\nuVAOFGxW4t2mwwAAIABJREFUb7iPjU816D8Wy6UKYU2luzVFKhZpqoW8eugUezYNUKjW0DWFxUKJ\nR7YN055O4Pn+NQPYaxUNrt7oZ1Jxdmzo4dj5KVKxCLGQflPrw51Y5H4rca8UZ97LuJs3gOvB9R2O\ne2UCmFkuoMgiPz05RljT6GlrQVFkzs8scvz8FNs39DQXhhsJKG92R3u1hWRFaeBGZKhutB9WTwhn\nJmcJa1pzob5R7dkV3Oh1riy62UKJ4xemyDckzjzf5+zkfMMtUGGpWCYRDQfH5aUKoig1aB4C6VgU\n1/UJ6zr7RgawHZda3cJrOCd6vsdIXxcnx6f57oF3qFl2EHx6Hv/w40O0JWO0p5MUygZbN3Q3pQCn\nF3O4nofn+2wZ6EYQBBzX4fTFWbozafBBbhilPDgyGGSE0wlylYBGYLseluMiiQH/WWsYgGQSMZZL\nFUKqQtW0KFQMPN+nuzXJTDaPLAfXXKhUWcgH2eWSUefC3AKKJNOTSaEpCnJOJB2P0NvWwice3sPJ\n8Wn+6a0jLOTK6JqK7dhcnF9CEAQ0WcJw31Xa9nwf33YCfWhRIKwHHG7X9ZBlAcf1mFrIsaGrjUK5\nysTCMmWjhizJaKpCrSEjGJjqeCBAKhbBdByMurlGdlAUCHjfvk9Xa2DQsmNjH0fOTyEKIpoqY3sO\nXvA1TSpJsLV5F5IIuqriuUGmfWVM/fZTD1Mz7aaueqlaY/dQH6cnZuluTQUc7bJBrlzlj37jV4Cg\nqPCJPVsD+cfZRX5y9Cy5UgXDtJlYXKZYqbGppwNJllguVlguVRjp6ySTijczrf/Ns4/z6qFTfGj7\nEMfGJlnKl9A1lT9ZpeBxfHw64CNXa039+EwytiabfLXnpLslyYW5RWzPY1NvJ7bjcHJ8BrlhB1+u\n1bkws0hU14JNxTUywqPT81yYWQw2Npl0k/vdnUkR0TW++tJ+/vHAYXRVYe/wAOnGiUdY05rP/C8S\nwF660R/sbGtmy28W99LJ6DruTdzNG8D14HodtwTdLUleOXicsKY1lS4S4TC7hvrYvqFnjX7sjQSU\nN7ujvdZC8n5vYFZPCIWKQTIWHDEnG0HBjWjPruBGr3Nl0f3yC9/GdjxSsSipWISQqjC5sEylVkcU\nhaDoKR5jYn4Zy3boTAfH/U4jYIzoCpV6jZH+LqIhnSOjEyzkSwx1tbF1Qzft6QT/eOAwYT3QB1bl\nQMIuXzGo1Ey6M2lK1RrDe7YAML2wzFQ2T19bmi0D3U0K0FKxTDSs4eNTNGoB9zcepVCtUaubvPja\nzzg3Nc9ARyuKLLOYLxFrGMk4nkfZMFgqlqlbDj2ZQJKtUDX4wcET6KpMRzpFf3srI32dvHH8HAv5\nAtlCEIirooSmyDiux794fA9nJueomVYzq7xULNPdGpj0xCKhQB+bIGD1VlEJJBEkUcBrxNqO52M7\nTrB58D0E2yEVjTCzlANBJKKpbB/s4fDZC0RCIR7fPUI2X+Kd0YlGoaTA9g3dTC8FG4NcqYIqy5iW\n06CFgC/4uA0N7Iiu8Uf/4lf5+ekLLJcqQINi0sh4e35QkOc6LrIkBmY0DVWV9nQCXZExTIsj5yf5\n6kv7eWrf9stOaP7dFz7Lxfksf/W915lazNHTmuKPfuNX+Ni+HU2q1cppVKFiIIoCP3rnNAOdbcR0\nHdf1qTR0x/syLUxlc6Tj0WDzI4lUazX+92/9F5aKQSFrJhnnQ9uG6W5Lc3ZyntHpeSAwRJJEEUmW\nODUxw1unzjPYleHRHZuu+5x8/plH+f2/+Do1yyZXrDCxsAz4DPd2NLTGR9g51MexsUkyyfg1M8Jf\nfWn/FSkhPz0xyrYNvYR1LRgpgsCbJ0fZ3NvJ2ck5wppKvmLcNHXjSni/5qt76WR0Hfcm7uYN4Hpw\nvY5bghVOZ0c6ge/71E2bat3kQ9uHmV0urHnvjQSUN7ujvZULydoJIUy+VMXzfXYP99+U9uzNXudw\nTwcbezp4fM8WsoUybx4/hyxJbBnoYiFfYmNnG92ZFI7rsbmvk6//l5+gyDKJqEy+bFC3LBKRMCN9\nSQY7MswuF3h633aGeto5cGKU7//8OGMzCyzkSqTjETzPp2yZiKaF7ThYjsPRC1Ps3NALwMbudnRV\n5cO7RijX6u867jXugSyJ5Cs1Bjvj7B7uZ2pxiVcPnWpq9MbCOpWayZb+FiBQr6iZJoUG39v3A03g\nlniUTDJO9eI0nhDYqUuiwOmJ2cCyfjaL5TpBMFevU61bTem5M5OzjPR38+qhk6RiYTzfZz5XZKlQ\nYrC7jbZUgplsDqlR+OisyVoHmWREH1WQ8DyPuuXg+R4hTSURCRPSFCzHJaLJWLbD1EKOWCSM47oc\nHZvEtGxCuorn+bQmoiTjUaaXC2SScRRJJFc2UGSnYXYTZP/DmsqWgW6iusoL33udzpYky8UKkZBG\nb1uaC7PZQAFFFAirCpYoBKoiQEhTCesam3s7ODc1jygItCZia8xKVm90V8bVx/btuGy8XXoalYxF\nmF7K43g+T+we4a1TY2wQRaayOcZns+za2MezH9qN47h8/plH+fNvfo9zM/OkYhFsJyiwVGSJLf1d\nTcrI/oMnAOhpS/P6kTPkyhXCWqADPbGwxIaODKPT89d8ToZ7OlBliWPnJ7FcD8dxaYlHyJeqyGJA\n49nY1YZRe9eB8WoZ4ZnlAhu72oiHQ5yZmG1qUVfrJhu720hGw2uy1UuFEo/s2MThcxcD05qbpG58\n0LhXTkbXcW/ibt4ArgfXdxHuZk3S1ZzOlQVp93B/IBOXiK15740ElO9lR3urFpLVE0IqFiZXqrBz\nqI9MMkahYqzRnl3p069//40r9unNXufKvWtPxXlkxybOTMwynyteZpQB0Nfewr/9+ku4nkdHKk5I\n17Bshz/9/KeawdRqis4zD+7kyOhEkLGuyYR1lUrBRJGCwjwBKBl1KrVAz3elz650DZIg8hd/8Dkg\nOJGYXS5QNUw++/j9DPd0sJAP6C0z2VzgoNfbwfRiHsd12Ts8QN2ycF2f7Ru6iUfDvHHsLBFdAwI+\n7a6hfnLFCsfHp4iFdUq5WlMOT5VlLMehYtSZXsqza6ifzb2ddLYkmMnmaUvGqZoWmWSQZTftgJLi\n4+M6XpPzDJCORyhV69QsC0mWyMRj6JqKKkvUTCuwqRcEitUaNdMkoqtEdJVC1aCvrYWpxWVKRo1a\ng9OcL1Xob2uhbtl8ePcI//zWMXzfwwJEEUREOlsS1E2LD+/YhKYqRHWNJ/dt5ejYFKZtkwgHxiSe\n7+N4HiIBnUaVJTKJKLqmMT6XbUgDCiyXKhwdm6Qrk7qiWcnV5htZFPj71w9i2jbxSJiOdBzTsknF\nwpxpSGbVLIetA90UygYj/V0cPneRumUzNj3PUqlCOhYlrKtN2/qKUW/SJ1Y21MulCtOLORRZJKJp\nWK6HWTYI6yrnZxf48gvfblJLrvScjE7Pc35mkXgkTCIaYm6pQLVuIkki1brZHKuXnqBd7/laOYUZ\nnVng6PlJfvjOadKxCJlUjDMT72arNUVmc2/nLXX/u1Vrxd28Jq3j7sDdugFcl+K7S3AnStLcLGzH\n4fUjZ7Ach7CuoSnBkfel8kc3IpN0p+l2r8bqBWeoq51fe3gPvudf1s4b6dOWeBQfn39+6yhvHB/F\nqJt85vH7uX9k4xV/e/W9S8cjpGIR0rEo/+o3P37ZvdkzPMC2gW4Wc0UMy6anNcW/+s1fXZOlXC3X\nFQvpDPe0Ew3rXJhdpFozCWkKruthuy6SKKBIIoWqQU8m3ezb4Z6Oq/bVijxkb1uaf3jjIIuFMmMz\nC5y8ONPMABp1k5pl056OEw/pbO7rRBJEdE0hpGkossSZiTkURUIQA+64Kgd25hMLuQbv2kAQQBRF\nPM9HkSTS8SiW7fDYjs38y6cf4TOPP8BH925l11Afrx062dRUHp2eo2bZ+F6gtrFCDJFFEV1VqBh1\nPN+nI5UM5OUcj1hYo1o3KRp1DNOiPRVnQ1cbkbDOxPwyT963FaNuceLiNLqq0pqMEdZVktEIj+zc\nTDSksXtjP6IkUq2ZmLaDIIq0JxMkImFUWWJjT0cQ3BuBs+NCvohpBbSZnkyatlScxVwJCIofXc8j\nXzF4YMtgk5JkOQ66ojCdzTM2PY/tunzmw/dfd2yOTs/zytsnONHYvHhekPF3XZfuTBrb8dg91M+F\nuUVM0w5MYSbnqNs2j+3cxKmLM1yYzdKaiKKpCuVqDdfzsRuOkCN9nU3Z0bOTs1iOS7lm0hKPoqsK\npYYt+7YN3Szmy5i2w5P3baVaMy8bY9967S3OTM/hOC6CELhllo06puPQ1ZKgr731hmXYLp2bxho8\n89Z4lHBIw3U95pYLjPR3UqgEUog7B3tv6dx0q9aKe2FNWsc6bhbrUnz3GO5mSRqgWUG/c6ivKaWV\nK1X40nOXB303ehR0J+5or1SM+eqhU1fMWt1In65WHnh8z5bm9w10ZK6qVnIzx2gf27eDgY5MczMw\nNr2w5ruvRNG5f2SQet3itSOnsWybSEgjEQ01DC8MaqbNsfNTPPfkQ/zt/gO8dWoMEHhwyyCff+bR\ny9qycs90VQFB4OJclmrdYktfJ4NdbRQqVeKRMG2J2JqM/wqtwCeCokhUaybpeJSYrgXGIa5LayJC\nOhZhOpujZgY6z6IokoqG6WhJsHPw3YLW1acHX3ru43zlxZc5P7vYKAkE1/PWFAa6nsdyqYIiy3TE\n4rQ1MsqSJJAvVRuZWxtNkZv3IBrWSUVD7Ns8yE+OnmnI4ZkUq7WG/J3K3//4bbpaUuzY0Mvzv/tp\n9h88QblW5+jYBDXLIayr1OoWZyZm0ZQ+ZFHk9MRsYFWuqRimGfC1VZlIKMjmu06gja0pMqcvzjSl\n/eSGwklIUylUDA6fu9jcHF5rbO4/eIKN3W3s3NjHdDaH43qENTWwa3dcoiFtDXe5UrNoSUTZOzxA\nezpBRzrBfK7I1GKObdEwHekkpyfnUGWReCS0hpt8bHyKfKWKIopYtkOuXEEUBUKagmk5dKQTpOMR\nxqYXrph5nlkuMNiRYakUuFMarktHOk6lbhHRtRuiaqzeMOuqTM20KBt1pheWeWznJuLhEG+eHA1q\nSjSVifnlW56tXsGtWivu9jVpHev4IHFHBdeCIHwKeBaIAy/4vv/KbW7SHYO7WZIGri+ldSnuxMD5\nali98J6fnqenveWGFpwb6dP3soDdzL27njLL1Sg6j+7czKa+Tn74zmmK1UCuTEAgrOnsGR5gpK+T\nF773OrIUWJH7Avzo6BlmlwqX0VNWrnHv8ABvnhzFMG3CmsK5qXkEUSCTiNKWjJOKhdfomP/xbz3L\nN37wJj87fYHulhQzy8FmomTUcFwX23HYM9THoXMTjay1gCxJOJ6H5diUqjVkUbzq9X/puY/zv3zt\nWwHPulEcKIkiruvheB6RkEZbKsGGzlZmlwqkoxEyvZ2cm5xjya5gWg7zywVs1yOkyIT0QHZwbinP\nf/jbfyJbLOF7gYlMSNfwfJ9TE7PoqsLjuzbzysHj/M0rbyLLEk/et62pYgGBVOJ8rkh0ZpHXDp8k\nXzFQFZnWeJSt/d2Mzy8xnc01TXwc1yOTjCEKAuWaydP3b+f1d84giQKyLGI5DlJDPePLL3ybqWye\n3rZ37e3PTM6Srxj4fkBVWhm7D2zZiO24DYdJm9HpBSKaRkRXOXZ+kh0bevniJz7a1GEXGzrgI31d\nTC4sMbmYDygaYnA6osqB2dDqgHfnhl6iuoYiz3Hq4gyW7ZKORQipKtW6ye7h/mvOhd0tSUzbJleu\n0pNpQdcU8qUqrufxH//w89d9Vq70jORKVb7w7ONrruuRbcNr7tPtCKzh1q0Vd/uatI51fJD4wINr\nQRD+Cvg1YNH3/e2rXv8V4D8CEvB/+b7/v/m+/xLwkiAIKeArwHpw3cDdLEkD9+5EfOnC+9MT58g1\nZPBWOJlXu84b6dMP8r6NTs/z5Re+zUKhTGc6wUh/V7PNK8H79Tjfs0sFfnTkNLIUKFG0p+M8MDLI\nqYlZsoUy2zf0EGqowwgIZIulZpHayobk0NlxHtq2kc50kke2DbNcrLBULFExgsCpLRUnX6qSK1UY\nnZ5fE2D/zsceoT2VYGa5QKlS5fzsIuPzSwHnfPtwoEoS0igaCq5nEdLUQINaEKibNudnF9k60M3R\nhtpFMhqmqzXFN37wJrNLBcq1Oh4+khQUNKqyhCMIKIKEJis4jsv0Yg5BgLGZBSIhncVCGcM0kaMR\nVFnGcSwqdYuabdOeTFCtW5TrFiKB06TlOiAGga3a+G//oVOB7biiUrMsXv7pUdpSMYy6xXKxgiyJ\npONRJheWmMrmmiY2M0t5apZFf3uaqcVl6rZDNKQHyjGaSsWooysyOzf0cvjcBJ7vUTMtQppGSA2y\n14uFMn1taQoVg1cOngB8MskEuqLgA3/+ze8xs5znwInRxrjpbEhqTpOMRvjkY/cRUhVypWqTg3vp\nWG9PJ3ho2zDx8Ax100bA59mHdvHbTz18WUC6MgYf27mZfSOD/P2P36ZQNhju7uCBrRtpb8j6rX5u\nVm94ZVGgVKmxY2MvM4s55peLyJJ4xVOzK+F6Mn8r19WeTjQLMQMK1e1JDtyqteJ2rEnrHO913C24\nFZnr/wf4S+CvV14QBEEC/g/gY8A08LYgCP/o+/6pxlv+tPHv62jgbpakgbt/c3A1XLrwdqQT5MtG\n09kNrn6dN9Kn7/d9W1mcjo9Pc35mgWLVYLCrjbpl8+bxc2zu62QxX2JqMdds47VoJl967uOUqgaL\nxTIdqTgjfYHSw4+OnMb1XCYXl6lbQbFeYKntcXx8iomF5VVundP88J3TPLlnK+3pBL/+yF7+5vtv\n0JbSaEvFqZs2nu+zc6iPb/zgzWYwrUgiM9k8Qz3tQUYxrBPWde4fGSSsaySjYb7zxiEkSSSkqsR0\nDVUNrMsdN9DtPnTuIuNzS/S2pWlNxqiZNscvTDG1uIztehQrNVw3ULIQBaGhGiIgCGCYgbthtV5H\nlRQ8PEpVg0pDGWWkr4M3jp1FlkUkT0SWJZaKZVzfDzLGUkBzQAi46ulYFNu2yVWqxMIhopEQtu2S\nK1WYXc5zflZhoKOVsK4G2dtomJ+duYCmKKwoWdctm4VckXzZIBkJ43s+pmUzV6tj2Q6u63H/lkGG\netpJRkJIohhYeJs2ZyZnaU1G6WhstN48fo58uYIkybQloWpabO7r5Oj5SWRRRJVF8uUqS8Uynu+z\noSvT7MPVz8fVNmmSKPEXf/i56wZHq6lOZaPOpx/b1+z3SykkK2P80kyz7/tEdY2N3e08tnPzTQVl\n15P5u9Pm5Vu1VtzqNelmjcPWsY7bCfGD/gHf938M5C55+QFgzPf9C77vW8CLwCeFAP8e+Gff9w9/\n0G27m7CywKxIRcVC+l01qTy1bzu5UrVp9LGyIK44sN2tmFkuEI+Emn+P9HXh+R7zueJ1r/NG+vT9\nvG8ri1O5VqdQriKJgalKtlBuyMF5/ODgCYoVg762dFOeDeD3PvUU/+4Ln+X3PvXUmvYN93Twb7/w\nWe7fPMiuof6mOYhluziO21DB0LAcjzNT89i2Q75UbW5IREFg76YB8OHw6EU830dTZCJhnQ0dGQpl\nA11VeGTHJqIhjVcOnmzYl6c4MjbJuZl5TMtGbJihpOMRBEEgV6oyOj3PQr7EQr6EYQZZ67ZUglQ0\njOO4VOsmNdNiuVTmwtwiFaNOWFcxTIuLC8sNi/A4giA2rb/LtXpDcs/GA0Jq4M6H6GM1DG6euX87\nG7vaUCQZGnbkgiigyCKW4yIiIIkSrck4LYkYEU2lWjOJhXUEUURVZCINY59SrU6pFgT4tuOQK1eZ\nyeYxLYt/eONQoIktBu1znEBmrm7Z2K7LfZv78YGaZVGt1fE8iIZ0Nna38eqhUzz35EO4XjBWNUUm\nEQ4RUtXmCcYjOzbh+1A16s0+WCqUSMUiaIrCI9s3kYqFcTyP2aU8H9mzZU1gHY+EmjKbwz2BJfg7\n5y7y/75ygHfOXeTJ+7beECXjqy/t5+vffwOAzz/zKH/2u5/mj3/r2as+N6s3vCvjYqinPTDfaUky\ns1xg/8ETTQ3t62Flg7saq2X+7rR5+Va16VZf+5X6NR2PNE/C1rGOOwm3i3PdDUyt+nsaeBD4A+Ap\nICEIwpDv+//npR8UBOGLwBcB+vr6bkFT7xzcTTzkS3E361VeC1c67t4x2Mv0Yu6GrvN6ffp+3rfV\ni1OhWiMVj+B6HlPZHLFwiHylimU7TSfFa/G7Lz2effK+rYxNLzTbuHuoF8t1yJcMFKlh+d0ItlPx\n6JoNSXsqzkf2buVnJ0ebn//kw3ua2ecV/Ocf/oxqvc6PjpwhFQ0znc1hOQ7/3w/fYtfGPkb6usik\n4pSNOk/et5WvvPgyiiwRD4eQRJPlShUEgVypjO16JNQQmqxgmBb5ssHpiVkiIY3xuUUs22FuuRDY\ns0sidsNG3G+YyNiOiyrLeL6H7bikolG6BpL4vs+jOzZzYT7LbDaP3nBh9PGpW+B6Lr7nE4voJMI6\nWctGkWV0TeWJPVv42x8cIBWNYDkOpu2wkCsiCiKSJBIPB0FFzbQo1+r4fpAdqdSDgN/0bbyGPXpY\nU1kuVRnsamMxXyKUUklEQiiKxNGxKWLhEBPzWb703McZm14IgmDfp6e9pXni0p6Ks6m3E/B5fPcI\nAG+dHEVTlDU0CM/3+c4bh6nUTF4/coZ8xSAVDdOVSTHYkWmOl0sLc7/9o7d58/i5pgX5pdnk62Uq\nr/YMXCnTXLMsXjl4kk89uvems57Xy9DeifPyrZQdvVXXfq9SC9dxb+KOKmj0ff8/Af/pOu/5GvA1\ngH379vnXeu867izciYvQ9XA9jt/VjrtXVC3eD7xf92314pSKhqmbNq3JGKZtE1JlloplWuIxHtmx\n6Zp88RtRRPnTF77Nxx/axcEz44zPZQHY2t9Ff0cr2zf0UKrWMG2HMxOzTS3gB7cO8We/++nmb/z5\nN79HtljCtB3y5SrHxiYJ6WoQLKoyubJBPKxjuwG9452xST60dSP7Ng8yNr3Ak/dtIxkNs5Av8fPT\n5zl+YYpqvY6PQHdrms29HczliuRKFRYLJS7MLhIOadRNC1EQqNRNLCdQGElGI1RqdUKagiCIuL5P\nWFMoG3WK1RpdrUn8hs/iypjYNdRHoWpw+Nw4lZqJJApoaqBwEdiVKyiyRL4aUDimF5b56H1bmV8u\ncmE2i+nY6IpC3baxbId8pYLjeri+hyLJCIBpB+6N+O/apEuiiCKJLBerCCKUjBqKLDUUUywUReb+\nkQ0sFstr+m2lXwsVozmW25Jx/MaJSTwSQlVkcuUqT24aaI6HUrXGcHcbPzl6lnQsQjIWJl8O+O9P\nN05Y9h88get7HB2bJF8xkESBxXyZC3M6mUSMAydGeemNQ3zpuY83C5zfqxrFlahUR0YnaE/F35Oy\nxd2WGLhXecnXo8iVL2bJvjVGPVtBz0TJPDREbCBzu5q7jl9yfOC0kKtgBuhd9XdP47V1rOOOwWoa\nRU8m1aRJrD5OvhOPha+G1cfbI/1dgW15qUpnS4pdQ/1s6unkI3u3NgNruDK/+0aOZ7tbkoRUlU88\nvIc//MzT/OFnnubDu0fYvqGHp/Zt5/zMIq8eOknNtNBUmXwloDusvreCEJicVIw6Z6fmcX0/4D1L\nIkvFCqZtB0WHRp2aaVEzTV575zS6pvCPB97hR0dO8/qR0+D7fOLhPfzPv/MJ/ttnP8JDWzeytb+L\nWCRETNcoVAwc10UQBfDetTh3HY9qzcRzPWzHoSeT4tHtm3l89whtyRg+EA3rJKNhykadc1PzDHVl\n1oyJUrWGpqj0ZNJ0tqboy6RJREIIAswvF6lZNsPd7fwPn/woezYNEFJUBjvb+PTj+0iEQ/gEluqe\n7yOJIp7n4TgeddPC8zwQA0lAt9FmQRBQZAnTDmgv+XIVx3UpGbVAL9txEAWBc1MLhFV1Tb9daSx/\n6bmPr6Fg7NrYx+beTjRFXkNTSsejPLYzoIkUKzVSsTCP7dzE2PQCAMfHpzk2Nkm9YTIznc0xny9w\ndnIO03bobEkgiSJfefHl5hi4lHIFa6kmV8OVqFQLuRK7h/tv+rtWMNzTcVVq1J2EG5mz7lZciyJX\nvphl8juHsSsmWksUu2Iy+Z3DlC9mb3ez1/FLituVuX4bGBYEYQNBUP0c8Ns3+mFBED4BfGJoaOgD\nat461nH1zNnf7j9AWzK+JjN0PWe36+FWZJtWZ9kzyRg7NvZybGyyKX32pec+zquHTq3JXF6pQOlG\njmevdZQ+3NNBZ0uCxUIR03ZIRkPs3bMVTVUu01G+b/MArx85zdnpOeLhEKbtoKkqru9jOy6CIJCI\nhDBtF0GAZCTEi6++RVjXEICa5fDmyVEe2TaMpip0tSR5aOsQP3zndJPTnIqGKRkGqizjCz6yJOF5\nPoIAvg8120bxfB7eNsxyqYLgS8QjIYQVWT7XDUxk0klaG66OK6cNx8en8T2Pat1qGqT0t7cgiWLA\nA3dV+ttaEHmXG3z8whSHzo0zu5zHcX1USSIc0nBcr2m/LjfUS0KKSsWpA6DIMrIoIskiqiKRK1ZQ\nVQVJDJS6A7dGgosCwF/Tb9cag5fSNVayuLIkoqsy+w+dIhENNbI1wfdHw3ozeM2XKkii2FSOcVwX\nu0FBms7mqJoWYVVBksTmGHivxbxXyjQ/88AOQqqy5n13S0H1zcwN97L29LVOEC68+FPkiIYS1QGa\n/8++NbaevV7HbcGtkOL7JvAE0CoIwjTwZ77vvyAIwu8D3yeQ4vsr3/dP3uh3+r7/XeC7+/bt++8+\niDavYx1wNe6mzSs/P84nH7vvfatYv1VV8JcuToMdGb74ax9Z8xtNQ5lrHH/fSNBztYUQ4Ksv7Wf/\noVP0taXZu6m7mSn3fL8Z6K2+94WKgSiIyGpgsy5LAo7j4no+siSgKhLxcBjDNJnPl6jZNjs29FKo\nGLSjrJqyAAAgAElEQVQl44Q0lcOjF9nc29Vsw+mJWU5PzjIxv0RU19FVle6WJIuFCvhQcy1o8Jcl\nUUQUBS7MZ9EVhWyhTN1yUCQJ/CDQbU3EePZDu3EaNJIV5EsV4pEwA11tzdcm55dYKpTpaE0R1lWm\nF3OcnPgJ2/q7ScUjvHb4FLs29tHRkuSN42cxTIdQSEOR5YbDpNcMtD0/cIyURZGWRBTHdXFdv2H1\nLrKlv4vxuSxRXQuy84KIIIps7u3A8/xmv93MGFzZOKz+TDIa4uj5SSzbIR7WiYZ0xmYW+NUHdwGQ\njEfIV6oYdYuQpiCLIlXTQiDgr0c0FaNu4ngeJ8angV9MjeJSKtVKW9/Ld90KXC2Avtm54V7nJV+J\nIle+mCX7swsAyBGNcHcKLRVBDmvUs5Xb0cx1rOODD6593/+tq7z+MvDye/nO9cz1Om4FrsbdbEu/\nN+7m1XArs003UkD5Xgu89gz389WX9l81o786UOht6Ci/efxck+O9OkDvbklyfmaB2aU8EwtL+L5P\npWYSDenEwmEEoYgogK4qOG6Q/fR8D9fzaY3HUGUZAQHLcShVDZaKFTpbUuw/eCKQcAuHGOzMNAxi\nfERRoG7ZCAJYth0ULvqgqTLhRqZ8dGq+SYfQVZVoI5ts1E0e3jZESFWIJWJrAqXppTw+PrqmEtIU\naqbNUrFMIhYmoqscvzCF6/lYjsORsQmqdZNYOMRyqULVDBwEbcelbtoMdLZSqFRxVnwifXBcD7Fh\nkBPRVJaKZRRFxrLtwI7b89i3aQOKIuO6Lqcn54joKrIsge83A8z3MgZXf8YwLao1M/ht18N2PZZL\nRXLlKkDTCGZ2Kc9Mw9Gxbtmokozjuvj4eL5PJhEjV6o0x+L7xXW+k3nT1wqgb7Zf7lXJ06thhQ4i\nKCK+D67lUDw7R2JzJ6IioWfWbdjXcXtwRxU03ijWM9fruBW4UhC5kC/xzANrZfB+0czQrcw2vR/0\nkysFKnuG+3n10KlrZthWBwpb+wO3QVEQOH1xBk2R12QSh3ra+fr33yAdizDQkaFYqVGu1VFkkYVc\nAVmUiERUBFHEdhxcz0MSRXRdoiUeJaSrZJIxLMdBEEQ29Xawc2MvpWqNr7z4Mjs39rJvZAN7N5V4\n8/g5jLrJTIPCYLsegiAgSgKKLOPho0gSyVgEWZJoiUeYXSqQK1VpSUTZ2NPO5OIyIU1jz3D/mkCp\nNRFjZimHbTuYlk0yGiIRCbOhI8NcrkDJqKGrKroiY5gWlZqJ63lEdBXDsqgYgT41EASdvo/nBaY2\nkZAWqIdYNoosIYkimiojCAJaKERvJkWuXEUSROZzRcK6QiykkY5HWciVeHrfNn7nY48w3NPRdBoE\nWMgVL3NkvF6WdDFfoj2doGZaGHWLjlSCzpYkYw2u78qz1NWaYrlUobethcV8Ccf3mF7K092aoqs1\nhSQKpOKRNWPtTisMfr9xrQD6ZueGu90P4WaRfWsMOaIRG2yjeGYOQZURFYnyeJZId4qup7bd7iau\n45cUd2VwvY513ApcKYh8et82Qqq65n03kxm6UnB7q7JNKxky1/eYWcxdUaHhRnFpoPLVl/Zfl5++\n4sSYJJBxe2TbMKcmZpnK5nhs5+Y1mcSx6QUe27WZ2WyeQsVg91A/y+UKxYqBIIiM9HfjuS4hTSVf\nNbgws4ggwMf27WCxUMKoW+iqzInxaTpbk+wdHmgWX9qux3Q2z3BPR1PP+fTFGap1k5Aq4zhBJjWs\nqSiyTKFSRZFkwqqC7br0trWQScSxHId4OES+XMW07CtmGvduGiBfriLLIs88sJNStcZSsUJ3W5pj\nF6ZoTyeomxY10yaia9TNQBlkpWjL9Tz8RkCdLZQbEoASqiLjuT6u4JGI6Dy5Zxue768x80EQ+O6b\nh1kuVRBFyBYqqIrEIzs28QeffnpN/62MQdOyefPkKGFNazoyXo2GcOm41VUFXVVoSyUY7u2gWjep\nm3ZzvHzh2cf58gvfxnY8OtIxHti6EdOyWSyUcVyXtmSMrtYUg51t3Au40Y3stQLom50b7uQM/QeB\neraC1hJFEAUSI50Y0znsiokgCPR9cu8633odtw13ZXC9Tgu5dbhXZZ1uFFfjbmYLJaazeRbzRWRJ\n4kvPffy633W1498n79vKq4cCc9JrZZt+0b5YkUM7fn6KiK7R2ZIgX6rylRdfZqAjc10t69W/d+m/\nHRufYtfGtbrzl/LTL3VibE8n0FSFD+/cfFlB6MxygY1dbQx3tzdfW+Fkd7UkKdfqTSk/RZaxLJe2\nVIxHd2xqZl7n8yVkSWyamyzkS5yZmGVyYYmjYxO8feYCuqqwoTPDSF8nrYkorx4+RUhXKFfrVOom\niYiEIsuYtk25ZgJwanyGnvYWPC/Qfx6dnmd6McfXv//Gmg0EBFrRu4Z62X/wJNlChd5MiueefIi3\nTp4nWyjh+z6aqhAL6WwZ6OLQuYss5ku4vk/dtLDsgDsdC6v4CEi2Q1hTiYZ1bNvB9yEe0Xl052Zm\nlgs8vmcLoiAA8PqRMyQiAcVk11A/IU1hanGZ/W+fwHZd2pNxBEHAdr2m2+X4fJZsoUTdcpBEgY/d\nv72pKHLp+FjJkmYLJQRgfD6LKitsG+jCqFvky1We2DXSfP9wTwfJeAQEgUKliiiK1EyLwc4Mddtm\n11D/B2YsdSPPzvs5190MV/paAfRT+7avkaTUFJlMIs4f/9azV/3ta2Xo77X5XM8EyiBKVEdLRtCS\nEexKHSWqrQfW67ituF1SfL8QfN//ru/7X0wkEtd/8zreM+5lWaf3ihWnuWPnp4Kj8FSCnUN9vHro\n1HXvy9Uk7MamF64r5/d+9MXMcoGZxRwRXSOkqwhCcATveN5lLmfX+r0r/duFmUXOzyys+Y7V/PQr\nOTFey23yWq54K5JcmiLz2K5AGu/BLYMMdrZRqBhkUnF2DfVz/+ZBfuMjDxJSVRbyAf0jWyxTq1sY\nphnwl12Xkxdn+LvX3+aVgycQBGhvUBpW7M4FIShqHOzMsKW/C8O0ODk+jSAE9+knx87R095CTyaF\nrir88J3TLOSKACzkSxwdm2JTbwf/8umH2bNpgJ+eGKNQCVwqVwoTfd+nbtlENI10LIquyNRMG0kM\n1FAimoZtO7iuQ8moEdIU2lJxIiGNsKatOQFZQb5isFisEA/rhHWVilFnuVjBcl0mF5b50dEz/PCd\n0yiyREhTKRk1Tl+cpWbZxBoSgz94+wTf++kRvnvg8GVjbfWzEA3rtMSihFSZ4xemOXxuHMd2eGTH\npjVj6sLMIjNLObKFEqPT88zliszlCvg+H5iM5ej0PF958WVeOXiCQ2fHeeXgiTWSfyvv+UWfrxU3\nyT994dt8+YVv4/reDbkJXs+FdUWSMqDaC42/39t9uNfm88xDQzhVE7tSx/d87Eodp2qSeWg98baO\n2wvp+eefv91teM/42te+9vwXv/jF292Mexbfeu0tJEkkGQ0jCAK6qiAIAjPZHPePDN7u5t02vPLz\n43Rn0uzbvIGBzgwt8egN3ZfvvHmYTDK2ZnFUFZnZpQKffeIB7h8Z5KN7t3L/yCAt8bWFOO9HX5yd\nnOXnZ8ZJxcLNNtRMO3Duk2U+uncrECzCX37h24xOz1Ot1QlrKq2JWPP3LswuXtYWRZH56ckxZpfz\nnLw4w/hclovzSzyxZwuxUCCLFQ1ptCbjTMxniYZCtMajfPaJB64YTCWjYQ6cGEUQBFRFptjI5u8b\n2cDBM+NMZXOMzy5SMmr0Zlr43DOP8vD2YWayOWaXCs3v3jHYy4ETo5wYn0aVJWayeYqGQUss1ihi\ndGiJR8mVqsTCGhu72lkqVQhpGtGQRljT6W5NkYiG8TyP0ekFlooVqvU6AgEVoqctRb5U5ej5KcCn\nWKkxny+SzZf4/s+PU67V2Ld5kPZUHF1VOHp+EtfzeXrfDsq1Oqos43o+pu2wc7AXRRLpbWuhaNQI\naRq+72O7HqIY3AvLdilWDYoVA0kQGepp41ce3MVgVxv/dOAdjp6f5OTFGWayBbLFIlv6utBUhcmF\nJSp1E9txGJ9fQpNl4pEQddNipK+TM5NzmLbN5r6uoPgwVwwy245DazLG5EKO/o7WNWNz5Vn40LYh\n0vEI04s5FDngvT+2e4SLc0vNz3zrtbeomiZHx6ZAEIiG9ca11PgfP/Ukjuvxk+PnODs5SzIavuwZ\neK/4y79/hYNnx4noGrGIjusGrqSVWp0ndm8B1j5fi4UyJ8enOTs1z9unz7NrqO+6bVkJXCVJJJOM\n8faZC2QLZVoSMaIhDXj3WV95zlbQEo/S39F62dgd7ungW6+9RSSksWOwh5H+LoZ72gnr6nuag+/F\n+VxLRgh1JKgvljCXKmipMF1PbVvPWq/jA8O/+Tf/Zu7555//2vXed1fSQtZxa3Cvyzq9V7zX+/KL\ncKvfj754at92XnrjEPlSlVQ8Qs20MUyTjV2ZZhtWgoSFQpmOdGKNTnQmFWcmm8eHy9oSDekYdYvV\nGbaIrlEx6pB+930hVeETD++9ri749YomV4oTVzJ8q/WYV46+v/79N5rW7EfPTwZKIK5LPBwiFY8g\nIGCYFlsHurk4n8UHYpEQQ11tzOcKWA5Ua3Ue3jFExajz8ltHEUWRZCyEIgVOhZW6Sa5cJRrSScUC\n10vHdTgzOYvX24ksi3Slk5ydnKM1EaM9Fce0HfChPZ1g76YBDpwYxTU8HMflC88+DsBXXnwZTZEp\nNwoaXc9DVSSMuk00pCFJYiPYluhIJ5r0otVZzrZUjKVSiULVIBYJkS1UKFVrREIqtu0wu1xgPl+g\nN9PC47tHWCqWMUyTo2MTWLZNJKQTUoOM9t7hATRVuUzj/fj4NDs3Bn5g2XyZkb4udE2hUDYY7v7/\n27v36DjrO8/z71+V6qIqlUol62ZdbGNbvhswKJDEIZDEkHQIHbrDycB0T/d22GaX0z2Z7plkd3sn\nsz1JOmd6Jjm7k2z3cCbbppPOJGH60GkmDHQDZoCASUjMzTbGtmzAtiRLliWVSqp7Sb/9oy6UZF2t\nW5X0eZ3DQXr8VNXveeon6Vu/5/t8v42ER2OFlJLugTCxeIqtrY0Mj8aIJVME/ZWkMhkeefYXfOLG\n3UtSivIXJ85QG/AXamxXet3UWj+vnDhT2Cf/85W/wuH3emiqraZvKDKnsUzOtW+qDTI0EuPkuZ5C\nqcnZcqWXurTeav19HthUr2BaSk5ZBtfKuV4eq7ms00JyD6/2vCzkTv7FeC/aW5v40r2f5luPPEnv\n4DANNdVsaa7H6XAWLkHng4T1tUESqTS+XEBy8nxPoQlL/rUnlyjc2LSOX7v52sK2zu4+jp45T31N\n9bTHO1vjkuIc7//r4KP0hUdYXxtkx8bmQtBSnA88XWv2D+7aQqXHzZtnznPivW7SmTFS6QzRRJJX\nT73H+LghmcpMOF/JVJqagJ/GmmpePnaG5nU1+HKrkKn0GF53BUfPnmf3ptYJgVsyncbldBKJxrg0\nFCEyGmNDY10h0EqlM/SHR/nhoZfpHxqhtT5Ea0MtWMujz/+K9euCbG5pIJFO80bnuWxXRQzReLYr\nY3osm4ftdDjZ0tJIIpWmttrPw0+8wL5tm7hx+6bCMbzy9ll+fqwTV67kncftIppI4vW4cDmdpMfG\nuNA/wFvvdtE3NIzHVcHm9Q28cvIsieFR6oJV7NrYQmNtkIuDw1fUeD/b3Ye/0kN7SyNDozFCAR/x\nZLYqCkwM3lrW1fDy8U7WrwvSkHvvYokU5/sukxkbX8JSlAY7KZPCGrC8v7FlXQ1ney7x/OtvMxKL\n465wkh7LVqA5daGHHz5zmH/7e5+b9hUmB647NjRz+PhpegeHGbf2qqt2LObv4NX8+1yk1CjnWqY1\nWy5guVpo7uHVnpeFtEpfrPfi9o69/MUf/S73fPQDbG1pZPP6hgljyLeczrdHj+eqbvQORQqvl29f\n/g+vHOXvX3yVf3jlKO/1Xb6ivfSW5ga2tjROe7xzfR/y+10KR2iqrSaRSnP42Gn6hiJXtLCeLq/d\n5mo6N9eH8HvdXB4e5eJAmApntilLYyhAJBrn1PmLdHb1Eh6NMzZuuW7rBi4ODNM7OITT6QCbDaxT\nmQyb1teTTGcYt+PEEimstcQSKS4Pj9IfjuSCTB+DozFePf0eLx07xSsnztA/PALGcqa7j0vhCG+e\nPc/53stsaKzj1IWLvHn2PNdt2YC7ogKf103Q58XhdOBwOPC4XVhrcToMdcEqGkLVhEfjVPsrudA/\ndEW78A/s2MxtN+zknls/QH2omvHxMUJVfhpDQdKZMbCWSreL5984SaiqilCgCldFBRsa6qitrsIY\nBzft2gJcmUNfU+Xj2lyXz/BojBp/JUORKLFkMluthInB24GOPbicDoYi0cK5iiWTuJzOwgelvPm0\nJp/NzTs3MzQSnfAeDY1EuXnn+6kQW1sbefHNU9nKLk4HFweG6RscpqEmAMbw9JG3Zvz9MDnfvbE2\nyN7NbTTUBOb9s15sMX8Hr9bf5yKlqCxXrmV5rNayTgtt2rKQ8zLfWrvFK7uVHhexRJKRWGLBDTWm\ne1w+SMiXqDt5rie3yh0oBAedXb3Zpi6xOD2Dw2QyY8QSKZ765VFqqqoIVfnYsbEZj6uCPde0TpsC\nMtv7kD/2n778Ol63C5/XQyKVeX81/VwPHteGCStv0136HoklCu9ZLJ5kaDSWa93t5pqmem7auZn3\nevs59OpbOIyhrqaaD+9pZ/emluxNkjWBbPfDcYvP42JDQwPpzBit9bXs3dxGz+UhOi/00jc0TP/w\nCC6ng2g8QSKdobrSy2g8wWAkys+Pn2H35hbe7bnMSDTBOBanMfQPRXin5xK1AT/JdAaHMVwcCOfy\nwWMEHE5SmQzj4+MkUxnGxrNNbvKrxJFonLbcanJNle/9iim5KxT5AOpvnnqJsfEx4qkMjaHq7Cq4\nMUTjCX7z1g/gMIaT53rwe91E4wmCVZXU1wQIj8amrPG+paUx2/im0kso4GcgMsq1W9qoD1UXgrf8\nau10V06Onr1AS0PthOddzBXV37p9Pz2Xw/QPRxgayd4Iu62lid+6fX9hnzNdfdxy7Taef+Mk5/sG\n8HiyFVyiiSShQBWNoeoZfz9MdVXK6XDytfvvWdDvy7XSSEdktVFwLTMq1cYLC7EYuYfLcV6mSnEY\njESXpKJCXnGQUF8TwOPaQNuk1zx05DjBqkqcFU62t60nk8nwWuc53j5/kY7t1xBPpnj21bfY3rZ+\nxhKFxe9Dvkze4EgUg2Vra2Mhv9qYbBvy8EgUjKG+Jltj+vi7Xbzbe5k7OnbT2dVLe2vTjJe+i9+z\nrxx8lNb6UKFsHUB9qJpTF/r47Ts+jMMY+oYivPDGSQZHovg8bpKZMVrWhagJ+OjqH+LCpQF2bWzm\n6NkLBHxeLg+P4HW7cTmcGGz2KoCvMlc6rxJ3RQVNdSFOnrtIMjNGsKoSMFhriSZTnDzXw54tbTgM\nvPDG24U0jXgqRVt9LZcjowxGRhm342TGxugZCFNdVcmHdm1lMBLlC3feyrOvnqA/HOHYOxeyLeOd\nTlob1xVysqv9lTgdDkLVfhLJNNFEkr1b2ujqG6DS7aKmyldYRe7s7qOrb2DWGu97r2krfIAqfBic\nJni7vWMvm5rqOXTkOD0D4ezzfmAvz756gvBobEkan7S3NvHl++6c8JqT08C6B8JsaWmk2u/je//w\nM6p9lbhcToZjCUKJJB/a0z7jSvpSBq5roZGOyGpTlsG1cq5lIcol9/BqV9gXWsvW667gudffxmC5\nedfWK4L57oEwXf1D+DwefF43nRcGqa8J4Bp1Eh6J4nZWEAr4WL8uOOPrFhqXpDMcPnaacTtO31CE\nRDLNF7/zA/bvbWdzcz2hKh+Xh0cZTSQZjSUIj8YYiIxSHwzwyZv2UOl2F246m2te+3RzIL/6mx+T\n3+vB63HRUl+Lu6KC0XiC0xd6iSaSfHzfTj6wcwtnu/t4+MmfMW4tlR43Ho8Lp8MQi6cYjScI+Lx4\ncoFrU6iaN8+cY0PjOirdrmyKiIVKj4tILEF3/yAelwuXy0VTbZDuy0OMjY2RHssQ9FcyEk/gd7up\n9LpIZcaIxpP4vZ5Cp0WAP/nu3zIwPFJYfc/fWHimq+/9leOBYRpD1WxuacBpHIXAvPi8OY1jwsrr\nM0eO8a1Hnsw2fAkFaa0P4XQ4J5zbuQRvU+2TD7iXakV1tnEVX7HZtamFrkuDRKLZ927/3m14XBUE\ngoEFvcZ8rLZ61CJrTVkG12p/LgtRLi2Cr2aFfT7NK4ofc+jIcY6928XZ7j6u3dLGZz9yQ+G8TNay\nroafHz9NU+7DSDSZwuV0UB+sor4myGc/ckOh4ctM8u/DqQsXGRsf41zfIADb25p4+71uXj7WycbG\neupqqvn5W2fwed243RVYO06F08Ft1+9gfe37H4gOHTnOg3cfmNMK4nRzIB9knrpwEZ/HjQXiyRT7\nd7cXmr0AvHPxEifP9fAXP3maZDpDJBrH63aBx+J2OonE4rgqnFgLfq+HWCLF/r3tuCoqMAbSmQw+\nr4cav4/+cITxccs4loHhUVrqQ1R6XKxfFyI8GsNhDP3hkVyJOz/bWptwGMf7QV+lt5BG8+yrJ6j2\n+9jW1kQileHUhYvUVVcVKr08ePeBK1aO84HbTAFu/rmv3bqB7kuD9A1FGIyM8qV7P70oDUtWekW1\neD507LiGkXiCoIWP3bALj6tiWX8/XM3PsIiUlrIMrkUWolxyD69mhX2+q93Ff8jDI1GcDgfH3u2i\n2ldJY21wysdOLunncjqIJlJc01RXqBIxlysB+ffhi9/5AT0Dw/g8bjY01lLt9xEKVjEUiXLyXA8A\nW1sauRQeIZpIMBpP4nFX8PJbndnydrXBCR86itNXugfC/OjQy1hryYzbCUHedHNgU1M9X/zODzAG\nQlU+9m3dQGNtsPCB4XJkhONnz9MXHsXvcdMfHmHcWuKpFNV+L15Ptk16MpUGY3A6Hdy1/3qa14UY\njETZv7udl0+cZXx8GLe7AldFBV6Pi10bmxmIjHI5PILDGFrqatl16we4NBjhdFcv8WSKumAV9cHq\nQrWU4g8x+Q6cI7E4PZeHCPorqanyXVHpZbpAdqYAt3he5btm5lfDb+/YO+O8KocAsXg+jMQS3Hbd\nDowxZDJjBIKBZf39sNB7QkRk5Sm4ljVppVfK5uJqVtjnu9pd/Ic8HI0X6l+fPN9zRdCaN+HGtIFh\nWupCXAqPkMxk2LZhfeFGtn3tG3nosUMzrly2tzbx6x/ex6Mv/JKmdTWF5jYhv49oLEnv4DBuVwV+\nn5dAKk3A52E0lsRiGYklCzW4i4PH4sDOVeHkuddOgIGP7dtZqEiSrycNubLcU4xpJJ6Y8oPNma5e\nBkdi+L1u3K4KEqkMblcF6XSG0XgKf6WbsfFxxi18/rZsVZbM2DiBSi/72jcyNBJl8/oGkukUFweG\nGRvP0FxXw827tnLyXDdDIzFCAT+3Xp9tHd68LsQt124HmHZMQOHKQyjgI5ZIEk0kGYnFs412GuoW\ntPK6kHkF5REglsrvhNVaj1pkLVFwLVJCJl9K/8SNu3j5eCfPv34Ci5lQPmwq813tLv5DHqrKNkGp\nzDUBmemx+dXKh594gQuXh6ivCbC5qY5MZpxA0Duh4ctsK5eTV8ITyTQOh4MP7dlKLJ5kOBoDa6nx\nV+JyuagNjPH2+Yv4vW4qPW5e63yP7W3NheCxOLB7842TrKuuwgKnz1/k1lxHvh8+c5hEKjPt+Gb6\nYHPs3S7iyTTuigqwMDY+xvj4OE6ng0QqRTKdxu2qoKm2mr2b2ybchPrQY4fY0tJAa0MtJ8/1MBpP\nFprC/PTwa/QNDpPOZGiqDXLLdduv+EA1eUxnuvpoqQ/xlYOP8su3zwIWh8OZreOdyTA+bvF5PXNe\nMZ4ulWMh8ypPAeLclMs9ISIyvbKsc22MucsY893h4eGVHorIopmq7vOjz/+K7v4hbtu3i89+5AZ8\nXs+MNbnnW8u2uD5vvrb1UCRKtb9yxsfmc3D3bdvEb9/+YW69bgf+ykp+55Mf4cG7D3Cmq2/KetOH\njhy/4rnyK+Fj4+P0DmQrZOzd0kZ9sJqv3X8P3/7i77C9rZlYMltzu8LppCkUpLW+lmQyTTKVnrJW\nN8DQaAyvx5X9wDCaPc5qfyWvvP3OjOObqSb53mta2dLSkH3+kWxOusPhoNLtxufxUFXpZV11gGu3\nbLjiefNjawxVc+v1O7h552Z8Xg+nzl8kkUzRVBvMtirvH+TFo6cmvO7kMcUSSYwxVHrctNaHSGXG\n6Oy+RHgkSk2Vj6pKLxVOB9taG2fMi37osUN85eCj/Nu//ju+9ciTU9YdX8i8yltLAWLxeX3osUNz\nrqEPqkctshqU5cq1bmiU1WiqS+mXwhHA0rHjmsK2/L7T5c3OJ598cum9vbmmIKGAj0Cld9rHznbZ\n/+i7FwiPxIhEY9RU+dixoblwU91UpirRVpxGcv+dt3Kut5++wQhNtUFu/8AeGnO1lPM39OUVr/yF\nqny8d7Gf830DxNNpLoUjuXbd9oqGK5NXVqdLE9ja2kg8mWJwJEpmfIxApZeh0RjJTBqDwe/04HQY\nbtqZbb4ST6V5/vUTdA+EOdvVSzKVKjzvjg3NPPPqW3jcFfi8HlKZMfyVXjY0rmN8bPyKGuHFY3ro\nsUPZmyJz597jqqA24COVyRCOxkils3WxT3f1FUoVFpucF/3UL48yNBKjtaG28IEj/57O9UbRvPy8\n6h8eofvSIL1DEVxOx4ylGVeLheabl8s9ISIyvbIMrkVWo6kupSdSacyk1s2zXV6fT+7o5D/km5vq\neeAzH5vQxOX7T710Rc70TJf9O7t6eaf7UqGecjyZ5vBbney9ppXN6xuuatztrU187f57CkFL8cr6\n5Fzi4g8MTqfh2DsXqHA6aanLBjr/8IujfOLGXVd16T2/Yv+hPe3UvNfN4WOnSKTHqKv2E6oOcE52\nyEwAACAASURBVGkogsWyLuCnMVRN31CE5147QSjgo7U+RDKd5sU3TzEYGSWWTHNpaJhEMkUo4OdC\n/yBgqQsGqPZV0nV55hSKye+Bz+umMu4mkc7gcjpxV1QwPj6Oq8I5ZXA3+QNSKp2hNuAvtGkHrrhR\ndD7z6hM37sqW7hsfpzFUTWt9iGdfPcGmpvpVHSguRr55qeR/i8jVUXAtUiKmyrX0ul1MvuVusS+v\nT/WHfLbVt5nyQg8dOc61Wzdw7OyFQg53Ipni6NkLPHDXxxc0zrms6BXv9+qp92gIBQtl9WqqKmms\nrWYwMlooMzifcoyTq2b0DUWIROMEq7Ll7yLRGMff6SaRyTBuLa+dfg8M3NC+CYcxtLc0MjQyyuFj\nnTSvC9EYClIXrGJgJEbLuhBVPg/pzBgn3uth54b1V7x+cU702a5ekul0oXpHa10Ia+Fc72XGxi1B\nv5eaKh91wapCasrkeuXFwXlNlY9YKk14NFbYtpC5dqarj0/cuHvCHAmPxhbtpsaVrAU902sr31xE\nyjLnWmQ1mirXsqGmmvpg9bLnXxYHkVPlJM+UF9o9EGZLcwP7927D687eHFlT5aOuJsChI8evKg81\nr721iQfvPsDX77+HB+8+MONK94N3HyAUqOKmnZu5dusGrtu6gfa29bTW1xLJtUOfKqd6JsX53JBd\nLXY6DJFoHGstFc4KWuqCBHPBVCKV5mP7dhbKGgLE4ima60L8k4/fzG37drKxqR5jLeFoNthPZ8bI\njI2xpbVxwmtPzslvbajlxTdP0dndx7i1NNeFSKUzrK+r4YZtG2mpr8U4DDs2NFPtr7yiw+DkvOgd\nG5oZGonidlUsylybfK6AKcdxNaa6P2GmexEW02yvvdbzzUVEK9ciJWOqldl8jupy51/Otvo20ypy\ncbe74lbaR8+cLwQky1X3uK0+RHgkRm2wqrAtPBKjtS4050vvM68W12KtJZ5M5T5EVPLB3e1sXt/A\ng3cf4KHHDjEST0x4vt6hCJUeNy+8cZKh0Rj94RG2b1zPhb5Bhkai1FT5s63Kfb4rXru1obawEpwf\ne1ffAF6Xi83rG7jjA3t5+IkX6BuK0BSqLtToDo/GrgjuJldE8bhdbGtpoqU+tChzbSmrXqxkqb/Z\nXrtcmlSJyNIpy+Ba7c9ltZqpwcfVuNpL53MJjKYb61TBxdEz57l2S9uyBUP543Y4DG+f76GtvpbW\nhlrCIzEGR6L88ec/NefnKU6PSaZSvPjmKQC2NDfQXB/ibM8lbrt+J1taGguBVH61d6pzkUqnGY3F\n8bqybeIvXnbSHx7lxu3XcNeH9wHZ9Il4MjXhtV8+3snQaHRCg58tLY143W6+fv89hTFvaqqfU276\nVB+QvnzfnYv2fixlkLmSqRcL+eA5HbU7F1ldyjK4VrUQkdktpGrBQgKjfHDxo0MvF+pzx5JJqnwz\nV+dYLMXHfct1O6j0unn5aCfRRJJtrU388ec/NWVXweLHz3m1uKmeOzr2cKarb8pAaqpAa9/WDRx7\nr7uQSV9XE2BgZJREKs24tYVz7XVXTFghXV8bZGgkWmjwA1OvBM81uFvqgG6xq15ccQWhqOoKLF/q\nxUI+eE6l3LpZisjsyjK4FpHZLeTS+WIERvFkmtv27aLaX8lTvzzKc6+d4BM37i6kiixVMDT5uG/a\nsYVtresJVHqvKG032eRAZ66rxTMF65MDra8cfJSP7dvJ6fMXCY/EaKgJsHPjejq7Lk04199/6qUJ\nOcs7Njbz0tFT9A5FJgThU33gmS24W66Abi7jmEuAf8UVhFzVFWDCFYPlSL1Y7BX5cuxmKSIzU3At\nskot9NL5QsqBTQ4YbmjfxLOvn+C10+/xyZv2LmkwtJDjnjzuua4Wz0fLuhpG4olCt0jIpoHs3NAy\nIfifvELaGKrm2q0b6OobWPBKcCkEdPMJ8CePN5/z3tU3gNftXtZa0Iu9Iq/qIiKrj4JrkVVqJdso\nTw4YGmuDfGzfTn7x1lm6+4eocDrwuiumrKG9UAs57snjns9q8Vwd6NjDN3/8BP3DEZLpDB5XBfXB\nar58351X7Dd5hdRpHHzt/nsWfK5KIaCbT4A/1Xi3NDfgdbkmXEFYLotZh7oU250rB1xkYVSKT2SV\nWsk2ylOVI6t0u/n1D+/jdz75EeLJND6vZ0nKqC3kuFvW1XC25xIvvHGSx156jZPnemhrrKUhGJhX\nyb7ZGGMAkythbnLfTzRTC/a5tteebr9SKBc3n1J9pTDepVJq7c5XssyhyGphrLWz71WiOjo67JEj\nR1Z6GLJItFqyMFOdP2DaluJLPZbiihX5Fd/85fSReOKK5iJT5URf7ZzIP26+x/3MkWP8m4N/R23A\nT03AV6gu8vX7PzdjXvV85MvzzeX4pzLTuS0+xpn2A+b0HEtpPudhrsdcrq52vi6Fhc5PkdXMGPOq\ntXbWS5dKC5GSoDvmF2am87cSfxBnykv9/lMvzSklYSFz4mov25/p6uOWa7fRc3mI8GicUMDH7mta\nONPVt2jB9UJTMuaaTjHTfg/efWBR84avxnxuDFzsPOdSU0rtzkshZUik3Cm4lpJQCjdYlbOVOH+z\nrSpPFzDMNcd0JY6peyDMlpbGCc8/bu2iBhZTHf/Z7j66Lg3ylYOP4nI6sNaSGbdTnte5Bj9zqce8\nkj9b8w2YV3q8a0Up5oCLlJuyDK7VRGb10WrJwiz3+VuOGtorMSeWI7CYfPxnu/t48ehpbrluO64K\nJ8+9doJ4KkV9dYCXU2kee+lVvnTvpwsr53MdY8u6Gs529+VW4bMt6JvrQmxe37Box7JQCphLjzpM\niixcWd7QaK193Fr7QDAYXOmhyCJZzTcsLYflPn/Fq8oOY6ip8lFb7efQkeOzPnamG/WKrcScuNqb\ny+Z6gyFcefxdlwa55brttLc0cvr8RdyuCoYiMbovD+H3uunqH+R/+dZf89Xv/YTOrt45j3FrayMv\nHj3N0EiMYJWPoZEYLx49zdbWxkU5V7I6zfXnU0SmV5Yr17L6aLVkYZb7/C1HDe2VmBMzpSo8c+QY\nDz/xAhf6h2irD/GFO2/l9o69V7WKX3z8Xzn4aOFcDo3GCI9E8XvdRBMJ3um5hLuigsz4OG+cOU88\nmeb+O2+dMZ0in67z05dfI+Dz4nQ4GB6NEwr42b25tZA/rhuIZTq6oiCyMAqupSSs9huWltpyn7/l\nSJ9YqTkxVWBRXEVkQ2Mt4ZEY/+bg3wHZmyAXkhtefC5DVT7e6blEpdtFMjOOv7ICMFT7KkmlM4Wr\nAw/efWDWToZgqPJ5iSdT7N/dTmNtsJA/rhuIRUSWjoJrKRlaLVmY5Tx/y7WqXCpz4uEnXqA24Kc2\nWAVQ+P/DT7zAltamBa3iF5/LbRvW86uT7zAcjeN2OrAW0mMZ6mtqqKnyFZ53ulXn4nSd2oCfRCqN\nz+MpdJjMfwBarTcQazVeREpBWeZci8jKWmt5mRf6h6gJ+CZsqwn46Lo8tODc8OJzmcmM8ambr6V5\nXRCH04HF0lJXg8M42LGxmUg0ToXTwTd//ARPHznGa6ff5ekjx/jmj5+gs6t3QmOWHRubiSaSYG02\n3aQoN3s+DVzKhZqfiEip0Mq1iFyVUllVXg5t9SHCI7HCijVAeCRGa11oUVbxJ5/Lzq5efvjMYZ4+\n8hZ+r5fr2zficVUwGIkSjcc53d1LbaCKUMBPPJnmdHd2/+IUk8ZQNfv3buO10+9hLQQqvYW0mtVY\nbm21rsaLSPlRcC0iC7baL8d/4c5bCznW+c6NPQNDbGmu5/tPvYTXXUE8mWIkllhwbnj+XGbGLXd0\n7MYYQyYzRiAY4Ddu6eCL3/kBoYAfn9cNgM/rxuLnlbff4Ttf/GcTAn2Pq4LtbeuvuKow0weCcn0v\nVc5TREqF0kJEZEHWwuX42zv28vX7P0fQX8mFS4MYh2Fb63raGutorQ/h83qIJ9P8zic/Mu3NhnMx\n+VxO/bwWYyc+zlgw2Dmn60y3H1C276XKeYpIqdDKtYgsyGq/HF+8kvvR63ZwoGMPh44cZySeWPRj\nnu5c/ujQyzTUVNM9EMZhDN2Xs6u0Xo+LRDLN4EiUj+3bCUydrjPdavTk/b76vZ9w6sJFkukMoSof\nOzY2FyqUlPp7qXKeIlIqtHItIguyGm+Oy5tuVf7ouxeW5JinOpfxVJqnf3msMIZdm1pIpFNEYnGG\nIlHGrWV723r+6YEPz+sYJq9Gd3b18tQvj2GAUMBHIpXm8LHTxFPpsngv19pNtiJSurRyLVetXHMz\nZXGttpvjiuf12a5eWhvXkUxnePHNUwyNxvC4Kkil01zTVL/oxzz5XPYNDvOTF46QSKd488w5dmxo\nLvyMdV0aZGtrE82z/OzN9crCoSPHaaytBmMwxlCZy+l+o/Mcd8zSobJUrKWbbEWkdJXMyrUxZrMx\n5qAx5tGVHovMbi3k2crcXG3L8FI0eV5fCkf4xfEzPP2rYyRSaUIBHwa4ODDMma6+RT/m4nN5cTDM\ns6+fIDwapb21kXgqw+G3OukbHGZLSyNbW5v4+v33zJrjPdcrC90DYa5v30gsmSSWSGGtZRxL31Ck\nLN9LEZGVsqQr18aYh4HPAJestXuKtn8K+DbgBP7KWvvn1tp3gPsVXJeHUs6z1Yr68lpN3TUnz+um\n2iBvnj2Pq6KCjU112Z2MYWPTOlrqQ4UUhOlakF/NHKz0uHju9ROc7xuguS7EtVvacFdUFFaST57v\nweN2zXmVfK5XFlrW1TAST7B/dzsnz/cQHonhdjm5o2P3nMaunzsRkaylXrn+HvCp4g3GGCfwl8Cv\nAbuA+4wxu5Z4HLLISjXPVivqK6O9tYkH7z4wp5XUUjZ5Xu/Y0EwskSaWzK7kxhIpYskk17dvJDM2\nPuUxX+0czD+u0uPmsx+5kabaIA5j2NLSQDSRJJ5I4XVX0DsUmdcq+VyvLOT387hd3HLdDm69fgfb\n25r5rdv3z/oa+rkTEXnfkgbX1tqfAYOTNt8EnLHWvmOtTQGPAJ9dynHI4ivVslfFK48OY7JtoHPV\nDkRmM3leN9YG2dxcj9flIjwSo9Jdwf7d7YzGEpzp6uUrBx/loccOTQgi5zsHO7t6eeixQ3zxOz8o\nVOpwGENTbRCnw0H/0Aj7927D63bRNxihIRiY1416Cy3PN9PrvD/2v+HUhR6SqbR+7kRkzVuJGxpb\ngAtF33cBNxtj1gHfAPYZY/7EWvvvpnqwMeYB4AGADRs2LPVYZRqlWvZKjSRkIaaa11uaG9m8voGt\nrY1U+ys5293Hi0dPc8t122mtDxGJxjn4xAuFQHQ+czC/4ltb7ccYMMDhY6fZv3cbOzY0c/j4aXoH\nh7nluu14XBtoi0SvqgLGXG/0m88NgcVjBwPGcPitTvbvbqexNqifOxFZs0rmhkZr7YC19n+11m6Z\nLrDO7fdda22Htbajvr5+OYcoRUq17FWprqhLeZhqXn/p3k/z5fvuLGzrujTILddtp72lccpV2vnM\nweJV7lCVD4zB7/Vw8lwPjbVB9m5uo6EmUFI/Y3nFY68N+HFg8Hk8nDzfA+jnTkTWrpVYue4G2oq+\nb81tmzNjzF3AXVu3bl3Mcck8lWLZq1JdUZeFW64b5qab1/ltXzn46Iwr03OZg/lj+eGhn9PWUMuu\njc3Zleq3Oqn0uBkayeZIOx1Ovnb/PUA2mP3+Uy/NeuzLdZ6KV+h3bGzm8LHT+DxuhkZjhbxu/dyJ\nyFq0EivXvwLajTHXGGPcwL3AT+fzBNbax621DwSDwSUZoJSvUl1Rl4UppRvmZluZnm0OFh/LhoZa\nhkdjHH6rE4D9u9vBWsBeVUvy5TxPxeehMVTN/r3bsGSHr587EVnLlroU34+B24A6Y0wX8KfW2oPG\nmD8EniJbiu9ha+1bSzkOWVtKcUVdFqaUSj/OZWV6pjlYfCw7N7Vw+NhpHMZw4lwP+9o3sr2teUJg\n+tBjh+Z87Mt5niafB4+rgu1t6xVUi8iat9TVQu6z1q631rqsta3W2oO57U9aa7fl8qu/Md/nNcbc\nZYz57vDw8OIPWkRKTimVflzo1ZHiY8mv+NZU+ejqH5zyueZz7Mt5nnSVSERkamXZ/txa+zjweEdH\nx++v9FhEZOmVWov1hVwdmXwsjaFqPK4Kbrl2Ow/efWDW/WH6Y1/u86SrRCIiVyqZaiEiItNZTS3W\n53ss89l/NZ0nEZFyZay1Kz2GeSuqFvL7nZ2dKz0cEVkG+SoYPQNhmsu8vfZ8j2U++6+m8yQiUkqM\nMa9aa2ctg1SWwXVeR0eHPXLkyEoPQ0RWuanK2wGzlrxbrrJ4IiKy9OYaXCstRERkBlOVt/vmj5/g\nW488OWPJu1IqHygiIstHwbWIyAyKy9vlOzL2D0e4FI5M2FbcpXG6x03eR0REVp+yDK5Vik9ElstU\n5e2S6QzJVHrCtskl70qpfKCIiCwfleITEZnBVOXtPK4KwEzYb3LJu1IrHwjKARcRWQ5luXItIrJc\npipvVx+spqGmesaSd6VWFk854CIiy0PBtYjIDKbqRPjl++7kS/d+esbuhKXWwVA54CIiy6Ms00KK\n6lyv9FBEZA2YrhPhbIFyKXUw7B4I01ofmrCt2l9Jd//QCo1IRGR1KsuVa2vt49baB4LB4EoPRUSk\nLORzwIutdA64iMhqVJYr1yIia8li3Ih4oGMPB594AciuWEeicQYjUX7jlln7IYiIyDyU5cq1iMha\nsVg3IpZaDriIyGqllWsRkRJWfCMiUPj/oSPH5x0Yl1IOuIjIalWWK9dqIiMia4Wa0YiIlJeyDK51\nQ6OIrBW6EVFEpLyUZXAtIrJWlFozGhERmZlyrkVKkNpUS17+RsRDR47T3T9E87oafuOWDs0HEZES\npeBapMTkq0PUVvtprQ8RicY5+MQLquywhulGRBGR8qG0EJESozbVIiIi5assg2tVC5HVTNUhRERE\nyldZBteqFiKrmapDiIiIlK+yDK5FVjNVhxARESlfCq5FSozaVIuIiJQvVQsRKUGqDiEiIlKetHIt\nIiIiIrJItHItIrJC1CxIRGT10cq1iMgKyDcLGoknaK0PMRJPcPCJF+js6l3poYmIyAIouBYRWQFq\nFiQisjqVZXCtJjIiUu7ULEhEZHUqy+BaTWREpNypWZCIyOpUlsG1iEi5U7MgEZHVScG1iMgKULMg\nEZHVSaX4RERWiJoFiYisPlq5FhERERFZJAquRUREREQWiYJrEREREZFFouBaRERERGSRKLgWERER\nEVkkCq5FRERERBaJgmsRERERkUVSMnWujTF+4D8BKeB5a+0PV3hIIiIiIiLzsqTBtTHmYeAzwCVr\n7Z6i7Z8Cvg04gb+y1v458JvAo9bax40x/xVQcC0iskw6u3o5dOQ43QNhWtbVcKBjjxrciIhchaVO\nC/ke8KniDcYYJ/CXwK8Bu4D7jDG7gFbgQm63sSUel4iI5HR29XLwiRcYiSdorQ8xEk9w8IkX6Ozq\nXemhiYiUnSUNrq21PwMGJ22+CThjrX3HWpsCHgE+C3SRDbCXfFwiIvK+Q0eOU1vtp6bKh8MYaqp8\n1Fb7OXTk+EoPTUSk7KxEENvC+yvUkA2qW4CfAJ8zxjwEPD7dg40xDxhjjhhjjvT39y/tSEVE1oDu\ngTDV/soJ26r9lfQMhFdoRCIi5atkbmi01kaB35vDft8FvgvQ0dFhl3pcIiKrXcu6GiLRODVVvsK2\nSDRO87qaFRyViEh5WomV626grej71ty2OTPG3GWM+e7w8PCiDkxEZC060LGHwUiU8GiMcWsJj8YY\njEQ50LFn9geLiMgEKxFc/wpoN8ZcY4xxA/cCP53PE1hrH7fWPhAMBpdkgCIia0l7axP333krgUov\n3f1DBCq93H/nraoWIiJyFZa6FN+PgduAOmNMF/Cn1tqDxpg/BJ4iW4rvYWvtW0s5DhERmVl7a5OC\naRGRRbCkwbW19r5ptj8JPHm1z2uMuQu4a+vWrVf7FCIiIiIii64sS94pLURERERESlFZBtciIiIi\nIqWoLINrVQsRERERkVJUlsG10kJEREREpBSVZXAtIiIiIlKKyjK4VlqIiIiIiJSisgyulRYiIiIi\nIqWoLINrEREREZFSpOBaRERERGSRlGVwrZxrERERESlFZRlcK+daREREREpRWQbXIiIiIiKlSMG1\niIiIiMgiUXAtIiIiIrJIyjK41g2NIiIiIlKKyjK41g2NIiIiIlKKjLV2pcdw1Ywx/cC5eTykDri8\nRMOR8qV5IdPR3JDpaG7IVDQvVreN1tr62XYq6+B6vowxR6y1HSs9DiktmhcyHc0NmY7mhkxF80Kg\nTNNCRERERERKkYJrEREREZFFstaC6++u9ACkJGleyHQ0N2Q6mhsyFc0LWVs51yIiIiIiS2mtrVyL\niIiIiCyZVRlcG2PajDHPGWNOGGPeMsb8i9z2WmPMM8aYztz/Qys9VllexhivMeaXxpg3c3Pjq7nt\n1xhjXjHGnDHG/FdjjHulxyrLzxjjNMa8boz577nvNS8EY8x7xphjxpg3jDFHctv090QwxtQYYx41\nxpw0xrxtjPmQ5oasyuAayAD/ylq7C/gg8AfGmF3A/wE8a61tB57NfS9rSxL4uLX2OuB64FPGmA8C\n/x74f6y1W4Eh4P4VHKOsnH8BvF30veaF5H3MWnt9UZk1/T0RgG8D/2it3QFcR/b3h+bGGrcqg2tr\n7UVr7Wu5r0fITvYW4LPA93O7fR+4e2VGKCvFZo3mvnXl/rPAx4FHc9s1N9YgY0wrcCfwV7nvDZoX\nMj39PVnjjDFB4KPAQQBrbcpaG0ZzY81blcF1MWPMJmAf8ArQaK29mPunXqBxhYYlKyh36f8N4BLw\nDHAWCFtrM7ldush+GJO15T8C/xswnvt+HZoXkmWBp40xrxpjHsht098TuQboB/46l072V8YYP5ob\na96qDq6NMVXA3wF/ZK2NFP+bzZZJUamUNchaO2atvR5oBW4CdqzwkGSFGWM+A1yy1r660mORkvQR\na+0NwK+RTTP8aPE/6u/JmlUB3AA8ZK3dB0SZlAKiubE2rdrg2hjjIhtY/9Ba+5Pc5j5jzPrcv68n\nu3Ipa1Tu8t1zwIeAGmNMRe6fWoHuFRuYrIT9wK8bY94DHiGbDvJtNC8EsNZ25/5/Cfh7sh/K9fdE\nuoAua+0rue8fJRtsa26scasyuM7lSh4E3rbW/t9F//RT4HdzX/8u8N+We2yysowx9caYmtzXlcDt\nZHPynwPuye2mubHGWGv/xFrbaq3dBNwL/A9r7W+hebHmGWP8xphA/mvgDuA4+nuy5llre4ELxpjt\nuU2fAE6gubHmrcomMsaYjwAvAsd4P3/y/ySbd/23wAbgHPB5a+3gigxSVoQx5lqyN5g4yX64/Ftr\n7deMMZvJrljWAq8Dv22tTa7cSGWlGGNuA75krf2M5oXk5sDf576tAH5krf2GMWYd+nuy5hljrid7\nE7QbeAf4PXJ/W9DcWLNWZXAtIiIiIrISVmVaiIiIiIjISlBwLSIiIiKySBRci4iIiIgsEgXXIiIi\nIiKLRMG1iIiIiMgiUXAtIjJHxhhrjPkvRd9XGGP6jTH/fZ7P87wxpiP39ZP52uuLNMbHjDG/WKzn\nyz3nnMdojLndGPPzXL8BjDHOXGvoDy/mmERESpWCaxGRuYsCe3INiCDbhGhBXRuttZ/OdQtdsFwA\nfCMQzNVnXhTzGaO19hmytX3vz23658ARa+3LCxlDUadMEZGSpuBaRGR+ngTuzH19H/Dj/D/kuvk9\nbIz5ZW619rO57ZXGmEeMMW8bY/4eqCx6zHvGmLrc148ZY141xrxljHmgaJ9RY8w3jDFvGmN+YYxp\nnGZsvwk8Trbxzb1Fj9+Se9wxY8yfGWNGi/7ty8aYXxljjhpjvjrVk+bHaIzZlDuG/y83xqeLPmgU\n+2PgT4wxu4E/BP733PM0GmN+Yow5kjtHH8xt/2Butft1Y8xhY0x7bvv/nDsnzwFPGWNajDEvGWPe\nMMYc12q4iJQiBdciIvPzCHCvMcYLXEu282vevybbOv0m4GPAN3Mtsx8EYtbancCfkl1dnsoXrLU3\nAh3AF3NdAAH8wC+stdcBPwN+f5rH54P9H+e+zvs28G1r7V6gK7/RGHMH0A7cBFwP3GiM+egsx98O\n/KW1djcQBj43eQdr7UXgPwI/B/6sqDvdd4D/YK3tAD5PtrMdwNvALdbafcDXgT8rerp9wG9aaz8B\n/DbwuLX2euA64OgsYxURWXa6zCYiMg/W2qPGmE1kg9cnJ/3zHcCvG2O+lPveS7YF8kfJBpb5x08X\nFH7RGPMbua/byAayA0AKyOd1v0o2HWWC3Gp2O/CStdYaY9LGmD3W2uPAh4C7c7v+CPhW0XjvINva\nHaAq9xw/m+EUvGutfaNoLJum2e8vgT+31n6vaNsBYHsuHRsglFv5rgH+xhizZYrnedpaO5T7+lfA\nf859sHnMWvvmDOMUEVkRCq5FRObvp2QD1NuAdUXbDfA5a+2p4p2LgslpGWNuIxt8fshaGzPGPE82\nOAdIW2tt7usxpv7d/XkgBLybe71qsh8A/vVMLwv8O2vtf551gO9LFn09RlGKSzFr7bgxxk7abICb\nrLWpCRuN+QbwlLX2PxljtgL/WPTP0aLn/B+583Qn2WD8P1hrfziPsYuILDmlhYiIzN/DwFettccm\nbX8K+OdFlTL25bb/DPinuW17yKaTTBYEhnKB9Q7gg/Mc033Ap6y1m6y1m8imnuTzrn/B++kb9xY9\n5ingC8aYqtzYWowxDfN83fk4BPxB/htjzPW5L4O8f2Po/zTdg40xG4Fea+13gb8mmzIiIlJSFFyL\niMyTtbbLWvudKf7p64ALOGqMeSv3PcBDQJUx5m3ga2TTKSb7R6Ait8+fkw2I5ySXprKx+DHW2neB\nYWPMzcAfAf8yl46yFRjO7fM02TSRnxtjjgGPAoG5vu5V+ANgf+7myRO8nzv+78nmp79Ghdvm2gAA\nAI1JREFUdnV7Op8A3jTGvE725s3/dwnHKiJyVcz7VxpFRGQ1Msb4gHguF/te4D5r7WdXelwiIquR\ncq5FRFa/G4G/yKWrhIEvrPB4RERWLa1ci4iIiIgsEuVci4iIiIgsEgXXIiIiIiKLRMG1iIiIiMgi\nUXAtIiIiIrJIFFyLiIiIiCwSBdciIiIiIovk/wewYwxP8GkqagAAAABJRU5ErkJggg==\n",
+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -1649,7 +1322,7 @@
"source": [
"## What's Next\n",
"\n",
- "Congratulations - you've completed your first Data Commons task! Now that you have completed the tutorial, you can explore the other dataCommons notebooks to get ideas for querying and joining data from the graph."
+ "Congratulations - you've completed your first Data Commons task! Now that you have completed the tutorial, you can explore the other Data Commons notebooks to get ideas for querying and joining data from the graph."
]
}
]
diff --git a/AnalyzingGenomicDatawithBiomedicalDataCommons.ipynb b/notebooks/analyzing_genomic_data.ipynb
similarity index 100%
rename from AnalyzingGenomicDatawithBiomedicalDataCommons.ipynb
rename to notebooks/analyzing_genomic_data.ipynb
diff --git a/notebooks/analyzing_income_distribution.ipynb b/notebooks/analyzing_income_distribution.ipynb
index d360b826..81855e02 100644
--- a/notebooks/analyzing_income_distribution.ipynb
+++ b/notebooks/analyzing_income_distribution.ipynb
@@ -4,9 +4,10 @@
"metadata": {
"colab": {
"name": "Case Study: Analyzing Income Distribution",
- "version": "0.3.2",
"provenance": [],
- "collapsed_sections": []
+ "collapsed_sections": [],
+ "toc_visible": true,
+ "include_colab_link": true
},
"kernelspec": {
"display_name": "Python 3",
@@ -15,6 +16,16 @@
}
},
"cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ " "
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {
@@ -22,10 +33,10 @@
"colab_type": "text"
},
"source": [
- "Copyright 2019 Google LLC.\n",
+ "Copyright 2020 Google LLC.\n",
"SPDX-License-Identifier: Apache-2.0\n",
"\n",
- "**Notebook Version** - 1.0.0"
+ "**Notebook Version** - 1.0.1"
]
},
{
@@ -33,26 +44,14 @@
"metadata": {
"id": "9_SFWWxoSoMn",
"colab_type": "code",
- "outputId": "eef38f1d-8c4e-4288-b6a3-4d0557cb619f",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 34
- }
+ "colab": {}
},
"source": [
"# Install datacommons\n",
- "!pip install --upgrade --quiet git+https://github.com/datacommonsorg/api-python.git@stable-1.x"
+ "!pip install datacommons --upgrade --quiet"
],
- "execution_count": 4,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- " Building wheel for datacommons (setup.py) ... \u001b[?25l\u001b[?25hdone\n"
- ],
- "name": "stdout"
- }
- ]
+ "execution_count": 1,
+ "outputs": []
},
{
"cell_type": "markdown",
@@ -65,7 +64,7 @@
"\n",
"The American Community Survey (published by the US Census) annually reports the number of individuals in a given income bracket at the State level. We can use this information, stored in Data Commons, to visualize disparity in income for each State in the US. Our goal for this tutorial will be to generate a plot that visualizes the total number of individuals across a given set of income brackets for a given state. \n",
"\n",
- "Before we begin, we'll setup our notebook"
+ "Before we begin, we'll setup our notebook."
]
},
{
@@ -82,58 +81,11 @@
"# Import other libraries\n",
"import pandas as pd\n",
"import matplotlib.pyplot as plt\n",
- "import numpy as np\n",
- "import json\n",
- "\n",
- "from google.colab import drive"
+ "import numpy as np\n"
],
- "execution_count": 0,
+ "execution_count": 2,
"outputs": []
},
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "vpZ81m1ckA8J",
- "colab_type": "text"
- },
- "source": [
- "We will also need to provide the API with an API key. See the [Analyzing Statistics in Data Commons Using the Python API](https://colab.research.google.com/drive/1ZNXTHu3J0W3vo9Mg3kNUpk0hnD6Ce1u6#scrollTo=ijxoBhFHjo3Z) to see how to set this up for a Colab Notebook."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "PmcH0ApJkNbD",
- "colab_type": "code",
- "outputId": "daa26713-71a3-4ffa-942a-39a77915491a",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 34
- }
- },
- "source": [
- "# Mount the Drive\n",
- "drive.mount('/content/drive', force_remount=True)\n",
- "\n",
- "# REPLACE THIS with the path to your key.\n",
- "key_path = '/content/drive/My Drive/DataCommons/secret.json'\n",
- "\n",
- "# Read the key in and provide it to the Data Commons API\n",
- "with open(key_path, 'r') as f:\n",
- " secrets = json.load(f)\n",
- " dc.set_api_key(secrets['dc_api_key'])"
- ],
- "execution_count": 6,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- "Mounted at /content/drive\n"
- ],
- "name": "stdout"
- }
- ]
- },
{
"cell_type": "markdown",
"metadata": {
@@ -143,7 +95,7 @@
"source": [
"## Preparing the Data\n",
"\n",
- "We'll begin by creating a dataframe with states and their total population. We can use **`get_places_in`** to get all States within the United States. We can then call **`get_populations`** and **`get_observations`** to get the population of all persons in each State."
+ "We'll begin by creating a dataframe with states and their total population. We can use **`get_places_in`** to get all States within the United States. We can then call **`get_stats`** to get the population of each State."
]
},
{
@@ -151,38 +103,31 @@
"metadata": {
"id": "4tXBoR3h-JXI",
"colab_type": "code",
- "outputId": "cdc24988-8e51-4db3-e468-c98513a339e7",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "a486ae30-f530-4388-f9d3-4f1b12d940e1"
},
"source": [
- "# Initialize a DataFrame holding the USA.\n",
- "data = pd.DataFrame({'country': ['country/USA']})\n",
- "\n",
- "# Add a column for states and get their names\n",
- "data['state'] = dc.get_places_in(data['country'], 'State')\n",
- "data = dc.flatten_frame(data)\n",
+ "# Initialize a DataFrame holding the states\n",
+ "data = pd.DataFrame({'state': dc.get_places_in(['country/USA'], 'State')['country/USA']})\n",
"\n",
"# Get all state names and store it in a column \"name\"\n",
- "data['name'] = dc.get_property_values(data['state'], 'name')\n",
- "data = dc.flatten_frame(data)\n",
+ "# Get the first name, if there are multiple for a state\n",
+ "data['name'] = data['state'].map(dc.get_property_values(data['state'], 'name')).str[0]\n",
"\n",
- "# Get StatisticalPopulations representing all persons in each state. \n",
- "data['all_pop'] = dc.get_populations(data['state'], 'Person')\n",
+ "# Get the total count of all persons for each state\n",
+ "data['Count_Person'] = data['state'].map(dc.get_stats(data['state'], \"Count_Person\", ['2017']))\n",
"\n",
- "# Get the total count of all persons in each population\n",
- "data['all'] = dc.get_observations(data['all_pop'], \n",
- " 'count',\n",
- " 'measuredValue',\n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
+ "# Extract just the number for population\n",
+ "get_value = lambda row: row.get('data').get('2017')\n",
+ "data['Count_Person'] = data['Count_Person'].apply(get_value).dropna()\n",
"\n",
- "# Display the first five rows of the table.\n",
+ "# Display the first five rows of the table\n",
"data.head(5)"
],
- "execution_count": 7,
+ "execution_count": 3,
"outputs": [
{
"output_type": "execute_result",
@@ -206,71 +151,59 @@
" \n",
" \n",
" \n",
- " country \n",
" state \n",
" name \n",
- " all_pop \n",
- " all \n",
+ " Count_Person \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/01 \n",
" Alabama \n",
- " dc/p/dft95nqhpkkgd \n",
- " 4850771.0 \n",
+ " 4874486 \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/02 \n",
" Alaska \n",
- " dc/p/th9yyf8ej6m64 \n",
- " 738565.0 \n",
+ " 739700 \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/04 \n",
" Arizona \n",
- " dc/p/8hyhwze6s5tn6 \n",
- " 6809946.0 \n",
+ " 7044008 \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/05 \n",
" Arkansas \n",
- " dc/p/rp61n0st0vtr \n",
- " 2977944.0 \n",
+ " 3001345 \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/06 \n",
" California \n",
- " dc/p/f1jbe2m7w6f58 \n",
- " 38982847.0 \n",
+ " 39358497 \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " country state name all_pop all\n",
- "0 country/USA geoId/01 Alabama dc/p/dft95nqhpkkgd 4850771.0\n",
- "1 country/USA geoId/02 Alaska dc/p/th9yyf8ej6m64 738565.0\n",
- "2 country/USA geoId/04 Arizona dc/p/8hyhwze6s5tn6 6809946.0\n",
- "3 country/USA geoId/05 Arkansas dc/p/rp61n0st0vtr 2977944.0\n",
- "4 country/USA geoId/06 California dc/p/f1jbe2m7w6f58 38982847.0"
+ " state name Count_Person\n",
+ "0 geoId/01 Alabama 4874486\n",
+ "1 geoId/02 Alaska 739700\n",
+ "2 geoId/04 Arizona 7044008\n",
+ "3 geoId/05 Arkansas 3001345\n",
+ "4 geoId/06 California 39358497"
]
},
"metadata": {
"tags": []
},
- "execution_count": 7
+ "execution_count": 3
}
]
},
@@ -283,7 +216,7 @@
"source": [
"### Querying for Income Brackets\n",
"\n",
- "Next, let's get the population level for each income bracket. The datacommons graph identifies 16 different income brackets. For each bracket and state, we can get the population level. Remember that we first get the StatisticalPopulation, and then a corresponding observation. We'll filter observations to between published in 2017 by the American Community Survey. "
+ "Next, let's get the population level for each income bracket. The datacommons graph identifies 16 different income brackets. For each bracket and state, we can get the observations directly by calling **`get_stats`**. We'll filter observations to between published in 2017 by the American Community Survey. Note these StatisticalVariables can be found [here](http://docs.datacommons.org/statistical_variables.html)."
]
},
{
@@ -291,55 +224,42 @@
"metadata": {
"id": "TBVni9L-Ewmx",
"colab_type": "code",
- "outputId": "38583ebf-bd35-48e2-da0c-5f23be201e6c",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 224
- }
+ "height": 230
+ },
+ "outputId": "d4f70924-add4-4ed8-ec92-818f23aac511"
},
"source": [
- "# A list of income brackets\n",
+ "# A list of income bracket StatisticalVariables\n",
"income_brackets = [\n",
- " \"USDollarUpto10000\",\n",
- " \"USDollar10000To14999\",\n",
- " \"USDollar15000To19999\",\n",
- " \"USDollar20000To24999\",\n",
- " \"USDollar25000To29999\",\n",
- " \"USDollar30000To34999\",\n",
- " \"USDollar35000To39999\",\n",
- " \"USDollar40000To44999\",\n",
- " \"USDollar45000To49999\",\n",
- " \"USDollar50000To59999\",\n",
- " \"USDollar60000To74999\",\n",
- " \"USDollar75000To99999\",\n",
- " \"USDollar100000To124999\",\n",
- " \"USDollar125000To149999\",\n",
- " \"USDollar150000To199999\",\n",
- " \"USDollar200000Onwards\",\n",
+ " \"Count_Household_IncomeOfUpto10000USDollar\",\n",
+ " \"Count_Household_IncomeOf10000To14999USDollar\",\n",
+ " \"Count_Household_IncomeOf15000To19999USDollar\",\n",
+ " \"Count_Household_IncomeOf20000To24999USDollar\",\n",
+ " \"Count_Household_IncomeOf25000To29999USDollar\",\n",
+ " \"Count_Household_IncomeOf30000To34999USDollar\",\n",
+ " \"Count_Household_IncomeOf35000To39999USDollar\",\n",
+ " \"Count_Household_IncomeOf40000To44999USDollar\",\n",
+ " \"Count_Household_IncomeOf45000To49999USDollar\",\n",
+ " \"Count_Household_IncomeOf50000To59999USDollar\",\n",
+ " \"Count_Household_IncomeOf60000To74999USDollar\",\n",
+ " \"Count_Household_IncomeOf75000To99999USDollar\",\n",
+ " \"Count_Household_IncomeOf100000To124999USDollar\",\n",
+ " \"Count_Household_IncomeOf125000To149999USDollar\",\n",
+ " \"Count_Household_IncomeOf150000To199999USDollar\",\n",
+ " \"Count_Household_IncomeOf200000OrMoreUSDollar\",\n",
"]\n",
"\n",
- "# Add a column containin the population count for each income bracket\n",
+ "# Add a column containing the population count for each income bracket\n",
"for bracket in income_brackets:\n",
- " # Get the new column names\n",
- " pop_col = '{}_pop'.format(bracket)\n",
- " obs_col = bracket\n",
- " \n",
- " # Create the constraining properties map\n",
- " pvs = {'income': bracket}\n",
- "\n",
- " # Get the StatisticalPopulation and Observation\n",
- " data[pop_col] = dc.get_populations(data['state'], 'Household', \n",
- " constraining_properties=pvs)\n",
- " data[obs_col] = dc.get_observations(data[pop_col], \n",
- " 'count', \n",
- " 'measuredValue', \n",
- " '2017', \n",
- " measurement_method='CenusACS5yrSurvey')\n",
+ " # Get the StatVarObservations\n",
+ " data[bracket] = data['state'].map(dc.get_stats(data['state'], bracket, ['2017'])).apply(get_value).dropna()\n",
"\n",
"# Display the table\n",
"data.head(5)"
],
- "execution_count": 8,
+ "execution_count": 4,
"outputs": [
{
"output_type": "execute_result",
@@ -363,465 +283,157 @@
" \n",
" \n",
" \n",
- " country \n",
" state \n",
" name \n",
- " all_pop \n",
- " all \n",
- " USDollarUpto10000_pop \n",
- " USDollarUpto10000 \n",
- " USDollar10000To14999_pop \n",
- " USDollar10000To14999 \n",
- " USDollar15000To19999_pop \n",
- " USDollar15000To19999 \n",
- " USDollar20000To24999_pop \n",
- " USDollar20000To24999 \n",
- " USDollar25000To29999_pop \n",
- " USDollar25000To29999 \n",
- " USDollar30000To34999_pop \n",
- " USDollar30000To34999 \n",
- " USDollar35000To39999_pop \n",
- " USDollar35000To39999 \n",
- " USDollar40000To44999_pop \n",
- " USDollar40000To44999 \n",
- " USDollar45000To49999_pop \n",
- " USDollar45000To49999 \n",
- " USDollar50000To59999_pop \n",
- " USDollar50000To59999 \n",
- " USDollar60000To74999_pop \n",
- " USDollar60000To74999 \n",
- " USDollar75000To99999_pop \n",
- " USDollar75000To99999 \n",
- " USDollar100000To124999_pop \n",
- " USDollar100000To124999 \n",
- " USDollar125000To149999_pop \n",
- " USDollar125000To149999 \n",
- " USDollar150000To199999_pop \n",
- " USDollar150000To199999 \n",
- " USDollar200000Onwards_pop \n",
- " USDollar200000Onwards \n",
+ " Count_Person \n",
+ " Count_Household_IncomeOfUpto10000USDollar \n",
+ " Count_Household_IncomeOf10000To14999USDollar \n",
+ " Count_Household_IncomeOf15000To19999USDollar \n",
+ " Count_Household_IncomeOf20000To24999USDollar \n",
+ " Count_Household_IncomeOf25000To29999USDollar \n",
+ " Count_Household_IncomeOf30000To34999USDollar \n",
+ " Count_Household_IncomeOf35000To39999USDollar \n",
+ " Count_Household_IncomeOf40000To44999USDollar \n",
+ " Count_Household_IncomeOf45000To49999USDollar \n",
+ " Count_Household_IncomeOf50000To59999USDollar \n",
+ " Count_Household_IncomeOf60000To74999USDollar \n",
+ " Count_Household_IncomeOf75000To99999USDollar \n",
+ " Count_Household_IncomeOf100000To124999USDollar \n",
+ " Count_Household_IncomeOf125000To149999USDollar \n",
+ " Count_Household_IncomeOf150000To199999USDollar \n",
+ " Count_Household_IncomeOf200000OrMoreUSDollar \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " country/USA \n",
" geoId/01 \n",
" Alabama \n",
- " dc/p/dft95nqhpkkgd \n",
- " 4850771.0 \n",
- " dc/p/k82f7vl1g4xwd \n",
- " 170650.0 \n",
- " dc/p/hrw93dxs7y4y \n",
- " 121688.0 \n",
- " dc/p/q3m0heyyphs14 \n",
- " 116273.0 \n",
- " dc/p/9c6gwfklz5pdd \n",
- " 112406.0 \n",
- " dc/p/xlm581r7zpx51 \n",
- " 102590.0 \n",
- " dc/p/4fgqdmf6e4stc \n",
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- " dc/p/8j3sfby51kqtc \n",
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- " dc/p/x2ylx680g94e \n",
- " 133618.0 \n",
- " dc/p/wphpwpkew18c1 \n",
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- " dc/p/p1zgxd7fdcqs \n",
- " 71748.0 \n",
- " dc/p/3hr2p57hjdrpg \n",
- " 60847.0 \n",
+ " 4874486 \n",
+ " 170650 \n",
+ " 121688 \n",
+ " 116273 \n",
+ " 112406 \n",
+ " 102590 \n",
+ " 100223 \n",
+ " 92139 \n",
+ " 88987 \n",
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+ " 176589 \n",
+ " 206436 \n",
+ " 133618 \n",
+ " 76939 \n",
+ " 71748 \n",
+ " 60847 \n",
" \n",
" \n",
" 1 \n",
- " country/USA \n",
" geoId/02 \n",
" Alaska \n",
- " dc/p/th9yyf8ej6m64 \n",
- " 738565.0 \n",
- " dc/p/glg0lwn58bgc6 \n",
- " 9650.0 \n",
- " dc/p/hw4lqlcj11fgf \n",
- " 7838.0 \n",
- " dc/p/w4gre87nr3p47 \n",
- " 8013.0 \n",
- " dc/p/4hhydjfw16c43 \n",
- " 8854.0 \n",
- " dc/p/ceecx2c5xbgn9 \n",
- " 8383.0 \n",
- " dc/p/426jehzy44g3f \n",
- " 8914.0 \n",
- " dc/p/pefxk2krk2qp1 \n",
- " 8998.0 \n",
- " dc/p/prskbr4e1sfyb \n",
- " 10163.0 \n",
- " dc/p/d5er7t9wwc66d \n",
- " 8536.0 \n",
- " dc/p/ktvrdr1gknnhf \n",
- " 18810.0 \n",
- " dc/p/plzhkpjz6wr78 \n",
- " 26224.0 \n",
- " dc/p/fdc874r6enj2c \n",
- " 36745.0 \n",
- " dc/p/15sg657df7j5 \n",
- " 29925.0 \n",
- " dc/p/7e3m1jl4r8052 \n",
- " 19752.0 \n",
- " dc/p/3kv7sn1ldgwm2 \n",
- " 23596.0 \n",
- " dc/p/jb4z82wlf0126 \n",
- " 18135.0 \n",
+ " 739700 \n",
+ " 9650 \n",
+ " 7838 \n",
+ " 8013 \n",
+ " 8854 \n",
+ " 8383 \n",
+ " 8914 \n",
+ " 8998 \n",
+ " 10163 \n",
+ " 8536 \n",
+ " 18810 \n",
+ " 26224 \n",
+ " 36745 \n",
+ " 29925 \n",
+ " 19752 \n",
+ " 23596 \n",
+ " 18135 \n",
" \n",
" \n",
" 2 \n",
- " country/USA \n",
" geoId/04 \n",
" Arizona \n",
- " dc/p/8hyhwze6s5tn6 \n",
- " 6809946.0 \n",
- " dc/p/6rf6dsjxvbr5f \n",
- " 178384.0 \n",
- " dc/p/hll4exlmk8jtc \n",
- " 118676.0 \n",
- " dc/p/b6tpkyz295xm8 \n",
- " 123075.0 \n",
- " dc/p/lx28sr11tdqq7 \n",
- " 131903.0 \n",
- " dc/p/efkmmwsclfnfh \n",
- " 127741.0 \n",
- " dc/p/33edcg1c0100h \n",
- " 127570.0 \n",
- " dc/p/17q967xck0c01 \n",
- " 119431.0 \n",
- " dc/p/6m7ch4wy4b7xb \n",
- " 125103.0 \n",
- " dc/p/385p6jvm97wxg \n",
- " 107245.0 \n",
- " dc/p/3f837b5vqk8h3 \n",
- " 208318.0 \n",
- " dc/p/696jjk7e08hh1 \n",
- " 254294.0 \n",
- " dc/p/pwcgh30nt42r1 \n",
- " 303811.0 \n",
- " dc/p/nghgrgdm0tpv7 \n",
- " 200818.0 \n",
- " dc/p/6blwss6nsxz09 \n",
- " 119347.0 \n",
- " dc/p/fltk974mm3kj4 \n",
- " 119778.0 \n",
- " dc/p/2k3tkfp68b293 \n",
- " 116817.0 \n",
+ " 7044008 \n",
+ " 178384 \n",
+ " 118676 \n",
+ " 123075 \n",
+ " 131903 \n",
+ " 127741 \n",
+ " 127570 \n",
+ " 119431 \n",
+ " 125103 \n",
+ " 107245 \n",
+ " 208318 \n",
+ " 254294 \n",
+ " 303811 \n",
+ " 200818 \n",
+ " 119347 \n",
+ " 119778 \n",
+ " 116817 \n",
" \n",
" \n",
" 3 \n",
- " country/USA \n",
" geoId/05 \n",
" Arkansas \n",
- " dc/p/rp61n0st0vtr \n",
- " 2977944.0 \n",
- " dc/p/vgcvlmnj54ydh \n",
- " 97226.0 \n",
- " dc/p/7ww6w7t4xvlk7 \n",
- " 78535.0 \n",
- " dc/p/efynsmzwc5823 \n",
- " 74451.0 \n",
- " dc/p/jp3jptvfwn9nd \n",
- " 75194.0 \n",
- " dc/p/66tt8rr0fm3bb \n",
- " 70211.0 \n",
- " dc/p/23qm6tpqyt2b5 \n",
- " 67958.0 \n",
- " dc/p/z932k4dhz67dc \n",
- " 61588.0 \n",
- " dc/p/fct1f5rb8ev42 \n",
- " 60814.0 \n",
- " dc/p/q3zges6zxwgmh \n",
- " 50978.0 \n",
- " dc/p/rd41ltemvb8z8 \n",
- " 95836.0 \n",
- " dc/p/dfbfs6lbx10vb \n",
- " 111618.0 \n",
- " dc/p/hzy4wfxdpvzfh \n",
- " 120034.0 \n",
- " dc/p/yc2terhkh6d78 \n",
- " 72752.0 \n",
- " dc/p/w4fte21fpn4wd \n",
- " 40780.0 \n",
- " dc/p/bl9k2gysnpb69 \n",
- " 35900.0 \n",
- " dc/p/bjjw2gv79ev25 \n",
- " 33416.0 \n",
+ " 3001345 \n",
+ " 97226 \n",
+ " 78535 \n",
+ " 74451 \n",
+ " 75194 \n",
+ " 70211 \n",
+ " 67958 \n",
+ " 61588 \n",
+ " 60814 \n",
+ " 50978 \n",
+ " 95836 \n",
+ " 111618 \n",
+ " 120034 \n",
+ " 72752 \n",
+ " 40780 \n",
+ " 35900 \n",
+ " 33416 \n",
" \n",
" \n",
" 4 \n",
- " country/USA \n",
" geoId/06 \n",
" California \n",
- " dc/p/f1jbe2m7w6f58 \n",
- " 38982847.0 \n",
- " dc/p/dgbhzzzkwdj28 \n",
- " 694945.0 \n",
- " dc/p/xddppkel4sgr9 \n",
- " 604666.0 \n",
- " dc/p/qgyd003dbv7p6 \n",
- " 536203.0 \n",
- " dc/p/xzf8djy5dt8bd \n",
- " 568994.0 \n",
- " dc/p/7x9127m9stem7 \n",
- " 523563.0 \n",
- " dc/p/v6wcvfjc3bvfd \n",
- " 539988.0 \n",
- " dc/p/qn2fz1xggyhkc \n",
- " 500571.0 \n",
- " dc/p/pkbcstte9lq28 \n",
- " 509113.0 \n",
- " dc/p/mfy8k6ejt1k0d \n",
- " 456152.0 \n",
- " dc/p/1gy8f20jdlwng \n",
- " 895758.0 \n",
- " dc/p/g9ly5ee1c7bf3 \n",
- " 1199773.0 \n",
- " dc/p/kc59r4x1tedq4 \n",
- " 1568843.0 \n",
- " dc/p/3c9483vks6ev7 \n",
- " 1206637.0 \n",
- " dc/p/bc518fz7gl1f6 \n",
- " 818690.0 \n",
- " dc/p/cx6fr5lfvhtx5 \n",
- " 1008388.0 \n",
- " dc/p/2vdzt089wp0c1 \n",
- " 1255844.0 \n",
- " \n",
- " \n",
- "\n",
- ""
- ],
- "text/plain": [
- " country state ... USDollar200000Onwards_pop USDollar200000Onwards\n",
- "0 country/USA geoId/01 ... dc/p/3hr2p57hjdrpg 60847.0\n",
- "1 country/USA geoId/02 ... dc/p/jb4z82wlf0126 18135.0\n",
- "2 country/USA geoId/04 ... dc/p/2k3tkfp68b293 116817.0\n",
- "3 country/USA geoId/05 ... dc/p/bjjw2gv79ev25 33416.0\n",
- "4 country/USA geoId/06 ... dc/p/2vdzt089wp0c1 1255844.0\n",
- "\n",
- "[5 rows x 37 columns]"
- ]
- },
- "metadata": {
- "tags": []
- },
- "execution_count": 8
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "54BXvRs_VLqe",
- "colab_type": "text"
- },
- "source": [
- "Let's limit the size of this DataFrame by selecting columns with only the State name and Observations."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "toUoYWT1VZOV",
- "colab_type": "code",
- "outputId": "7faf6ecc-5f4b-4751-ad39-9d2c1444fb8f",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 224
- }
- },
- "source": [
- "# Select columns that will be used for plotting\n",
- "data = data[['name', 'all'] + income_brackets]\n",
- "\n",
- "# Display the table\n",
- "data.head(5)"
- ],
- "execution_count": 9,
- "outputs": [
- {
- "output_type": "execute_result",
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " name \n",
- " all \n",
- " USDollarUpto10000 \n",
- " USDollar10000To14999 \n",
- " USDollar15000To19999 \n",
- " USDollar20000To24999 \n",
- " USDollar25000To29999 \n",
- " USDollar30000To34999 \n",
- " USDollar35000To39999 \n",
- " USDollar40000To44999 \n",
- " USDollar45000To49999 \n",
- " USDollar50000To59999 \n",
- " USDollar60000To74999 \n",
- " USDollar75000To99999 \n",
- " USDollar100000To124999 \n",
- " USDollar125000To149999 \n",
- " USDollar150000To199999 \n",
- " USDollar200000Onwards \n",
- " \n",
- " \n",
- " \n",
- " \n",
- " 0 \n",
- " Alabama \n",
- " 4850771.0 \n",
- " 170650.0 \n",
- " 121688.0 \n",
- " 116273.0 \n",
- " 112406.0 \n",
- " 102590.0 \n",
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- " 76939.0 \n",
- " 71748.0 \n",
- " 60847.0 \n",
- " \n",
- " \n",
- " 1 \n",
- " Alaska \n",
- " 738565.0 \n",
- " 9650.0 \n",
- " 7838.0 \n",
- " 8013.0 \n",
- " 8854.0 \n",
- " 8383.0 \n",
- " 8914.0 \n",
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- " 10163.0 \n",
- " 8536.0 \n",
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- " 36745.0 \n",
- " 29925.0 \n",
- " 19752.0 \n",
- " 23596.0 \n",
- " 18135.0 \n",
- " \n",
- " \n",
- " 2 \n",
- " Arizona \n",
- " 6809946.0 \n",
- " 178384.0 \n",
- " 118676.0 \n",
- " 123075.0 \n",
- " 131903.0 \n",
- " 127741.0 \n",
- " 127570.0 \n",
- " 119431.0 \n",
- " 125103.0 \n",
- " 107245.0 \n",
- " 208318.0 \n",
- " 254294.0 \n",
- " 303811.0 \n",
- " 200818.0 \n",
- " 119347.0 \n",
- " 119778.0 \n",
- " 116817.0 \n",
- " \n",
- " \n",
- " 3 \n",
- " Arkansas \n",
- " 2977944.0 \n",
- " 97226.0 \n",
- " 78535.0 \n",
- " 74451.0 \n",
- " 75194.0 \n",
- " 70211.0 \n",
- " 67958.0 \n",
- " 61588.0 \n",
- " 60814.0 \n",
- " 50978.0 \n",
- " 95836.0 \n",
- " 111618.0 \n",
- " 120034.0 \n",
- " 72752.0 \n",
- " 40780.0 \n",
- " 35900.0 \n",
- " 33416.0 \n",
- " \n",
- " \n",
- " 4 \n",
- " California \n",
- " 38982847.0 \n",
- " 694945.0 \n",
- " 604666.0 \n",
- " 536203.0 \n",
- " 568994.0 \n",
- " 523563.0 \n",
- " 539988.0 \n",
- " 500571.0 \n",
- " 509113.0 \n",
- " 456152.0 \n",
- " 895758.0 \n",
- " 1199773.0 \n",
- " 1568843.0 \n",
- " 1206637.0 \n",
- " 818690.0 \n",
- " 1008388.0 \n",
- " 1255844.0 \n",
+ " 39358497 \n",
+ " 694945 \n",
+ " 604666 \n",
+ " 536203 \n",
+ " 568994 \n",
+ " 523563 \n",
+ " 539988 \n",
+ " 500571 \n",
+ " 509113 \n",
+ " 456152 \n",
+ " 895758 \n",
+ " 1199773 \n",
+ " 1568843 \n",
+ " 1206637 \n",
+ " 818690 \n",
+ " 1008388 \n",
+ " 1255844 \n",
" \n",
" \n",
"
\n",
"
"
],
"text/plain": [
- " name all ... USDollar150000To199999 USDollar200000Onwards\n",
- "0 Alabama 4850771.0 ... 71748.0 60847.0\n",
- "1 Alaska 738565.0 ... 23596.0 18135.0\n",
- "2 Arizona 6809946.0 ... 119778.0 116817.0\n",
- "3 Arkansas 2977944.0 ... 35900.0 33416.0\n",
- "4 California 38982847.0 ... 1008388.0 1255844.0\n",
+ " state ... Count_Household_IncomeOf200000OrMoreUSDollar\n",
+ "0 geoId/01 ... 60847\n",
+ "1 geoId/02 ... 18135\n",
+ "2 geoId/04 ... 116817\n",
+ "3 geoId/05 ... 33416\n",
+ "4 geoId/06 ... 1255844\n",
"\n",
- "[5 rows x 18 columns]"
+ "[5 rows x 19 columns]"
]
},
"metadata": {
"tags": []
},
- "execution_count": 9
+ "execution_count": 4
}
]
},
@@ -834,7 +446,7 @@
"source": [
"## Analyzing the Data\n",
"\n",
- "Let's plot our data as a histogram. Notice that the income ranges as tabulated by the US Census are not equal. At the low end, the range is 0-9999, whereas, towards the top, the range 150,000-199,999 is five times as broad! We will make the width of each of the columns correspond to their range, and will give us an idea of the total earnings, not just the number of people in that group.\n",
+ "Let's plot our data as a histogram. **Notice that the income ranges as tabulated by the US Census are not equal.** At the low end, the range is 0-9999, whereas, towards the top, the range 150,000-199,999 is five times as broad! **We will make the width of each of the columns correspond to their range, and will give us an idea of the total earnings, not just the number of people in that group.**\n",
"\n",
"First we provide code for generating the plot."
]
@@ -847,32 +459,28 @@
"colab": {}
},
"source": [
- "# Histogram bins\n",
+ "# Bar chart endpoints (for calculating bar width)\n",
"label_to_range = {\n",
- " \"USDollarUpto10000\": [0, 9999],\n",
- " \"USDollar10000To14999\": [10000, 14999],\n",
- " \"USDollar15000To19999\": [15000, 19999],\n",
- " \"USDollar20000To24999\": [20000, 24999],\n",
- " \"USDollar25000To29999\": [25000, 29999],\n",
- " \"USDollar30000To34999\": [30000, 34999],\n",
- " \"USDollar35000To39999\": [35000, 39999],\n",
- " \"USDollar40000To44999\": [40000, 44999],\n",
- " \"USDollar45000To49999\": [45000, 49999],\n",
- " \"USDollar50000To59999\": [50000, 59999],\n",
- " \"USDollar60000To74999\": [60000, 74999],\n",
- " \"USDollar75000To99999\": [75000, 99999],\n",
- " \"USDollar100000To124999\": [100000, 124999],\n",
- " \"USDollar125000To149999\": [125000, 149999],\n",
- " \"USDollar150000To199999\": [150000, 199999],\n",
- " \"USDollar200000Onwards\": [250000, 300000],\n",
+ " \"Count_Household_IncomeOfUpto10000USDollar\": [0, 9999],\n",
+ " \"Count_Household_IncomeOf10000To14999USDollar\": [10000, 14999],\n",
+ " \"Count_Household_IncomeOf15000To19999USDollar\": [15000, 19999],\n",
+ " \"Count_Household_IncomeOf20000To24999USDollar\": [20000, 24999],\n",
+ " \"Count_Household_IncomeOf25000To29999USDollar\": [25000, 29999],\n",
+ " \"Count_Household_IncomeOf30000To34999USDollar\": [30000, 34999],\n",
+ " \"Count_Household_IncomeOf35000To39999USDollar\": [35000, 39999],\n",
+ " \"Count_Household_IncomeOf40000To44999USDollar\": [40000, 44999],\n",
+ " \"Count_Household_IncomeOf45000To49999USDollar\": [45000, 49999],\n",
+ " \"Count_Household_IncomeOf50000To59999USDollar\": [50000, 59999],\n",
+ " \"Count_Household_IncomeOf60000To74999USDollar\": [60000, 74999],\n",
+ " \"Count_Household_IncomeOf75000To99999USDollar\": [75000, 99999],\n",
+ " \"Count_Household_IncomeOf100000To124999USDollar\": [100000, 124999],\n",
+ " \"Count_Household_IncomeOf125000To149999USDollar\": [125000, 149999],\n",
+ " \"Count_Household_IncomeOf150000To199999USDollar\": [150000, 199999],\n",
+ " \"Count_Household_IncomeOf200000OrMoreUSDollar\": [200000, 300000],\n",
"}\n",
- "bins = [\n",
- " 0, 10000, 15000, 20000, 25000, 30000, 35000, 40000, 45000, 50000, 60000, \n",
- " 75000, 100000, 125000, 150000, 250000\n",
- "]\n",
"\n",
"def plot_income(data, state_name):\n",
- " # Assert that \"state_name\" is a valid state name\n",
+ " # Assert that specified \"state_name\" is a valid state name\n",
" frame_search = data.loc[data['name'] == state_name].squeeze()\n",
" if frame_search.shape[0] == 0:\n",
" print('{} does not have sufficient income data to generate the plot!'.format(state_name))\n",
@@ -880,29 +488,36 @@
" \n",
" # Print the resulting series\n",
" data = frame_search[2:]\n",
- " \n",
- " # Calculate the bar lengths\n",
- " lengths = []\n",
+ "\n",
+ " # Calculate the lengths without intervals\n",
+ " widths_without_interval = []\n",
" for bracket in income_brackets:\n",
" r = label_to_range[bracket] \n",
- " lengths.append(int((r[1] - r[0]) / 18))\n",
- " \n",
+ " widths_without_interval.append(int((r[1] - r[0]) / 18))\n",
+ "\n",
" # Calculate the x-axis positions\n",
" pos, total = [], 0\n",
- " for l in lengths:\n",
+ " for l in widths_without_interval:\n",
" pos.append(total + (l // 2))\n",
" total += l\n",
- " \n",
+ "\n",
+ " # Calculate the bar lengths\n",
+ " widths = []\n",
+ " for bracket in income_brackets:\n",
+ " r = label_to_range[bracket] \n",
+ " # 50 here to be the intervals between bars\n",
+ " widths.append(int((r[1] - r[0]) / 18 - 50))\n",
+ "\n",
" # Plot the histogram\n",
" plt.figure(figsize=(12, 10))\n",
" plt.xticks(pos, income_brackets, rotation=90)\n",
" plt.grid(True)\n",
- " plt.bar(pos, data.values, lengths, color='b', alpha=0.3)\n",
- " \n",
+ " plt.bar(pos, data.values, widths, color='b', alpha=0.3)\n",
+ "\n",
" # Return the resulting frame.\n",
" return frame_search"
],
- "execution_count": 0,
+ "execution_count": 5,
"outputs": []
},
{
@@ -920,32 +535,33 @@
"metadata": {
"id": "JkNBx9KsWtey",
"colab_type": "code",
- "outputId": "19376932-9814-49fe-fd18-a02945744b03",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 716
- }
+ "height": 851
+ },
+ "outputId": "ce449084-17d4-4bff-ff5d-8faba1628d69"
},
"source": [
"#@title Enter State to plot { run: \"auto\" }\n",
- "state_name = \"Tennessee\" #@param [\"Missouri\", \"Arkansas\", \"Arizona\", \"Ohio\", \"Connecticut\", \"Vermont\", \"Illinois\", \"South Dakota\", \"Iowa\", \"Oklahoma\", \"Kansas\", \"Washington\", \"Oregon\", \"Hawaii\", \"Minnesota\", \"Idaho\", \"Alaska\", \"Colorado\", \"Delaware\", \"Alabama\", \"North Dakota\", \"Michigan\", \"California\", \"Indiana\", \"Kentucky\", \"Nebraska\", \"Louisiana\", \"New Jersey\", \"Rhode Island\", \"Utah\", \"Nevada\", \"South Carolina\", \"Wisconsin\", \"New York\", \"North Carolina\", \"New Hampshire\", \"Georgia\", \"Pennsylvania\", \"West Virginia\", \"Maine\", \"Mississippi\", \"Montana\", \"Tennessee\", \"New Mexico\", \"Massachusetts\", \"Wyoming\", \"Maryland\", \"Florida\", \"Texas\", \"Virginia\"]\n",
- "result = plot_income(data, state_name)\n",
+ "state_name = \"Montana\" #@param [\"Missouri\", \"Arkansas\", \"Arizona\", \"Ohio\", \"Connecticut\", \"Vermont\", \"Illinois\", \"South Dakota\", \"Iowa\", \"Oklahoma\", \"Kansas\", \"Washington\", \"Oregon\", \"Hawaii\", \"Minnesota\", \"Idaho\", \"Alaska\", \"Colorado\", \"Delaware\", \"Alabama\", \"North Dakota\", \"Michigan\", \"California\", \"Indiana\", \"Kentucky\", \"Nebraska\", \"Louisiana\", \"New Jersey\", \"Rhode Island\", \"Utah\", \"Nevada\", \"South Carolina\", \"Wisconsin\", \"New York\", \"North Carolina\", \"New Hampshire\", \"Georgia\", \"Pennsylvania\", \"West Virginia\", \"Maine\", \"Mississippi\", \"Montana\", \"Tennessee\", \"New Mexico\", \"Massachusetts\", \"Wyoming\", \"Maryland\", \"Florida\", \"Texas\", \"Virginia\"]\n",
+ "result = plot_income(data.drop('state', axis=1), state_name)\n",
"\n",
"# Show the plot\n",
"plt.show()"
],
- "execution_count": 11,
+ "execution_count": 6,
"outputs": [
{
"output_type": "display_data",
"data": {
- "image/png": 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kcAMAwEACNwAADCRwAwDAQAI3AAAMJHADAMBAAjcAAAwkcAMAwEACNwAADCRwAwDAQAI3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\nQAgKtLSg6PASlYchw2NEYYEiBkRYRg2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O3wfeJulNwDeBZ0+yXYj9BD4D7Fi9XgnsAvxY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\nOwiCIAiCIAimyP8H46kCcZE1SmUAAAAASUVORK5CYII=\n",
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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -965,47 +581,47 @@
"metadata": {
"id": "FYPs1S9hWL8B",
"colab_type": "code",
- "outputId": "26f72abe-cdbc-4bf0-8385-efe696b4a21c",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 340
- }
+ "height": 378
+ },
+ "outputId": "3fcf2d6d-27f7-445e-a7eb-a0c3ea89a5f0"
},
"source": [
"# Additionally print the table of income bracket sizes \n",
"result"
],
- "execution_count": 12,
+ "execution_count": 7,
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
- "name Tennessee\n",
- "all 6.59738e+06\n",
- "USDollarUpto10000 200034\n",
- "USDollar10000To14999 146404\n",
- "USDollar15000To19999 147660\n",
- "USDollar20000To24999 152867\n",
- "USDollar25000To29999 142625\n",
- "USDollar30000To34999 140211\n",
- "USDollar35000To39999 132737\n",
- "USDollar40000To44999 127434\n",
- "USDollar45000To49999 110586\n",
- "USDollar50000To59999 213266\n",
- "USDollar60000To74999 257530\n",
- "USDollar75000To99999 292764\n",
- "USDollar100000To124999 181732\n",
- "USDollar125000To149999 102356\n",
- "USDollar150000To199999 99880\n",
- "USDollar200000Onwards 99108\n",
- "Name: 42, dtype: object"
+ "name Montana\n",
+ "Count_Person 1052482\n",
+ "Count_Household_IncomeOfUpto10000USDollar 28634\n",
+ "Count_Household_IncomeOf10000To14999USDollar 23152\n",
+ "Count_Household_IncomeOf15000To19999USDollar 22896\n",
+ "Count_Household_IncomeOf20000To24999USDollar 24321\n",
+ "Count_Household_IncomeOf25000To29999USDollar 23155\n",
+ "Count_Household_IncomeOf30000To34999USDollar 23776\n",
+ "Count_Household_IncomeOf35000To39999USDollar 22173\n",
+ "Count_Household_IncomeOf40000To44999USDollar 20708\n",
+ "Count_Household_IncomeOf45000To49999USDollar 17897\n",
+ "Count_Household_IncomeOf50000To59999USDollar 35490\n",
+ "Count_Household_IncomeOf60000To74999USDollar 44956\n",
+ "Count_Household_IncomeOf75000To99999USDollar 50409\n",
+ "Count_Household_IncomeOf100000To124999USDollar 32624\n",
+ "Count_Household_IncomeOf125000To149999USDollar 18244\n",
+ "Count_Household_IncomeOf150000To199999USDollar 15964\n",
+ "Count_Household_IncomeOf200000OrMoreUSDollar 15576\n",
+ "Name: 26, dtype: object"
]
},
"metadata": {
"tags": []
},
- "execution_count": 12
+ "execution_count": 7
}
]
},
@@ -1018,7 +634,7 @@
"source": [
"This is only the beginning! What else can you analyze? For example, you could try computing a measure of income disparity in each state (see [Gini Coefficient](https://en.wikipedia.org/wiki/Gini_coefficient)).\n",
"\n",
- "You could then expand the dataframe to include more information and analyze how attributes like education level, crime, or even weather effect income disparity.\n",
+ "You could then expand the dataframe to include more information and analyze how attributes like education level, crime, or even weather affect income disparity.\n",
"\n"
]
}
diff --git a/notebooks/analyzing_obesity_prevalence.ipynb b/notebooks/analyzing_obesity_prevalence.ipynb
index 13ac21ff..929372bb 100644
--- a/notebooks/analyzing_obesity_prevalence.ipynb
+++ b/notebooks/analyzing_obesity_prevalence.ipynb
@@ -4,11 +4,9 @@
"metadata": {
"colab": {
"name": "Case Study: Prevalence of Obesity in 500 US Cities",
- "version": "0.3.2",
"provenance": [],
- "collapsed_sections": [
- "qapl33x8fy_A"
- ]
+ "collapsed_sections": [],
+ "include_colab_link": true
},
"kernelspec": {
"name": "python3",
@@ -16,6 +14,16 @@
}
},
"cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "view-in-github",
+ "colab_type": "text"
+ },
+ "source": [
+ " "
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {
@@ -23,10 +31,10 @@
"colab_type": "text"
},
"source": [
- "Copyright 2019 Google LLC.\n",
+ "Copyright 2020 Google LLC.\n",
"SPDX-License-Identifier: Apache-2.0\n",
"\n",
- "**Notebook Version** - 1.0.0"
+ "**Notebook Version** - 1.0.1"
]
},
{
@@ -47,7 +55,7 @@
"\n",
"import json"
],
- "execution_count": 0,
+ "execution_count": 1,
"outputs": []
},
{
@@ -59,15 +67,15 @@
"source": [
"# Case Study: Prevalence of Obesity in 500 US Cities\n",
"\n",
- "Obesity is well known to correlate with health factors such as high blood pressure, but is also known to correlate with economic factors such as low-income, unemployment, etc [[1]](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3198075/)[[2]](https://www.ncbi.nlm.nih.gov/pubmed/26562758). The Center for Disease Control (CDC) provides prevalence percentages on health conditions such as [obesity](https://browser.datacommons.org/kg?type=Observation&dcid=dc/o/znbdp41vejt84&r=0), [high blood pressure](https://browser.datacommons.org/kg?type=Observation&dcid=dc/o/wsj0e6pjndf74&r=0), and [high cholesterol](https://browser.datacommons.org/kg?type=Observation&dcid=dc/o/5l1fm8514pgxc&r=0) for approximately 500 major cities in the US (e.g. [San Francisco](https://browser.datacommons.org/kg?type=City&dcid=dc/3eknvn2), [New York](https://browser.datacommons.org/kg?type=City&dcid=dc/prehdd2&r=1), and [Austin](https://browser.datacommons.org/kg?type=City&dcid=dc/khxv4f2&r=1)). Meanwhile, the US Bureau of Labor Statistics provides [unemployment rates]() while the US Census provides [poverty rates]() for most cities across the United States. \n",
+ "Obesity is well known to correlate with health factors such as high blood pressure, but is also known to correlate with economic factors such as low-income, unemployment, etc [[1]](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3198075/)[[2]](https://www.ncbi.nlm.nih.gov/pubmed/26562758). The Center for Disease Control (CDC) provides prevalence percentages on health conditions such as [obesity](https://browser.datacommons.org/kg?dcid=dc/p/8f94jymf10dh7), [high blood pressure](https://browser.datacommons.org/kg?dcid=dc/p/lddprn26my0wh), and [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ybn085073e7z6) for approximately 500 major cities in the US (e.g. [San Francisco](https://browser.datacommons.org/kg?dcid=geoId/0667000), [New York](https://browser.datacommons.org/kg?dcid=geoId/3651000), and [Austin](https://browser.datacommons.org/kg?dcid=geoId/4805000)). Meanwhile, the US Bureau of Labor Statistics provides [unemployment rates](https://browser.datacommons.org/kg?dcid=dc/p/820mxx8ejlrj7) while the US Census provides [poverty rates](https://browser.datacommons.org/kg?dcid=dc/p/mrbgbmbe5lvyh) for most cities across the United States. \n",
"\n",
- "Even though these statistics come from different datasets across different government agencies with different storage formats, dataCommons surfaces each of these in a single, uniform knowledge graph. In fact, you can see this in the [browser](https://browser.datacommons.org/kg?dcid=dc/re83dx3&r=0) by looking at the *provenance* column. Let's use the data in dataCommons to create a linear regression model that incorporates variables:\n",
+ "Even though these statistics come from different datasets across different government agencies with different storage formats, Data Commons surfaces each of these in a single, uniform knowledge graph. In fact, you can see this in the [browser](https://browser.datacommons.org/kg?dcid=dc/9xkkc71) by looking at the *provenance* column. Let's use the data in Data Commons to create a linear regression model that incorporates variables:\n",
"\n",
"- Prevalence of high blood pressure\n",
"- Unemployment rate\n",
"- Percent of population living with income below the poverty line\n",
"\n",
- "to predict the prevalence of obesity in the 500 cities that the CDC provides data for. One thing you may note is that the US Census also provides employment statistics (you can see this by navigating to the \"employment\" and \"employmentStatus\" sections for [San Francisco](https://browser.datacommons.org/kg?type=City&dcid=dc/3eknvn2) and observing the different provenances). Our choice of using statistics from the Bureau of Labor Statistics is purely demonstrative, but it would be interesting to see if similar results can be reproduced using US Census employment statistics. "
+ "to predict the prevalence of obesity in the 500 cities that the CDC provides data for. One thing you may note is that the US Census also provides employment statistics (you can see this by navigating to the \"employment\" and \"employmentStatus\" sections for [San Francisco](https://browser.datacommons.org/kg?dcid=geoId/0667000) and observing the different provenances). Our choice of using statistics from the Bureau of Labor Statistics is purely demonstrative, but it would be interesting to see if similar results can be reproduced using US Census employment statistics. "
]
},
{
@@ -75,71 +83,15 @@
"metadata": {
"id": "GQrede0Bdm-k",
"colab_type": "code",
- "outputId": "3509bade-4032-4e36-a991-78a014575f8c",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 34
- }
+ "colab": {}
},
"source": [
- "!pip install --upgrade --quiet git+https://github.com/datacommonsorg/api-python.git@stable-1.x\n",
+ "!pip install datacommons --upgrade --quiet\n",
"\n",
"import datacommons as dc"
],
- "execution_count": 5,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- " Building wheel for datacommons (setup.py) ... \u001b[?25l\u001b[?25hdone\n"
- ],
- "name": "stdout"
- }
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {
- "id": "HH3P0arRk7Mv",
- "colab_type": "text"
- },
- "source": [
- "We will also need to provide the API with an API key. See the [Analyzing Statistics in Data Commons Using the Python API](https://colab.research.google.com/drive/1ZNXTHu3J0W3vo9Mg3kNUpk0hnD6Ce1u6#scrollTo=ijxoBhFHjo3Z) to see how to set this up for a Colab Notebook."
- ]
- },
- {
- "cell_type": "code",
- "metadata": {
- "id": "_am1Pfb0lBNh",
- "colab_type": "code",
- "outputId": "01be5f1c-cc52-487d-cb62-7e5a726ae39c",
- "colab": {
- "base_uri": "https://localhost:8080/",
- "height": 34
- }
- },
- "source": [
- "# Mount the Drive\n",
- "drive.mount('/content/drive', force_remount=True)\n",
- "\n",
- "# REPLACE THIS with the path to your key.\n",
- "key_path = '/content/drive/My Drive/DataCommons/secret.json'\n",
- "\n",
- "# Read the key in and provide it to the Data Commons API\n",
- "with open(key_path, 'r') as f:\n",
- " secrets = json.load(f)\n",
- " dc.set_api_key(secrets['dc_api_key'])"
- ],
- "execution_count": 6,
- "outputs": [
- {
- "output_type": "stream",
- "text": [
- "Mounted at /content/drive\n"
- ],
- "name": "stdout"
- }
- ]
+ "execution_count": 2,
+ "outputs": []
},
{
"cell_type": "markdown",
@@ -148,7 +100,7 @@
"colab_type": "text"
},
"source": [
- "To get started, we'll need the cities that CDC provides data for. We've listed the DCIDs of all cities with CDC obesity prevalence statistics and stored it as a variable `city_dcids`. For now we will hide this cell!"
+ "To get started, we'll need the cities that CDC provides data for. We can query Data Commons for Cities that are members of [CDC500_City](https://browser.datacommons.org/kg?dcid=CDC500_City). The default return limit is 100, so we'll explicitly set it to 500."
]
},
{
@@ -156,182 +108,13 @@
"metadata": {
"id": "4CoM0LD4kZSN",
"colab_type": "code",
- "cellView": "form",
+ "cellView": "both",
"colab": {}
},
"source": [
- "#@title\n",
- "city_dcids = [\n",
- " \"geoId/5370000\", \"geoId/0524550\", \"geoId/0820000\", \n",
- " \"geoId/3502000\", \"geoId/0665000\", \"geoId/1239550\", \n",
- " \"geoId/2148006\", \"geoId/1232000\", \"geoId/1757225\", \n",
- " \"geoId/0622804\", \"geoId/0807850\", \"geoId/4848072\", \n",
- " \"geoId/3921000\", \"geoId/0680000\", \"geoId/3650617\", \n",
- " \"geoId/4813024\", \"geoId/0644000\", \"geoId/0918430\", \n",
- " \"geoId/5147672\", \"geoId/3345140\", \"geoId/4856000\", \n",
- " \"geoId/1714351\", \"geoId/1982425\", \"geoId/2674900\", \n",
- " \"geoId/1258050\", \"geoId/4943660\", \"geoId/0541000\", \n",
- " \"geoId/0659451\", \"geoId/1269700\", \"geoId/0616350\", \n",
- " \"geoId/0653980\", \"geoId/4459000\", \"geoId/0650258\", \n",
- " \"geoId/0622230\", \"geoId/4845744\", \"geoId/0662938\", \n",
- " \"geoId/0150000\", \"geoId/0673080\", \"geoId/3725580\", \n",
- " \"geoId/0603526\", \"geoId/0846465\", \"geoId/1656260\", \n",
- " \"geoId/2523000\", \"geoId/2241155\", \"geoId/0427820\", \n",
- " \"geoId/2970000\", \"geoId/0622020\", \"geoId/3728000\", \n",
- " \"geoId/5101000\", \"geoId/0681204\", \"geoId/1851876\", \n",
- " \"geoId/1768003\", \"geoId/4224000\", \"geoId/4815976\", \n",
- " \"geoId/2688940\", \"geoId/0606000\", \"geoId/0454050\", \n",
- " \"geoId/3006550\", \"geoId/1751622\", \"geoId/4748000\", \n",
- " \"geoId/5164000\", \"geoId/1077580\", \"geoId/0681666\", \n",
- " \"geoId/5548000\", \"geoId/5584250\", \"geoId/0681344\", \n",
- " \"geoId/0623182\", \"geoId/2915670\", \"geoId/1368516\", \n",
- " \"geoId/4260000\", \"geoId/0615044\", \"geoId/1765000\", \n",
- " \"geoId/4819000\", \"geoId/1921000\", \"geoId/1212875\", \n",
- " \"geoId/3413690\", \"geoId/1253000\", \"geoId/0827425\", \n",
- " \"geoId/0603666\", \"geoId/0616000\", \"geoId/2255000\", \n",
- " \"geoId/5539225\", \"geoId/3710740\", \"geoId/3663000\", \n",
- " \"geoId/4843888\", \"geoId/2567000\", \"geoId/2646000\", \n",
- " \"geoId/2954074\", \"geoId/1150000\", \"geoId/0668084\", \n",
- " \"geoId/3665508\", \"geoId/3436000\", \"geoId/1270600\", \n",
- " \"geoId/0980000\", \"geoId/2706616\", \"geoId/4548535\", \n",
- " \"geoId/1840788\", \"geoId/0677000\", \"geoId/1779293\", \n",
- " \"geoId/2836000\", \"geoId/4983470\", \"geoId/0636770\", \n",
- " \"geoId/2680700\", \"geoId/4803000\", \"geoId/1239425\", \n",
- " \"geoId/2509000\", \"geoId/2036000\", \"geoId/0446000\", \n",
- " \"geoId/2582000\", \"geoId/0816000\", \"geoId/0477000\", \n",
- " \"geoId/0616532\", \"geoId/0658072\", \"geoId/4856348\", \n",
- " \"geoId/2511000\", \"geoId/5303180\", \"geoId/0877290\", \n",
- " \"geoId/4847892\", \"geoId/5305280\", \"geoId/1257425\", \n",
- " \"geoId/0653000\", \"geoId/3912000\", \"geoId/2649000\", \n",
- " \"geoId/1912000\", \"geoId/0639892\", \"geoId/4957300\", \n",
- " \"geoId/4962470\", \"geoId/0680812\", \"geoId/0640130\", \n",
- " \"geoId/1822000\", \"geoId/4147000\", \"geoId/0660466\", \n",
- " \"geoId/1823278\", \"geoId/2758000\", \"geoId/0681554\", \n",
- " \"geoId/1207875\", \"geoId/0135896\", \"geoId/3702140\", \n",
- " \"geoId/4261000\", \"geoId/1207300\", \"geoId/2669035\", \n",
- " \"geoId/4810768\", \"geoId/0680854\", \"geoId/5135000\", \n",
- " \"geoId/0535710\", \"geoId/1712385\", \"geoId/0107000\", \n",
- " \"geoId/0655156\", \"geoId/1772000\", \"geoId/4419180\", \n",
- " \"geoId/4751560\", \"geoId/0630000\", \"geoId/3916000\", \n",
- " \"geoId/5566000\", \"geoId/0614218\", \"geoId/5367000\", \n",
- " \"geoId/2038900\", \"geoId/2545000\", \"geoId/0659920\", \n",
- " \"geoId/1938595\", \"geoId/0648256\", \"geoId/3825700\", \n",
- " \"geoId/0845970\", \"geoId/4752006\", \"geoId/4841464\", \n",
- " \"geoId/0678582\", \"geoId/0613392\", \"geoId/3260600\", \n",
- " \"geoId/4041850\", \"geoId/4819972\", \"geoId/4827000\", \n",
- " \"geoId/3240000\", \"geoId/0608786\", \"geoId/0636000\", \n",
- " \"geoId/4714000\", \"geoId/5357745\", \"geoId/4105800\", \n",
- " \"geoId/0455000\", \"geoId/1703012\", \"geoId/1367284\", \n",
- " \"geoId/4848804\", \"geoId/0665042\", \"geoId/0684200\", \n",
- " \"geoId/1827000\", \"geoId/1714000\", \"geoId/1342425\", \n",
- " \"geoId/5010675\", \"geoId/4513330\", \"geoId/0611194\", \n",
- " \"geoId/0621712\", \"geoId/0650076\", \"geoId/3712000\", \n",
- " \"geoId/0660018\", \"geoId/1831000\", \"geoId/4982950\", \n",
- " \"geoId/4715160\", \"geoId/1243975\", \"geoId/4822660\", \n",
- " \"geoId/0843000\", \"geoId/5531000\", \"geoId/5167000\", \n",
- " \"geoId/4105350\", \"geoId/4123850\", \"geoId/1652120\", \n",
- " \"geoId/0602000\", \"geoId/4810912\", \"geoId/0628000\", \n",
- " \"geoId/0804000\", \"geoId/5176432\", \"geoId/2621000\", \n",
- " \"geoId/2754880\", \"geoId/4561405\", \"geoId/4829000\", \n",
- " \"geoId/1973335\", \"geoId/5380010\", \"geoId/0646898\", \n",
- " \"geoId/4740000\", \"geoId/2717000\", \"geoId/0668000\", \n",
- " \"geoId/1230000\", \"geoId/5157000\", \"geoId/0624680\", \n",
- " \"geoId/1216725\", \"geoId/0651182\", \"geoId/0636546\", \n",
- " \"geoId/0523290\", \"geoId/0669070\", \"geoId/0137000\", \n",
- " \"geoId/0659962\", \"geoId/3128000\", \"geoId/0613210\", \n",
- " \"geoId/4801924\", \"geoId/0812815\", \"geoId/0485540\", \n",
- " \"geoId/0613214\", \"geoId/4009050\", \"geoId/0600884\", \n",
- " \"geoId/0662000\", \"geoId/1245025\", \"geoId/3961000\", \n",
- " \"geoId/2629000\", \"geoId/4804000\", \"geoId/3570500\", \n",
- " \"geoId/5182000\", \"geoId/4841980\", \"geoId/0611530\", \n",
- " \"geoId/3722920\", \"geoId/2146027\", \"geoId/2052575\", \n",
- " \"geoId/1759000\", \"geoId/3474000\", \"geoId/1224000\", \n",
- " \"geoId/0648354\", \"geoId/4861796\", \"geoId/1254200\", \n",
- " \"geoId/15003\", \"geoId/5305210\", \"geoId/4269000\", \n",
- " \"geoId/4807000\", \"geoId/4879000\", \"geoId/0629000\", \n",
- " \"geoId/0656000\", \"geoId/2935000\", \"geoId/2071000\", \n",
- " \"geoId/4835000\", \"geoId/1235000\", \"geoId/4075000\", \n",
- " \"geoId/4853388\", \"geoId/0617918\", \"geoId/4055000\", \n",
- " \"geoId/1871000\", \"geoId/5116000\", \"geoId/0668196\", \n",
- " \"geoId/5374060\", \"geoId/4830464\", \"geoId/2537490\", \n",
- " \"geoId/1238250\", \"geoId/2360545\", \"geoId/0832155\", \n",
- " \"geoId/0664000\", \"geoId/4801000\", \"geoId/0647766\", \n",
- " \"geoId/0672016\", \"geoId/2684000\", \"geoId/4858016\", \n",
- " \"geoId/0465000\", \"geoId/3563460\", \"geoId/0646842\", \n",
- " \"geoId/3775000\", \"geoId/0682996\", \"geoId/1707133\", \n",
- " \"geoId/2627440\", \"geoId/2239475\", \"geoId/2603000\", \n",
- " \"geoId/5335415\", \"geoId/1723074\", \"geoId/0632548\", \n",
- " \"geoId/0670000\", \"geoId/1836003\", \"geoId/0669000\", \n",
- " \"geoId/5168000\", \"geoId/3268400\", \"geoId/3774440\", \n",
- " \"geoId/3457000\", \"geoId/2964550\", \"geoId/4876000\", \n",
- " \"geoId/5414600\", \"geoId/0656700\", \"geoId/3539380\", \n",
- " \"geoId/0657792\", \"geoId/0670098\", \"geoId/0952000\", \n",
- " \"geoId/0666000\", \"geoId/0973000\", \"geoId/0639496\", \n",
- " \"geoId/0566080\", \"geoId/0600562\", \"geoId/3673000\", \n",
- " \"geoId/1245060\", \"geoId/0669196\", \"geoId/3350260\", \n",
- " \"geoId/0862000\", \"geoId/2676460\", \"geoId/0955990\", \n",
- " \"geoId/1810342\", \"geoId/0626000\", \"geoId/1738570\", \n",
- " \"geoId/3137000\", \"geoId/4052500\", \"geoId/4857200\", \n",
- " \"geoId/3601000\", \"geoId/0608954\", \"geoId/0619766\", \n",
- " \"geoId/3456550\", \"geoId/3474630\", \"geoId/4131250\", \n",
- " \"geoId/4164900\", \"geoId/1319000\", \"geoId/2555745\", \n",
- " \"geoId/3714100\", \"geoId/3231900\", \"geoId/0602364\", \n",
- " \"geoId/4550875\", \"geoId/0427400\", \"geoId/1369000\", \n",
- " \"geoId/1225175\", \"geoId/0654652\", \"geoId/1304204\", \n",
- " \"geoId/4202000\", \"geoId/3918000\", \"geoId/2829700\", \n",
- " \"geoId/2270000\", \"geoId/5367167\", \"geoId/0937000\", \n",
- " \"geoId/4263624\", \"geoId/4845384\", \"geoId/5613900\", \n",
- " \"geoId/2941348\", \"geoId/0682590\", \"geoId/1258715\", \n",
- " \"geoId/4874144\", \"geoId/0682954\", \"geoId/1825000\", \n",
- " \"geoId/0908000\", \"geoId/0633434\", \"geoId/0653896\", \n",
- " \"geoId/4955980\", \"geoId/0151000\", \"geoId/0645484\", \n",
- " \"geoId/1216475\", \"geoId/3728080\", \"geoId/2545560\", \n",
- " \"geoId/0883835\", \"geoId/3410000\", \"geoId/2642160\", \n",
- " \"geoId/2537000\", \"geoId/4848768\", \"geoId/1724582\", \n",
- " \"geoId/4965330\", \"geoId/0627000\", \"geoId/0652526\", \n",
- " \"geoId/0649670\", \"geoId/4870808\", \"geoId/4206088\", \n",
- " \"geoId/1919000\", \"geoId/3755000\", \"geoId/0636448\", \n",
- " \"geoId/0641992\", \"geoId/5553000\", \"geoId/0684550\", \n",
- " \"geoId/0675000\", \"geoId/5323515\", \"geoId/3684000\", \n",
- " \"geoId/2404000\", \"geoId/0613588\", \"geoId/4652980\", \n",
- " \"geoId/3651000\", \"geoId/2562535\", \"geoId/1718823\", \n",
- " \"geoId/1245000\", \"geoId/2507000\", \"geoId/0604982\", \n",
- " \"geoId/0664224\", \"geoId/2240735\", \"geoId/0678120\", \n",
- " \"geoId/3451000\", \"geoId/2751730\", \"geoId/0667000\", \n",
- " \"geoId/4659020\", \"geoId/5363000\", \"geoId/2622000\", \n",
- " \"geoId/1255775\", \"geoId/4863500\", \"geoId/0685292\", \n",
- " \"geoId/0950370\", \"geoId/1217200\", \"geoId/0643000\", \n",
- " \"geoId/3734200\", \"geoId/4837000\", \"geoId/0412000\", \n",
- " \"geoId/4842508\", \"geoId/1303440\", \"geoId/4967000\", \n",
- " \"geoId/0669088\", \"geoId/0660620\", \"geoId/0203000\", \n",
- " \"geoId/1702154\", \"geoId/2686000\", \"geoId/4806128\", \n",
- " \"geoId/0669084\", \"geoId/1304000\", \"geoId/1301052\", \n",
- " \"geoId/0649270\", \"geoId/1210275\", \"geoId/0613014\", \n",
- " \"geoId/4474300\", \"geoId/5322640\", \"geoId/2743000\", \n",
- " \"geoId/0803455\", \"geoId/1271000\", \"geoId/1380508\", \n",
- " \"geoId/0602252\", \"geoId/4134100\", \"geoId/4159000\", \n",
- " \"geoId/3901000\", \"geoId/1263000\", \"geoId/3421000\", \n",
- " \"geoId/4817000\", \"geoId/1245975\", \"geoId/0404720\", \n",
- " \"geoId/4454640\", \"geoId/0633000\", \"geoId/3611000\", \n",
- " \"geoId/5156000\", \"geoId/3977000\", \"geoId/4845000\", \n",
- " \"geoId/0633182\", \"geoId/0668252\", \"geoId/3731400\", \n",
- " \"geoId/1706613\", \"geoId/2634000\", \"geoId/4839148\", \n",
- " \"geoId/4516000\", \"geoId/2707966\", \"geoId/1349000\", \n",
- " \"geoId/2053775\", \"geoId/1214400\", \"geoId/4864472\", \n",
- " \"geoId/2938000\", \"geoId/3251800\", \"geoId/2965000\", \n",
- " \"geoId/4865000\", \"geoId/3649121\", \"geoId/4827684\", \n",
- " \"geoId/0471510\", \"geoId/1254000\", \"geoId/4023200\", \n",
- " \"geoId/3050200\", \"geoId/1276600\", \"geoId/0660102\", \n",
- " \"geoId/0644574\", \"geoId/3719000\", \"geoId/1608830\", \n",
- " \"geoId/0653322\", \"geoId/5502375\", \"geoId/2534550\", \n",
- " \"geoId/4967440\", \"geoId/0473000\", \"geoId/5335275\", \n",
- " \"geoId/3915000\", \"geoId/1805860\", \"geoId/4824000\", \n",
- " \"geoId/4805000\", \"geoId/2079000\", \"geoId/2205000\", \n",
- " \"geoId/0624638\", \"geoId/3988000\", \"geoId/0668378\", \n",
- " \"geoId/0177256\", \"geoId/0680238\",\n",
- "]"
+ "city_dcids = dc.get_property_values([\"CDC500_City\"], \"member\", limit=500)"
],
- "execution_count": 0,
+ "execution_count": 3,
"outputs": []
},
{
@@ -349,24 +132,26 @@
"metadata": {
"id": "IM4ajcwoNtXr",
"colab_type": "code",
- "outputId": "f1bb3296-1bff-48a9-ba56-d1a36677548d",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "d02424fe-8a0a-407f-c279-b7dc82d66050"
},
"source": [
"# Create the Pandas DataFrame \n",
- "data = pd.DataFrame({'City': city_dcids})\n",
- "\n",
+ "data = pd.DataFrame(city_dcids)\n",
+ "# Simplify the column name\n",
+ "data.columns = ['City']\n",
"# Get the name of each city\n",
- "data['CityName'] = dc.get_property_values(data['City'], 'name')\n",
- "data = dc.flatten_frame(data)\n",
+ "# If a city has multiple common names (e.g. \"New York\" and \"New York City\"), use the first one\n",
+ "data['CityName'] = data['City'].map(dc.get_property_values(data['City'], 'name')).str[0]\n",
+ "data.dropna(inplace=True)\n",
"\n",
"# Show the top five rows\n",
"data.head(5)"
],
- "execution_count": 8,
+ "execution_count": 4,
"outputs": [
{
"output_type": "execute_result",
@@ -397,46 +182,46 @@
" \n",
" \n",
" 0 \n",
- " geoId/5370000 \n",
- " Tacoma \n",
+ " geoId/0107000 \n",
+ " Birmingham \n",
" \n",
" \n",
" 1 \n",
- " geoId/0524550 \n",
- " Fort Smith \n",
+ " geoId/0135896 \n",
+ " Hoover \n",
" \n",
" \n",
" 2 \n",
- " geoId/0820000 \n",
- " Denver \n",
+ " geoId/0137000 \n",
+ " Huntsville \n",
" \n",
" \n",
" 3 \n",
- " geoId/3502000 \n",
- " Albuquerque \n",
+ " geoId/0150000 \n",
+ " Mobile \n",
" \n",
" \n",
" 4 \n",
- " geoId/0665000 \n",
- " San Bernardino \n",
+ " geoId/0151000 \n",
+ " Montgomery \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " City CityName\n",
- "0 geoId/5370000 Tacoma\n",
- "1 geoId/0524550 Fort Smith\n",
- "2 geoId/0820000 Denver\n",
- "3 geoId/3502000 Albuquerque\n",
- "4 geoId/0665000 San Bernardino"
+ " City CityName\n",
+ "0 geoId/0107000 Birmingham\n",
+ "1 geoId/0135896 Hoover\n",
+ "2 geoId/0137000 Huntsville\n",
+ "3 geoId/0150000 Mobile\n",
+ "4 geoId/0151000 Montgomery"
]
},
"metadata": {
"tags": []
},
- "execution_count": 8
+ "execution_count": 4
}
]
},
@@ -449,95 +234,65 @@
"source": [
"### Querying for all Statistics\n",
"\n",
- "Let's start by querying for all our statistics. If you have not already, take a look at this [notebook](https://colab.research.google.com/drive/1ZNXTHu3J0W3vo9Mg3kNUpk0hnD6Ce1u6) explaining how to query for StatisticalPopulations and Observations. "
+ "Let's start by querying for all our statistics. If you have not already, take a look at the [docs](http://docs.datacommons.org/api/python/) for how to query Data Commons with [`get_stats`](http://docs.datacommons.org/api/python/stats.html). Note that all StatisticalVariables below can be found [here](http://docs.datacommons.org/statistical_variables.html)."
]
},
{
"cell_type": "code",
"metadata": {
- "id": "w2VPoSUWgeK3",
+ "id": "B51WFPL5TOn-",
"colab_type": "code",
- "outputId": "abdc71ed-0dc1-44c9-feed-49bbf979d22a",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "6327b159-b4dd-4a23-e16e-57c609d3b750"
},
"source": [
+ "# Get just the value from 2015 (or 2015 year-end)\n",
+ "get_value_year = lambda row: row.get('data').get('2015')\n",
+ "get_value_month = lambda row: row.get('data').get('2015-12')\n",
+ "\n",
"# Prevalence of obesity\n",
- "data['ObesityPop'] = dc.get_populations(\n",
+ "data['Obesity'] = data['City'].map(dc.get_stats(\n",
" data['City'],\n",
- " 'Person',\n",
- " constraining_properties={\n",
- " 'unhealthyBehavior': 'CDC_Obesity'\n",
- " }\n",
- ")\n",
- "data['Obesity'] = dc.get_observations(\n",
- " data['ObesityPop'],\n",
- " 'prevalence',\n",
- " 'measuredValue',\n",
- " '2015',\n",
- " measurement_method='CDC_CrudePrevalence'\n",
- ")\n",
+ " \"Percent_Person_Obesity\",\n",
+ " ['2015']\n",
+ ")).dropna().apply(get_value_year)\n",
"\n",
"# Prevalence of high blood pressure\n",
- "data['HighBpPop'] = dc.get_populations(\n",
+ "data['HighBp'] = data['City'].map(dc.get_stats(\n",
" data['City'],\n",
- " 'Person',\n",
- " constraining_properties={\n",
- " 'healthOutcome': 'CDC_BPHigh'\n",
- " }\n",
- ")\n",
- "data['HighBp'] = dc.get_observations(\n",
- " data['HighBpPop'],\n",
- " 'prevalence',\n",
- " 'measuredValue',\n",
- " '2015',\n",
- " measurement_method='CDC_CrudePrevalence'\n",
- ")\n",
+ " \"Percent_Person_WithHighBloodPressure\",\n",
+ " ['2015']\n",
+ ")).dropna().apply(get_value_year)\n",
"\n",
- "# Population of all persons\n",
- "data['AllPersonsPop'] = dc.get_populations(data['City'], 'Person')\n",
- "\n",
- "# Total persons count \n",
- "data['PersonCount'] = dc.get_observations(\n",
- " data['AllPersonsPop'],\n",
- " 'count',\n",
- " 'measuredValue',\n",
- " '2015',\n",
- " measurement_method='CenusACS5yrSurvey'\n",
- ")\n",
+ "# Total persons count from CensusACS5YrSurvey\n",
+ "data['PersonCount'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"Count_Person\",\n",
+ " ['2015'],\n",
+ " measurement_method='CensusACS5yrSurvey'\n",
+ ")).dropna().apply(get_value_year)\n",
"\n",
- "# Unemployment rate\n",
- "data['Unemployment'] = dc.get_observations(\n",
- " data['AllPersonsPop'],\n",
- " 'unemploymentRate',\n",
- " 'measuredValue',\n",
- " '2015',\n",
- " observation_period='P1Y',\n",
- " measurement_method='BLSSeasonallyUnadjusted'\n",
- ")\n",
+ "# Unemployment rate (monthly data)\n",
+ "data['Unemployment'] = data['City'].map(dc.get_stats(\n",
+ " data['City'],\n",
+ " \"UnemploymentRate_Person\",\n",
+ " ['2015-12']\n",
+ ")).dropna().apply(get_value_month)\n",
"\n",
"# Count of persons living below the poverty line\n",
- "data['PovertyPersonsPop'] = dc.get_populations(\n",
+ "data['PovertyCount'] = data['City'].map(dc.get_stats(\n",
" data['City'],\n",
- " 'Person',\n",
- " constraining_properties={\n",
- " 'povertyStatus': 'BelowPovertyLevelInThePast12Months'\n",
- " }\n",
- ")\n",
- "data['PovertyCount'] = dc.get_observations(\n",
- " data['PovertyPersonsPop'],\n",
- " 'count',\n",
- " 'measuredValue',\n",
- " '2015',\n",
- " measurement_method='CenusACS5yrSurvey'\n",
- ")\n",
+ " \"Count_Person_BelowPovertyLevelInThePast12Months\",\n",
+ " ['2015']\n",
+ ")).dropna().apply(get_value_year)\n",
"\n",
"# Display the first five rows.\n",
"data.head(5)"
],
- "execution_count": 9,
+ "execution_count": 5,
"outputs": [
{
"output_type": "execute_result",
@@ -563,107 +318,83 @@
" \n",
" City \n",
" CityName \n",
- " ObesityPop \n",
" Obesity \n",
- " HighBpPop \n",
" HighBp \n",
- " AllPersonsPop \n",
" PersonCount \n",
" Unemployment \n",
- " PovertyPersonsPop \n",
" PovertyCount \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " geoId/5370000 \n",
- " Tacoma \n",
- " dc/p/ygz97bz3qrl68 \n",
- " 32.1 \n",
- " dc/p/061211lndk972 \n",
- " 32.1 \n",
- " dc/p/v2z7yr9e9m7t4 \n",
- " 203481.0 \n",
- " 6.8 \n",
- " dc/p/9r3lcy246fb72 \n",
- " 35674.0 \n",
+ " geoId/0107000 \n",
+ " Birmingham \n",
+ " 42.7 \n",
+ " 44.1 \n",
+ " 212211.0 \n",
+ " 6.6 \n",
+ " 63503.0 \n",
" \n",
" \n",
" 1 \n",
- " geoId/0524550 \n",
- " Fort Smith \n",
- " dc/p/0wzp84d2rghp4 \n",
- " 31.7 \n",
- " dc/p/jyfmgsp4wlsn4 \n",
- " 37.9 \n",
- " dc/p/qep2q2lcc3rcc \n",
- " 87603.0 \n",
- " 4.8 \n",
- " dc/p/3vl1zg91yczx7 \n",
- " 23080.0 \n",
+ " geoId/0135896 \n",
+ " Hoover \n",
+ " 28.3 \n",
+ " 29.7 \n",
+ " 83547.0 \n",
+ " 3.9 \n",
+ " 5003.0 \n",
" \n",
" \n",
" 2 \n",
- " geoId/0820000 \n",
- " Denver \n",
- " dc/p/z1dpmq8jnmhdc \n",
- " 20.4 \n",
- " dc/p/71jjtd68z1tl7 \n",
- " 23.7 \n",
- " dc/p/gmw3cn8tmsnth \n",
- " 649654.0 \n",
- " 3.7 \n",
- " dc/p/r2svxn0qs9nk8 \n",
- " 110299.0 \n",
+ " geoId/0137000 \n",
+ " Huntsville \n",
+ " 34.4 \n",
+ " 36.3 \n",
+ " 185594.0 \n",
+ " 5.2 \n",
+ " 32412.0 \n",
" \n",
" \n",
" 3 \n",
- " geoId/3502000 \n",
- " Albuquerque \n",
- " dc/p/2tbc81tpz0s26 \n",
- " 25.7 \n",
- " dc/p/0wp70nnwevmh2 \n",
- " 26.5 \n",
- " dc/p/xjngmjh589vn5 \n",
- " 556092.0 \n",
- " 5.8 \n",
- " dc/p/rzvgzt78nzer7 \n",
- " 105617.0 \n",
+ " geoId/0150000 \n",
+ " Mobile \n",
+ " 35.3 \n",
+ " 41.0 \n",
+ " 194669.0 \n",
+ " 6.8 \n",
+ " 43468.0 \n",
" \n",
" \n",
" 4 \n",
- " geoId/0665000 \n",
- " San Bernardino \n",
- " dc/p/3hn9s9kz9gezg \n",
- " 34.6 \n",
- " dc/p/z8jneb443gyg9 \n",
- " 31.5 \n",
- " dc/p/92cxc027krdcd \n",
- " 214112.0 \n",
- " 8.2 \n",
- " dc/p/001d2p6867d3g \n",
- " 68990.0 \n",
+ " geoId/0151000 \n",
+ " Montgomery \n",
+ " 39.4 \n",
+ " 40.8 \n",
+ " 202967.0 \n",
+ " 5.8 \n",
+ " 47371.0 \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " City CityName ... PovertyPersonsPop PovertyCount\n",
- "0 geoId/5370000 Tacoma ... dc/p/9r3lcy246fb72 35674.0\n",
- "1 geoId/0524550 Fort Smith ... dc/p/3vl1zg91yczx7 23080.0\n",
- "2 geoId/0820000 Denver ... dc/p/r2svxn0qs9nk8 110299.0\n",
- "3 geoId/3502000 Albuquerque ... dc/p/rzvgzt78nzer7 105617.0\n",
- "4 geoId/0665000 San Bernardino ... dc/p/001d2p6867d3g 68990.0\n",
+ " City CityName Obesity ... PersonCount Unemployment PovertyCount\n",
+ "0 geoId/0107000 Birmingham 42.7 ... 212211.0 6.6 63503.0\n",
+ "1 geoId/0135896 Hoover 28.3 ... 83547.0 3.9 5003.0\n",
+ "2 geoId/0137000 Huntsville 34.4 ... 185594.0 5.2 32412.0\n",
+ "3 geoId/0150000 Mobile 35.3 ... 194669.0 6.8 43468.0\n",
+ "4 geoId/0151000 Montgomery 39.4 ... 202967.0 5.8 47371.0\n",
"\n",
- "[5 rows x 11 columns]"
+ "[5 rows x 7 columns]"
]
},
"metadata": {
"tags": []
},
- "execution_count": 9
+ "execution_count": 5
}
]
},
@@ -676,11 +407,11 @@
"source": [
"### Cleaning the Data\n",
"\n",
- "Great! We have all the statistics we'll need for this case study queried from three different data sources without having to write additional code to perform the joins. However, we'll still need to perform three data cleanup tasks to prepare the data for analysis:\n",
+ "Great! We have all the statistics we'll need for this case study queried from three different data sources without having to write additional code to perform the joins. However, we'll still need to perform some data cleanup tasks to prepare the data for analysis:\n",
"\n",
- "1. Select the column of city names and all observation columns.\n",
- "2. Convert the observation columns to numerical types. Since dataCommons is still in its early release stage, there are a couple of oddities such as how numerical observations are stored as text values!\n",
- "3. Remove any missing rows with missing values.\n",
+ "1. Remove any missing rows with missing values.\n",
+ "1. Normalize poverty into a rate.\n",
+ "1. Remove unnecessary columns.\n",
"\n",
"Let's generate the final dataframe."
]
@@ -690,24 +421,26 @@
"metadata": {
"id": "Wv6oIY765sf-",
"colab_type": "code",
- "outputId": "04a660b5-70f8-46bc-f57d-521c16485450",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 204
- }
+ "height": 210
+ },
+ "outputId": "9654eace-8db0-45b3-ae4d-933b8f157256"
},
"source": [
- "# Get the cleaned table\n",
- "cleaned = dc.clean_frame(data)\n",
+ "# Drop rows with missing values\n",
+ "cleaned = data.dropna().reset_index(drop=True)\n",
"\n",
- "# Remove population columns and compute the poverty rate\n",
- "cleaned = cleaned[['CityName', 'Obesity', 'HighBp', 'Unemployment', 'PersonCount', 'PovertyCount']]\n",
+ "# Compute the poverty rate\n",
"cleaned['PovertyRate'] = cleaned['PovertyCount'] / cleaned['PersonCount'] * 100\n",
"\n",
+ "# Remove the unused columns\n",
+ "cleaned.drop(['City', 'PersonCount', 'PovertyCount'], inplace=True, axis=1)\n",
+ "\n",
"# Display the table\n",
"cleaned.head(5)"
],
- "execution_count": 10,
+ "execution_count": 6,
"outputs": [
{
"output_type": "execute_result",
@@ -735,81 +468,67 @@
" Obesity \n",
" HighBp \n",
" Unemployment \n",
- " PersonCount \n",
- " PovertyCount \n",
" PovertyRate \n",
" \n",
" \n",
" \n",
" \n",
" 0 \n",
- " Tacoma \n",
- " 32.1 \n",
- " 32.1 \n",
- " 6.8 \n",
- " 203481.0 \n",
- " 35674.0 \n",
- " 17.531858 \n",
+ " Birmingham \n",
+ " 42.7 \n",
+ " 44.1 \n",
+ " 6.6 \n",
+ " 29.924462 \n",
" \n",
" \n",
" 1 \n",
- " Fort Smith \n",
- " 31.7 \n",
- " 37.9 \n",
- " 4.8 \n",
- " 87603.0 \n",
- " 23080.0 \n",
- " 26.346130 \n",
+ " Hoover \n",
+ " 28.3 \n",
+ " 29.7 \n",
+ " 3.9 \n",
+ " 5.988246 \n",
" \n",
" \n",
" 2 \n",
- " Denver \n",
- " 20.4 \n",
- " 23.7 \n",
- " 3.7 \n",
- " 649654.0 \n",
- " 110299.0 \n",
- " 16.978115 \n",
+ " Huntsville \n",
+ " 34.4 \n",
+ " 36.3 \n",
+ " 5.2 \n",
+ " 17.463927 \n",
" \n",
" \n",
" 3 \n",
- " Albuquerque \n",
- " 25.7 \n",
- " 26.5 \n",
- " 5.8 \n",
- " 556092.0 \n",
- " 105617.0 \n",
- " 18.992721 \n",
+ " Mobile \n",
+ " 35.3 \n",
+ " 41.0 \n",
+ " 6.8 \n",
+ " 22.329184 \n",
" \n",
" \n",
" 4 \n",
- " San Bernardino \n",
- " 34.6 \n",
- " 31.5 \n",
- " 8.2 \n",
- " 214112.0 \n",
- " 68990.0 \n",
- " 32.221454 \n",
+ " Montgomery \n",
+ " 39.4 \n",
+ " 40.8 \n",
+ " 5.8 \n",
+ " 23.339262 \n",
" \n",
" \n",
"\n",
""
],
"text/plain": [
- " CityName Obesity HighBp ... PersonCount PovertyCount PovertyRate\n",
- "0 Tacoma 32.1 32.1 ... 203481.0 35674.0 17.531858\n",
- "1 Fort Smith 31.7 37.9 ... 87603.0 23080.0 26.346130\n",
- "2 Denver 20.4 23.7 ... 649654.0 110299.0 16.978115\n",
- "3 Albuquerque 25.7 26.5 ... 556092.0 105617.0 18.992721\n",
- "4 San Bernardino 34.6 31.5 ... 214112.0 68990.0 32.221454\n",
- "\n",
- "[5 rows x 7 columns]"
+ " CityName Obesity HighBp Unemployment PovertyRate\n",
+ "0 Birmingham 42.7 44.1 6.6 29.924462\n",
+ "1 Hoover 28.3 29.7 3.9 5.988246\n",
+ "2 Huntsville 34.4 36.3 5.2 17.463927\n",
+ "3 Mobile 35.3 41.0 6.8 22.329184\n",
+ "4 Montgomery 39.4 40.8 5.8 23.339262"
]
},
"metadata": {
"tags": []
},
- "execution_count": 10
+ "execution_count": 6
}
]
},
@@ -830,11 +549,11 @@
"metadata": {
"id": "Y_g3fDt-dasl",
"colab_type": "code",
- "outputId": "0c46e2af-a002-4b70-c26a-10757416feb4",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 312
- }
+ "height": 314
+ },
+ "outputId": "49683c0c-0487-4e68-d94a-316573146a08"
},
"source": [
"# Plot Bphigh vs. Obesity\n",
@@ -845,7 +564,7 @@
"# Show the plot\n",
"plt.show()"
],
- "execution_count": 11,
+ "execution_count": 7,
"outputs": [
{
"output_type": "display_data",
@@ -861,13 +580,14 @@
{
"output_type": "display_data",
"data": {
- "image/png": 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gUd0WrgtQf3hpSqUYNahPTpXWkAO6s68pM3V13FKAahYwvmvsjVv8de27Gd9D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\na8UnghBCaHNxjSCEENpcNIIQQmhz0QhCCKHNRSMIIYQ2F40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+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -877,11 +597,11 @@
"metadata": {
"id": "Rf2yQkHBcuEk",
"colab_type": "code",
- "outputId": "74f08d44-e498-43d4-a1da-00398fb67cb5",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 312
- }
+ "height": 314
+ },
+ "outputId": "28307b57-daaa-4af6-f842-a722d25a3d99"
},
"source": [
"# Plot Unemployment with Obesity\n",
@@ -892,7 +612,7 @@
"# Show the plot\n",
"plt.show()"
],
- "execution_count": 12,
+ "execution_count": 8,
"outputs": [
{
"output_type": "display_data",
@@ -908,13 +628,14 @@
{
"output_type": "display_data",
"data": {
- "image/png": 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1wHeMMVOAncDn+mAMShWoZ4JQo3QO02zZvqdRPvv+TE1XBCIyATgZuBq4QEQEmAt8wt7l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\nkHQcOMTgtYEg+O+IJ4IgCIISJ9YIgiAISpxwBEEQBCVOOII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+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -924,11 +645,11 @@
"metadata": {
"id": "A6bczTzEcuOS",
"colab_type": "code",
- "outputId": "7f8878bf-11ef-4056-b4c9-0be7927375e4",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 312
- }
+ "height": 314
+ },
+ "outputId": "0931a22b-e5c0-43f5-d985-489419de602b"
},
"source": [
"# Plot PovertyRate with Obesity\n",
@@ -939,7 +660,7 @@
"# Show the plot\n",
"plt.show()"
],
- "execution_count": 13,
+ "execution_count": 9,
"outputs": [
{
"output_type": "display_data",
@@ -955,13 +676,14 @@
{
"output_type": "display_data",
"data": {
- "image/png": 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Z8csX81E87sNMe7z4xrw7S257jT2r4MaHuvPz7Fccb0PPXubcvA6VUwUF6+Ix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\ngiRJkhYnA0GSJEmL8yf1pPntWyybPwAAAABJRU5ErkJggg==\n",
+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -999,11 +721,11 @@
"metadata": {
"id": "CppTvF2tYz4U",
"colab_type": "code",
- "outputId": "2fe0d236-5ef2-4366-f44d-8931f00451ca",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 51
- }
+ "height": 55
+ },
+ "outputId": "69a7f7cc-071d-487e-8102-de4f8a306782"
},
"source": [
"X = cleaned[['HighBp', 'Unemployment', 'PovertyRate']]\n",
@@ -1016,13 +738,13 @@
"print('Model Intercept: {}'.format(model.intercept_))\n",
"print('Model Coefficients: {}'.format(model.coef_))"
],
- "execution_count": 14,
+ "execution_count": 10,
"outputs": [
{
"output_type": "stream",
"text": [
- "Model Intercept: [4.85067402]\n",
- "Model Coefficients: [[ 0.66873351 -0.14130964 0.29417318]]\n"
+ "Model Intercept: [-1.6457338]\n",
+ "Model Coefficients: [[ 0.94324417 -0.09959618 0.16723319]]\n"
],
"name": "stdout"
}
@@ -1045,11 +767,11 @@
"metadata": {
"id": "UvQhIin3awbU",
"colab_type": "code",
- "outputId": "d7e3ad45-053b-4b34-9300-93e8bcc9b2ee",
"colab": {
"base_uri": "https://localhost:8080/",
- "height": 51
- }
+ "height": 55
+ },
+ "outputId": "d68c28b0-eeac-4378-e383-7dbdf73aab5a"
},
"source": [
"def mse(y_pred, y_true):\n",
@@ -1062,13 +784,13 @@
"print('Training Error: {}'.format(mse(train_pred, y_train)))\n",
"print('Test Error: {}'.format(mse(test_pred, y_test)))"
],
- "execution_count": 15,
+ "execution_count": 11,
"outputs": [
{
"output_type": "stream",
"text": [
- "Training Error: 10.228031794227281\n",
- "Test Error: 12.858870785996542\n"
+ "Training Error: 8.273633502795935\n",
+ "Test Error: 7.873530949332282\n"
],
"name": "stdout"
}
@@ -1089,11 +811,11 @@
"metadata": {
"id": "MLwX-CH3bDKg",
"colab_type": "code",
- "outputId": "e8d3f1ac-f508-45fc-e3a9-28c0c3c95e08",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 295
- }
+ },
+ "outputId": "f1555ebf-304c-4a53-eea5-8a9f54e6358a"
},
"source": [
"y_res = (test_pred - y_test) / y_test\n",
@@ -1105,18 +827,19 @@
"plt.scatter(y_res.index, y_res['Obesity'])\n",
"plt.show()"
],
- "execution_count": 16,
+ "execution_count": 12,
"outputs": [
{
"output_type": "display_data",
"data": {
- "image/png": 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X09dvA84F3pxXoczMrJyyBI0XRsRuVa9/JunGvApkZmbllaX31HWS9qu8kLQvsCC/IpmZ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\nbF27yyRLeups4FT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i6euS1pP0EkkXpPPfKOkxSRPTK4FvabJ/fi3pjHQfLZX00nT6hpIu\nlHSTpIuoCnySXiXpt5KuU3K/iY0kDac1sJ3SZS6Q9K4M22d9yEHDepKkFwJvAF6anrWvSzJ8xItJ\nhoneIyJeCHw7IuaSXBH+lhZqKNfxzEB/MyO5T8FewCGSdouIM0nG8/nHiDi43nJN1nEoMC/dng2B\ns4A3RsQeJMOaHwssTLcJ4B+BG4EXkdwj5LcZtkMRsQ8wA6gEsveR3EviBcDpJCMAkw54NxN4RUS8\niOSq8uMiGcPqOOBbko4CNoyIszOs2/qQg4b1qoOBfwAWKBkG/OXAjiTDQuyi5O5k00iGvG6Hqp4f\nKek6kkDyApIbddWSdbkzJf0JOAf4dDrtBcCfIuLP6etvA/+UBri/SNoZGCEZ/vufSALIrzJsR2Wg\nxoUk91Qh/f/zACJiEcnwEwAvTcv8m3SfHlX5n4j4EckwO58nCWY2oDw0uvUqAWdFxIfXmiHtSXKH\nsvcCb6S9g9zewA/Tg/VxwD4RsVzSedRox8i6XOqEiJiXpri+SXKTpEZ+CRwGrCAZT2gOSU3kPzJs\nx5Pp31U0/70L+HFE/PNaM5K7W+6almEYWJZh3daHXNOwXnU5cISkrWB1L6ttJU0iSclcSJKOqdwD\n+RFgk2Zvmo7+eQLJgG8/BTZN//dhJUNMT6tavPo9Gy1Xz+eADSW9gmQk2p0l7ZDOezvwi/T5r0ga\n3a+KiHtIGvR3jIibxr5hRr8E3gYgaS9g93T6b4CXV8qQtmfsnM77AEmK7x0kaSqfcA4of/DWkyJi\niaTTgMslrUMygu+/kZxRf1OSSEa5PSn9l7OBb0haQVIbGNuucWb6fkMkbQUHRcTKNN10I/BH4A7g\nqqr/mZOu/06SIcjrLVdvG0LS6cAHI2KapGOAi9Oz+muAr6eL/pbklp2/TF9fT3K2364vAedIuokk\nNbUoLc9f0zLMreos8F9pgDiaZL89Kulqklsif2wcZbAe5VFuzcwsM6enzMwsMwcNMzPLzEHDzMwy\nc9AwM7PMHDTMzCwzBw0zM8vMQcPMzDL7/13R+mhUnf+KAAAAAElFTkSuQmCC\n",
+ "image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
- "tags": []
+ "tags": [],
+ "needs_background": "light"
}
}
]
@@ -1128,7 +851,7 @@
"colab_type": "text"
},
"source": [
- "How well does your model perform? We were able to achieve an MSE for the test set of approximately 10% points from the observed obesity prevalence. Our model was also able to fit the data with the max residual bounded by +/- 30%, which for a simple model considering only three explanatory variables isn't so bad."
+ "How well does your model perform? We were able to achieve an MSE for the test set of approximately 10% points from the observed obesity prevalence. Our model was also able to fit the data with the residuals clustered between -20% and 30%, which for a simple model considering only three explanatory variables isn't so bad."
]
},
{
@@ -1140,12 +863,12 @@
"source": [
"## Conclusion\n",
"\n",
- "Congratulations! Rather than spending a couple of hours just searching for and joining datasets from the CDC, Bureau of Labor Statistics, and US Census Bureau, you've spent one lab session querying dataCommons for the same data and, on top of that, using it to build a linear model. Hopefully dataCommons has made the time-to-analysis much shorter! \n",
+ "Congratulations! Rather than spending a couple of hours just searching for and joining datasets from the CDC, Bureau of Labor Statistics, and US Census Bureau, you've spent one lab session querying Data Commons for the same data and, on top of that, used it to build a basic model to predict the prevalence of obesity in approximately 500 cities using intuition from a long line of research. Hopefully Data Commons has made the time-to-analysis much shorter!\n",
"\n",
- "You've also created a basic model to predict the prevalence of obesity in approximately 500 states using intuition from a long line of research. The model you've created only uses three explanatory variables, so even though it's not the most accurate at predicting obesity prevalence, it's possible that it can be improved by adding more variables. Obesity is also known to correlate with factors such as [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ff59srlmxrr56) and [diabetes](https://browser.datacommons.org/kg?dcid=dc/p/j8ltt5t5r9p75), but with the data in dataCommons, we can even consider asking if obesity correlates with stranger factors such as\n",
+ "The model you've created only uses three explanatory variables, so even though it's not the most accurate at predicting obesity prevalence, it's possible that it can be improved by adding more variables. Obesity is also known to correlate with factors such as [high cholesterol](https://browser.datacommons.org/kg?dcid=dc/p/ybn085073e7z6) and [diabetes](https://browser.datacommons.org/kg?dcid=dc%2Fp%2Fkk03bc7vvm3s3), but with the accessibility of Data Commons, we can even consider asking if obesity correlates with less obvious factors such as\n",
"\n",
- "- How many universities recognized by [collegescorecard](https://collegescorecard.ed.gov/data/) dataset are contained in a given city \n",
- "- The incidence rate of property arson\n",
+ "- How many [universities recognized](https://browser.datacommons.org/kg?dcid=ipedsId/148487) by [College Scorecard](https://collegescorecard.ed.gov/data/) dataset are contained in a given city\n",
+ "- The [incidence rate of arsony](https://browser.datacommons.org/kg?dcid=dc/p/m3m7t6w2snwgh)\n",
"- The average snowfall in inches\n",
"\n",
"Does adding these variables into your model improve accuracy? Can you think of other variables that correlate with obesity? "