5 - Even More Plotting Examples.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "9196117e-749c-4761-97c4-b635382e1088",
   "metadata": {},
   "source": [
    "# Even More Plotting Examples\n",
    "\n",
    "This notebook contains some additional examples of data transformation and visualization. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c16f2105-b57a-4350-ab16-1cabce562ab1",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "83da056c-de9a-4722-a6b1-6349ff6aa05d",
   "metadata": {},
   "source": [
    "We will use *geopandas* in this notebook to create some maps. But first we need to make sure it is installed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "31692a03-ac35-42ed-826a-9706267800ca",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Collecting package metadata (current_repodata.json): done\n",
      "Solving environment: done\n",
      "\n",
      "# All requested packages already installed.\n",
      "\n",
      "\n",
      "Note: you may need to restart the kernel to use updated packages.\n"
     ]
    }
   ],
   "source": [
    "conda install geopandas --yes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "33544b07-ace3-4523-80a1-cf4ac9ade350",
   "metadata": {},
   "outputs": [],
   "source": [
    "# import geopandas\n",
    "import geopandas as gpd"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "48368e15-9b14-482e-9d31-7baca59f80bc",
   "metadata": {},
   "source": [
    "## Q: In Allegheny county, do bigger homes mean more dogs?\n",
    "\n",
    "\n",
    "![Dog Analytics](https://media.giphy.com/media/mCRJDo24UvJMA/giphy.gif)\n",
    "\n",
    "First step is identifying the the datasets. \n",
    "\n",
    "\n",
    "* [AC property assessment ](https://data.wprdc.org/dataset/property-assessments) \n",
    "* [AC dog license ](https://data.wprdc.org/dataset/allegheny-county-dog-licenses)\n",
    "\n",
    "\n",
    "For each dataset, it is important to think about:\n",
    "* What entities are represented in the data? What does each row represent?\n",
    "* Is there any information shared across the two datasets?\n",
    "* What information in the datasets can we use to answer our question?\n",
    "    * What operation might we need to perform to get the information we need?\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a021706-bdea-4ce6-b092-39338b27ca19",
   "metadata": {},
   "source": [
    "Look at the *Data Dictionary* for each dataset for information about the columns\n",
    "\n",
    "[Property Data Dictionary](https://data.wprdc.org/dataset/property-assessments/resource/d31e1b1c-215d-4693-9898-154ca49050a4)\n",
    "\n",
    "[Dog Data Dictionary](https://data.wprdc.org/dataset/allegheny-county-dog-licenses/resource/24771463-fec6-4d35-9662-2258575cd47d)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3927c4d-4629-4c60-b13c-e281f3b5431f",
   "metadata": {},
   "source": [
    "What entities are represented in the data? What does each row represent?\n",
    "\n",
    "* **Property assessment** - Each row is a house in Allegheny county with \n",
    "* **Dogs** - Each row is a dog license\n",
    "\n",
    "Is there any information shared across the two datasets?\n",
    "\n",
    "* **Property assessment** - Zip code in the `OwnerZip` column\n",
    "* **Dogs** - Zip code in the`PROPERTYZIP` column\n",
    "\n",
    "What information in the datasets do we need to answer our question? Is there a column with that information\n",
    "\n",
    "* **Property assessment** - Yes, the column `FINISHEDLIVINGAREA` contains the \"Finished living area, as measured from the outside of the structure.\"\n",
    "* **Dogs** - Each row is a dog license, but there isn't a specific column rather it is the datasets \n",
    "\n",
    "What operation might we need to perform to get the information we need?\n",
    "\n",
    "* **Property assessment** - Each row is a house with size, so compute the mean by zip to get average house size per zip code\n",
    "* **Dogs** - Each row is a dog license, so count the rows by Zip code to get dogs per zip code\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb61054a-08a6-4e8b-b6af-e19243c8efc5",
   "metadata": {},
   "source": [
    "## How do we Load the data into Python (with Pandas)\n",
    "\n",
    "Both datasets have been downloaded from the WPRDC and placed in the `files` directory as `dogs.csv` and `properties.csv`\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b6e27dac-c979-40e9-bcce-d456b5ea5922",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/v9/vyyhxg7x1w3ftnfc1c558ngw0000gn/T/ipykernel_16373/2860495325.py:2: DtypeWarning: Columns (19,20,29,30,38,46,57,83) have mixed types. Specify dtype option on import or set low_memory=False.\n",
      "  properties = pd.read_csv(\"files/properties.csv.zip\", compression=\"zip\", dtype={'PROPERTYZIP': 'str'})\n"
     ]
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       "  <thead>\n",
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       "      <th></th>\n",
       "      <th>PARID</th>\n",
       "      <th>PROPERTYHOUSENUM</th>\n",
       "      <th>PROPERTYFRACTION</th>\n",
       "      <th>PROPERTYADDRESS</th>\n",
       "      <th>PROPERTYCITY</th>\n",
       "      <th>PROPERTYSTATE</th>\n",
       "      <th>PROPERTYUNIT</th>\n",
       "      <th>PROPERTYZIP</th>\n",
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       "      <td>PA</td>\n",
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       "      <td>WEXFORD</td>\n",
       "      <td>PA</td>\n",
       "      <td></td>\n",
       "      <td>15090</td>\n",
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      "text/plain": [
       "                   PARID  PROPERTYHOUSENUM PROPERTYFRACTION PROPERTYADDRESS  \\\n",
       "0       0001G00201000000             125.0                          1ST AVE   \n",
       "1       0001G00203000000               0.0                          1ST AVE   \n",
       "2       0001G00204000000             135.0                          1ST AVE   \n",
       "3       0001D00153000000             501.0                        MARKET ST   \n",
       "4       0001D00156000000             501.0                        MARKET ST   \n",
       "...                  ...               ...              ...             ...   \n",
       "581121  1658G00035000000             916.0                         PARK PLZ   \n",
       "581122  1658H00022000000             933.0                         PARK PLZ   \n",
       "581123  1500D00008000000            3035.0                       WEXFORD RD   \n",
       "581124  1499F00028000000             190.0                      LIMERICK RD   \n",
       "581125  1658D00019000000             602.0                   GEORGETOWNE CT   \n",
       "\n",
       "       PROPERTYCITY PROPERTYSTATE PROPERTYUNIT PROPERTYZIP  MUNICODE  \\\n",
       "0        PITTSBURGH            PA                    15222       101   \n",
       "1        PITTSBURGH            PA                    15222       101   \n",
       "2        PITTSBURGH            PA                    15222       101   \n",
       "3        PITTSBURGH            PA                    15222       101   \n",
       "4        PITTSBURGH            PA                    15222       101   \n",
       "...             ...           ...          ...         ...       ...   \n",
       "581121      WEXFORD            PA                    15090       935   \n",
       "581122      WEXFORD            PA                    15090       935   \n",
       "581123      WEXFORD            PA                    15090       935   \n",
       "581124      WEXFORD            PA                    15090       935   \n",
       "581125      WEXFORD            PA                    15090       935   \n",
       "\n",
       "                      MUNIDESC  ...    ASOFDATE MUNICIPALITY NEIGHBORHOOD  \\\n",
       "0       1st Ward  - PITTSBURGH  ...  2021-04-01          NaN          NaN   \n",
       "1       1st Ward  - PITTSBURGH  ...  2021-04-01          NaN          NaN   \n",
       "2       1st Ward  - PITTSBURGH  ...  2021-04-01          NaN          NaN   \n",
       "3       1st Ward  - PITTSBURGH  ...  2021-04-01          NaN          NaN   \n",
       "4       1st Ward  - PITTSBURGH  ...  2021-04-01          NaN          NaN   \n",
       "...                        ...  ...         ...          ...          ...   \n",
       "581121                  Pine    ...  2021-04-01          NaN          NaN   \n",
       "581122                  Pine    ...  2021-04-01          NaN          NaN   \n",
       "581123                  Pine    ...  2021-04-01          NaN          NaN   \n",
       "581124                  Pine    ...  2021-04-01          NaN          NaN   \n",
       "581125                  Pine    ...  2021-04-01          NaN          NaN   \n",
       "\n",
       "       PGH_COUNCIL_DISTRICT PGH_WARD PGH_PUBLIC_WORKS_DIVISION  \\\n",
       "0                       NaN      NaN                       NaN   \n",
       "1                       NaN      NaN                       NaN   \n",
       "2                       NaN      NaN                       NaN   \n",
       "3                       NaN      NaN                       NaN   \n",
       "4                       NaN      NaN                       NaN   \n",
       "...                     ...      ...                       ...   \n",
       "581121                  NaN      NaN                       NaN   \n",
       "581122                  NaN      NaN                       NaN   \n",
       "581123                  NaN      NaN                       NaN   \n",
       "581124                  NaN      NaN                       NaN   \n",
       "581125                  NaN      NaN                       NaN   \n",
       "\n",
       "       PGH_POLICE_ZONE PGH_FIRE_ZONE TRACT BLOCK_GROUP  \n",
       "0                  NaN           NaN   NaN         NaN  \n",
       "1                  NaN           NaN   NaN         NaN  \n",
       "2                  NaN           NaN   NaN         NaN  \n",
       "3                  NaN           NaN   NaN         NaN  \n",
       "4                  NaN           NaN   NaN         NaN  \n",
       "...                ...           ...   ...         ...  \n",
       "581121             NaN           NaN   NaN         NaN  \n",
       "581122             NaN           NaN   NaN         NaN  \n",
       "581123             NaN           NaN   NaN         NaN  \n",
       "581124             NaN           NaN   NaN         NaN  \n",
       "581125             NaN           NaN   NaN         NaN  \n",
       "\n",
       "[581126 rows x 95 columns]"
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     "execution_count": 2,
     "metadata": {},
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   ],
   "source": [
    "# load the properties file into a dataframe and make sure the zip codes are strings\n",
    "properties = pd.read_csv(\"files/properties.csv.zip\", compression=\"zip\", dtype={'PROPERTYZIP': 'str'})\n",
    "properties"
   ]
  },
  {
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     "name": "stdout",
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     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 581126 entries, 0 to 581125\n",
      "Data columns (total 95 columns):\n",
      " #   Column                     Non-Null Count   Dtype  \n",
      "---  ------                     --------------   -----  \n",
      " 0   PARID                      581126 non-null  object \n",
      " 1   PROPERTYHOUSENUM           581120 non-null  float64\n",
      " 2   PROPERTYFRACTION           581126 non-null  object \n",
      " 3   PROPERTYADDRESS            581126 non-null  object \n",
      " 4   PROPERTYCITY               581124 non-null  object \n",
      " 5   PROPERTYSTATE              581126 non-null  object \n",
      " 6   PROPERTYUNIT               581126 non-null  object \n",
      " 7   PROPERTYZIP                581125 non-null  object \n",
      " 8   MUNICODE                   581126 non-null  int64  \n",
      " 9   MUNIDESC                   581126 non-null  object \n",
      " 10  SCHOOLCODE                 581126 non-null  int64  \n",
      " 11  SCHOOLDESC                 581126 non-null  object \n",
      " 12  LEGAL1                     581105 non-null  object \n",
      " 13  LEGAL2                     517245 non-null  object \n",
      " 14  LEGAL3                     337845 non-null  object \n",
      " 15  NEIGHCODE                  581126 non-null  object \n",
      " 16  NEIGHDESC                  580209 non-null  object \n",
      " 17  TAXCODE                    581126 non-null  object \n",
      " 18  TAXDESC                    581126 non-null  object \n",
      " 19  TAXSUBCODE                 1718 non-null    object \n",
      " 20  TAXSUBCODE_DESC            1718 non-null    object \n",
      " 21  OWNERCODE                  581126 non-null  int64  \n",
      " 22  OWNERDESC                  581126 non-null  object \n",
      " 23  CLASS                      0 non-null       float64\n",
      " 24  CLASSDESC                  581126 non-null  object \n",
      " 25  USECODE                    581126 non-null  int64  \n",
      " 26  USEDESC                    581124 non-null  object \n",
      " 27  LOTAREA                    581126 non-null  int64  \n",
      " 28  HOMESTEADFLAG              301716 non-null  object \n",
      " 29  CLEANGREEN                 1707 non-null    object \n",
      " 30  FARMSTEADFLAG              6 non-null       object \n",
      " 31  ABATEMENTFLAG              596 non-null     object \n",
      " 32  RECORDDATE                 349891 non-null  object \n",
      " 33  SALEDATE                   574122 non-null  object \n",
      " 34  SALEPRICE                  571480 non-null  float64\n",
      " 35  SALECODE                   573161 non-null  object \n",
      " 36  SALEDESC                   571674 non-null  object \n",
      " 37  DEEDBOOK                   530910 non-null  object \n",
      " 38  DEEDPAGE                   530695 non-null  object \n",
      " 39  PREVSALEDATE               381008 non-null  object \n",
      " 40  PREVSALEPRICE              379295 non-null  float64\n",
      " 41  PREVSALEDATE2              205001 non-null  object \n",
      " 42  PREVSALEPRICE2             204420 non-null  float64\n",
      " 43  CHANGENOTICEADDRESS1       581126 non-null  object \n",
      " 44  CHANGENOTICEADDRESS2       581126 non-null  object \n",
      " 45  CHANGENOTICEADDRESS3       581126 non-null  object \n",
      " 46  CHANGENOTICEADDRESS4       568941 non-null  object \n",
      " 47  COUNTYBUILDING             581126 non-null  int64  \n",
      " 48  COUNTYLAND                 581126 non-null  int64  \n",
      " 49  COUNTYTOTAL                581126 non-null  int64  \n",
      " 50  COUNTYEXEMPTBLDG           581126 non-null  int64  \n",
      " 51  LOCALBUILDING              581126 non-null  int64  \n",
      " 52  LOCALLAND                  581126 non-null  int64  \n",
      " 53  LOCALTOTAL                 581126 non-null  int64  \n",
      " 54  FAIRMARKETBUILDING         581126 non-null  int64  \n",
      " 55  FAIRMARKETLAND             581126 non-null  int64  \n",
      " 56  FAIRMARKETTOTAL            581126 non-null  int64  \n",
      " 57  STYLE                      446068 non-null  object \n",
      " 58  STYLEDESC                  446068 non-null  object \n",
      " 59  STORIES                    446058 non-null  float64\n",
      " 60  YEARBLT                    446074 non-null  float64\n",
      " 61  EXTERIORFINISH             446061 non-null  float64\n",
      " 62  EXTFINISH_DESC             446061 non-null  object \n",
      " 63  ROOF                       445338 non-null  float64\n",
      " 64  ROOFDESC                   445338 non-null  object \n",
      " 65  BASEMENT                   445968 non-null  float64\n",
      " 66  BASEMENTDESC               445968 non-null  object \n",
      " 67  GRADE                      446063 non-null  object \n",
      " 68  GRADEDESC                  446063 non-null  object \n",
      " 69  CONDITION                  445997 non-null  float64\n",
      " 70  CONDITIONDESC              445997 non-null  object \n",
      " 71  CDU                        445997 non-null  object \n",
      " 72  CDUDESC                    445997 non-null  object \n",
      " 73  TOTALROOMS                 445994 non-null  float64\n",
      " 74  BEDROOMS                   446027 non-null  float64\n",
      " 75  FULLBATHS                  445944 non-null  float64\n",
      " 76  HALFBATHS                  442178 non-null  float64\n",
      " 77  HEATINGCOOLING             445889 non-null  object \n",
      " 78  HEATINGCOOLINGDESC         445889 non-null  object \n",
      " 79  FIREPLACES                 411156 non-null  float64\n",
      " 80  BSMTGARAGE                 425652 non-null  float64\n",
      " 81  FINISHEDLIVINGAREA         446074 non-null  float64\n",
      " 82  CARDNUMBER                 446074 non-null  float64\n",
      " 83  ALT_ID                     26201 non-null   object \n",
      " 84  TAXYEAR                    581126 non-null  int64  \n",
      " 85  ASOFDATE                   581126 non-null  object \n",
      " 86  MUNICIPALITY               0 non-null       float64\n",
      " 87  NEIGHBORHOOD               0 non-null       float64\n",
      " 88  PGH_COUNCIL_DISTRICT       0 non-null       float64\n",
      " 89  PGH_WARD                   0 non-null       float64\n",
      " 90  PGH_PUBLIC_WORKS_DIVISION  0 non-null       float64\n",
      " 91  PGH_POLICE_ZONE            0 non-null       float64\n",
      " 92  PGH_FIRE_ZONE              0 non-null       float64\n",
      " 93  TRACT                      0 non-null       float64\n",
      " 94  BLOCK_GROUP                0 non-null       float64\n",
      "dtypes: float64(28), int64(16), object(51)\n",
      "memory usage: 421.2+ MB\n"
     ]
    }
   ],
   "source": [
    "# look at the column names and types\n",
    "properties.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "d83524f6-17bc-47b1-848e-7e043e0f2f11",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>LicenseType</th>\n",
       "      <th>Breed</th>\n",
       "      <th>Color</th>\n",
       "      <th>DogName</th>\n",
       "      <th>OwnerZip</th>\n",
       "      <th>ExpYear</th>\n",
       "      <th>ValidDate</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>LABRADOR RETRIEVER</td>\n",
       "      <td>YELLOW</td>\n",
       "      <td>SASHA</td>\n",
       "      <td>15137</td>\n",
       "      <td>2099</td>\n",
       "      <td>2005-01-31T00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Dog Lifetime Neutered Male</td>\n",
       "      <td>LABRADOR RETRIEVER</td>\n",
       "      <td>BROWN</td>\n",
       "      <td>JAKE</td>\n",
       "      <td>15129</td>\n",
       "      <td>2099</td>\n",
       "      <td>2004-06-21T00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>MIXED</td>\n",
       "      <td>SPOTTED</td>\n",
       "      <td>SHILOH</td>\n",
       "      <td>15129</td>\n",
       "      <td>2099</td>\n",
       "      <td>2006-01-20T00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>LAB MIX</td>\n",
       "      <td>BROWN</td>\n",
       "      <td>BLONDIE</td>\n",
       "      <td>15140</td>\n",
       "      <td>2099</td>\n",
       "      <td>2005-07-18T00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>AUS SHEPHERD</td>\n",
       "      <td>MULTI</td>\n",
       "      <td>SASHA</td>\n",
       "      <td>15238</td>\n",
       "      <td>2099</td>\n",
       "      <td>2004-02-25T00:00:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34516</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>LABRADOR RETRIEVER</td>\n",
       "      <td>YELLOW</td>\n",
       "      <td>LELA</td>\n",
       "      <td>15108</td>\n",
       "      <td>2099</td>\n",
       "      <td>2017-05-31T15:33:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34517</th>\n",
       "      <td>Dog Lifetime Neutered Male</td>\n",
       "      <td>POMERANIAN MIX</td>\n",
       "      <td>BLACK</td>\n",
       "      <td>SPARTACUS</td>\n",
       "      <td>15108</td>\n",
       "      <td>2099</td>\n",
       "      <td>2017-05-31T15:08:42</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34518</th>\n",
       "      <td>Dog Lifetime Male</td>\n",
       "      <td>GOLDENDOODLE</td>\n",
       "      <td>BROWN</td>\n",
       "      <td>PARKER</td>\n",
       "      <td>15025</td>\n",
       "      <td>2099</td>\n",
       "      <td>2017-05-31T15:33:00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34519</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>MIXED</td>\n",
       "      <td>WHITE/BLACK</td>\n",
       "      <td>LILLY</td>\n",
       "      <td>15241</td>\n",
       "      <td>2099</td>\n",
       "      <td>2017-05-31T15:33:01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34520</th>\n",
       "      <td>Dog Lifetime Spayed Female</td>\n",
       "      <td>LAB MIX</td>\n",
       "      <td>BLACK</td>\n",
       "      <td>BELLA FODI</td>\n",
       "      <td>15209</td>\n",
       "      <td>2099</td>\n",
       "      <td>2017-05-31T15:33:01</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>34521 rows × 7 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                      LicenseType               Breed        Color  \\\n",
       "0      Dog Lifetime Spayed Female  LABRADOR RETRIEVER       YELLOW   \n",
       "1      Dog Lifetime Neutered Male  LABRADOR RETRIEVER        BROWN   \n",
       "2      Dog Lifetime Spayed Female               MIXED      SPOTTED   \n",
       "3      Dog Lifetime Spayed Female             LAB MIX        BROWN   \n",
       "4      Dog Lifetime Spayed Female        AUS SHEPHERD        MULTI   \n",
       "...                           ...                 ...          ...   \n",
       "34516  Dog Lifetime Spayed Female  LABRADOR RETRIEVER       YELLOW   \n",
       "34517  Dog Lifetime Neutered Male      POMERANIAN MIX        BLACK   \n",
       "34518           Dog Lifetime Male        GOLDENDOODLE        BROWN   \n",
       "34519  Dog Lifetime Spayed Female               MIXED  WHITE/BLACK   \n",
       "34520  Dog Lifetime Spayed Female             LAB MIX        BLACK   \n",
       "\n",
       "          DogName OwnerZip  ExpYear            ValidDate  \n",
       "0           SASHA    15137     2099  2005-01-31T00:00:00  \n",
       "1            JAKE    15129     2099  2004-06-21T00:00:00  \n",
       "2          SHILOH    15129     2099  2006-01-20T00:00:00  \n",
       "3         BLONDIE    15140     2099  2005-07-18T00:00:00  \n",
       "4           SASHA    15238     2099  2004-02-25T00:00:00  \n",
       "...           ...      ...      ...                  ...  \n",
       "34516        LELA    15108     2099  2017-05-31T15:33:00  \n",
       "34517   SPARTACUS    15108     2099  2017-05-31T15:08:42  \n",
       "34518      PARKER    15025     2099  2017-05-31T15:33:00  \n",
       "34519       LILLY    15241     2099  2017-05-31T15:33:01  \n",
       "34520  BELLA FODI    15209     2099  2017-05-31T15:33:01  \n",
       "\n",
       "[34521 rows x 7 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# load the dog file into a dataframe and make sure the zip codes are strings\n",
    "dogs = pd.read_csv(\"files/dogs.csv\", dtype={'OwnerZip': 'str'})\n",
    "dogs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e02d122f-1049-4f85-a621-9cfe01c8e832",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 34521 entries, 0 to 34520\n",
      "Data columns (total 7 columns):\n",
      " #   Column       Non-Null Count  Dtype \n",
      "---  ------       --------------  ----- \n",
      " 0   LicenseType  34521 non-null  object\n",
      " 1   Breed        34520 non-null  object\n",
      " 2   Color        34501 non-null  object\n",
      " 3   DogName      34521 non-null  object\n",
      " 4   OwnerZip     34521 non-null  object\n",
      " 5   ExpYear      34521 non-null  int64 \n",
      " 6   ValidDate    34521 non-null  object\n",
      "dtypes: int64(1), object(6)\n",
      "memory usage: 1.8+ MB\n"
     ]
    }
   ],
   "source": [
    "# look at the column names and types\n",
    "dogs.info()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "53e2194e-448b-4e7b-8865-94fa9a7979c0",
   "metadata": {},
   "source": [
    "## What operation might we need to perform to get the information we need?\n",
    "\n",
    "* **Property assessment** - Each row is a house with size, so compute the mean by zip to get average house size per zip code\n",
    "* **Dogs** - Each row is a dog license, so count the rows by Zip code to get dogs per zip code\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "80a2de63-4da6-4401-a37d-cb025642e342",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th>...</th>\n",
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       "      <td>2414.0</td>\n",
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       "    <tr>\n",
       "      <th>581122</th>\n",
       "      <td>15090</td>\n",
       "      <td>2436.0</td>\n",
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       "      <td>1230.0</td>\n",
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       "      <th>581125</th>\n",
       "      <td>15090</td>\n",
       "      <td>3050.0</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>446074 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       PROPERTYZIP  FINISHEDLIVINGAREA\n",
       "25           15222              1529.0\n",
       "26           15222              1310.0\n",
       "27           15222               877.0\n",
       "28           15222              3140.0\n",
       "29           15222              1399.0\n",
       "...            ...                 ...\n",
       "581121       15090              2414.0\n",
       "581122       15090              2436.0\n",
       "581123       15090              1230.0\n",
       "581124       15090              2664.0\n",
       "581125       15090              3050.0\n",
       "\n",
       "[446074 rows x 2 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a subset of the property data and drop the null values\n",
    "properties_size_clean = properties[[\"PROPERTYZIP\", \"FINISHEDLIVINGAREA\"]].dropna()\n",
    "properties_size_clean"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3d1e5b30-dad3-40ec-9739-7827b0402077",
   "metadata": {},
   "outputs": [
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15668</th>\n",
       "      <td>2109.483871</td>\n",
       "      <td>31</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16046</th>\n",
       "      <td>3079.413907</td>\n",
       "      <td>1208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16056</th>\n",
       "      <td>1716.333333</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16059</th>\n",
       "      <td>1757.585586</td>\n",
       "      <td>111</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16229</th>\n",
       "      <td>1512.600000</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>116 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "              size  housecounts\n",
       "zip                            \n",
       "15003  1418.588757          338\n",
       "15005  2944.722222          324\n",
       "15006  1284.822222          135\n",
       "15007  1793.193548          124\n",
       "15012  1657.000000            8\n",
       "...            ...          ...\n",
       "15668  2109.483871           31\n",
       "16046  3079.413907         1208\n",
       "16056  1716.333333            3\n",
       "16059  1757.585586          111\n",
       "16229  1512.600000           10\n",
       "\n",
       "[116 rows x 2 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# compute the average living area per zip code\n",
    "avg_livingarea_per_zip = properties_size_clean.groupby(\"PROPERTYZIP\").mean()\n",
    "# rename the column to be less bad\n",
    "avg_livingarea_per_zip = avg_livingarea_per_zip.rename(columns={\"FINISHEDLIVINGAREA\":\"size\"}, index={\"PROPERTYZIP\":\"zip\"})\n",
    "# rename the index to be less bad\n",
    "avg_livingarea_per_zip = avg_livingarea_per_zip.rename_axis(index={\"PROPERTYZIP\":\"zip\"})\n",
    "\n",
    "avg_livingarea_per_zip['housecounts'] = properties_size_clean.groupby(\"PROPERTYZIP\").count()\n",
    "\n",
    "# display the \n",
    "avg_livingarea_per_zip"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "95386ac2-9c05-448b-bf32-848cb797bf7e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>OwnerZip</th>\n",
       "      <th>DogName</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>15137</td>\n",
       "      <td>SASHA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>15129</td>\n",
       "      <td>JAKE</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>15129</td>\n",
       "      <td>SHILOH</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>15140</td>\n",
       "      <td>BLONDIE</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>15238</td>\n",
       "      <td>SASHA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34516</th>\n",
       "      <td>15108</td>\n",
       "      <td>LELA</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34517</th>\n",
       "      <td>15108</td>\n",
       "      <td>SPARTACUS</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34518</th>\n",
       "      <td>15025</td>\n",
       "      <td>PARKER</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34519</th>\n",
       "      <td>15241</td>\n",
       "      <td>LILLY</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34520</th>\n",
       "      <td>15209</td>\n",
       "      <td>BELLA FODI</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>34521 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      OwnerZip     DogName\n",
       "0        15137       SASHA\n",
       "1        15129        JAKE\n",
       "2        15129      SHILOH\n",
       "3        15140     BLONDIE\n",
       "4        15238       SASHA\n",
       "...        ...         ...\n",
       "34516    15108        LELA\n",
       "34517    15108   SPARTACUS\n",
       "34518    15025      PARKER\n",
       "34519    15241       LILLY\n",
       "34520    15209  BELLA FODI\n",
       "\n",
       "[34521 rows x 2 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# create a subset of the dog data with just zip and name\n",
    "just_dog_names = dogs[[\"OwnerZip\", \"DogName\"]]\n",
    "just_dog_names"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "172955d1-0c7a-4038-89fe-a7ad7d4f18b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>dogs</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>zip</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15003</th>\n",
       "      <td>29</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15005</th>\n",
       "      <td>47</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15006</th>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15007</th>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15012</th>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16342</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32081</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33426</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46845</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47909</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>136 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       dogs\n",
       "zip        \n",
       "15003    29\n",
       "15005    47\n",
       "15006     5\n",
       "15007     9\n",
       "15012     2\n",
       "...     ...\n",
       "16342     1\n",
       "32081     1\n",
       "33426     1\n",
       "46845     1\n",
       "47909     1\n",
       "\n",
       "[136 rows x 1 columns]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Group by Zip code and then count the rows to get number of dogs per zip\n",
    "dogs_per_zip = just_dog_names.groupby(\"OwnerZip\").count()\n",
    "\n",
    "dogs_per_zip = dogs_per_zip.rename(columns={\"DogName\":\"dogs\"})\n",
    "dogs_per_zip = dogs_per_zip.rename_axis(index={\"OwnerZip\":\"zip\"})\n",
    "\n",
    "\n",
    "dogs_per_zip"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "736ca708-7660-4c8d-8226-c64ee41e2ccd",
   "metadata": {},
   "source": [
    "## Can we visualize the dogs per zip?\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "b0cc2f54-9e60-4b2c-84da-13a3561c74a2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# read in a map of the zip code boundaries so we can viz zip codes\n",
    "ac_map = gpd.read_file('files/ac-zip-code-boundaries.geojson')\n",
    "ac_map.plot(); #adding semicolin to clean up output"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "fd00e5a0-fc6d-4ebc-8318-5490c1b87539",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>ZIP</th>\n",
       "      <th>NAME</th>\n",
       "      <th>ZIPTYPE</th>\n",
       "      <th>STATE</th>\n",
       "      <th>STATEFIPS</th>\n",
       "      <th>COUNTYFIPS</th>\n",
       "      <th>COUNTYNAME</th>\n",
       "      <th>S3DZIP</th>\n",
       "      <th>LAT</th>\n",
       "      <th>...</th>\n",
       "      <th>MFDU</th>\n",
       "      <th>SFDU</th>\n",
       "      <th>BOXCNT</th>\n",
       "      <th>BIZCNT</th>\n",
       "      <th>RELVER</th>\n",
       "      <th>COLOR</th>\n",
       "      <th>GlobalID</th>\n",
       "      <th>SHAPE.STArea()</th>\n",
       "      <th>SHAPE.STLength()</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4</td>\n",
       "      <td>15007</td>\n",
       "      <td>BAKERSTOWN</td>\n",
       "      <td>NON-UNIQUE</td>\n",
       "      <td>PA</td>\n",
       "      <td>42</td>\n",
       "      <td>42003</td>\n",
       "      <td>ALLEGHENY</td>\n",
       "      <td>150</td>\n",
       "      <td>40.656688</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>107.0</td>\n",
       "      <td>66.0</td>\n",
       "      <td>55.0</td>\n",
       "      <td>1.9.3</td>\n",
       "      <td>10.0</td>\n",
       "      <td>{4768B869-6BC2-4B77-8DC7-A3BB678888D1}</td>\n",
       "      <td>1.337121e+07</td>\n",
       "      <td>20129.308124</td>\n",
       "      <td>POLYGON ((-79.92421 40.65181, -79.92422 40.651...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>5</td>\n",
       "      <td>15014</td>\n",
       "      <td>BRACKENRIDGE</td>\n",
       "      <td>NON-UNIQUE</td>\n",
       "      <td>PA</td>\n",
       "      <td>42</td>\n",
       "      <td>42003</td>\n",
       "      <td>ALLEGHENY</td>\n",
       "      <td>150</td>\n",
       "      <td>40.607964</td>\n",
       "      <td>...</td>\n",
       "      <td>59.0</td>\n",
       "      <td>1396.0</td>\n",
       "      <td>38.0</td>\n",
       "      <td>76.0</td>\n",
       "      <td>1.9.3</td>\n",
       "      <td>5.0</td>\n",
       "      <td>{D7938129-8427-49A4-8C6C-3A19848432D4}</td>\n",
       "      <td>1.515338e+07</td>\n",
       "      <td>16855.546429</td>\n",
       "      <td>POLYGON ((-79.73576 40.61129, -79.73574 40.611...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>6</td>\n",
       "      <td>15015</td>\n",
       "      <td>BRADFORD WOODS</td>\n",
       "      <td>NON-UNIQUE</td>\n",
       "      <td>PA</td>\n",
       "      <td>42</td>\n",
       "      <td>42003</td>\n",
       "      <td>ALLEGHENY</td>\n",
       "      <td>150</td>\n",
       "      <td>40.636452</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>430.0</td>\n",
       "      <td>95.0</td>\n",
       "      <td>56.0</td>\n",
       "      <td>1.9.3</td>\n",
       "      <td>10.0</td>\n",
       "      <td>{BABB5D5E-1FF4-4E03-BBAB-B84CBB5BFB31}</td>\n",
       "      <td>2.658386e+07</td>\n",
       "      <td>34637.659348</td>\n",
       "      <td>POLYGON ((-80.07258 40.64492, -80.07241 40.644...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>8</td>\n",
       "      <td>15018</td>\n",
       "      <td>BUENA VISTA</td>\n",
       "      <td>NON-UNIQUE</td>\n",
       "      <td>PA</td>\n",
       "      <td>42</td>\n",
       "      <td>42003</td>\n",
       "      <td>ALLEGHENY</td>\n",
       "      <td>150</td>\n",
       "      <td>40.289408</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>286.0</td>\n",
       "      <td>129.0</td>\n",
       "      <td>22.0</td>\n",
       "      <td>1.9.3</td>\n",
       "      <td>11.0</td>\n",
       "      <td>{4E2C2FAA-7976-4BEF-8119-BBB65C2F7014}</td>\n",
       "      <td>6.087773e+07</td>\n",
       "      <td>76466.468736</td>\n",
       "      <td>POLYGON ((-79.80552 40.24101, -79.80592 40.241...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>10</td>\n",
       "      <td>15020</td>\n",
       "      <td>BUNOLA</td>\n",
       "      <td>PO BOX</td>\n",
       "      <td>PA</td>\n",
       "      <td>42</td>\n",
       "      <td>42003</td>\n",
       "      <td>ALLEGHENY</td>\n",
       "      <td>150</td>\n",
       "      <td>40.219791</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>130.0</td>\n",
       "      <td>13.0</td>\n",
       "      <td>1.9.3</td>\n",
       "      <td>12.0</td>\n",
       "      <td>{6A1DF0B9-0732-465E-A020-6DBC3DCE93B3}</td>\n",
       "      <td>5.373712e+07</td>\n",
       "      <td>51181.457073</td>\n",
       "      <td>POLYGON ((-79.92674 40.24185, -79.92674 40.241...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 23 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   OBJECTID    ZIP            NAME     ZIPTYPE STATE STATEFIPS COUNTYFIPS  \\\n",
       "0         4  15007      BAKERSTOWN  NON-UNIQUE    PA        42      42003   \n",
       "1         5  15014    BRACKENRIDGE  NON-UNIQUE    PA        42      42003   \n",
       "2         6  15015  BRADFORD WOODS  NON-UNIQUE    PA        42      42003   \n",
       "3         8  15018     BUENA VISTA  NON-UNIQUE    PA        42      42003   \n",
       "4        10  15020          BUNOLA      PO BOX    PA        42      42003   \n",
       "\n",
       "  COUNTYNAME S3DZIP        LAT  ...  MFDU    SFDU  BOXCNT  BIZCNT  RELVER  \\\n",
       "0  ALLEGHENY    150  40.656688  ...   0.0   107.0    66.0    55.0   1.9.3   \n",
       "1  ALLEGHENY    150  40.607964  ...  59.0  1396.0    38.0    76.0   1.9.3   \n",
       "2  ALLEGHENY    150  40.636452  ...   0.0   430.0    95.0    56.0   1.9.3   \n",
       "3  ALLEGHENY    150  40.289408  ...   0.0   286.0   129.0    22.0   1.9.3   \n",
       "4  ALLEGHENY    150  40.219791  ...   0.0     1.0   130.0    13.0   1.9.3   \n",
       "\n",
       "   COLOR                                GlobalID SHAPE.STArea()  \\\n",
       "0   10.0  {4768B869-6BC2-4B77-8DC7-A3BB678888D1}   1.337121e+07   \n",
       "1    5.0  {D7938129-8427-49A4-8C6C-3A19848432D4}   1.515338e+07   \n",
       "2   10.0  {BABB5D5E-1FF4-4E03-BBAB-B84CBB5BFB31}   2.658386e+07   \n",
       "3   11.0  {4E2C2FAA-7976-4BEF-8119-BBB65C2F7014}   6.087773e+07   \n",
       "4   12.0  {6A1DF0B9-0732-465E-A020-6DBC3DCE93B3}   5.373712e+07   \n",
       "\n",
       "   SHAPE.STLength()                                           geometry  \n",
       "0      20129.308124  POLYGON ((-79.92421 40.65181, -79.92422 40.651...  \n",
       "1      16855.546429  POLYGON ((-79.73576 40.61129, -79.73574 40.611...  \n",
       "2      34637.659348  POLYGON ((-80.07258 40.64492, -80.07241 40.644...  \n",
       "3      76466.468736  POLYGON ((-79.80552 40.24101, -79.80592 40.241...  \n",
       "4      51181.457073  POLYGON ((-79.92674 40.24185, -79.92674 40.241...  \n",
       "\n",
       "[5 rows x 23 columns]"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# display the geodataframe\n",
    "ac_map.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "9882823a-8958-4761-9131-eb54ffa8a46e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a geodataframe with dog counts\n",
    "dog_map = ac_map.merge(dogs_per_zip, left_on=\"ZIP\", right_on=\"zip\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "002dcc5f-ff9d-46a1-b055-36ca15e18f62",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# display our dog counts per zip\n",
    "dog_map.plot(column=\"dogs\"); #adding semicolin to clean up output"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8c9e003c-635e-4473-822f-ddda16470763",
   "metadata": {},
   "source": [
    "### Redd up the chart"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "b333de86-2b76-4dfa-b566-4318fd1e68cc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a plot of the dogs column we added to our geodataframe above\n",
    "ax = dog_map.plot(column=\"dogs\", # use the dog data\n",
    "                  cmap=\"Reds\",  # use red as our color map\n",
    "                  legend=True, # add a legend the easy way\n",
    "                  figsize=(10,10), # make the figure bigger the easy way\n",
    "                  linewidth=0.5, # add border lines \n",
    "                  edgecolor='black') # make the borderlines black\n",
    "\n",
    "# use the axis object to set the title and turn off axes\n",
    "ax.set_title(\"Dogs Per Zip\")\n",
    "ax.axis('off'); #adding semicolin to clean up output"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c590b4d9-afd4-408c-b780-4dde5297d757",
   "metadata": {},
   "source": [
    "## Can we visualize the average house size per zip?\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "cdf7f273-f383-49b4-9260-d0dd53a1479d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# create a geodataframe with average house size per zip\n",
    "property_map = ac_map.merge(avg_livingarea_per_zip, left_on=\"ZIP\", right_on=\"zip\")\n",
    "property_map.plot(column=\"size\"); #adding semicolin to clean up output"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4ce2b29e-b22e-4277-b42f-f2d0708f6a3f",
   "metadata": {},
   "source": [
    "### Redd up this chart"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "1913b7f8-14a9-4307-8074-d67ac24938f0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a chloropleth plot of the house size\n",
    "ax = property_map.plot(column=\"size\", \n",
    "                       cmap=\"Reds\", \n",
    "                       legend=True, \n",
    "                       figsize=(10,10),\n",
    "                       linewidth=0.5, \n",
    "                       edgecolor='grey')\n",
    "\n",
    "# use the axis object to set the title and turn off axes\n",
    "ax.set_title(\"Average house size per zip\")\n",
    "ax.axis('off');  #adding semicolin to clean up output"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "609b221f-a8a2-4815-9ea3-16d7c67750ba",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Create a chloropleth plot of the number of houses per zip\n",
    "ax = property_map.plot(column=\"housecounts\", \n",
    "                       cmap=\"Blues\", \n",
    "                       legend=True, \n",
    "                       figsize=(10,10),\n",
    "                       linewidth=0.5, \n",
    "                       edgecolor='grey')\n",
    "\n",
    "# use the axis object to set the title and turn off axes\n",
    "ax.set_title(\"Number of houses per zip\")\n",
    "ax.axis('off');  #adding semicolin to clean up output"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9c48470d-194f-44d0-8762-b4d5749b4767",
   "metadata": {},
   "source": [
    "## Can we create a single dataframe with the dog counts and average house size?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "98059090-0824-476e-bdfe-119fcb7a1219",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>size</th>\n",
       "      <th>housecounts</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>zip</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15003</th>\n",
       "      <td>1418.588757</td>\n",
       "      <td>338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15005</th>\n",
       "      <td>2944.722222</td>\n",
       "      <td>324</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15006</th>\n",
       "      <td>1284.822222</td>\n",
       "      <td>135</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15007</th>\n",
       "      <td>1793.193548</td>\n",
       "      <td>124</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15012</th>\n",
       "      <td>1657.000000</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15668</th>\n",
       "      <td>2109.483871</td>\n",
       "      <td>31</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16046</th>\n",
       "      <td>3079.413907</td>\n",
       "      <td>1208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16056</th>\n",
       "      <td>1716.333333</td>\n",
       "      <td>3</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16059</th>\n",
       "      <td>1757.585586</td>\n",
       "      <td>111</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16229</th>\n",
       "      <td>1512.600000</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>116 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "              size  housecounts\n",
       "zip                            \n",
       "15003  1418.588757          338\n",
       "15005  2944.722222          324\n",
       "15006  1284.822222          135\n",
       "15007  1793.193548          124\n",
       "15012  1657.000000            8\n",
       "...            ...          ...\n",
       "15668  2109.483871           31\n",
       "16046  3079.413907         1208\n",
       "16056  1716.333333            3\n",
       "16059  1757.585586          111\n",
       "16229  1512.600000           10\n",
       "\n",
       "[116 rows x 2 columns]"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# look at our home size data\n",
    "avg_livingarea_per_zip"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "6786a4e9-7451-4423-867e-b811396a6110",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
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       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>dogs</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>zip</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15003</th>\n",
       "      <td>29</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15005</th>\n",
       "      <td>47</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15006</th>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15007</th>\n",
       "      <td>9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15012</th>\n",
       "      <td>2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16342</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32081</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33426</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46845</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47909</th>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>136 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       dogs\n",
       "zip        \n",
       "15003    29\n",
       "15005    47\n",
       "15006     5\n",
       "15007     9\n",
       "15012     2\n",
       "...     ...\n",
       "16342     1\n",
       "32081     1\n",
       "33426     1\n",
       "46845     1\n",
       "47909     1\n",
       "\n",
       "[136 rows x 1 columns]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# look at our dog count data\n",
    "dogs_per_zip"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "cabff18c-0bf6-4f7f-bb52-b913e1d76724",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>dogs</th>\n",
       "      <th>size</th>\n",
       "      <th>housecounts</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>zip</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15003</th>\n",
       "      <td>29</td>\n",
       "      <td>1418.588757</td>\n",
       "      <td>338</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15005</th>\n",
       "      <td>47</td>\n",
       "      <td>2944.722222</td>\n",
       "      <td>324</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15006</th>\n",
       "      <td>5</td>\n",
       "      <td>1284.822222</td>\n",
       "      <td>135</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15007</th>\n",
       "      <td>9</td>\n",
       "      <td>1793.193548</td>\n",
       "      <td>124</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15012</th>\n",
       "      <td>2</td>\n",
       "      <td>1657.000000</td>\n",
       "      <td>8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15642</th>\n",
       "      <td>6</td>\n",
       "      <td>1552.142857</td>\n",
       "      <td>49</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15668</th>\n",
       "      <td>4</td>\n",
       "      <td>2109.483871</td>\n",
       "      <td>31</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16046</th>\n",
       "      <td>91</td>\n",
       "      <td>3079.413907</td>\n",
       "      <td>1208</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16059</th>\n",
       "      <td>11</td>\n",
       "      <td>1757.585586</td>\n",
       "      <td>111</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16229</th>\n",
       "      <td>4</td>\n",
       "      <td>1512.600000</td>\n",
       "      <td>10</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>115 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       dogs         size  housecounts\n",
       "zip                                  \n",
       "15003    29  1418.588757          338\n",
       "15005    47  2944.722222          324\n",
       "15006     5  1284.822222          135\n",
       "15007     9  1793.193548          124\n",
       "15012     2  1657.000000            8\n",
       "...     ...          ...          ...\n",
       "15642     6  1552.142857           49\n",
       "15668     4  2109.483871           31\n",
       "16046    91  3079.413907         1208\n",
       "16059    11  1757.585586          111\n",
       "16229     4  1512.600000           10\n",
       "\n",
       "[115 rows x 3 columns]"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Combine them using the row index rather than column names\n",
    "zip_dog_house_data = pd.merge(dogs_per_zip, avg_livingarea_per_zip, left_index=True, right_index=True)\n",
    "zip_dog_house_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "13b703f9-cca4-4540-8d4d-e1d566133bc4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>dogs</th>\n",
       "      <th>size</th>\n",
       "      <th>housecounts</th>\n",
       "      <th>dogs_per_house</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>zip</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>15003</th>\n",
       "      <td>29</td>\n",
       "      <td>1418.588757</td>\n",
       "      <td>338</td>\n",
       "      <td>0.085799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15005</th>\n",
       "      <td>47</td>\n",
       "      <td>2944.722222</td>\n",
       "      <td>324</td>\n",
       "      <td>0.145062</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15006</th>\n",
       "      <td>5</td>\n",
       "      <td>1284.822222</td>\n",
       "      <td>135</td>\n",
       "      <td>0.037037</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15007</th>\n",
       "      <td>9</td>\n",
       "      <td>1793.193548</td>\n",
       "      <td>124</td>\n",
       "      <td>0.072581</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15012</th>\n",
       "      <td>2</td>\n",
       "      <td>1657.000000</td>\n",
       "      <td>8</td>\n",
       "      <td>0.250000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15642</th>\n",
       "      <td>6</td>\n",
       "      <td>1552.142857</td>\n",
       "      <td>49</td>\n",
       "      <td>0.122449</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15668</th>\n",
       "      <td>4</td>\n",
       "      <td>2109.483871</td>\n",
       "      <td>31</td>\n",
       "      <td>0.129032</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16046</th>\n",
       "      <td>91</td>\n",
       "      <td>3079.413907</td>\n",
       "      <td>1208</td>\n",
       "      <td>0.075331</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16059</th>\n",
       "      <td>11</td>\n",
       "      <td>1757.585586</td>\n",
       "      <td>111</td>\n",
       "      <td>0.099099</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16229</th>\n",
       "      <td>4</td>\n",
       "      <td>1512.600000</td>\n",
       "      <td>10</td>\n",
       "      <td>0.400000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>115 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       dogs         size  housecounts  dogs_per_house\n",
       "zip                                                  \n",
       "15003    29  1418.588757          338        0.085799\n",
       "15005    47  2944.722222          324        0.145062\n",
       "15006     5  1284.822222          135        0.037037\n",
       "15007     9  1793.193548          124        0.072581\n",
       "15012     2  1657.000000            8        0.250000\n",
       "...     ...          ...          ...             ...\n",
       "15642     6  1552.142857           49        0.122449\n",
       "15668     4  2109.483871           31        0.129032\n",
       "16046    91  3079.413907         1208        0.075331\n",
       "16059    11  1757.585586          111        0.099099\n",
       "16229     4  1512.600000           10        0.400000\n",
       "\n",
       "[115 rows x 4 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# normalize the data so we have dogs per house\n",
    "zip_dog_house_data['dogs_per_house'] = zip_dog_house_data[\"dogs\"] / zip_dog_house_data[\"housecounts\"]\n",
    "zip_dog_house_data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9baf8664-cca9-41a6-a218-ad12a80c9fcd",
   "metadata": {},
   "source": [
    "## Can we visualize the relationship between house size and number of dogs per zip code?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "d1691b02-3d6d-491e-807d-81e5cb398d29",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# make a scatter plot of the \n",
    "zip_dog_house_data.plot.scatter(x=\"size\", # set x axis to house size\n",
    "                                y=\"dogs_per_house\"); # set y axis to dog count"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "72c4e12d-6acc-483f-bf0e-76a1f9e7b26c",
   "metadata": {},
   "source": [
    "## Redd up this chart\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "01644d55-d348-4652-a0b7-5ac6509449da",
   "metadata": {},
   "outputs": [],
   "source": [
    "# import numpy for calculations\n",
    "import numpy as np\n",
    "# import the pyplot interface because we need it to draw the line and save the figure\n",
    "import matplotlib.pyplot as plt\n",
    "# use Nate Silver Style\n",
    "plt.style.use(\"fivethirtyeight\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e7a2bf33-ece6-45f5-afca-e1ac45588e11",
   "metadata": {},
   "source": [
    "Let's add [best fit line too](https://www.kite.com/python/answers/how-to-plot-a-line-of-best-fit-in-python)! $y = mx + b$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "a5995c7b-3b76-4c5b-a2ea-5eb55ccb7e23",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-8.35425967251214e-06\n",
      "0.10337603177549722\n"
     ]
    }
   ],
   "source": [
    "# set x and y\n",
    "x = zip_dog_house_data['size']\n",
    "y = zip_dog_house_data['dogs_per_house']\n",
    "\n",
    "# get the slope and intercept using the np.polyfit function\n",
    "m, b = np.polyfit(zip_dog_house_data[\"size\"], zip_dog_house_data[\"dogs_per_house\"], 1)\n",
    "\n",
    "# print out \n",
    "print(m)\n",
    "print(b)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "74df2379-e23e-4e7f-afa5-f5fa443167a8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# generate a larger chart with a title\n",
    "zip_dog_house_data.plot.scatter(x=\"size\", # set x axis to house size \n",
    "                                y=\"dogs_per_house\", # set y axis to dog count\n",
    "                                figsize=(10,10), # make the chart bigger\n",
    "                                title=\"Number of dogs per average house size by zip code\"); # give the chart a title\n",
    "\n",
    "# add the best fit line using the matplotlib pyplot interface\n",
    "plt.plot(x, m*x + b, linewidth=0.5);\n",
    "\n",
    "# save to a file\n",
    "plt.savefig('dogs-per-house.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3908a7e8-5761-4c49-aea3-e01e45044f5c",
   "metadata": {},
   "source": [
    "Interesting, the line seems to indicate that as house size goes up the number of dogs per house goes down."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7fea487b-632e-485a-beca-3fb3489e0fd5",
   "metadata": {},
   "source": [
    "![Dog House](https://media.giphy.com/media/l1L0gd8CAzvYC72gM/giphy.gif)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "94a5979e-69c4-422a-ba64-7e11799fe8db",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}