notebooks/analyses/CovidRatesByStates.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# COVID-19 Cases by States for a Country\n",
    "[Work in progress]\n",
    "\n",
    "This notebooks uses data from the  [COVID-19 Data Repository by the Center for Systems Science and Engineering (CSSE) at Johns Hopkins University](https://github.com/CSSEGISandData/COVID-19)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import math\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import datetime\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.cm as cm\n",
    "from matplotlib.dates import DateFormatter\n",
    "from py2neo import Graph\n",
    "import ipywidgets as widgets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "pd.options.display.max_rows = None  # display all rows\n",
    "pd.options.display.max_columns = None  # display all columsns"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Connect to COVID-19-Net Knowledge Graph"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "graph = Graph(\"bolt://132.249.238.185:7687\", user=\"reader\", password=\"demo\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Setup dropdown menus"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "query = \"\"\"\n",
    "// get list of countries and territories\n",
    "MATCH (c:Country)\n",
    "RETURN c.name as country\n",
    "ORDER BY country\n",
    "\"\"\"\n",
    "countries = graph.run(query).to_data_frame()['country'].values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "style = {'description_width': 'initial'}\n",
    "state_widget = widgets.Dropdown(options=countries, description='Select country:', value='United States', style=style)\n",
    "metric_widget = widgets.Dropdown(options=('confirmedRate', 'deathRate'), description='Select metric', style=style)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Query KG to get Confirmed Cases, Deaths, and Population in a State\n",
    "\n",
    "NOTE: This notebook currently works only for the United States. Demographics are not available for other countries!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "ec1034ddcff844338aad04de1b4c5423",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Dropdown(description='Select country:', index=239, options=('Afghanistan', 'Aland Islands', 'Albania', 'Algeri…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(state_widget)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "8684a4d39e6149f6b0c19465ada78b7e",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Dropdown(description='Select metric', index=1, options=('confirmedRate', 'deathRate'), style=DescriptionStyle(…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(metric_widget)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Country : United States\n",
      "Metric: deathRate\n"
     ]
    }
   ],
   "source": [
    "country = state_widget.value\n",
    "metric = metric_widget.value\n",
    "print('Country :', country)\n",
    "print('Metric:', metric)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "# start date for time series\n",
    "start_date = '2020-04-01'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Get confirmed cases and deaths for all counties in a state"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "query = \"\"\"\n",
    "// get all counties (admin2) in a state (admin1)\n",
    "MATCH (a2:Admin2)-[:IN]->(a1:Admin1)-[:IN]->(:Country{name: $country})\n",
    "\n",
    "// get COVID-19 cases for counties\n",
    "MATCH (a2)<-[:REPORTED_IN]-(c:Cases{source: 'JHU'}) \n",
    "WHERE c.date >= date($start_date)\n",
    "\n",
    "// get demographics for counties\n",
    "MATCH (a2)-[:HAS_DEMOGRAPHICS]->(d:Demographics) \n",
    "\n",
    "// aggregate data by state\n",
    "RETURN a1.name AS name, a1.fips as fips, c.date AS date, \n",
    "       sum(c.cases)*100000.0/sum(d.totalPopulation) AS confirmedRate, \n",
    "       sum(c.deaths)*100000.0/sum(d.totalPopulation) AS deathRate,\n",
    "       sum(c.cases) AS cases,\n",
    "       sum(c.deaths) AS deaths,\n",
    "       sum(d.totalPopulation) AS population\n",
    "       \n",
    "ORDER BY c.date ASC, a1.name\n",
    "\"\"\"\n",
    "df = graph.run(query, country=country, start_date=start_date).to_data_frame()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>name</th>\n",
       "      <th>fips</th>\n",
       "      <th>date</th>\n",
       "      <th>confirmedRate</th>\n",
       "      <th>deathRate</th>\n",
       "      <th>cases</th>\n",
       "      <th>deaths</th>\n",
       "      <th>population</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>11732</th>\n",
       "      <td>Arizona</td>\n",
       "      <td>04</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4029.202418</td>\n",
       "      <td>90.863484</td>\n",
       "      <td>279896</td>\n",
       "      <td>6312</td>\n",
       "      <td>6946685</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11733</th>\n",
       "      <td>Arkansas</td>\n",
       "      <td>05</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4470.368021</td>\n",
       "      <td>75.066766</td>\n",
       "      <td>133694</td>\n",
       "      <td>2245</td>\n",
       "      <td>2990671</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11734</th>\n",
       "      <td>California</td>\n",
       "      <td>06</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2687.913998</td>\n",
       "      <td>46.864830</td>\n",
       "      <td>1052285</td>\n",
       "      <td>18347</td>\n",
       "      <td>39148760</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11735</th>\n",
       "      <td>Colorado</td>\n",
       "      <td>08</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3110.045468</td>\n",
       "      <td>47.151212</td>\n",
       "      <td>172021</td>\n",
       "      <td>2608</td>\n",
       "      <td>5531141</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11736</th>\n",
       "      <td>Connecticut</td>\n",
       "      <td>09</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2639.952378</td>\n",
       "      <td>133.212192</td>\n",
       "      <td>94550</td>\n",
       "      <td>4771</td>\n",
       "      <td>3581504</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11737</th>\n",
       "      <td>Delaware</td>\n",
       "      <td>10</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3102.386005</td>\n",
       "      <td>77.830847</td>\n",
       "      <td>29457</td>\n",
       "      <td>739</td>\n",
       "      <td>949495</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11738</th>\n",
       "      <td>District of Columbia</td>\n",
       "      <td>11</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2820.899404</td>\n",
       "      <td>96.421027</td>\n",
       "      <td>19309</td>\n",
       "      <td>660</td>\n",
       "      <td>684498</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11739</th>\n",
       "      <td>Florida</td>\n",
       "      <td>12</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4345.936300</td>\n",
       "      <td>85.658224</td>\n",
       "      <td>895182</td>\n",
       "      <td>17644</td>\n",
       "      <td>20598139</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11740</th>\n",
       "      <td>Georgia</td>\n",
       "      <td>13</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3994.480594</td>\n",
       "      <td>85.185857</td>\n",
       "      <td>411331</td>\n",
       "      <td>8772</td>\n",
       "      <td>10297484</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11741</th>\n",
       "      <td>Hawaii</td>\n",
       "      <td>15</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>1178.308159</td>\n",
       "      <td>15.541994</td>\n",
       "      <td>16755</td>\n",
       "      <td>221</td>\n",
       "      <td>1421954</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11742</th>\n",
       "      <td>Idaho</td>\n",
       "      <td>16</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>5043.461671</td>\n",
       "      <td>47.280231</td>\n",
       "      <td>85124</td>\n",
       "      <td>798</td>\n",
       "      <td>1687809</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11743</th>\n",
       "      <td>Illinois</td>\n",
       "      <td>17</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4660.430837</td>\n",
       "      <td>88.265824</td>\n",
       "      <td>597537</td>\n",
       "      <td>11317</td>\n",
       "      <td>12821497</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11744</th>\n",
       "      <td>Indiana</td>\n",
       "      <td>18</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3950.431990</td>\n",
       "      <td>71.865208</td>\n",
       "      <td>262207</td>\n",
       "      <td>4770</td>\n",
       "      <td>6637426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11745</th>\n",
       "      <td>Iowa</td>\n",
       "      <td>19</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>6152.595739</td>\n",
       "      <td>65.889885</td>\n",
       "      <td>192730</td>\n",
       "      <td>2064</td>\n",
       "      <td>3132499</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11746</th>\n",
       "      <td>Kansas</td>\n",
       "      <td>20</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4307.447531</td>\n",
       "      <td>42.010798</td>\n",
       "      <td>125294</td>\n",
       "      <td>1222</td>\n",
       "      <td>2908776</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11747</th>\n",
       "      <td>Kentucky</td>\n",
       "      <td>21</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3198.231433</td>\n",
       "      <td>38.218965</td>\n",
       "      <td>142008</td>\n",
       "      <td>1697</td>\n",
       "      <td>4440204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11748</th>\n",
       "      <td>Louisiana</td>\n",
       "      <td>22</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4446.528188</td>\n",
       "      <td>132.000576</td>\n",
       "      <td>207369</td>\n",
       "      <td>6156</td>\n",
       "      <td>4663616</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11749</th>\n",
       "      <td>Maine</td>\n",
       "      <td>23</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>702.124004</td>\n",
       "      <td>12.454861</td>\n",
       "      <td>9358</td>\n",
       "      <td>166</td>\n",
       "      <td>1332813</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11750</th>\n",
       "      <td>Maryland</td>\n",
       "      <td>24</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2828.464038</td>\n",
       "      <td>71.842204</td>\n",
       "      <td>169805</td>\n",
       "      <td>4313</td>\n",
       "      <td>6003435</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11751</th>\n",
       "      <td>Massachusetts</td>\n",
       "      <td>25</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2732.005847</td>\n",
       "      <td>152.180775</td>\n",
       "      <td>185825</td>\n",
       "      <td>10351</td>\n",
       "      <td>6801779</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11752</th>\n",
       "      <td>Michigan</td>\n",
       "      <td>26</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2876.568870</td>\n",
       "      <td>84.609693</td>\n",
       "      <td>286434</td>\n",
       "      <td>8425</td>\n",
       "      <td>9957488</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11753</th>\n",
       "      <td>Minnesota</td>\n",
       "      <td>27</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4281.068822</td>\n",
       "      <td>53.244244</td>\n",
       "      <td>236630</td>\n",
       "      <td>2943</td>\n",
       "      <td>5527358</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11754</th>\n",
       "      <td>Mississippi</td>\n",
       "      <td>28</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4543.787695</td>\n",
       "      <td>119.815496</td>\n",
       "      <td>135803</td>\n",
       "      <td>3581</td>\n",
       "      <td>2988762</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11755</th>\n",
       "      <td>Missouri</td>\n",
       "      <td>29</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3850.634033</td>\n",
       "      <td>52.823764</td>\n",
       "      <td>234506</td>\n",
       "      <td>3217</td>\n",
       "      <td>6090062</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11756</th>\n",
       "      <td>Montana</td>\n",
       "      <td>30</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4741.910587</td>\n",
       "      <td>52.124731</td>\n",
       "      <td>49398</td>\n",
       "      <td>543</td>\n",
       "      <td>1041732</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11757</th>\n",
       "      <td>Nebraska</td>\n",
       "      <td>31</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>5405.720406</td>\n",
       "      <td>42.735043</td>\n",
       "      <td>102966</td>\n",
       "      <td>814</td>\n",
       "      <td>1904760</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11758</th>\n",
       "      <td>Nevada</td>\n",
       "      <td>32</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4235.422357</td>\n",
       "      <td>66.510449</td>\n",
       "      <td>123795</td>\n",
       "      <td>1944</td>\n",
       "      <td>2922849</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11759</th>\n",
       "      <td>New Hampshire</td>\n",
       "      <td>33</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>1117.278520</td>\n",
       "      <td>37.361698</td>\n",
       "      <td>15012</td>\n",
       "      <td>502</td>\n",
       "      <td>1343622</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11760</th>\n",
       "      <td>New Jersey</td>\n",
       "      <td>34</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3206.687349</td>\n",
       "      <td>187.100766</td>\n",
       "      <td>284813</td>\n",
       "      <td>16618</td>\n",
       "      <td>8881845</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11761</th>\n",
       "      <td>New Mexico</td>\n",
       "      <td>35</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3118.855840</td>\n",
       "      <td>60.408118</td>\n",
       "      <td>65260</td>\n",
       "      <td>1264</td>\n",
       "      <td>2092434</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11762</th>\n",
       "      <td>New York</td>\n",
       "      <td>36</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2899.199035</td>\n",
       "      <td>173.382682</td>\n",
       "      <td>568778</td>\n",
       "      <td>34015</td>\n",
       "      <td>19618453</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11763</th>\n",
       "      <td>North Carolina</td>\n",
       "      <td>37</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3126.248077</td>\n",
       "      <td>47.776483</td>\n",
       "      <td>317490</td>\n",
       "      <td>4852</td>\n",
       "      <td>10155624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11764</th>\n",
       "      <td>North Dakota</td>\n",
       "      <td>38</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>8769.863374</td>\n",
       "      <td>102.233313</td>\n",
       "      <td>65967</td>\n",
       "      <td>769</td>\n",
       "      <td>752201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11765</th>\n",
       "      <td>Ohio</td>\n",
       "      <td>39</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2683.784980</td>\n",
       "      <td>49.579625</td>\n",
       "      <td>312443</td>\n",
       "      <td>5772</td>\n",
       "      <td>11641879</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11766</th>\n",
       "      <td>Oklahoma</td>\n",
       "      <td>40</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4040.951095</td>\n",
       "      <td>39.406483</td>\n",
       "      <td>158330</td>\n",
       "      <td>1544</td>\n",
       "      <td>3918137</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11767</th>\n",
       "      <td>Oregon</td>\n",
       "      <td>41</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>1434.855901</td>\n",
       "      <td>19.059551</td>\n",
       "      <td>58570</td>\n",
       "      <td>778</td>\n",
       "      <td>4081943</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11768</th>\n",
       "      <td>Pennsylvania</td>\n",
       "      <td>42</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2196.489910</td>\n",
       "      <td>73.065966</td>\n",
       "      <td>280957</td>\n",
       "      <td>9346</td>\n",
       "      <td>12791181</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11769</th>\n",
       "      <td>Rhode Island</td>\n",
       "      <td>44</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3268.563360</td>\n",
       "      <td>116.315276</td>\n",
       "      <td>34536</td>\n",
       "      <td>1229</td>\n",
       "      <td>1056611</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11770</th>\n",
       "      <td>South Carolina</td>\n",
       "      <td>45</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3993.200059</td>\n",
       "      <td>83.859219</td>\n",
       "      <td>197900</td>\n",
       "      <td>4156</td>\n",
       "      <td>4955925</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11771</th>\n",
       "      <td>South Dakota</td>\n",
       "      <td>46</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>7784.896024</td>\n",
       "      <td>74.512113</td>\n",
       "      <td>67284</td>\n",
       "      <td>644</td>\n",
       "      <td>864289</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11772</th>\n",
       "      <td>Tennessee</td>\n",
       "      <td>47</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4667.807031</td>\n",
       "      <td>59.238419</td>\n",
       "      <td>310460</td>\n",
       "      <td>3940</td>\n",
       "      <td>6651089</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11773</th>\n",
       "      <td>Texas</td>\n",
       "      <td>48</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>3868.988544</td>\n",
       "      <td>72.249809</td>\n",
       "      <td>1078875</td>\n",
       "      <td>20147</td>\n",
       "      <td>27885195</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11774</th>\n",
       "      <td>Utah</td>\n",
       "      <td>49</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>5769.717786</td>\n",
       "      <td>25.778740</td>\n",
       "      <td>127128</td>\n",
       "      <td>568</td>\n",
       "      <td>2203366</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11775</th>\n",
       "      <td>Vermont</td>\n",
       "      <td>50</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>495.378230</td>\n",
       "      <td>9.440347</td>\n",
       "      <td>3096</td>\n",
       "      <td>59</td>\n",
       "      <td>624977</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11776</th>\n",
       "      <td>Virginia</td>\n",
       "      <td>51</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>2457.422793</td>\n",
       "      <td>45.580022</td>\n",
       "      <td>206762</td>\n",
       "      <td>3835</td>\n",
       "      <td>8413774</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11777</th>\n",
       "      <td>Washington</td>\n",
       "      <td>53</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>1832.545142</td>\n",
       "      <td>35.205398</td>\n",
       "      <td>133672</td>\n",
       "      <td>2568</td>\n",
       "      <td>7294336</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11778</th>\n",
       "      <td>West Virginia</td>\n",
       "      <td>54</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>1931.271575</td>\n",
       "      <td>32.694497</td>\n",
       "      <td>35324</td>\n",
       "      <td>598</td>\n",
       "      <td>1829054</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11779</th>\n",
       "      <td>Wisconsin</td>\n",
       "      <td>55</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>5921.281934</td>\n",
       "      <td>49.615862</td>\n",
       "      <td>342155</td>\n",
       "      <td>2867</td>\n",
       "      <td>5778394</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11780</th>\n",
       "      <td>Wyoming</td>\n",
       "      <td>56</td>\n",
       "      <td>2020-11-17</td>\n",
       "      <td>4202.730666</td>\n",
       "      <td>26.639809</td>\n",
       "      <td>24453</td>\n",
       "      <td>155</td>\n",
       "      <td>581836</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11781</th>\n",
       "      <td>Alabama</td>\n",
       "      <td>01</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4594.053463</td>\n",
       "      <td>68.802059</td>\n",
       "      <td>223486</td>\n",
       "      <td>3347</td>\n",
       "      <td>4864680</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11782</th>\n",
       "      <td>Alaska</td>\n",
       "      <td>02</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3463.794402</td>\n",
       "      <td>13.596304</td>\n",
       "      <td>25476</td>\n",
       "      <td>100</td>\n",
       "      <td>735494</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11783</th>\n",
       "      <td>Arizona</td>\n",
       "      <td>04</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4075.353928</td>\n",
       "      <td>91.626438</td>\n",
       "      <td>283102</td>\n",
       "      <td>6365</td>\n",
       "      <td>6946685</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11784</th>\n",
       "      <td>Arkansas</td>\n",
       "      <td>05</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4521.995231</td>\n",
       "      <td>76.069885</td>\n",
       "      <td>135238</td>\n",
       "      <td>2275</td>\n",
       "      <td>2990671</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11785</th>\n",
       "      <td>California</td>\n",
       "      <td>06</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2717.940492</td>\n",
       "      <td>47.135593</td>\n",
       "      <td>1064040</td>\n",
       "      <td>18453</td>\n",
       "      <td>39148760</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11786</th>\n",
       "      <td>Colorado</td>\n",
       "      <td>08</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3194.114921</td>\n",
       "      <td>47.928628</td>\n",
       "      <td>176671</td>\n",
       "      <td>2651</td>\n",
       "      <td>5531141</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11787</th>\n",
       "      <td>Connecticut</td>\n",
       "      <td>09</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2697.749325</td>\n",
       "      <td>133.575168</td>\n",
       "      <td>96620</td>\n",
       "      <td>4784</td>\n",
       "      <td>3581504</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11788</th>\n",
       "      <td>Delaware</td>\n",
       "      <td>10</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3123.660472</td>\n",
       "      <td>78.146804</td>\n",
       "      <td>29659</td>\n",
       "      <td>742</td>\n",
       "      <td>949495</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11789</th>\n",
       "      <td>District of Columbia</td>\n",
       "      <td>11</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2843.689828</td>\n",
       "      <td>97.151489</td>\n",
       "      <td>19465</td>\n",
       "      <td>665</td>\n",
       "      <td>684498</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11790</th>\n",
       "      <td>Florida</td>\n",
       "      <td>12</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4384.318409</td>\n",
       "      <td>86.080592</td>\n",
       "      <td>903088</td>\n",
       "      <td>17731</td>\n",
       "      <td>20598139</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11791</th>\n",
       "      <td>Georgia</td>\n",
       "      <td>13</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4024.186879</td>\n",
       "      <td>85.749101</td>\n",
       "      <td>414390</td>\n",
       "      <td>8830</td>\n",
       "      <td>10297484</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11792</th>\n",
       "      <td>Hawaii</td>\n",
       "      <td>15</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>1182.668356</td>\n",
       "      <td>15.612319</td>\n",
       "      <td>16817</td>\n",
       "      <td>222</td>\n",
       "      <td>1421954</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11793</th>\n",
       "      <td>Idaho</td>\n",
       "      <td>16</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>5121.077089</td>\n",
       "      <td>48.109709</td>\n",
       "      <td>86434</td>\n",
       "      <td>812</td>\n",
       "      <td>1687809</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11794</th>\n",
       "      <td>Illinois</td>\n",
       "      <td>17</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4730.017096</td>\n",
       "      <td>89.443534</td>\n",
       "      <td>606459</td>\n",
       "      <td>11468</td>\n",
       "      <td>12821497</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11795</th>\n",
       "      <td>Indiana</td>\n",
       "      <td>18</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4041.054469</td>\n",
       "      <td>72.769173</td>\n",
       "      <td>268222</td>\n",
       "      <td>4830</td>\n",
       "      <td>6637426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11796</th>\n",
       "      <td>Iowa</td>\n",
       "      <td>19</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>6289.579023</td>\n",
       "      <td>67.102974</td>\n",
       "      <td>197021</td>\n",
       "      <td>2102</td>\n",
       "      <td>3132499</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11797</th>\n",
       "      <td>Kansas</td>\n",
       "      <td>20</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4493.848959</td>\n",
       "      <td>42.388964</td>\n",
       "      <td>130716</td>\n",
       "      <td>1233</td>\n",
       "      <td>2908776</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11798</th>\n",
       "      <td>Kentucky</td>\n",
       "      <td>21</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3260.052916</td>\n",
       "      <td>38.556787</td>\n",
       "      <td>144753</td>\n",
       "      <td>1712</td>\n",
       "      <td>4440204</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11799</th>\n",
       "      <td>Louisiana</td>\n",
       "      <td>22</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4494.023522</td>\n",
       "      <td>132.600969</td>\n",
       "      <td>209584</td>\n",
       "      <td>6184</td>\n",
       "      <td>4663616</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11800</th>\n",
       "      <td>Maine</td>\n",
       "      <td>23</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>713.753542</td>\n",
       "      <td>12.754978</td>\n",
       "      <td>9513</td>\n",
       "      <td>170</td>\n",
       "      <td>1332813</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11801</th>\n",
       "      <td>Maryland</td>\n",
       "      <td>24</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2862.078127</td>\n",
       "      <td>72.175346</td>\n",
       "      <td>171823</td>\n",
       "      <td>4333</td>\n",
       "      <td>6003435</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11802</th>\n",
       "      <td>Massachusetts</td>\n",
       "      <td>25</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2771.818961</td>\n",
       "      <td>152.871771</td>\n",
       "      <td>188533</td>\n",
       "      <td>10398</td>\n",
       "      <td>6801779</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11803</th>\n",
       "      <td>Michigan</td>\n",
       "      <td>26</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2938.020111</td>\n",
       "      <td>85.222297</td>\n",
       "      <td>292553</td>\n",
       "      <td>8486</td>\n",
       "      <td>9957488</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11804</th>\n",
       "      <td>Minnesota</td>\n",
       "      <td>27</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4373.210492</td>\n",
       "      <td>54.456397</td>\n",
       "      <td>241723</td>\n",
       "      <td>3010</td>\n",
       "      <td>5527358</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11805</th>\n",
       "      <td>Mississippi</td>\n",
       "      <td>28</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4597.087356</td>\n",
       "      <td>120.484669</td>\n",
       "      <td>137396</td>\n",
       "      <td>3601</td>\n",
       "      <td>2988762</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11806</th>\n",
       "      <td>Missouri</td>\n",
       "      <td>29</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3920.042193</td>\n",
       "      <td>53.185009</td>\n",
       "      <td>238733</td>\n",
       "      <td>3239</td>\n",
       "      <td>6090062</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11807</th>\n",
       "      <td>Montana</td>\n",
       "      <td>30</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4855.567459</td>\n",
       "      <td>53.852622</td>\n",
       "      <td>50582</td>\n",
       "      <td>561</td>\n",
       "      <td>1041732</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11808</th>\n",
       "      <td>Nebraska</td>\n",
       "      <td>31</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>5551.670552</td>\n",
       "      <td>43.260043</td>\n",
       "      <td>105746</td>\n",
       "      <td>824</td>\n",
       "      <td>1904760</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11809</th>\n",
       "      <td>Nevada</td>\n",
       "      <td>32</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4292.353112</td>\n",
       "      <td>66.613089</td>\n",
       "      <td>125459</td>\n",
       "      <td>1947</td>\n",
       "      <td>2922849</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11810</th>\n",
       "      <td>New Hampshire</td>\n",
       "      <td>33</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>1147.123224</td>\n",
       "      <td>37.510550</td>\n",
       "      <td>15413</td>\n",
       "      <td>504</td>\n",
       "      <td>1343622</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11811</th>\n",
       "      <td>New Jersey</td>\n",
       "      <td>34</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3251.891921</td>\n",
       "      <td>187.517346</td>\n",
       "      <td>288828</td>\n",
       "      <td>16655</td>\n",
       "      <td>8881845</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11812</th>\n",
       "      <td>New Mexico</td>\n",
       "      <td>35</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3255.204226</td>\n",
       "      <td>61.555108</td>\n",
       "      <td>68113</td>\n",
       "      <td>1288</td>\n",
       "      <td>2092434</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11813</th>\n",
       "      <td>New York</td>\n",
       "      <td>36</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2926.183833</td>\n",
       "      <td>173.505016</td>\n",
       "      <td>574072</td>\n",
       "      <td>34039</td>\n",
       "      <td>19618453</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11814</th>\n",
       "      <td>North Carolina</td>\n",
       "      <td>37</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3159.392274</td>\n",
       "      <td>48.229434</td>\n",
       "      <td>320856</td>\n",
       "      <td>4898</td>\n",
       "      <td>10155624</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11815</th>\n",
       "      <td>North Dakota</td>\n",
       "      <td>38</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>8937.770622</td>\n",
       "      <td>104.360404</td>\n",
       "      <td>67230</td>\n",
       "      <td>785</td>\n",
       "      <td>752201</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11816</th>\n",
       "      <td>Ohio</td>\n",
       "      <td>39</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2738.630079</td>\n",
       "      <td>50.052058</td>\n",
       "      <td>318828</td>\n",
       "      <td>5827</td>\n",
       "      <td>11641879</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11817</th>\n",
       "      <td>Oklahoma</td>\n",
       "      <td>40</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4117.313917</td>\n",
       "      <td>40.070064</td>\n",
       "      <td>161322</td>\n",
       "      <td>1570</td>\n",
       "      <td>3918137</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11818</th>\n",
       "      <td>Oregon</td>\n",
       "      <td>41</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>1461.779354</td>\n",
       "      <td>19.304532</td>\n",
       "      <td>59669</td>\n",
       "      <td>788</td>\n",
       "      <td>4081943</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11819</th>\n",
       "      <td>Pennsylvania</td>\n",
       "      <td>42</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2247.055999</td>\n",
       "      <td>73.980659</td>\n",
       "      <td>287425</td>\n",
       "      <td>9463</td>\n",
       "      <td>12791181</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11820</th>\n",
       "      <td>Rhode Island</td>\n",
       "      <td>44</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3752.090410</td>\n",
       "      <td>119.438469</td>\n",
       "      <td>39645</td>\n",
       "      <td>1262</td>\n",
       "      <td>1056611</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11821</th>\n",
       "      <td>South Carolina</td>\n",
       "      <td>45</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4024.415220</td>\n",
       "      <td>84.383844</td>\n",
       "      <td>199447</td>\n",
       "      <td>4182</td>\n",
       "      <td>4955925</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11822</th>\n",
       "      <td>South Dakota</td>\n",
       "      <td>46</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>7945.374753</td>\n",
       "      <td>77.983175</td>\n",
       "      <td>68671</td>\n",
       "      <td>674</td>\n",
       "      <td>864289</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11823</th>\n",
       "      <td>Tennessee</td>\n",
       "      <td>47</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4731.766482</td>\n",
       "      <td>60.035281</td>\n",
       "      <td>314714</td>\n",
       "      <td>3993</td>\n",
       "      <td>6651089</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11824</th>\n",
       "      <td>Texas</td>\n",
       "      <td>48</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>3914.471461</td>\n",
       "      <td>72.934760</td>\n",
       "      <td>1091558</td>\n",
       "      <td>20338</td>\n",
       "      <td>27885195</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11825</th>\n",
       "      <td>Utah</td>\n",
       "      <td>49</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>5868.475778</td>\n",
       "      <td>26.005666</td>\n",
       "      <td>129304</td>\n",
       "      <td>573</td>\n",
       "      <td>2203366</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11826</th>\n",
       "      <td>Vermont</td>\n",
       "      <td>50</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>504.338560</td>\n",
       "      <td>9.600353</td>\n",
       "      <td>3152</td>\n",
       "      <td>60</td>\n",
       "      <td>624977</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11827</th>\n",
       "      <td>Virginia</td>\n",
       "      <td>51</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>2482.037193</td>\n",
       "      <td>45.877153</td>\n",
       "      <td>208833</td>\n",
       "      <td>3860</td>\n",
       "      <td>8413774</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11828</th>\n",
       "      <td>Washington</td>\n",
       "      <td>53</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>1850.737339</td>\n",
       "      <td>35.493292</td>\n",
       "      <td>134999</td>\n",
       "      <td>2589</td>\n",
       "      <td>7294336</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11829</th>\n",
       "      <td>West Virginia</td>\n",
       "      <td>54</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>1982.773609</td>\n",
       "      <td>33.459920</td>\n",
       "      <td>36266</td>\n",
       "      <td>612</td>\n",
       "      <td>1829054</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11830</th>\n",
       "      <td>Wisconsin</td>\n",
       "      <td>55</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>6068.554688</td>\n",
       "      <td>50.619601</td>\n",
       "      <td>350665</td>\n",
       "      <td>2925</td>\n",
       "      <td>5778394</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11831</th>\n",
       "      <td>Wyoming</td>\n",
       "      <td>56</td>\n",
       "      <td>2020-11-18</td>\n",
       "      <td>4344.007590</td>\n",
       "      <td>26.639809</td>\n",
       "      <td>25275</td>\n",
       "      <td>155</td>\n",
       "      <td>581836</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                       name fips        date  confirmedRate   deathRate  \\\n",
       "11732               Arizona   04  2020-11-17    4029.202418   90.863484   \n",
       "11733              Arkansas   05  2020-11-17    4470.368021   75.066766   \n",
       "11734            California   06  2020-11-17    2687.913998   46.864830   \n",
       "11735              Colorado   08  2020-11-17    3110.045468   47.151212   \n",
       "11736           Connecticut   09  2020-11-17    2639.952378  133.212192   \n",
       "11737              Delaware   10  2020-11-17    3102.386005   77.830847   \n",
       "11738  District of Columbia   11  2020-11-17    2820.899404   96.421027   \n",
       "11739               Florida   12  2020-11-17    4345.936300   85.658224   \n",
       "11740               Georgia   13  2020-11-17    3994.480594   85.185857   \n",
       "11741                Hawaii   15  2020-11-17    1178.308159   15.541994   \n",
       "11742                 Idaho   16  2020-11-17    5043.461671   47.280231   \n",
       "11743              Illinois   17  2020-11-17    4660.430837   88.265824   \n",
       "11744               Indiana   18  2020-11-17    3950.431990   71.865208   \n",
       "11745                  Iowa   19  2020-11-17    6152.595739   65.889885   \n",
       "11746                Kansas   20  2020-11-17    4307.447531   42.010798   \n",
       "11747              Kentucky   21  2020-11-17    3198.231433   38.218965   \n",
       "11748             Louisiana   22  2020-11-17    4446.528188  132.000576   \n",
       "11749                 Maine   23  2020-11-17     702.124004   12.454861   \n",
       "11750              Maryland   24  2020-11-17    2828.464038   71.842204   \n",
       "11751         Massachusetts   25  2020-11-17    2732.005847  152.180775   \n",
       "11752              Michigan   26  2020-11-17    2876.568870   84.609693   \n",
       "11753             Minnesota   27  2020-11-17    4281.068822   53.244244   \n",
       "11754           Mississippi   28  2020-11-17    4543.787695  119.815496   \n",
       "11755              Missouri   29  2020-11-17    3850.634033   52.823764   \n",
       "11756               Montana   30  2020-11-17    4741.910587   52.124731   \n",
       "11757              Nebraska   31  2020-11-17    5405.720406   42.735043   \n",
       "11758                Nevada   32  2020-11-17    4235.422357   66.510449   \n",
       "11759         New Hampshire   33  2020-11-17    1117.278520   37.361698   \n",
       "11760            New Jersey   34  2020-11-17    3206.687349  187.100766   \n",
       "11761            New Mexico   35  2020-11-17    3118.855840   60.408118   \n",
       "11762              New York   36  2020-11-17    2899.199035  173.382682   \n",
       "11763        North Carolina   37  2020-11-17    3126.248077   47.776483   \n",
       "11764          North Dakota   38  2020-11-17    8769.863374  102.233313   \n",
       "11765                  Ohio   39  2020-11-17    2683.784980   49.579625   \n",
       "11766              Oklahoma   40  2020-11-17    4040.951095   39.406483   \n",
       "11767                Oregon   41  2020-11-17    1434.855901   19.059551   \n",
       "11768          Pennsylvania   42  2020-11-17    2196.489910   73.065966   \n",
       "11769          Rhode Island   44  2020-11-17    3268.563360  116.315276   \n",
       "11770        South Carolina   45  2020-11-17    3993.200059   83.859219   \n",
       "11771          South Dakota   46  2020-11-17    7784.896024   74.512113   \n",
       "11772             Tennessee   47  2020-11-17    4667.807031   59.238419   \n",
       "11773                 Texas   48  2020-11-17    3868.988544   72.249809   \n",
       "11774                  Utah   49  2020-11-17    5769.717786   25.778740   \n",
       "11775               Vermont   50  2020-11-17     495.378230    9.440347   \n",
       "11776              Virginia   51  2020-11-17    2457.422793   45.580022   \n",
       "11777            Washington   53  2020-11-17    1832.545142   35.205398   \n",
       "11778         West Virginia   54  2020-11-17    1931.271575   32.694497   \n",
       "11779             Wisconsin   55  2020-11-17    5921.281934   49.615862   \n",
       "11780               Wyoming   56  2020-11-17    4202.730666   26.639809   \n",
       "11781               Alabama   01  2020-11-18    4594.053463   68.802059   \n",
       "11782                Alaska   02  2020-11-18    3463.794402   13.596304   \n",
       "11783               Arizona   04  2020-11-18    4075.353928   91.626438   \n",
       "11784              Arkansas   05  2020-11-18    4521.995231   76.069885   \n",
       "11785            California   06  2020-11-18    2717.940492   47.135593   \n",
       "11786              Colorado   08  2020-11-18    3194.114921   47.928628   \n",
       "11787           Connecticut   09  2020-11-18    2697.749325  133.575168   \n",
       "11788              Delaware   10  2020-11-18    3123.660472   78.146804   \n",
       "11789  District of Columbia   11  2020-11-18    2843.689828   97.151489   \n",
       "11790               Florida   12  2020-11-18    4384.318409   86.080592   \n",
       "11791               Georgia   13  2020-11-18    4024.186879   85.749101   \n",
       "11792                Hawaii   15  2020-11-18    1182.668356   15.612319   \n",
       "11793                 Idaho   16  2020-11-18    5121.077089   48.109709   \n",
       "11794              Illinois   17  2020-11-18    4730.017096   89.443534   \n",
       "11795               Indiana   18  2020-11-18    4041.054469   72.769173   \n",
       "11796                  Iowa   19  2020-11-18    6289.579023   67.102974   \n",
       "11797                Kansas   20  2020-11-18    4493.848959   42.388964   \n",
       "11798              Kentucky   21  2020-11-18    3260.052916   38.556787   \n",
       "11799             Louisiana   22  2020-11-18    4494.023522  132.600969   \n",
       "11800                 Maine   23  2020-11-18     713.753542   12.754978   \n",
       "11801              Maryland   24  2020-11-18    2862.078127   72.175346   \n",
       "11802         Massachusetts   25  2020-11-18    2771.818961  152.871771   \n",
       "11803              Michigan   26  2020-11-18    2938.020111   85.222297   \n",
       "11804             Minnesota   27  2020-11-18    4373.210492   54.456397   \n",
       "11805           Mississippi   28  2020-11-18    4597.087356  120.484669   \n",
       "11806              Missouri   29  2020-11-18    3920.042193   53.185009   \n",
       "11807               Montana   30  2020-11-18    4855.567459   53.852622   \n",
       "11808              Nebraska   31  2020-11-18    5551.670552   43.260043   \n",
       "11809                Nevada   32  2020-11-18    4292.353112   66.613089   \n",
       "11810         New Hampshire   33  2020-11-18    1147.123224   37.510550   \n",
       "11811            New Jersey   34  2020-11-18    3251.891921  187.517346   \n",
       "11812            New Mexico   35  2020-11-18    3255.204226   61.555108   \n",
       "11813              New York   36  2020-11-18    2926.183833  173.505016   \n",
       "11814        North Carolina   37  2020-11-18    3159.392274   48.229434   \n",
       "11815          North Dakota   38  2020-11-18    8937.770622  104.360404   \n",
       "11816                  Ohio   39  2020-11-18    2738.630079   50.052058   \n",
       "11817              Oklahoma   40  2020-11-18    4117.313917   40.070064   \n",
       "11818                Oregon   41  2020-11-18    1461.779354   19.304532   \n",
       "11819          Pennsylvania   42  2020-11-18    2247.055999   73.980659   \n",
       "11820          Rhode Island   44  2020-11-18    3752.090410  119.438469   \n",
       "11821        South Carolina   45  2020-11-18    4024.415220   84.383844   \n",
       "11822          South Dakota   46  2020-11-18    7945.374753   77.983175   \n",
       "11823             Tennessee   47  2020-11-18    4731.766482   60.035281   \n",
       "11824                 Texas   48  2020-11-18    3914.471461   72.934760   \n",
       "11825                  Utah   49  2020-11-18    5868.475778   26.005666   \n",
       "11826               Vermont   50  2020-11-18     504.338560    9.600353   \n",
       "11827              Virginia   51  2020-11-18    2482.037193   45.877153   \n",
       "11828            Washington   53  2020-11-18    1850.737339   35.493292   \n",
       "11829         West Virginia   54  2020-11-18    1982.773609   33.459920   \n",
       "11830             Wisconsin   55  2020-11-18    6068.554688   50.619601   \n",
       "11831               Wyoming   56  2020-11-18    4344.007590   26.639809   \n",
       "\n",
       "         cases  deaths  population  \n",
       "11732   279896    6312     6946685  \n",
       "11733   133694    2245     2990671  \n",
       "11734  1052285   18347    39148760  \n",
       "11735   172021    2608     5531141  \n",
       "11736    94550    4771     3581504  \n",
       "11737    29457     739      949495  \n",
       "11738    19309     660      684498  \n",
       "11739   895182   17644    20598139  \n",
       "11740   411331    8772    10297484  \n",
       "11741    16755     221     1421954  \n",
       "11742    85124     798     1687809  \n",
       "11743   597537   11317    12821497  \n",
       "11744   262207    4770     6637426  \n",
       "11745   192730    2064     3132499  \n",
       "11746   125294    1222     2908776  \n",
       "11747   142008    1697     4440204  \n",
       "11748   207369    6156     4663616  \n",
       "11749     9358     166     1332813  \n",
       "11750   169805    4313     6003435  \n",
       "11751   185825   10351     6801779  \n",
       "11752   286434    8425     9957488  \n",
       "11753   236630    2943     5527358  \n",
       "11754   135803    3581     2988762  \n",
       "11755   234506    3217     6090062  \n",
       "11756    49398     543     1041732  \n",
       "11757   102966     814     1904760  \n",
       "11758   123795    1944     2922849  \n",
       "11759    15012     502     1343622  \n",
       "11760   284813   16618     8881845  \n",
       "11761    65260    1264     2092434  \n",
       "11762   568778   34015    19618453  \n",
       "11763   317490    4852    10155624  \n",
       "11764    65967     769      752201  \n",
       "11765   312443    5772    11641879  \n",
       "11766   158330    1544     3918137  \n",
       "11767    58570     778     4081943  \n",
       "11768   280957    9346    12791181  \n",
       "11769    34536    1229     1056611  \n",
       "11770   197900    4156     4955925  \n",
       "11771    67284     644      864289  \n",
       "11772   310460    3940     6651089  \n",
       "11773  1078875   20147    27885195  \n",
       "11774   127128     568     2203366  \n",
       "11775     3096      59      624977  \n",
       "11776   206762    3835     8413774  \n",
       "11777   133672    2568     7294336  \n",
       "11778    35324     598     1829054  \n",
       "11779   342155    2867     5778394  \n",
       "11780    24453     155      581836  \n",
       "11781   223486    3347     4864680  \n",
       "11782    25476     100      735494  \n",
       "11783   283102    6365     6946685  \n",
       "11784   135238    2275     2990671  \n",
       "11785  1064040   18453    39148760  \n",
       "11786   176671    2651     5531141  \n",
       "11787    96620    4784     3581504  \n",
       "11788    29659     742      949495  \n",
       "11789    19465     665      684498  \n",
       "11790   903088   17731    20598139  \n",
       "11791   414390    8830    10297484  \n",
       "11792    16817     222     1421954  \n",
       "11793    86434     812     1687809  \n",
       "11794   606459   11468    12821497  \n",
       "11795   268222    4830     6637426  \n",
       "11796   197021    2102     3132499  \n",
       "11797   130716    1233     2908776  \n",
       "11798   144753    1712     4440204  \n",
       "11799   209584    6184     4663616  \n",
       "11800     9513     170     1332813  \n",
       "11801   171823    4333     6003435  \n",
       "11802   188533   10398     6801779  \n",
       "11803   292553    8486     9957488  \n",
       "11804   241723    3010     5527358  \n",
       "11805   137396    3601     2988762  \n",
       "11806   238733    3239     6090062  \n",
       "11807    50582     561     1041732  \n",
       "11808   105746     824     1904760  \n",
       "11809   125459    1947     2922849  \n",
       "11810    15413     504     1343622  \n",
       "11811   288828   16655     8881845  \n",
       "11812    68113    1288     2092434  \n",
       "11813   574072   34039    19618453  \n",
       "11814   320856    4898    10155624  \n",
       "11815    67230     785      752201  \n",
       "11816   318828    5827    11641879  \n",
       "11817   161322    1570     3918137  \n",
       "11818    59669     788     4081943  \n",
       "11819   287425    9463    12791181  \n",
       "11820    39645    1262     1056611  \n",
       "11821   199447    4182     4955925  \n",
       "11822    68671     674      864289  \n",
       "11823   314714    3993     6651089  \n",
       "11824  1091558   20338    27885195  \n",
       "11825   129304     573     2203366  \n",
       "11826     3152      60      624977  \n",
       "11827   208833    3860     8413774  \n",
       "11828   134999    2589     7294336  \n",
       "11829    36266     612     1829054  \n",
       "11830   350665    2925     5778394  \n",
       "11831    25275     155      581836  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.tail(100)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Reformat data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>name</th>\n",
       "      <th>Alabama</th>\n",
       "      <th>Alaska</th>\n",
       "      <th>Arizona</th>\n",
       "      <th>Arkansas</th>\n",
       "      <th>California</th>\n",
       "      <th>Colorado</th>\n",
       "      <th>Connecticut</th>\n",
       "      <th>Delaware</th>\n",
       "      <th>District of Columbia</th>\n",
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       "      <th>Georgia</th>\n",
       "      <th>Hawaii</th>\n",
       "      <th>Idaho</th>\n",
       "      <th>Illinois</th>\n",
       "      <th>Indiana</th>\n",
       "      <th>Iowa</th>\n",
       "      <th>Kansas</th>\n",
       "      <th>Kentucky</th>\n",
       "      <th>Louisiana</th>\n",
       "      <th>Maine</th>\n",
       "      <th>Maryland</th>\n",
       "      <th>Massachusetts</th>\n",
       "      <th>Michigan</th>\n",
       "      <th>Minnesota</th>\n",
       "      <th>Mississippi</th>\n",
       "      <th>Missouri</th>\n",
       "      <th>Montana</th>\n",
       "      <th>Nebraska</th>\n",
       "      <th>Nevada</th>\n",
       "      <th>New Hampshire</th>\n",
       "      <th>New Jersey</th>\n",
       "      <th>New Mexico</th>\n",
       "      <th>New York</th>\n",
       "      <th>North Carolina</th>\n",
       "      <th>North Dakota</th>\n",
       "      <th>Ohio</th>\n",
       "      <th>Oklahoma</th>\n",
       "      <th>Oregon</th>\n",
       "      <th>Pennsylvania</th>\n",
       "      <th>Rhode Island</th>\n",
       "      <th>South Carolina</th>\n",
       "      <th>South Dakota</th>\n",
       "      <th>Tennessee</th>\n",
       "      <th>Texas</th>\n",
       "      <th>Utah</th>\n",
       "      <th>Vermont</th>\n",
       "      <th>Virginia</th>\n",
       "      <th>Washington</th>\n",
       "      <th>West Virginia</th>\n",
       "      <th>Wisconsin</th>\n",
       "      <th>Wyoming</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2020-04-01</th>\n",
       "      <td>0.570107</td>\n",
       "      <td>0.163331</td>\n",
       "      <td>0.201535</td>\n",
       "      <td>0.227074</td>\n",
       "      <td>0.508731</td>\n",
       "      <td>1.373705</td>\n",
       "      <td>2.317462</td>\n",
       "      <td>1.158511</td>\n",
       "      <td>1.314832</td>\n",
       "      <td>0.416697</td>\n",
       "      <td>1.362145</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.578365</td>\n",
       "      <td>1.183141</td>\n",
       "      <td>1.003442</td>\n",
       "      <td>0.303505</td>\n",
       "      <td>0.413200</td>\n",
       "      <td>0.425052</td>\n",
       "      <td>5.895175</td>\n",
       "      <td>0.430507</td>\n",
       "      <td>0.320326</td>\n",
       "      <td>1.661330</td>\n",
       "      <td>3.778070</td>\n",
       "      <td>0.178912</td>\n",
       "      <td>0.752541</td>\n",
       "      <td>0.443087</td>\n",
       "      <td>0.710770</td>\n",
       "      <td>0.264971</td>\n",
       "      <td>1.080099</td>\n",
       "      <td>0.228731</td>\n",
       "      <td>3.996917</td>\n",
       "      <td>0.256824</td>\n",
       "      <td>14.683483</td>\n",
       "      <td>0.143456</td>\n",
       "      <td>0.486517</td>\n",
       "      <td>0.580674</td>\n",
       "      <td>0.800930</td>\n",
       "      <td>0.485356</td>\n",
       "      <td>0.586288</td>\n",
       "      <td>1.041064</td>\n",
       "      <td>0.533903</td>\n",
       "      <td>0.283756</td>\n",
       "      <td>0.199260</td>\n",
       "      <td>0.327867</td>\n",
       "      <td>0.154626</td>\n",
       "      <td>0.817255</td>\n",
       "      <td>0.191082</td>\n",
       "      <td>3.236028</td>\n",
       "      <td>0.072758</td>\n",
       "      <td>1.030175</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-04-02</th>\n",
       "      <td>0.565648</td>\n",
       "      <td>0.163331</td>\n",
       "      <td>0.460651</td>\n",
       "      <td>0.223914</td>\n",
       "      <td>0.611505</td>\n",
       "      <td>1.756849</td>\n",
       "      <td>3.099257</td>\n",
       "      <td>1.263830</td>\n",
       "      <td>1.753110</td>\n",
       "      <td>0.702961</td>\n",
       "      <td>1.602008</td>\n",
       "      <td>0.070326</td>\n",
       "      <td>0.571320</td>\n",
       "      <td>1.342185</td>\n",
       "      <td>1.199688</td>\n",
       "      <td>0.369017</td>\n",
       "      <td>0.485311</td>\n",
       "      <td>0.481725</td>\n",
       "      <td>6.672560</td>\n",
       "      <td>0.575675</td>\n",
       "      <td>0.599657</td>\n",
       "      <td>2.131795</td>\n",
       "      <td>4.615796</td>\n",
       "      <td>0.198293</td>\n",
       "      <td>0.883197</td>\n",
       "      <td>0.584533</td>\n",
       "      <td>0.702000</td>\n",
       "      <td>0.257025</td>\n",
       "      <td>1.323992</td>\n",
       "      <td>0.076244</td>\n",
       "      <td>6.001005</td>\n",
       "      <td>0.303809</td>\n",
       "      <td>17.524318</td>\n",
       "      <td>0.213127</td>\n",
       "      <td>0.498318</td>\n",
       "      <td>0.719060</td>\n",
       "      <td>0.923850</td>\n",
       "      <td>0.536446</td>\n",
       "      <td>0.711084</td>\n",
       "      <td>1.041064</td>\n",
       "      <td>0.625514</td>\n",
       "      <td>0.276263</td>\n",
       "      <td>0.537777</td>\n",
       "      <td>0.374973</td>\n",
       "      <td>0.229493</td>\n",
       "      <td>0.817255</td>\n",
       "      <td>0.189295</td>\n",
       "      <td>3.747708</td>\n",
       "      <td>0.072758</td>\n",
       "      <td>1.265125</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-04-03</th>\n",
       "      <td>0.789006</td>\n",
       "      <td>0.161517</td>\n",
       "      <td>0.460651</td>\n",
       "      <td>0.219806</td>\n",
       "      <td>0.675263</td>\n",
       "      <td>2.005479</td>\n",
       "      <td>3.629760</td>\n",
       "      <td>1.263830</td>\n",
       "      <td>2.191387</td>\n",
       "      <td>0.795257</td>\n",
       "      <td>1.769944</td>\n",
       "      <td>0.210977</td>\n",
       "      <td>0.566333</td>\n",
       "      <td>1.710778</td>\n",
       "      <td>1.561006</td>\n",
       "      <td>0.364874</td>\n",
       "      <td>0.715732</td>\n",
       "      <td>0.878440</td>\n",
       "      <td>7.886398</td>\n",
       "      <td>0.531945</td>\n",
       "      <td>0.716257</td>\n",
       "      <td>2.690473</td>\n",
       "      <td>5.259069</td>\n",
       "      <td>0.218122</td>\n",
       "      <td>0.985105</td>\n",
       "      <td>0.782245</td>\n",
       "      <td>0.575772</td>\n",
       "      <td>0.319075</td>\n",
       "      <td>1.498201</td>\n",
       "      <td>0.228731</td>\n",
       "      <td>7.228228</td>\n",
       "      <td>0.506349</td>\n",
       "      <td>20.546982</td>\n",
       "      <td>0.271485</td>\n",
       "      <td>0.495833</td>\n",
       "      <td>0.805193</td>\n",
       "      <td>1.016917</td>\n",
       "      <td>0.558802</td>\n",
       "      <td>0.803415</td>\n",
       "      <td>1.041064</td>\n",
       "      <td>0.686048</td>\n",
       "      <td>0.276263</td>\n",
       "      <td>0.613507</td>\n",
       "      <td>0.436040</td>\n",
       "      <td>0.226838</td>\n",
       "      <td>0.817255</td>\n",
       "      <td>0.186369</td>\n",
       "      <td>4.014627</td>\n",
       "      <td>0.141970</td>\n",
       "      <td>1.603695</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-04-04</th>\n",
       "      <td>0.909431</td>\n",
       "      <td>0.161517</td>\n",
       "      <td>0.719768</td>\n",
       "      <td>0.215364</td>\n",
       "      <td>0.740814</td>\n",
       "      <td>2.276994</td>\n",
       "      <td>4.579082</td>\n",
       "      <td>1.263830</td>\n",
       "      <td>3.067942</td>\n",
       "      <td>0.945094</td>\n",
       "      <td>1.937105</td>\n",
       "      <td>0.210977</td>\n",
       "      <td>0.629259</td>\n",
       "      <td>1.977165</td>\n",
       "      <td>1.770557</td>\n",
       "      <td>0.391212</td>\n",
       "      <td>0.703921</td>\n",
       "      <td>0.884351</td>\n",
       "      <td>8.812942</td>\n",
       "      <td>0.531945</td>\n",
       "      <td>0.899485</td>\n",
       "      <td>3.043321</td>\n",
       "      <td>5.949693</td>\n",
       "      <td>0.371787</td>\n",
       "      <td>1.188919</td>\n",
       "      <td>0.886573</td>\n",
       "      <td>0.683532</td>\n",
       "      <td>0.316331</td>\n",
       "      <td>1.602727</td>\n",
       "      <td>0.223277</td>\n",
       "      <td>9.367423</td>\n",
       "      <td>0.555988</td>\n",
       "      <td>23.610424</td>\n",
       "      <td>0.339853</td>\n",
       "      <td>0.495833</td>\n",
       "      <td>0.900303</td>\n",
       "      <td>1.125141</td>\n",
       "      <td>0.558802</td>\n",
       "      <td>1.070699</td>\n",
       "      <td>1.987486</td>\n",
       "      <td>0.807115</td>\n",
       "      <td>0.276263</td>\n",
       "      <td>0.750016</td>\n",
       "      <td>0.502077</td>\n",
       "      <td>0.264644</td>\n",
       "      <td>0.817255</td>\n",
       "      <td>0.199075</td>\n",
       "      <td>4.332380</td>\n",
       "      <td>0.141970</td>\n",
       "      <td>1.874303</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-04-05</th>\n",
       "      <td>0.930100</td>\n",
       "      <td>0.161517</td>\n",
       "      <td>0.777349</td>\n",
       "      <td>0.212270</td>\n",
       "      <td>0.892918</td>\n",
       "      <td>2.532017</td>\n",
       "      <td>5.249191</td>\n",
       "      <td>1.263830</td>\n",
       "      <td>3.214034</td>\n",
       "      <td>1.076628</td>\n",
       "      <td>2.017250</td>\n",
       "      <td>0.281303</td>\n",
       "      <td>0.626532</td>\n",
       "      <td>2.211084</td>\n",
       "      <td>1.928758</td>\n",
       "      <td>0.627314</td>\n",
       "      <td>0.692604</td>\n",
       "      <td>1.177694</td>\n",
       "      <td>10.191984</td>\n",
       "      <td>0.531945</td>\n",
       "      <td>1.116028</td>\n",
       "      <td>3.263852</td>\n",
       "      <td>6.851724</td>\n",
       "      <td>0.506004</td>\n",
       "      <td>1.451612</td>\n",
       "      <td>1.111439</td>\n",
       "      <td>0.683532</td>\n",
       "      <td>0.434225</td>\n",
       "      <td>1.602727</td>\n",
       "      <td>0.223277</td>\n",
       "      <td>10.178065</td>\n",
       "      <td>0.595150</td>\n",
       "      <td>27.361994</td>\n",
       "      <td>0.379836</td>\n",
       "      <td>0.493102</td>\n",
       "      <td>1.049049</td>\n",
       "      <td>1.225789</td>\n",
       "      <td>0.685523</td>\n",
       "      <td>1.187435</td>\n",
       "      <td>1.987486</td>\n",
       "      <td>0.887826</td>\n",
       "      <td>0.276263</td>\n",
       "      <td>0.792556</td>\n",
       "      <td>0.601205</td>\n",
       "      <td>0.264644</td>\n",
       "      <td>0.817255</td>\n",
       "      <td>0.197895</td>\n",
       "      <td>4.621205</td>\n",
       "      <td>0.212955</td>\n",
       "      <td>1.934269</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "name         Alabama    Alaska   Arizona  Arkansas  California  Colorado  \\\n",
       "date                                                                       \n",
       "2020-04-01  0.570107  0.163331  0.201535  0.227074    0.508731  1.373705   \n",
       "2020-04-02  0.565648  0.163331  0.460651  0.223914    0.611505  1.756849   \n",
       "2020-04-03  0.789006  0.161517  0.460651  0.219806    0.675263  2.005479   \n",
       "2020-04-04  0.909431  0.161517  0.719768  0.215364    0.740814  2.276994   \n",
       "2020-04-05  0.930100  0.161517  0.777349  0.212270    0.892918  2.532017   \n",
       "\n",
       "name        Connecticut  Delaware  District of Columbia   Florida   Georgia  \\\n",
       "date                                                                          \n",
       "2020-04-01     2.317462  1.158511              1.314832  0.416697  1.362145   \n",
       "2020-04-02     3.099257  1.263830              1.753110  0.702961  1.602008   \n",
       "2020-04-03     3.629760  1.263830              2.191387  0.795257  1.769944   \n",
       "2020-04-04     4.579082  1.263830              3.067942  0.945094  1.937105   \n",
       "2020-04-05     5.249191  1.263830              3.214034  1.076628  2.017250   \n",
       "\n",
       "name          Hawaii     Idaho  Illinois   Indiana      Iowa    Kansas  \\\n",
       "date                                                                     \n",
       "2020-04-01  0.000000  0.578365  1.183141  1.003442  0.303505  0.413200   \n",
       "2020-04-02  0.070326  0.571320  1.342185  1.199688  0.369017  0.485311   \n",
       "2020-04-03  0.210977  0.566333  1.710778  1.561006  0.364874  0.715732   \n",
       "2020-04-04  0.210977  0.629259  1.977165  1.770557  0.391212  0.703921   \n",
       "2020-04-05  0.281303  0.626532  2.211084  1.928758  0.627314  0.692604   \n",
       "\n",
       "name        Kentucky  Louisiana     Maine  Maryland  Massachusetts  Michigan  \\\n",
       "date                                                                           \n",
       "2020-04-01  0.425052   5.895175  0.430507  0.320326       1.661330  3.778070   \n",
       "2020-04-02  0.481725   6.672560  0.575675  0.599657       2.131795  4.615796   \n",
       "2020-04-03  0.878440   7.886398  0.531945  0.716257       2.690473  5.259069   \n",
       "2020-04-04  0.884351   8.812942  0.531945  0.899485       3.043321  5.949693   \n",
       "2020-04-05  1.177694  10.191984  0.531945  1.116028       3.263852  6.851724   \n",
       "\n",
       "name        Minnesota  Mississippi  Missouri   Montana  Nebraska    Nevada  \\\n",
       "date                                                                         \n",
       "2020-04-01   0.178912     0.752541  0.443087  0.710770  0.264971  1.080099   \n",
       "2020-04-02   0.198293     0.883197  0.584533  0.702000  0.257025  1.323992   \n",
       "2020-04-03   0.218122     0.985105  0.782245  0.575772  0.319075  1.498201   \n",
       "2020-04-04   0.371787     1.188919  0.886573  0.683532  0.316331  1.602727   \n",
       "2020-04-05   0.506004     1.451612  1.111439  0.683532  0.434225  1.602727   \n",
       "\n",
       "name        New Hampshire  New Jersey  New Mexico   New York  North Carolina  \\\n",
       "date                                                                           \n",
       "2020-04-01       0.228731    3.996917    0.256824  14.683483        0.143456   \n",
       "2020-04-02       0.076244    6.001005    0.303809  17.524318        0.213127   \n",
       "2020-04-03       0.228731    7.228228    0.506349  20.546982        0.271485   \n",
       "2020-04-04       0.223277    9.367423    0.555988  23.610424        0.339853   \n",
       "2020-04-05       0.223277   10.178065    0.595150  27.361994        0.379836   \n",
       "\n",
       "name        North Dakota      Ohio  Oklahoma    Oregon  Pennsylvania  \\\n",
       "date                                                                   \n",
       "2020-04-01      0.486517  0.580674  0.800930  0.485356      0.586288   \n",
       "2020-04-02      0.498318  0.719060  0.923850  0.536446      0.711084   \n",
       "2020-04-03      0.495833  0.805193  1.016917  0.558802      0.803415   \n",
       "2020-04-04      0.495833  0.900303  1.125141  0.558802      1.070699   \n",
       "2020-04-05      0.493102  1.049049  1.225789  0.685523      1.187435   \n",
       "\n",
       "name        Rhode Island  South Carolina  South Dakota  Tennessee     Texas  \\\n",
       "date                                                                          \n",
       "2020-04-01      1.041064        0.533903      0.283756   0.199260  0.327867   \n",
       "2020-04-02      1.041064        0.625514      0.276263   0.537777  0.374973   \n",
       "2020-04-03      1.041064        0.686048      0.276263   0.613507  0.436040   \n",
       "2020-04-04      1.987486        0.807115      0.276263   0.750016  0.502077   \n",
       "2020-04-05      1.987486        0.887826      0.276263   0.792556  0.601205   \n",
       "\n",
       "name            Utah   Vermont  Virginia  Washington  West Virginia  \\\n",
       "date                                                                  \n",
       "2020-04-01  0.154626  0.817255  0.191082    3.236028       0.072758   \n",
       "2020-04-02  0.229493  0.817255  0.189295    3.747708       0.072758   \n",
       "2020-04-03  0.226838  0.817255  0.186369    4.014627       0.141970   \n",
       "2020-04-04  0.264644  0.817255  0.199075    4.332380       0.141970   \n",
       "2020-04-05  0.264644  0.817255  0.197895    4.621205       0.212955   \n",
       "\n",
       "name        Wisconsin  Wyoming  \n",
       "date                            \n",
       "2020-04-01   1.030175      0.0  \n",
       "2020-04-02   1.265125      0.0  \n",
       "2020-04-03   1.603695      0.0  \n",
       "2020-04-04   1.874303      0.0  \n",
       "2020-04-05   1.934269      0.0  "
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# convert neo4j date object to datetime\n",
    "df['date'] = df['date'].astype(str)\n",
    "df['date'] = pd.to_datetime(df['date'], infer_datetime_format=False)  \n",
    "# pivot table\n",
    "df_date = df.pivot(index='date', columns='name', values=metric)\n",
    "df_date.fillna(0, inplace=True)\n",
    "df_date.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = df_date.plot(figsize=(16, 8), legend=False, title=f'{metric} for states in {country}');\n",
    "ax.set_xlabel('Date');\n",
    "ax.set_ylabel(f'{metric} per 100,000');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Case counts by State"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "# dimensions for subplot layout\n",
    "cols = 5\n",
    "rows = math.ceil(df_date.shape[1]/cols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x1584 with 55 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = df_date.plot(subplots=True, layout=(rows,cols), sharey=True, figsize=(16, 2*rows));"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
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