{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This notebook is part of my [Python data science curriculum](http://www.terran.us/articles/python_curriculum.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "RendererRegistry.enable('notebook')"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import statsmodels.api as sm\n",
    "import statsmodels.formula.api as smf\n",
    "\n",
    "import statsmodels.graphics.regressionplots as smrp # This name is not standard\n",
    "\n",
    "import altair as alt\n",
    "alt.renderers.enable('notebook')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "tips=sns.load_dataset('tips')\n",
    "\n",
    "from plotnine.data import diamonds\n",
    "diamonds_small=diamonds.sample(1000,random_state=0)\n",
    "diamonds_small.to_csv('/tmp/diamonds_small.csv')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Linear Regression"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "There are two interfaces to statsmodels, the statsmodels.api interface, which takes vectors and matrices, and the statsmodels.formula interface, which uses R-style formulas from the Patsy library.\n",
    "\n",
    "http://www.statsmodels.org/stable/example_formulas.html  \n",
    "https://patsy.readthedocs.io/en/latest/formulas.html\n",
    "\n",
    "Here's a port of the ISLR ch 3 labs to Python, using a mix of sklearn and statsmodels:\n",
    "\n",
    "http://nbviewer.jupyter.org/github/JWarmenhoven/ISL-python/blob/master/Notebooks/Chapter%203.ipynb"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Single Feature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<caption>OLS Regression Results</caption>\n",
       "<tr>\n",
       "  <th>Dep. Variable:</th>    <td>I(tip / total_bill)</td> <th>  R-squared:         </th> <td>   0.115</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model:</th>                    <td>OLS</td>         <th>  Adj. R-squared:    </th> <td>   0.111</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Method:</th>              <td>Least Squares</td>    <th>  F-statistic:       </th> <td>   31.34</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Date:</th>              <td>Wed, 12 Dec 2018</td>   <th>  Prob (F-statistic):</th> <td>5.85e-08</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Time:</th>                  <td>14:53:02</td>       <th>  Log-Likelihood:    </th> <td>  351.29</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>No. Observations:</th>       <td>   244</td>        <th>  AIC:               </th> <td>  -698.6</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Residuals:</th>           <td>   242</td>        <th>  BIC:               </th> <td>  -691.6</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Model:</th>               <td>     1</td>        <th>                     </th>     <td> </td>   \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Covariance Type:</th>       <td>nonrobust</td>      <th>                     </th>     <td> </td>   \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "       <td></td>         <th>coef</th>     <th>std err</th>      <th>t</th>      <th>P>|t|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th>  <td>    0.2068</td> <td>    0.009</td> <td>   22.975</td> <td> 0.000</td> <td>    0.189</td> <td>    0.224</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>total_bill</th> <td>   -0.0023</td> <td>    0.000</td> <td>   -5.599</td> <td> 0.000</td> <td>   -0.003</td> <td>   -0.002</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "  <th>Omnibus:</th>       <td>224.802</td> <th>  Durbin-Watson:     </th> <td>   2.020</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Prob(Omnibus):</th> <td> 0.000</td>  <th>  Jarque-Bera (JB):  </th> <td>7863.442</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Skew:</th>          <td> 3.420</td>  <th>  Prob(JB):          </th> <td>    0.00</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Kurtosis:</th>      <td>29.957</td>  <th>  Cond. No.          </th> <td>    53.0</td>\n",
       "</tr>\n",
       "</table><br/><br/>Warnings:<br/>[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary.Summary'>\n",
       "\"\"\"\n",
       "                             OLS Regression Results                            \n",
       "===============================================================================\n",
       "Dep. Variable:     I(tip / total_bill)   R-squared:                       0.115\n",
       "Model:                             OLS   Adj. R-squared:                  0.111\n",
       "Method:                  Least Squares   F-statistic:                     31.34\n",
       "Date:                 Wed, 12 Dec 2018   Prob (F-statistic):           5.85e-08\n",
       "Time:                         14:53:02   Log-Likelihood:                 351.29\n",
       "No. Observations:                  244   AIC:                            -698.6\n",
       "Df Residuals:                      242   BIC:                            -691.6\n",
       "Df Model:                            1                                         \n",
       "Covariance Type:             nonrobust                                         \n",
       "==============================================================================\n",
       "                 coef    std err          t      P>|t|      [0.025      0.975]\n",
       "------------------------------------------------------------------------------\n",
       "Intercept      0.2068      0.009     22.975      0.000       0.189       0.224\n",
       "total_bill    -0.0023      0.000     -5.599      0.000      -0.003      -0.002\n",
       "==============================================================================\n",
       "Omnibus:                      224.802   Durbin-Watson:                   2.020\n",
       "Prob(Omnibus):                  0.000   Jarque-Bera (JB):             7863.442\n",
       "Skew:                           3.420   Prob(JB):                         0.00\n",
       "Kurtosis:                      29.957   Cond. No.                         53.0\n",
       "==============================================================================\n",
       "\n",
       "Warnings:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "m=smf.ols('I(tip/total_bill) ~ total_bill', tips).fit()\n",
    "m.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It appears that the \"warning\" about how standard errors assume the errors are correctly specified is _always_ printed, as a general reminder, and does not result from any actual observation that your data violates the assumptions."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "\n",
    "One thing we often want to look at is a scatter plot of actual vs predicted values:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "p = pd.DataFrame({'actual':tips.tip/tips.total_bill, 'predicted':m.predict()})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
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{\"index\": 236, \"actual\": 0.07936507936507936, \"predicted\": 0.17749570102287363}, {\"index\": 237, \"actual\": 0.03563813585135547, \"predicted\": 0.13050091952157186}, {\"index\": 238, \"actual\": 0.13033770583310075, \"predicted\": 0.12353184663457703}, {\"index\": 239, \"actual\": 0.2039269720978298, \"predicted\": 0.13932841184509864}, {\"index\": 240, \"actual\": 0.07358351729212656, \"predicted\": 0.14362600679207876}, {\"index\": 241, \"actual\": 0.08822232024702249, \"predicted\": 0.15410284636552768}, {\"index\": 242, \"actual\": 0.09820426487093153, \"predicted\": 0.16536951419950263}, {\"index\": 243, \"actual\": 0.1597444089456869, \"predicted\": 0.1631394108756643}]}};\n",
       "var opt = {};\n",
       "var type = \"vega-lite\";\n",
       "var id = \"29f9381b-dd71-4637-824e-66383f9d6bdf\";\n",
       "\n",
       "var output_area = this;\n",
       "\n",
       "require([\"nbextensions/jupyter-vega/index\"], function(vega) {\n",
       "  var target = document.createElement(\"div\");\n",
       "  target.id = id;\n",
       "  target.className = \"vega-embed\";\n",
       "\n",
       "  var style = document.createElement(\"style\");\n",
       "  style.textContent = [\n",
       "    \".vega-embed .error p {\",\n",
       "    \"  color: firebrick;\",\n",
       "    \"  font-size: 14px;\",\n",
       "    \"}\",\n",
       "  ].join(\"\\\\n\");\n",
       "\n",
       "  // element is a jQuery wrapped DOM element inside the output area\n",
       "  // see http://ipython.readthedocs.io/en/stable/api/generated/\\\n",
       "  // IPython.display.html#IPython.display.Javascript.__init__\n",
       "  element[0].appendChild(target);\n",
       "  element[0].appendChild(style);\n",
       "\n",
       "  vega.render(\"#\" + id, spec, type, opt, output_area);\n",
       "}, function (err) {\n",
       "  if (err.requireType !== \"scripterror\") {\n",
       "    throw(err);\n",
       "  }\n",
       "});\n"
      ],
      "text/plain": [
       "<vega.vegalite.VegaLite at 0x7ff2e0ccbeb8>"
      ]
     },
     "metadata": {
      "jupyter-vega": "#29f9381b-dd71-4637-824e-66383f9d6bdf"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": []
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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e/NfTdeGpwEFJg/1osB8N9qNxLfqlQRlXF2S+t+RablHyOkoi1+ILuUiwHw32o8F+NBp2vfrWo5vEY28V2t6ajlXGZt7V9psK9QF5EQAO5nHhvOCgpMF+NNiPBvvRuBb9FrX1zgqtyuwx092uo/lR+W8A4IsA8DeEa8wBgK3gJgRtBTeTdjT+E0yg9cpBSYP9aLAfDfajcS37lRTOFXF1gYirC67G0hCA6bl/fwIA/x5oBQcQ3AShDwHACgB4bJTz/lsAeBg4KKcd9qPBfjTYjwb70ZjOMcp3xvyJsTkGAGGdzEdg9NBdDgD/Djgopx32o8F+NNiPBvvRmI6gvAwAb4ArOjBVLgHAB/zXHwRX6aee2QDwq8zvT1nVvuqOVe0rk/pj/8AAH3zwwQcffEz6IORZSv1FPgFuPeVUOQIAH/Zff3SUa/0YAP7nUX7/FXCLkgb70WA/GuxHg/1o5OE32tKQIcI11wNAK7gxyrsA4P4G5wxP5vdxUNJgPxrsR4P9aLAfjTz8fgmNl4f8nHDNjwHAM+BmvT4Nbpwy0EiYW5TTDPvRYD8a7EeD/WhMV9dr4eCgpMF+NNiPBvvRYD8aRffLDQ5KGuxHg/1osB8N9qORl98NAPDPmf9+CQD+bR4XzgsOShrsR4P9aLAfDfajkZffK+DGJQPDALA9jwvnBQclDfajwX402I8G+9HIy+80APxHcGsfPwAAfw0Ap/K4cF5wUNJgPxrsR4P9aLAfjbz8NsKVM1/78rhwXnBQ0mA/GuxHg/1osB+NvPz+FQBUwZWeOwEA3QDwr/O4cF5wUNJgPxrsR4P9aLAfjeny+zMAeG06LjxVOChpsB8N9qPBfjTYj0Zefn8FAK9DbdcrZfeQ3OGgpMF+NNiPBvvRYD8aefkNQG1IDgPAt/O4cF5wUNJgPxrsR4P9aLAfjbz8LgLAvwQXkh8Ht3PIQ3lcOC84KGmwHw32o8F+NNiPRl5+Ye/JozDSqjydx4XzgoOSBvvRYD8a7EeD/Wjk5Vfx/y4GtyXWCQC4PY8L5wUHJQ32o8F+NNiPBvvRKLpfbnBQ0mA/GuxHg/1osB+NovvlBgclDfajwX402I8G+9Eoul9ucFDSYD8a7EeD/WiwH42i++UGByUN9qPBfjTYjwb70Si6X25wUNJgPxrsR4P9aLAfjaL75QYHJQ32o8F+NNiPBvvRKLpfbnBQ0mA/GuxHg/1osB+NovvlBgclDfajwX402I8G+02ORW29s4TCxVLbVqmwvWh+0wYHJQ32o8F+NNiPBvtNDqFxpdS2OxxF85s2OChpsB8N9qPBfjTYb+KUFM51AYnrZGzmNZU75xTJb1rhoKTBfjTYjwb70WC/iSPi6gLfklwSvlckv2mFg5IG+9FgPxrsR4P9Jo6MzTypbbfQuDx8r0h+0woHJQ32o8F+NNiPBvtNnKZy55wwNik0Lm+pdLUUyW9a4aCkwX402I8G+9Fgv8khtV3Ck3kKSNGfCPajwX402I8G+02eksK5UuFCqXBhEf2mBQ5KGuxHg/1osB8N9qNRdL/c4KCkwX402I8G+9FgPxpF9ZsDAFsB4LT/9+MNzvkhABwAgCEA2AsA/89YF+SgpMF+NNiPBvvRYD8aRfVDAKgAwIcAYAUAPNbgnK8DwL8BgH8BAP8BAI6MdUEOShrsR4P9aLAfDfajUVS/YwAw23/9ERg7BP8EAP4jAOwc64IclDTYjwb70WA/GkX2Kymc27+3v7B+AMW9f5cA4AP+6w8CwPAY5yYAcBgAbhjrghyUNNiPBvvRYD8aRfSTCheG5RdxR18iNC5f1NY762p7NaKI9w/AtSA/7L/+KAAcGuPcPwGAzwFAf/jGqvZVd6xqX5nUH/sHBvjggw8++LjKh3nqxSTu6Evijr7k3s7n0q878Pmr7jbaMX1xN3XWA0AruDHKuwDg/gbnfAXcpJ8PAMBfA8A7Y12QW5Q02I8G+9FgPxpF8wstyaZy5xwAgP69/Un43vxla2aP9/MzTdHuX+BjAPAMuFmvT4MbpwwE4Z+Am/V6Hlxr8nNjXZCDkgb70WA/GuxHo0h+i9p6Z4VQDN/bPzCQSG1bpbbdJYVzr6ZfI4p0/6YVDkoa7EeD/Wi8n/0WtfXOEtreKrVdLRW2t1S6WiZ7jZm4f6LSdUNLpaulpdLVIhV+ZqxzQ1CGUMy2KDkoryIclDTYjwb70Xi/+i1q653Vou3abN1Rf7QWwS8QWoM1h8L20SbnZCfySIXtcUefC0plOqbTc6oU/fWXGxyUNNiPBvvReL/6CWWWhmBsKnfOEZWuG6QyHVLbbhmbeVfbD2BkWyqpcZ1QZqlzxnVS224RVxeM+nNXznpdGcYsi0bRX3+5wUFJg/1osB+N96tfo3G7NGAULrzafgA1O22kGx1nNj8et+VbUjh3564978vnt3BwUNJgPxrsR+P96pd2aWZaj2krsyBBKTQuv8Kx0nXDZLqI36/Pb+HgoKTBfjTYj8b71S+01lq0XSsULk5DSdtuUekas8jKTPgB1LRw20sK5/qNj1vrW5nT6Td/2ZrZYSJRS6WrJe8JQUV//eUGByUN9qPBfjTer36L2npnpWOSmUNoXD5TfovaemfJ2MwLIVQ/juiWe7gxyfpjomsiKX4lhXMbTXgaa3x0shT99ZcbHJQ02I8G+9F4v/u5STxuE+GpTHiZql9TuXNOw1m3dd2+85etmS00LhcaV/pj+WQ8KfcvfJAQGldKhQuzre68ihcU/fWXGxyUNNiPBvvRYD8aU/VLQ8eF0ZLJhJAP9vYWbdcKjcvHOp8UlA18hMaVea7JLPrzmxsclDTYjwb70WA/GlP1qy8157/XOt4YaaN1lS3arh0tLPMIyuyazbyr/BT9+c0NDkoa7EeD/WiwHw1qUGZDKMy6HW0McGTGK65rKnfOCd2yY42t1vs1lTvnhAo/4+0okq7Z1PZWsWLDp6S28xsFPIWiP7+5wUFJg/1osB8N9qNB6HpdKbXtFgoXz1+2ZraMzbwwZjlaa63ROk8/E7Zbart6PL9s925oiY7VMsys2SRVLxqLoj+/ucFBSYP9aLAfDfajMeUWZVp154pZtytH/RkflNnW43jrKoPfSMimY6IrQ1iO1bL0129Nj0msMZ0IRX9+c4ODkgb70WA/GuxHgzQG6MKy1Xdxtgpllo4VWpnWY7fQuFwoXBxaoaN1144EpZvBmu0yTVu1k1g3mjdFf35zg4OSBvvRYD8a72e/+cvWzJbazm+0hrERi9p6Z4kVGz4lVmz4VDif6jfZSTGZsnbZY9TiA2lQ1m2/BTD+mOhMUPTXX25wUNJgPxrsR+P96teo61Noe+to5zdafC80Lu/f2z9pv0VtvbOEwsU111K4eLzJNYGmcuccEVcXiLi6YLyAD/dvZNKPvXVRW+8sUem6ITyeq1kwveivv9zgoKTBfjTYj8b17ucq8OBnWipdLTI28xa19c7yLcl0Vw6p7ZJ0cf0orauRCjmumzT896NPbJu0n+tmxQGp7RtC43ahcetkytJNhnD/st22lEpE0+V33cNBSYP9aLAfjevZzwfi6vqZnlGM33WtOLM0nJtpYV4xKaakcG4IyfC9EDxxR9+k/PykmkGp7WCkTJ/UtjtSpk8q3FHfNZoH2fvXVO6c41qWuC5U28n7902Wor/+coODkgb70WA/GteCXxgbnGwX4chyCFxXU4JN4fNS2Z5sUIyE4VhBWfv/pMZ1cUdfMtEu0/nL1syWym52IYlVH7ZLXGjbV/NcyB+4Fp7fq+0wI3BQ0mA/GuxHo8h+i9p6Z93b+VxS1124eqJhErpH62d6CmW2SW23tGi7Vir8jG95to7WFZnttgzXCi3QybQoSwrnyortkdruyxYbEAo3+VbmtLYox2OqH0goFPn1lysclDTYjwb70Siyn1BmadzRF4IyLd023tq/wKjVbyq2R8ZmS6Mxu9FCOCylqD9+veGFUe9f/aQdoWyn1HaLVPiUa9nazULjLqntOantkFC2J69i44GJPL+L2npnCW1vre+inollI0V+/eUKByUN9qPBfjSK7BdabCG8sttOTaRVmc709NVvsjM9b7q9eqNQZqkbqzMdUtvW5nj9Z+sDuaXS1QKQjnfW1FkVyiwda9Zrg/N7pcIDUtlnhcZNUuMJoewZqe05ocxRWbE9UmF7fndwYs9vWoygYnuEwieFMttkxb4UKazmHdxT8bsu4KCkwX402I9Gkf0adW3KSRTlHmOm5xXVbxa19c5quO3VOOsMR7t/2QlAIWykwoVCmW1C4YBUdq9U9qBQ2C+1XV8qm0+nrdbYzBv/7ozPorbeWVtf3J2IFRs+NdZ5UttWF9J2Y+Zx75PKHigp83d5uIxGkV9/ucJBSYP9aLAfjSL7haAMwZENs4mOU9bP9Byt+k224Hg22Eab4BMY7f5F5eo3pLa7hbI9Qttbm8qdc1yL2LUshcInpMIdpXLnV4NPfS1XEVcXCG1vFQoXi9h8XSpszy7rGGssMVwr03W9erTzfat7t1S2R2rb6tZomoektoNS4fMTnaw0FYr8+ssVDkoa7EeD/WgU2a9ujHJkmYcyHXm/eTcqOB6CbaxJNo3un4irC8LsVqntG5mu178LLdq0WzbTeky7il0x8rTb1i8jGQyTgLITm8YOfdt9b+dzSVgjOtr5/ncNSm23zV+2ZrZfe9ou3O/bkvdM3CxFfv3lCgclDfajwX40iuy3qK13Vgc+XzPrVWhcOR2zMhuto0wDR5mO0X6u/v41lTvnCIW7pML9QuEB4dZHbvHdrQdkxfaIuLogG2ZSYftIaxHXCY23hN/rzsUuofGE1PY9qfGfpTZ9QtutsmJ7Gk24CSEr4uqCTGWeUbt1fTfxoNR2UCj86UhA4/NST28t2CK//nKFg5IG+9FgPxrXil9J4dzp7AIcqdaTtl7TFl22MEEgzBS986HNSZj4E2lzh9TYG0JHatPnxvpwh2+dDUaxKYdruJZjqPjjgtGPq9Zs4CwU7hHanhTaHgqFCaS2O90455VFA8I15y9bM/vK3UMaFxmINN4rFR6Q2u6W2m6OFK73j2VaS9wV/fWXGxyUNNiPBvvRYL8RXKsyE1y+hdmwe9N3k2a6hruFMm9KZfdKbXdGyvSV4s7PSb8MJFJVKzX21ndjLmrrnVVSODf7/WxQ+pm+b0pt3xMxbpcKF950e/VGoe1xqe1QKH+XrRWb/rzCxfsHBpJshaLRWocuoHGd1KbPj1XOSIm7or/+coODkgb70WA/GkX1C5NfZtpv/rI1s0sK58rYzBttbC47dvnMC7tc16brSvUtSVwndHWn1PZtoe1pqey5SJl9smJ7mmPz2TS0FHaJStf364M40/prb1adi3037imp7IFI4w+EMi9HGs+2aHtBKuwPpfCkrxWbqSRUG+Rj7HUZHrt0lYJaw6SevO7raBT19Zc7HJQ02I8G+9Eomp+IqwuyyzTuefiZ5GrubtGIEERC48rs/fOTbQZLZXO/1HbIt/iGpcZLQuH55nJ1p6zYl9wMU/POSLDandmWXqm158+FK0owGClzSCo8LzVeEAr7pbKbhTKnpMJLUtv3XOsPXxTKDkhtXwpLQUoK50plOkJQCo3Lp7PreqoU7fU3bXBQ0mA/GuxHo0h+frZnOl6XaRE1nK1Zz/xla2b7STnzpzNcs+OZoeCAb2XudOGGR/yY4ttS4etSmT8KhSeFxsuiYs9Kbc8JhUeFsm8IjfuktoNC4/ZImzuEtrf6iT3PSm3/IJR9Qyg8ITUelQpfF9pslwrPC40nhcJ/isqdWir7rtR4QWg86ScO/TQscZnKNmAzSZFef1nmAMBWADjt//14g3O+DQADADDk/y2NdUEOShrsRyOH3SXmt1S6WqS286ejCsn1fP/yJl3GkFk32frgpkROYN1kZs1jt9TYK5XdGynzvF/mcOtkW1P+eumSFKFxuStq7r4vlHlTavvGsl88mfjyb6jkpHMAACAASURBVKtlxfYIja9JV5LuXJgMI+LO1VLjeakxSQNN2feEMtsibfpKrnV5zI1vmj4fpKfC+GMpNk8JhW7HEY3vuJaqfbup3DkniqvbIoVDQtvLsoIXRGwOS42DQtttUtvWDny+prJRS6WrJdtiD49r6s8ajSK9/rIgAFQA4EMAsAIAHmtwzj8AwFwA+BcAcCMAHB7rghyUNNiPxlT9Gm3cOx31La+n+zd/2ZrZQuPyzBtta573KzwP2e+Fouhj/Z5sC09o+zOp7TY/g3MwM0t0Qq1SgPrQTY8tQts3hcK3hbaHIo1vCY0nvnxXVzLyO3Bdk3rsk1LjO0LjCams/vztaz4pFe4QCi8KZS5GMb4rlPm9UGbQB+ppqe15oXEo0vYZEZtXIoUXhbIXRVx9Wih80D2urj2+23WT1PZYpHCf0Pim1HhJaLwstR0WGo+3aHtcaHtRajwllOkNXa+uKxYX+tJ526XCZ0da7/mWzZsMRf37OAYA4dPDRwDgyDjn/yW4lueocFDSYD8aUw7KkdmNrf4NJBS9Xl0Ev6ni3+Rb0wkZ4wTZRP3GLPGWU1jW13Fd1NY7Kyy/GKtFGT70hD0WpbbdUYxV1w1p7k+f2wnuv5i2bBUudIXNO5cKhYNC4UWp8LxU9rDU+I7UuOfLd3UnkTLPZ5evCGWedeXp7AGh7dtS43Ck8XKkzJkoNruEtof8tS4JheeEtmcjhSeFwnNC4UWh7WWp8VKk8LhQ9hdC4YO+RuxmoezTUtsjQuGpyHXBJkLby0Lh4eZytUNqe1hoHBYKjzXH9ubwQSPS9pdSmSNS2yGh8LjUdjCKqy8JZXom0mKfrlZnUd9fLgHAB/zXHwSA4THO/SsAeBoAPha+sap91R2r2lcm9cf+gQE++Lhmjue3v5LEHX3J3b/ZnPTv7U/2Dwwk/Xv7k9YHNyVxR1/6vWvt6MDnk7ij74rj8U0vka/9+KaX0nv24o7dSf/e/uTXG15I4o6+5N7O53LxD78jXDP79Vg/Z556MYk7+pJfb3ghdbL+e60Pbkqf74l6ht/bv7c/2blrTxJ39CVL7n48ublik7+5e0PyozXPJN/9+cbkOz/fmCxu25B8/ce/rfn5rdt3JV/+4Ybkiyu6kptX2KRF20Rqm/ynO7uTHzz4dPLFFe6/pcbk/72zK7nlhxuSFo1JS8WdG75eWLHJl3/YnXz17seTxW0bkvKvnkq+d6/7nUtXPpF8cUVXIrVNWio2+dsf9ST2qReTv7n78WRhxSZf+kFXsn9gIHlxx+4k7uhLvtK2Ibl5hU2+uKIr+fbPNqbX/No9PUnc0Zc888KuK+5D/97+5JEntqX3486HNic9m3fk/rqdvribOkcA4MP+648CwKEG5/xX4MYp5wHAn453QW5R0mA/GlPxS6fP13U5hZbEaJ+eZWzmtVS6WloqXS1S4Wemy28qZAuAi7i6oKRwrlBmaehSpvpluiOXhO9lujyvaIUvauudNZVZlvXdnvd2PjfuxsjhsbdouzaK8bvSrWncJLV9SSr7SFR+7Iuh92BiDu510FTunBMq6AhlXvdjgy+nNVs1bl/ctiERyg5kf15Uum6QyvaIGLeKMj4sNO6RCk9JjaeExgNC4Rk/E/ac0OYlofGs1Pay0PZypMywH3M878Y17XnfPbuvKX6sxbeWnxDKDgiF5yKNl4XCS5EyJ4XCXcI5XhTKbAMAeH77K0mpXN0iNQ77FuzRSJm+Urka+0lEZ6XCpxq1KCNlviO13eJm6ppNQpne8PqazHM6FkV9f1kPAK3gxijvAoD7G5zTCgDRRC/IQUmD/WhM1S/teo3NvDCpJ4wz1Z8bal9e0e04gbGdmbp/2SUL2e83GvfLMlG/MCM1uwA9U4YtDaCmcuecmnulsL3RDFRR6brBL9pvFRqX179RlxTOzVaWqXlMrqt1dea5aI1i173qJ8C4rau0PVmKq3ulsm9IjTsn3vXqwtoH7w+ktvuEMoekxrNC4WtC42+ksnuF7jq0uG1DIrXd3Ojnw4eKpvJjX4zi6h6p7TlZsWelxqNS22MlhfcLbX8stD0tNSaRxstS4wXfPXpOKHvRLQux+0I3ugzl8FyJuceFxtNS4yWp7XAUm9NS22Gp8UJUxvtaKl0tP/z15iRSeFRqHPZjovuksgeksntdYNshofCf6j+M3KSqN0pl3Tivn5QkK3ajiHHrWB+8JktR318+BgDPgJv1+jS4ccpAEL7kv84e/2q0C3JQ0mA/GlMOygaTeUYbbxtZtoDrpLZLXEvNBe14n65nOiizrbupFvVuhPsw4R+zxuVC4eIwZhnuwfxla2aPjGPiunB+i7Zrs630USbLNLz39X41NVLrJ2LFeItQ5kmp7Wmh8JSIca/UdqdUeMDNUu3+y4k8VgC/wbO2W6LY7JPanvYttkGp8KBQeFgqPCa1Pfa1ex5PmpW5raRwbvhAkP1QIUeq5LwgFB4XGgdFbJ51QWUHpBuvPOfXW16I3NZbR0sjrc4hocxPF7X1znJ1ZO2AdDVZ7xMVWxLKvCa0HfLrLE+HUncidjNmv/WTJxKp8B2h7ZlImUMiNi9Ije9IZc/5sdALUez23MwSxdWq+z3mZantkpFxXlfkPa81mUV/f8kNDkoa7EeD4uffdFvDxr1j7G6/XNaFYvpm2KAOaF5+kyUbZFLb+WnLbhJFvce8fuMSb2lXbAjAmlanv3ehNVczQzV0EY+cc0ULvd5vJHjcffczcVeG64XuZqHw+1LhQqlwYRR33j6R56ru9yyJlOkTMW71tVYPSYXH3EQee0RqHJTabvnOzzYmoUsyfFC56fbqjb4QwCtS4cFI4T6pcbvUdpuIzQEfdLtEbI76Ft0ZV3kHD0pt33VdsXhJajsUxaYrfZwrNnxKuNmqh/3uJH6zZbND6HRd5lahcatUuEPE1Wf+ftUTidR4ULiu3wu+W/a8cLNlh6XqOpi97/4D12r/OIeE7trTpLo+CQAg4uqjUttBqWpb0BSK/v6SGxyUNNiPxkz4pW/kmZ0XMjMtx6yFOZP3z73JXRFkY85onKxfWNQv4uqC+i5V2WBT5fru2fS+ZUJrrJbvFS1KH4o1tVEzBb9DUDZ6ruQExyhrNnz2peyiGFdKhTuiGJ+IVHWFUGapUPj9O1Y/lYQPI8EtUliNlNks3djikO9qHRQKHxcKd0ttDwqFvW5Gq33XVd+xz/pxx+NC4UWp8bxU+CwAQKRMJLXdIrXdJpT5vdR4NFJ2l9T495EykVDmKR/e/yxdCbolUuN6qfDwl3/QnUiNJ0SMgyGA/fWHhbbnpMJ3hLIDzd9f/9m0+94F/6AbV7WDUtk/RgrbhLKvSldQ4b6J3MeJUPT3l9zgoKTBfjRmJChD16vbDukzbrKGa60Vpes1kFkUv0QqXDjetP48/fybdE0rMw0u/710ckzmA8bnb1/zSantZqntb+u79EZrUY62j+NknysZm3lC4WJfNGB++F59mIeWcHZ8LrNf5sjj1bjc7+qxI4qr/ULja1FstgiFzwpt306r7LgqPt1+LeRBoczLQuN2X7LuYBSbB+YvWzP7ptsfvTGsCRXKvBnFuE8q+57UdlBo+5rrVsaTQtszbpcSXF5q7fnzKDabpbZDi1ptIrU9LF2pvNNusg+eldoO+u7Z3T4Uny+pzvt9lzC6bcFwt3BjmgdFbF7xYT/w+dse/UT6eH2vjO9yXy20vXUyS0mK/v6SGxyUNNiPxkz5ZdZZ1uyNWBS/qZKnX9344erspJ4w/lg71mlvlcr+Wih8Q7q1ga+5scaRQLsiKDPjmy6URvZxDG/QkTYPlMrVF4XGV1oq9ndS2W1C25/Vh3DaU1A3QUvG9nP1YZ62MjPd2FLb1rijL8mOrYbi6ELhQEmZv/O7iewTGk8KP7NVaDwmlFnl9pvEvULZw5nCCGk3tZ9E9rxrxdnNYWy8FJsdkTKHhG/xCYVvSo2vh3FJqXGdUPiq1Pb0N9p/m0TK/shXEjrnWpP2vFAWffiXXSsXtwuFJ32gdvsgd2Oy2h6SGve4nUVGJkSNNl4sJ1Hcoeh/H7nBQUmD/WjMlJ/vHlwiNK70oblkIm8G77f713CiTt1s05EWG+4Wyp6R2g5JZd+TsXnLzeg0fSH06v3889Ba+ztwXQgr35J+UWr7nvSTeqTCvS0V+2i2u7ame1XbJSKuLgjLQoSy38yGuS9x+IBQZodU9tdhaVBoUTYYkw0VgVqlK5R+Wigclr44gHSbMG+JYtPqW4T7QtdntjXmW8M7fOtuYfCOlOkT2r7rA3iliN1Gz754wBa/YfTbQttD/+XnGxPvtVJo3Bcpc1pqPCtic7dvRXdLZTdLhXv91l37mmN7s//dm4S2x6Q7HqifbBWeh1AGz/1MbRnC8Sj630ducFDSYD8a7EdjOvyyeyyO9mHCLSOxfxTanhTK7ErDzy1bSINhNL/sVlhpRZy4ukBWbI+fmblbaLvdB02/32MxnRHcaF3oSKsR27MTl3yL66zQ9ozUeFAqPBDF1WqpYj4dSsS1aLs2nQWszJtS43ah7duuQDqeEgovRgovlmJzRrgZs4N+beagVHZbo8foJydtk27mbnsIUaFwt9B4Itwnv2flusym0efdv/j6bb94MmnRdq1rkeIJqc0FV04PT7oPJdgrY/yJUDgQKXxLurFQX7HKbgyh36g7NbveNP1e6H6f4FKcov995AYHJQ32o8F+NK6Wn5utavdJhQduuv3RG8P3fEtsUMR4y2T9XAk7u9kdrotUaFwplOkNBcbDuWMHpfvZz9/26CciZR6PNJ4Rbg3l6yI2rwptD7UoezzS9pfmqReT2glUuC4qd66UaREB9N2tbmxQKHtGxGa/1Pi6H3vcIkeZZOSWg5heofCNdJarH1MUyu73j2n1orbeWfPLj/wfkcZ3hLYX3WxWe64U4wuVBzclUtltUtsjUtuhZmXekhpPuN1HzCG//KPbha7dLJS5J9PSDktr7mnkJzMbTGeeg+UclA3goKTBfjTYj8ZMrvN0k2bc0pVS2Xw6tB6FwsUAriUqYuNmVsb43cn6pd2IrmXV6r8XWjg7ZGb9X7aaj4zNPKnwMzKz9KSp3DmnRdu1QuEfpFvCcVJqu0/EuFVo9z2p7ekfrX02kQrbS7H58RduX/cXfmPmtyJfs1XE1Uuhpmuk8LBQOOQKANhBvyZyzFnJfnLQZj/GOOhbeAdKZfN3aUBX7Ebprun2wFTmqB+PPPW3P/5t4kP2zSg2YQnKe0LZM67bGw8KjVujcnVFuB9N5ce+GcX4A6Fsj1Cmd9RlU5nKT5nntru+lTkWRf/7yA0OShrsR4P9aMyEX6PiDlGMvxQKN/kuwl7XbWn6QhCMNkY55u/RtlVWbI+rwmN7ori6JFLmEeH+e3P9elI5Mks3M55qOrLjoKUYt0uNR93sVBdupbLZJJS5JCv28sKKTaQ2v3frGXG3ULjPB9aw1HheaHtMaHPWLcfAS37D5YuuxWm2jFeMHMC1ftO1ohqXhxCSuvsv3bpJO+RarjgslHlWxvZzUuFTQuPJxT/sToTG3siv2fRbcP0hUuaY1Pas0PZk0/cf+7abOOTHF8cYX84y2s9MZr1q0f8+coODkgb70WA/GtPtly0wIBUulLGZl3nTfzLTWnpDhiUQ2j4wFb+oXP2GL1d3wofCWanwWCj51iiUQim9SOFPhcbfCYX7fem2Y1LjTqHtj10XKZ4Qzu8PpdicCRNzbq7YRGg8GWlzSLoJROdEjKcihUdclym+JRQedlthhck89pzU9j2/Z2YkVmz4lFix4VOT3aFDVrrWhIlCUVy95AN6MIo7b48UVqXGU7fc1Z242bA4LJS92Fx+rEMqW5UaX/Rhfklqmwa2b10vlAoXTrRV6Cf+LGy0tnY8iv73kRsclDTYjwb70cjLL2wKXNe6aG3yBcmzrYzQ7Rkp80g6iadie8LPZCcATa7Enu2W2m6Tbm3iUV+N5qjQ9mdjvYEvauudJbR9Oe3adMeQ1PZcVDY/8rNoh3yZuUvhKClz/OYVNgkFx8NifqHtUBTjG1Fc3SJd4fGTQuFlofBypPDtUoyVSKEVyp729Vb3+TDfErqhx6OkzXPS70AiFSZCYSK1ryOrcL/fBuzs39zzeFIqGyOVuSCUuSSVPScUHhYx7o00DokKDkuFb0Ua10/k9+ZN0f8+coODkgb70WA/GhPxm79szeySqv4X6ZYI3NmoZupo9Vulsht9mbUrgjIUoA+zZKfql/39QuPKRW29s0qtPX8eKaxKZd/waxlbS2Xzab8komavzqhc/YYMax/jzs81qcc+Kf1uIVLjO0KZeyKNJ0W6STJeiBQeixSe/WJrVyI1XhBxNQTlsFB4Rmg8ESkz6LtffWsSLwlleoTCxSWFvx1ZV2nP+GUYh6S228JMXqnt/FAvtqXS1ZKOr36/89FwzcjtRTksNSb+dwz7Y0hqPN364KYkUtieeii8JLQ9I5Q55YLf+v017aCcYOWiPCn630ducFDSYD8a7EdjPD8fajtrWlvKvhFp873sednNjgEyhQX8LFS/dGJ+dtLMRN6Y6/0+f9ujnxDaPii0fU4o81QU40pfem2JzFTfkW55w2Y/BvqOULhPKDwllB3IzCDtltou8TuPDMpMl29Jd30lTNjxgb9ZKDweaXtWKDwvtD0vNA4vrNgkUuZw5Oq1XhQaz/sZsqFFe8EFrL0sFZ6Syj4rND4XKTwvNSZCmfORMn1S251CmRNC49sixlsa7VbTUul+NIqrv/Kt10QoF4xS2z8IjUPS/Xfo3j0vlNnT88xLif8AcdKXrRuOXCt2WCgclhX7x5FWuO0W5eo94YOE9JWKppOi/33kBgclDfajwX40xvOTyj7iwtH8PopxpVDmSanwgFT2jVAsG2BkO69st2mYBRkpXN+otTmRiSxZP9fSs3+s6yIdFMpsy+xDuTSzk8q2SJm3hLZ/EG4pxpBQ9rgfF01njUblzruEtoeExu2hi7akqt/0u4S8JTQuFzHeEsXVB6Sy58LYng+kxBcZPylddaET0oXgEantbh+YB2TFnhUah1wt1+qFEGglVe3LVMg5KrQ9KWL8TWhxi7i6IIzrihgPSzchyHW1KnNJuIlBF6LYXEzDU+HpUty5rUXbtV19LyZS2R6h7NOu1B0O+3PdTNzYhA8tD4iRLuCa7vOpvbImRtH/PnKDg5IG+9FgPxpj+fl1jYelxrPN5epvhMLFi9p6Z/kdLAajcvUb4dy0qk12TV3ZPOzCwnZK9zObI20fkNouqVmknt0Qu66iS9Yvcr9jUCh8taS7vhJp8z2hzB6p7WBTufrjka3Pwn6RbkF/FJtX/KzV80LhUV/qrbVZmduktt3NcbXHB+CQq06TrnEcjOLqP/qScAN+PPGcbzmelRUcduOEdlgo3Nsc4z8KhYNS2/eEts8JjcujGKtS41u+Ws4pqe1pP9aZCI2XoxjvbVJdn2wud5al26z5goirT/sZwEsAwhgq/s63ShOh/MQghZezAelbqJeEwheEtltlxfZ89+cbE3/PXpfa7hSxeTaKq4N+W65TIZCby53Lwr0Vla4baiZd5bhRcz1F//vIDQ5KGuxHY0a3sXLjYKtlqN4yga6pa/X+hXWEfuH8kF/K0S0VtkfKGB+UK8L5dWOUrVLbB3yFnH31LclsmMorytHV1grN+gllNkltB0uq+s3wvajcqX2rstvVHvXdva61echtcWV3C2Xf9Y/jqA+rEy5M8YTU+I6Mca/vKvWP156R2j4itNtJQ/gPDEKZs25MEYf8PpCJcEGZhqvUdndoLQuF9/nAfSZS5jtSmY7muHooUnjZjXfa034yUAi64UiZfqnxlND2pSg2a/xjGPYheSmKq2cjnYZlEsYnpcJLN91e/ab/gLJZKqsr9/clvvv4tFS4R2q7JVLmHanxQqTxiFT216W486Zo5J6lLcjsDjlN5c45Yb1pXntRjvX6u+7goKTBfjRmsCj6lQW0J/Bp+1q9f+mOHArflNoeFspsE8psKsXVvW5GpR28SVVvzP6MrF2XuEVqu0/E1UdFpeuG+cvWzM7sJFKz5ZY/3PZQdWOdjYKyudypM7+z1QWZRYCRiUFC46O+fN1J11WMr0u3KfJ7QtmLQtuLUVx91wWIPRwpXP/52x79RFSufiOK8Qmp8HmhzN+5MU08EJXNXb6Vd1im22fZQzevsInQ9mKk8Kg/98WbVPXGsOykFFc3So2npLZ/cEXgsV3E5im/5vFSCLywdKQ5Nm9Jjaf95JshNzHHZkNx2BUOsOci38L0/2+46Y7HVvkPcqGg+Y47H9yUiNj80QflUV+A/aBQ5lQpNoNuay87ECnzltR2Xynu/Fx6b0eCsmbrthZt1zbaZDvP1991BwclDfajMRN+2VmaTeXOOX5Xh7AH4hWbDc+0H4XR/NIPAqpzabrNk7YnpbZDLdoeF8o82ejn3AxZnBvGDGWmRFz9VlWywbZc9XtH1nS9uvG0QamwX2r8iVRdbWkXadnclfVoKnfO8RsND0lth1zRb3MocjNSh4XCM1LZzSLGnVLbwUiZvrB9VPrcxvgTXz1nt3tM1aqbEITDkcLzkTIHv3RndyIUnhcKd6VrEbOta9dSe897vOA+XJmXpJsVe963KM8JNyFol3At8EOlcvWMH4+8FCYDhRm3QtuhSOGQHJlNO9RcsaWR3g7ze999vH9Ra1eY8HNauMpAAy4o7TGh7ZtpdaSKfVVq3JNOutJ2fou2a32ZvC2u+9ksDT0ALdquney6z0YU/e8jNzgoabAfjZncj3Kimw3PtB+FRn4yNvNkxb4kK/alUmwWRar6Db/d0zGp7XtRjI+O9yaZWa6R7qyRbgzstycLLcxsq7x+o+esn28pbpX1k3m0fbmRjx9P3Sc1nigp84JUXf/kiombs1LjnubY3uze+PEdofC4VHazr7Czq0Xb34kYHxXK/N510dpbm5VZ6ifquM2PFe7/2j2PJ6EbF6C2wIKIqwuaVefiSOG7PkzPCmX3So2vuO5Y7BcaXxEKdzXdUb3TL6M5JBSeiRQOCWWGhcJzQttDrgSeOSuUuSS1HZbaXpLaDosY33OtX9sjtd0tFfb7Nak7I42/a3Gt1UtSmd+7urGmW7q6r+eEsj0lhXNHXt+42xePH6mgpPBJ96Ehs/9ng+dtqhT97yM3OChpsB+NGQnKujdvgMb7E14tPwr1fum+m27t4aDU9o0WZZ+W2pbDm+dEWhLZbayExuUtla6WzO4aSwEyG2K7vSs/EzYBHq3rFcAFUaSqXxPKolT2ERFXH40UtslRljMIZZaGVlGksEsoc0hoeyjS5gEAgKhc/dZIq9O+lelWPe0nIB2SCo+5lpf5vVBunaLU9kikzfce+e0LiW/lHgCoHdfLfL0pc91BqfCgVNgvFW6SCp+SCneUyp17hcLjUuMFObK+8nLklnWcEgqPlWJz2M+0vSwUnm8um+1fqDz+r9Ni8KF+rMIdrtWPhxdWbOJ2LjG/lspulAqfFQpPS23PlcqdX61/3v2HhyVS2yW++3ilrJuhnOlNmVDh87Eo+t9HbnBQ0mA/GjPhN7KNkQtLoXBx/Zv+1fSjUDMGmAYXrou0+Z7Udlsoxu23e5rUm6McpZZqCNq6+1qzIXajyTz1NNpMu74rvMH+lfuEMm8KhV3uubQDwpWnOyTdbhkHhTLHhcKBSOO90u3WccyNZ+IJX6v1vFD4hNC4/Lb7nkpCQAHUBaX/vc1lc5sr1G76hDLdvtXa5TdCPuCXjSRSYxIpTCKFlyNlLviW47BQeCFSZshPKLogNA5FMW4Ne2Uuauud1VyufkFqu03GuFe6bcGORqr6tiuIYIfDWKRU9mDklrOc/ULmg0V4HuqX7ITHEPac9B+AVte3MqdK0f8+coODkgb70ZgpP7d/Yl0B6Myb/kz6NZU750y2puZoZP1k3V6Ci9p6Z0Wq+i03KcbiVH6nHytcIBUubDQBJDPJp7XRhtijTjYK3YUaV8rYzBtvOUOoR9qsq1+IFNpMsB6QGt9sUl2fFArvk8r2NJc7l4b7EHbviMrVFc13dOqoXO2XGt90rVTT9/Uf/zYR2u4rxebHAADNuvoFP9t3UGp7TMS4X8T4qzQ8fWssKle/FpWrv4kUXkxnrbpZr4nQ9nKkzDtSmQtS46XILScZdjNy8byIsWYmcYu2axeU8X8Tyrws3Kzdc+5fPPuVtg2JD/jDQtnDQuGQ34pryK+ZfM4v2UkrJV1x3xpMYpM5ra8s+vtLbnBQ0mA/GjPpt6itd5aodN0g4uqCiSyWB8jXT8ZmXmjJhjdI6uzDulmlS68Yj2rQ7TyTjDcrN+uabc3Vn+/XImZmLpu+KMaVkcZfhnBN12Fq+7NwbVlX8ceFMfb6rs4t37t3o6t8U+m6IVPoYLcPyjPSLUl5XWpc58dYl0ttu5u1+Z5bl1m7vMNtyWUuuVYsPuOqAZmTUtlzQuObIsZX0hCPqwvchzfTJxS+GsXmTd91e1q68eShRa1diV8Ocla6IvHnhcLjQtu30+Usyh4QyvSONuaY/RDiPywuyWuJSNHfX3KDg5IG+9G43vwWtfXOEis2fKr++7W7cJiOzFji5ijGlX5dZ2tLpatlqn6ZGaerpcLP1OzROI2Lzifql8WH+pZImwciVf1aSeHcsYIyszSlO9szIJTF8HWk7GYfHruFMr3Nsfls+GDSpB77pFC42E922S2UfVUofPLezueS8GFl5DlxredSXK26dZr2WNMdaWm47kiZPr/sZljEJnETd+xhoexFPwZ6WSi8KLV9Vip8NhSMF6pzqazYHr9co1UqbBcKH440HvHFEAaFwreFtodKZfOQ0LjHtSi7DkptTwtlLkiFp0Rstktlq1G5ukIos0kq3NGsq1+Y7ueyEUX/+80NDkoa7EfjevHzQViz+F5oe2v4IUqTZgAAGUNJREFU5J5ZcpC27Erlzq+G8bGpdovV+9U7hO7NPBeZT4ZG929RW++sSNtnpN/hQyj7nlD4rt86qmGop4/Ht0DT8VFle6LY3O2CyPT6NZcH/ASgdH9FWTPeOjKu+viml5L635H1lNr2yewYr7bdIjYPSY1HhMbzUtuLUttDkcZf+Xqsl2RarxUP+ipC3b5r+hbfrbs703X8ltR2qKTMiUiZvkhVvyXT0n64+8t3dSdS2T8Kt/3YQd/duj70SETKfCeE+3Q9h2NR9L/f3OCgpMF+NK4Xv5qJKdmxUP8G1mimoX+DHww1St04nP/ZCU60aLg8xP2uVt9qWXi1QhJgFD+NP5GuNN1xqe1hX2d1SGp7OtLmgUa+9SHmv9cauk3D+s+bbq/e6MYSTYfUtlXE1QUjrXm3jhZgpEv6zoc2jwSlv/fZsVxRNg9LhXuicnVtpMxtn7/t0U/4+3rQ1X01F6TGs1FsDkbKDAk3ozWJ4uq5yFX1SZ8DV5/WDgqFb8hK17dK5epfuZmydsjXsu1uqXS1CIVrhTKHpMaji9s2JEKZl/0EoofTbmZlOtz3bKdsMIlnpij6329ucFDSYD8a14NfOg6oTEd4k09noPpZnNkCB+k5rtuwZteLzJKLJQ1/2RT8riaNg9z8UWo72Pz99Z/1Zev+Vip8XSg8LsqdDfdzDEEZAmFRW++s0K06Xkhkxh5b5y9bMztM4JIa18UdfUmDVr+fHW07pbIH/ISh3tCt3Vw2t4mKfdUH5Slfd/WSDPtLajw9xlZm+6TCHSOtXTwstD0jFW7I9ETsk9oOihhfePSJbUn2Q1fm6xf9a2dbWNd6NSj66y83OChpsB+N68Ev8wZ2RRWb0AqqGaP0b7i+G20wijtvDz+XjsWN0pVW39qaZNfw/FC4fKZamf17+xPp92UUChf7eqMHpLaD2RnHfmF8TaH2LOkieY1bpcLf+u7Ll4RCM95jcYvycavv9gzd0b+Rym6OO/rqu66XjISYeVMqPBAp0+E/wPilFuZnbkcPfNdP6Lngu1wvCW0PlWL7M+mXIWUfo1S4UCrbI2KzOrT43QxePCiUeTmq2O+kNVuV+X2kTLR/YCAZKVhvS84Pe0eKvl+9bnWA4v/95gYHJQ32ozGTfvOXrZndUulqCevXJrJcYnItykxrMbP8ofa8zLpD17LY6UNzsdD21nRWbF3Xa/2MWalta1O5c85E/UZ+1vSFoM5riUr9Epuwm4hc0fWluKMvkbUfELr9Dh2DkcZ7SwrnluLOz4UlGc3x+s82+h1+1uuTUtdsz/WmULZnvMfh1g7im6HbM+xYIrUd/BU+f8X9ayp3zmmO7c1+D8v7sg7pY3DP5Xqp8cVImbekwr2luFqtf6zZrtzQsnWl5eytQuFi6ZZ27BMKR8YtM13ELiiv3FQ7UqYv24NxtSj6+0tucFDSYD8aM+VXUji3LmhqJodQ/TJjlKtlWNA9SsswLPx2NWfr1nY2mPVZuxauZoH/6gkFpcIHpba7he/28117+4Qy90/ksY0WRFe8gauuL2Ufu1C4e3HbhkRo3F6zVEPj70JYSt/N6A58fiwHqW23rNieKDblpvJjX0zXXTaYJXuFp7KbhbYvZ92EwlfvemhTEioPZZfqpN21dQUQwv0PAdVU7pyTLuRXtsetWTXdkbYPhBm5Wb+GxfmV6Wj6/mNNYclI/TpUH9A1xR+ExpV5fdChUNT3lzkAsBUATvt/Pz7GeQ8DwLgPgoOSBvvRmOndQ9wGutUFoStvvOLQpFmvyiydyCd+3x25cLRF/fUTfNzvcm/Yz29/ZUw//ya7W7rNh3vSoHVdd2+M9mZ75brFkVYsQF3VnpEdQ3wLGddJbZcIZV746t2PJ5EyfcE93Qy6bH7ky8q96avrmFJrz5+P9jga1esN4RmKtI/6s5napiWFc5tje3NJ2W6p7dCXftCdSLdTSniM6R6SmQ8lt4sV3d8WCu8TyvQ2XNgf4y3+nu7MXGuLL2JeE7YlhXPT57suGOupf/1d7RZkPUV9f0EAqADAhwBgBQA8Nsp5VQD4X4CDctphPxoz5RfevLKh2GjRO9UvzL6kuNYT3LPfC+7PvLBrTD8f4INS2TdCCPtqOr+X2g42l2vX32WCMBP6Nd3F7VmncH5TuXNOGHMNyzukxnV/v+qJxIWLC6D6gtwTbRU1CsrMuO/6tLu3wfhrtsB7utZU4UGp7dCX7+pORIxb/bhhzWOSsf2cX7ozUsRd2QNC229f4afwPqnwmFB2l9D21ubY3uzL7A0KjQ9P5DE2gv9+p8YxAAh/6B8BgCPjnM9BOc2wH40iBOVYi/GLcP9CUGVDJbTixmtRunP9Nlt+comMzTzf0jlQUjjXtR7trbWtYdwXKdMXQj87GekmVb0xtDCzv0do3C61HWyO7c3O27Z+66e9iVR2bxTjP0q3/VPN7NWJkh3fk9rOlwo/4yYImV4/A7RmolT2XtW0DpX9o1C4r0Xb41Lhwd9s2JodQ02Xm3j/JW6c0rwglO2JlN0otd3Sou3abBgvauudFcVml/R7XEqNO4XGrSI2r/j7fl+jxzQRivD6G4ui+l0CgA/4rz8IAMPjnM9BOc2wH40ZDMq0OLSvWDOhN+0i3L/6ZQtpQXeNKyc0K9d1LQ76sm2hZXhAxLjVB1DtYnw/87JF29eygRDuYaliPh3OD//fB+k2qe2grHS1NZU75zTF5j8v/qGrVSo0vpbZAmpK5fTqu7Z9C/P3UmOv24EDF2aq69R0d2b2txyUGt/0Hx627Ny1JwnXjWI/5hmCssG6yvowBfA7nCgc8NtpvRZ2bhHanoxifENovGUqjxegGK+/sSiq3xEA+LD/+qMAcGic82sexKr2VXesal+Z1B/7Bwb44OO6Pp55YVcSd/Rdcdzb+dxVd5vI8egT267w3rlrz4R+tgOfT75378bkb3/022TpyieSb6x8IvnevRuT1gc3Jf17+5PWBzclcUdf8uSW3yX7BwaSnbv2JF9t25AsbtuQPPlP7nv9e/vT3/3ijt01Pvd2PpfEHX3JHav7kqWrnkjijr7kOz/tTRa3bUhuuas7+dIPupP/70e/TZaueiJZ1/PClO9B/97+5PFNLyX3dj6X3Nv5XPJg1/PJHav7krt/szl56p9eTjrw+eTezueSf/hpb3LH6qeuuD/9e/uTZb/YmCz7xcbkR2ufTeKOvuSXVef+rZ/2Jst/8WQSd/SlPxfuS//e/iueh8c3vZR+L+7oS/5+1RPJbb94Mvn+6r7krl9vTr52z+PJl+/qTr5378bkxR27r/rrZzqP6Qg6KusBoBXcGOVdADDerDVuUU4z7EdjJv1KCudmdnlvnUj90yLdvzD+mW3hTMSv0UQjqUxHaEk3GgMN6/l8CbbW7M8BNJ7sIzSubFKPfVJq/FtZsf1S233f/tnGRCj7zcyEn/ZGjlMhs2fmlprHpvFNqeyBUsV8uv5nMrOMrdS482v39KT7UdZ3w49MALO3zl+2ZnZ2mU1dK7Pbr6t8cKSl68Y2m1XjAgrhHrrlSm7WbaPx2iK9/hpRVL+PAcAz4Ga9Pg1unDKQ1H1dfzSEg5IG+9FgPxqT8WsUtAAjQVnTnei6KffVdteajvqfbXTNkaUVpiP41RdgmCzN8frPRgqfFMr8USp7QMZmi9D228J15w5Khc+LcufiSNnvpJVtGuw16tzS8crN32j/bSIU7omU+VF9F7xff3nFfpuyrmpSukxF4eKm8mNfFLG923VDY+9ok5Wayp1z6pcrNdpN5np6/V3TcFDSYD8a7Ddxws4kYsWGT4VJSXn41e7Mge0jb+C4rkl1fbJRuI5FtmRc1m8qQelm09pOt+mxHfLHGantYTfLFl/0xcLTBft+lu1Oqe3qRtcM261JhQufeWFXkp3glS1xF/67vnZsI8cGYTrmWGx2zLxZdS4WGh+SFfuSUNiVPa9Ir79GFN0vNzgoabAfjaL79e/tT7LVfGay+LRbxoGL/ZvqT/xyg5EWSKWrJY/759dajto1O1mywfHs1p1J6GKcSlAKjSt9N+Z7Utt3hbb7SuXqpig2e4S2+0RsXpEKd0cKnwxhFsX43Ww38ViE+1dbvch9YJjMh4OmcuccoXG5b12OW4w+/J5IYVtNl3HdLNmi/30U3S83OChpsB+NIvvNX7Zm9p0Pbb6yBFtOezuGpRpS2/n1b8o1XXOh/qdbk/dotprPRJaHTMZnsq3H0QjBe0UJu7CThm8ZjxUmaXetGz/8g1S2J7M0ZaeM8Z+j2OySyu5t0Xat/1AxX/rqQONV7AFwr7+aFqEyHZnu1tXTtcDft3y3hZa7UGZppPB5GWYn+7W9Rf77ACi+X25wUNJgPxpF9hMal8cdfYkcKYqdLqOghkmD2q3dQmE68WNk3MssjcrmLqntTqlwR6hCE7pLzVMvFvL++W2l7ln2yycT6YqXPywVLmz0uEfbrDp04QqN233X6pawxZRw9VH7pbZbhDL3XNntievGqrgU2D8wkKSTkhQu9KHZGoonSGU3NqqWRMUtZ7F7pbJ7RWy+nmlxb3MTg9z4apH/PgCK75cbHJQ02I9Gkf2ExpVxR1+SfaNMw5KwUe78ZWtmZ9ZCLneh51oxotJ1w0jxbVcqLR3P8vsRut0wXKWajgZFvYtAoxZlVK5+LTv+me3ubdRKz0wA2iYUvuBa1eZ1ofCoUHjKz27tCa1gqXChUGbpZPbg3D8wkK6jvOn26o0jrXjc4YLSbYk1kdCdDL6S0R45MrPYrenVXV/JtoaL/PcBUHy/3OCgpMF+NIrsF4KybikAOSjTkmqZWZlpaTU/ASS8cWYLYgttn5HK9pTK5tPhzf3xTS9dlfvXVO6cI+7s+guxovvbUWyVULg4jGmO7MVpOh7f9FLi/HGd3+pq85U7qoy+bERq2+o3KB4Q2hySYUKPsu9Jbfqo3eDZFqVwGy13C2WWykpXm1CmN9K4nvp8j0akql+TCneIGLdH2nzvC7ev+wupsD37waHIfx8AxffLDQ5KGuxHo8h+aderm5zxGant/Ebr6CZLZhPn9M03O1MUYKRsnZucYpqEwl0ys94vBFH/3v4Zv3/SFTzvlcoekCM7f+wMjyltKcZmXnh+pbZLpMId/kgfd3brqka/q2YNqLKbRYzPleLqxkiZKI9W3v6BgSTt4nWThvaJtIIQrouUiSY63jlZGuxRmj6voUVc5L8PgOL75QYHJQ32o1Fkv6Zy55xG+ynKunV0kyXTelwdliOMtGpcK7N2ay3bLbXpk66QeVhc3zp/2ZrZM33/grsfM9wnFL7qJ6XsFMpskm4m532hG7k2KO1m35WZTpLJlOcbt6zddMw4zs56TbtCldkWtrEabyNtKiWFc91zj+ukMh31O84U+e8DoPh+ucFBSYP9aBTdz9cCXSK1bRUal+c1sUM2qFtaPwElHXdz9WkXzl+2Znb92NuMB2XoBvatLh/oSzLjjt0yxp+E8Ht2687Eh+vqbPdm/TGTy26y1KzzjM08t7E19kqF7aEbNPhllrmEnUZWS23nz5RfESm6X25wUNJgPxrXop8Ph1b/RtkqFC6e7DKCdOzRL0cQGpdPpSvxKgRlCPgHQoCE1m8anjHeEmbtZlvkobWULX0nlNkklX0k/W+Ny2dyQ+L6+9dwY2XfgyDrNk8e6SqdntZmI7+iUXS/3OCgpMF+NK41v0y36YSrsMyk33QzMr5qH/H1TX8aKfy5VHabdOsA09aXiKsL7u18Lgn7QNZf68ru5ZFSbjO1QXGj+9dU7pxTUji3pHBu9sNLGuZ+ok3WP+9ZsWP5FYmi++UGByUN9qNxrfll1zeWFM7NBufV6D6c6fuX7u1YsT2hpmo6ySiz/m8ifpnW6ZJFbb2z5i9bMzsUU8irqMN4TPT+hUlHYR1rIDyG6Xrur7W/j+sWDkoa7EfjWvNr1IIIEz5m6s19LL+ZIJ2JWrE9buKLfS6Kzd2NWo1jBmWj/R4bzAieTiZz/xo994021b5afleDovvlBgclDfajca35NXpjTFuZ01DBZbJ+RWNCLcpMwKazfwvWogQYGaNs0Xat9wyl8laO/9PT73c1KLpfbnBQ0mA/GteaX2ZCx+qwl+B0j1NNxq9ojOWXFibwk3hGZplOrPzcdPvV06h4fFhGUgS/q0HR/XKDg5IG+9G41vwa7rQxg12F4/kVjfH8rpxJiutmcqx3KvcvlBCcCc9r/fm9buCgpMF+NK5Vv7CfYSikPdNegWv1/mVpKnfOkbGZF+rczoRX4Hq4f1eTovvlBgclDfajwX408vLzSx1WZ1p3q/MYc32/3L/pgv0KAgclDfajwX408vDL1JnNvWLO++H+TSfsVxA4KGmwHw32o5GHX1qW7v9v705C5KjiOI5/RbMZPXiKO8HlJOJBRD0ZcQ8oooknQ44ieBBEL4IKalBzcRwQ9RA3ogcXBEWI4HbSg/uGKN5NIhPjJDoak/bwqmbedFKT7vpXdz/M9wPF1HRVz/vN9Hv97+7pfu/ht+7ftHXH6r7Zc0Lz2h4Lf79RMl8hLJQx5osxX0xHhXJL/8dbsllnQjMOHQt/v1EyXyEslDHmizFfTJfPKPN37s4/y+ybaWcS+UbJfDGl5+uMhTLGfDHmi+ki360PvXFO9jGXRatmHGm2nXHnGyXzxZSerzMWyhjzxZgvpqt8ac7a+cWiO1l3s8t8o2K+mNLzdcZCGWO+GPPFdJlv09Ydq+tVM7r6bOix9PcbBfMVwkIZY74Y88WYL8Z8MaXn64yFMsZ8MeaLMV+M+WJKz9cZC2WM+WLMF2O+GPPFlJ6vMxbKGPPFmC/GfDHmiyk9X2cslDHmizFfjPlizBdTer7OWChjzBdjvhjzxZgvptR85wCfAPuqr2tbnjPPQhljvhjzxZgvxnwxpeZ7C3gEOAl4FHi95TnzLJQx5osxX4z5YswXU2q+GWBNtX868FvLc+ZZKGPMF2O+GPPFmC+m1HwHgROq/eXAv8OcMz01/eD01FO9fHvm6WcO9V/m5ubm5uZ2tO2Vl7cfGGnFa+k34NRq/wxgV8tz5k1Plf2M0nwx5osxX4z5YszXzmvAFtL/Hx8Hnm95zrxSf9Ga+WLMF2O+GPPFmK+ds4CPSe9o/YD0P8hab4BzDlPqL1ozX4z5YswXY74Y8xWi9F/UfDHmizFfjPlizFeI6anpByedYSnmizFfjPlizBdjPkmSJEmSJEnS/1xkDtmh5pbtqM17gZ+BuerrxgHbHEYX8+puZuHdyCXlOwl4CdgD7ATuLizfDcC3wJ/V1/UTyleft53Ft2PbPj+ufKWMj6Z8tUmPj/q8/nyljI+mfJHxMUi7Tf1nHP2+aJE5ZIeaW7ajNu8BLgSWAVcAuwdscxjReXVX0XwHMel8W4EHqsvPBi4vLN9O4GpgBXBt9f0k8gG8CZzP4tuxbZ8fV75SxkdTPihjfDTlK2V8NOWLjI9B2m3qP+Po90WLzCE71NyyHbWZW0d6dNO1aL77SQNsVHcEkXy/AE8Ae4EfgMsKy/ctcB3pjuBK4KsJ5cvlt2PbPj+MSL7cOiY3PnL9+UoYH7k8RynjI5fni4yPYdtdx0L/GUe/L1pkDtlBrtt1m7XrSZMqnDVgm8OI5FsDbKv2R3VHEMk3R3rUeCJwB/B1YfkuBX4n/e32MJo7qmH7bX47tu3zw4jkq016fOTyfKWMj1yeo5TxkcvzRcbHMO32959x9PuiReaQHWpu2Y7aPI70OvpVpEdVoxDJ9yRwXrU/qjuCSL6dwLnV/mpgf2H5vie9pLSC9BLTjxPKl8tvx7Z9fhiRfKWMj1yer5Txket/abOE8ZHL80XGxyDtNvWfcfT7okXmkB1qbtmO2twC3DZgO21F8v1L6tj1NldYvu3AfaRHzHcympfmIvl2k+4IlgPXAL9OKF8uv6Nq2+fHla+U8ZHL85UyPprylTI+mvJFxscg7Tb1n3H0+6JF5pAdam7Zjto8yOKB1gPOHLDdQXU1r+6oHjFH8p0GvAfMAp+R/nFfUr6bSI+S56qvN04oX73fv7Xt8+PKV8r4aMpHw7ml5CtlfDTli4yPQdpt6j/j6PeSJEmSJEmSJEmSJEmSJEmSJEmSJEmSNDErWfzB+CN9SH5UbUmSVLy2xeu5FtexUEqSRmI5qbjsJa2PNwt8B1xEWkOvR5r/8jEW5hE9BXiBNE/mDGmdv3qC5wtISxXNkuaybHpGeSYLU5t9CVzSd069tW1LkqTO1AVmI7Ch2v8wO3YAuIv0rA3g1eryy0jLFPVIkzwDvF99vwG4neZC+SYLc20eAD49Qp5IW5IkdaYHHCI9g6xfwvwjO9YjLZFU28/hz/xmqmOz1ferqus0FcqZar9ek68/T31e27YkSepMXSiPJy370yMtZlsf6y8+u6rLVnK42ezYyTQXynqx3KMVyrZtSZLUmbrA3ExaO68H7Og7lnuxumwzcAXwF/B2deyj6tgtwCaaC+U71f560pqKn2c//0B1bG2gLUmSOtMD/iEtILsf+Ib0Rpn6WH/xOQXYRlq9fi/wLqmoAVwM/ER66fYB4O/q+sv6ftZaUqHbB3xRXa/2bHW9XYG2JEnqjM/EJElagoVSkqQlWCglSZIkSZIkSZIkSZIkSVrKfxRJvOL6h/Q5AAAAAElFTkSuQmCC"
     },
     "metadata": {
      "jupyter-vega": "#29f9381b-dd71-4637-824e-66383f9d6bdf"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {
      "jupyter-vega": "#29f9381b-dd71-4637-824e-66383f9d6bdf"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "alt.Chart(p.reset_index()).mark_point().encode(\n",
    "    x='predicted',y='actual',tooltip='index'\n",
    ").interactive()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With a single feature, we can also look at the predicted values against the actual values as a function of the feature:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
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\"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 184, \"total_bill\": 40.55, \"tip\": 3.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.11256717195903851, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 185, \"total_bill\": 20.69, \"tip\": 5.0, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 5, \"prediction\": 0.15870243447094426, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 186, \"total_bill\": 20.9, \"tip\": 3.5, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.15821459936885462, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 187, \"total_bill\": 30.46, \"tip\": 2.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 5, \"prediction\": 0.13600648710229776, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 188, \"total_bill\": 18.15, \"tip\": 3.5, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.1646029161819332, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 189, \"total_bill\": 23.1, \"tip\": 4.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.15310394591839174, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 190, \"total_bill\": 15.69, \"tip\": 1.5, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sun\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.17031755594926895, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 191, \"total_bill\": 19.81, \"tip\": 4.19, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.1607466958511294, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 192, \"total_bill\": 28.44, \"tip\": 2.56, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.14069899617954096, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 193, \"total_bill\": 15.48, \"tip\": 2.02, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.1708053910513586, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 194, \"total_bill\": 16.58, \"tip\": 4.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.16825006432612716, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 195, \"total_bill\": 7.56, \"tip\": 1.44, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.18920374347302493, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 196, \"total_bill\": 10.34, \"tip\": 2.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.1827457359310764, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 197, \"total_bill\": 43.11, \"tip\": 5.0, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 4, \"prediction\": 0.10662022976213625, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 198, \"total_bill\": 13.0, \"tip\": 2.0, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.17656649130460766, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 199, \"total_bill\": 13.51, \"tip\": 2.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.17538174891381852, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 200, \"total_bill\": 18.71, \"tip\": 4.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 3, \"prediction\": 0.16330202257636084, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 201, \"total_bill\": 12.74, \"tip\": 2.01, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.17717047762148055, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 202, \"total_bill\": 13.0, \"tip\": 2.0, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.17656649130460766, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 203, \"total_bill\": 16.4, \"tip\": 2.5, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.16866820869934684, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 204, \"total_bill\": 20.53, \"tip\": 4.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 4, \"prediction\": 0.15907411835825064, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 205, \"total_bill\": 16.47, \"tip\": 3.23, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Thur\", \"time\": \"Lunch\", \"size\": 3, \"prediction\": 0.1685055969986503, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 206, 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\"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.13693569682056375, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 211, \"total_bill\": 25.89, \"tip\": 5.16, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 4, \"prediction\": 0.14662270813348655, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 212, \"total_bill\": 48.33, \"tip\": 9.0, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 4, \"prediction\": 0.09449404293876526, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 213, \"total_bill\": 13.27, \"tip\": 2.5, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.17593927474477813, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 214, \"total_bill\": 28.17, \"tip\": 6.5, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.1413262127393705, \"data\": \"data\", \"fit\": 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\"fit\": \"fit\"}, {\"index\": 224, \"total_bill\": 13.42, \"tip\": 1.58, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Fri\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.1755908211004284, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 225, \"total_bill\": 16.27, \"tip\": 2.5, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Fri\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.1689702018577833, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 226, \"total_bill\": 10.09, \"tip\": 2.0, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Fri\", \"time\": \"Lunch\", \"size\": 2, \"prediction\": 0.18332649200499265, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 227, \"total_bill\": 20.45, \"tip\": 3.0, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 4, \"prediction\": 0.15925996030190384, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 228, \"total_bill\": 13.28, \"tip\": 2.72, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.17591604450182147, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 229, \"total_bill\": 22.12, \"tip\": 2.88, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.15538050972814338, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 230, \"total_bill\": 24.01, \"tip\": 2.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 4, \"prediction\": 0.15098999380933664, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 231, \"total_bill\": 15.69, \"tip\": 3.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.17031755594926895, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 232, \"total_bill\": 11.61, \"tip\": 3.39, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.17979549507558193, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 233, \"total_bill\": 10.77, \"tip\": 1.47, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.1817468354839405, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 234, \"total_bill\": 15.53, \"tip\": 3.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.17068923983657536, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 235, \"total_bill\": 10.07, \"tip\": 1.25, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.18337295249090593, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 236, \"total_bill\": 12.6, \"tip\": 1.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.17749570102287363, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 237, \"total_bill\": 32.83, \"tip\": 1.17, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.13050091952157186, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 238, \"total_bill\": 35.83, \"tip\": 4.67, \"sex\": \"Female\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.12353184663457703, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 239, \"total_bill\": 29.03, \"tip\": 5.92, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 3, \"prediction\": 0.13932841184509864, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 240, \"total_bill\": 27.18, \"tip\": 2.0, \"sex\": \"Female\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.14362600679207876, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 241, \"total_bill\": 22.67, \"tip\": 2.0, \"sex\": \"Male\", \"smoker\": \"Yes\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.15410284636552768, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 242, \"total_bill\": 17.82, \"tip\": 1.75, \"sex\": \"Male\", \"smoker\": \"No\", \"day\": \"Sat\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.16536951419950263, \"data\": \"data\", \"fit\": \"fit\"}, {\"index\": 243, \"total_bill\": 18.78, \"tip\": 3.0, \"sex\": \"Female\", \"smoker\": \"No\", \"day\": \"Thur\", \"time\": \"Dinner\", \"size\": 2, \"prediction\": 0.1631394108756643, \"data\": \"data\", \"fit\": \"fit\"}]}};\n",
       "var opt = {};\n",
       "var type = \"vega-lite\";\n",
       "var id = \"80b4e119-922b-49ef-a3ee-5ce8b62ceca6\";\n",
       "\n",
       "var output_area = this;\n",
       "\n",
       "require([\"nbextensions/jupyter-vega/index\"], function(vega) {\n",
       "  var target = document.createElement(\"div\");\n",
       "  target.id = id;\n",
       "  target.className = \"vega-embed\";\n",
       "\n",
       "  var style = document.createElement(\"style\");\n",
       "  style.textContent = [\n",
       "    \".vega-embed .error p {\",\n",
       "    \"  color: firebrick;\",\n",
       "    \"  font-size: 14px;\",\n",
       "    \"}\",\n",
       "  ].join(\"\\\\n\");\n",
       "\n",
       "  // element is a jQuery wrapped DOM element inside the output area\n",
       "  // see http://ipython.readthedocs.io/en/stable/api/generated/\\\n",
       "  // IPython.display.html#IPython.display.Javascript.__init__\n",
       "  element[0].appendChild(target);\n",
       "  element[0].appendChild(style);\n",
       "\n",
       "  vega.render(\"#\" + id, spec, type, opt, output_area);\n",
       "}, function (err) {\n",
       "  if (err.requireType !== \"scripterror\") {\n",
       "    throw(err);\n",
       "  }\n",
       "});\n"
      ],
      "text/plain": [
       "<vega.vegalite.VegaLite at 0x7ff296d5d470>"
      ]
     },
     "metadata": {
      "jupyter-vega": "#80b4e119-922b-49ef-a3ee-5ce8b62ceca6"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": []
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {
      "jupyter-vega": "#80b4e119-922b-49ef-a3ee-5ce8b62ceca6"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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"
     },
     "metadata": {
      "jupyter-vega": "#80b4e119-922b-49ef-a3ee-5ce8b62ceca6"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tips2 = tips.assign(prediction=m.predict(tips))\n",
    "c=alt.Chart(tips2.reset_index().assign(data='data').assign(fit='fit'))\n",
    "c.mark_point().encode(\n",
    "    x='total_bill',y='tip_pct:Q',color='data',tooltip='index'\n",
    ").transform_calculate(tip_pct='datum.tip/datum.total_bill') + \\\n",
    "c.mark_line().encode(\n",
    "    x='total_bill',y='prediction',color='fit'\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Aside: Data Description"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "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>total_bill</th>\n",
       "      <th>tip</th>\n",
       "      <th>size</th>\n",
       "      <th>prediction</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>total_bill</th>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.675734</td>\n",
       "      <td>0.598315</td>\n",
       "      <td>-1.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>tip</th>\n",
       "      <td>0.675734</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.489299</td>\n",
       "      <td>-0.675734</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>size</th>\n",
       "      <td>0.598315</td>\n",
       "      <td>0.489299</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-0.598315</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>prediction</th>\n",
       "      <td>-1.000000</td>\n",
       "      <td>-0.675734</td>\n",
       "      <td>-0.598315</td>\n",
       "      <td>1.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            total_bill       tip      size  prediction\n",
       "total_bill    1.000000  0.675734  0.598315   -1.000000\n",
       "tip           0.675734  1.000000  0.489299   -0.675734\n",
       "size          0.598315  0.489299  1.000000   -0.598315\n",
       "prediction   -1.000000 -0.675734 -0.598315    1.000000"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Correlation:\n",
    "tips2.corr()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "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>total_bill</th>\n",
       "      <th>tip</th>\n",
       "      <th>size</th>\n",
       "      <th>prediction</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>244.000000</td>\n",
       "      <td>244.000000</td>\n",
       "      <td>244.000000</td>\n",
       "      <td>244.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>19.785943</td>\n",
       "      <td>2.998279</td>\n",
       "      <td>2.569672</td>\n",
       "      <td>0.160803</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>8.902412</td>\n",
       "      <td>1.383638</td>\n",
       "      <td>0.951100</td>\n",
       "      <td>0.020681</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>3.070000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.088733</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>13.347500</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>0.150717</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>17.795000</td>\n",
       "      <td>2.900000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>0.165428</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>24.127500</td>\n",
       "      <td>3.562500</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>0.175759</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>50.810000</td>\n",
       "      <td>10.000000</td>\n",
       "      <td>6.000000</td>\n",
       "      <td>0.199634</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       total_bill         tip        size  prediction\n",
       "count  244.000000  244.000000  244.000000  244.000000\n",
       "mean    19.785943    2.998279    2.569672    0.160803\n",
       "std      8.902412    1.383638    0.951100    0.020681\n",
       "min      3.070000    1.000000    1.000000    0.088733\n",
       "25%     13.347500    2.000000    2.000000    0.150717\n",
       "50%     17.795000    2.900000    2.000000    0.165428\n",
       "75%     24.127500    3.562500    3.000000    0.175759\n",
       "max     50.810000   10.000000    6.000000    0.199634"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Descriptive Summary Statistics\n",
    "tips2.describe()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Multiple Features\n",
    "\n",
    "The tips data is not very satisfactory because there are *no* other features which have predictive\n",
    "value, so let's cut over to the diamonds data instead."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<caption>OLS Regression Results</caption>\n",
       "<tr>\n",
       "  <th>Dep. Variable:</th>          <td>price</td>      <th>  R-squared:         </th> <td>   0.843</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model:</th>                   <td>OLS</td>       <th>  Adj. R-squared:    </th> <td>   0.843</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Method:</th>             <td>Least Squares</td>  <th>  F-statistic:       </th> <td>   5375.</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Date:</th>             <td>Wed, 12 Dec 2018</td> <th>  Prob (F-statistic):</th>  <td>  0.00</td>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Time:</th>                 <td>14:53:02</td>     <th>  Log-Likelihood:    </th> <td> -8720.1</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>No. Observations:</th>      <td>  1000</td>      <th>  AIC:               </th> <td>1.744e+04</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Residuals:</th>          <td>   998</td>      <th>  BIC:               </th> <td>1.745e+04</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Model:</th>              <td>     1</td>      <th>                     </th>     <td> </td>    \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Covariance Type:</th>      <td>nonrobust</td>    <th>                     </th>     <td> </td>    \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "      <td></td>         <th>coef</th>     <th>std err</th>      <th>t</th>      <th>P>|t|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th> <td>-2124.5882</td> <td>   92.866</td> <td>  -22.878</td> <td> 0.000</td> <td>-2306.824</td> <td>-1942.353</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>carat</th>     <td> 7464.6148</td> <td>  101.817</td> <td>   73.314</td> <td> 0.000</td> <td> 7264.815</td> <td> 7664.415</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "  <th>Omnibus:</th>       <td>358.621</td> <th>  Durbin-Watson:     </th> <td>   1.874</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Prob(Omnibus):</th> <td> 0.000</td>  <th>  Jarque-Bera (JB):  </th> <td>2712.771</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Skew:</th>          <td> 1.439</td>  <th>  Prob(JB):          </th> <td>    0.00</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Kurtosis:</th>      <td>10.538</td>  <th>  Cond. No.          </th> <td>    3.71</td>\n",
       "</tr>\n",
       "</table><br/><br/>Warnings:<br/>[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary.Summary'>\n",
       "\"\"\"\n",
       "                            OLS Regression Results                            \n",
       "==============================================================================\n",
       "Dep. Variable:                  price   R-squared:                       0.843\n",
       "Model:                            OLS   Adj. R-squared:                  0.843\n",
       "Method:                 Least Squares   F-statistic:                     5375.\n",
       "Date:                Wed, 12 Dec 2018   Prob (F-statistic):               0.00\n",
       "Time:                        14:53:02   Log-Likelihood:                -8720.1\n",
       "No. Observations:                1000   AIC:                         1.744e+04\n",
       "Df Residuals:                     998   BIC:                         1.745e+04\n",
       "Df Model:                           1                                         \n",
       "Covariance Type:            nonrobust                                         \n",
       "==============================================================================\n",
       "                 coef    std err          t      P>|t|      [0.025      0.975]\n",
       "------------------------------------------------------------------------------\n",
       "Intercept  -2124.5882     92.866    -22.878      0.000   -2306.824   -1942.353\n",
       "carat       7464.6148    101.817     73.314      0.000    7264.815    7664.415\n",
       "==============================================================================\n",
       "Omnibus:                      358.621   Durbin-Watson:                   1.874\n",
       "Prob(Omnibus):                  0.000   Jarque-Bera (JB):             2712.771\n",
       "Skew:                           1.439   Prob(JB):                         0.00\n",
       "Kurtosis:                      10.538   Cond. No.                         3.71\n",
       "==============================================================================\n",
       "\n",
       "Warnings:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dm = smf.ols('price ~ carat', data=diamonds_small).fit()\n",
    "dm.summary()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<caption>OLS Regression Results</caption>\n",
       "<tr>\n",
       "  <th>Dep. Variable:</th>          <td>price</td>      <th>  R-squared:         </th> <td>   0.911</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model:</th>                   <td>OLS</td>       <th>  Adj. R-squared:    </th> <td>   0.910</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Method:</th>             <td>Least Squares</td>  <th>  F-statistic:       </th> <td>   560.2</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Date:</th>             <td>Wed, 12 Dec 2018</td> <th>  Prob (F-statistic):</th>  <td>  0.00</td>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Time:</th>                 <td>14:53:02</td>     <th>  Log-Likelihood:    </th> <td> -8435.7</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>No. Observations:</th>      <td>  1000</td>      <th>  AIC:               </th> <td>1.691e+04</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Residuals:</th>          <td>   981</td>      <th>  BIC:               </th> <td>1.700e+04</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Df Model:</th>              <td>    18</td>      <th>                     </th>     <td> </td>    \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Covariance Type:</th>      <td>nonrobust</td>    <th>                     </th>     <td> </td>    \n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "          <td></td>            <th>coef</th>     <th>std err</th>      <th>t</th>      <th>P>|t|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th>        <td>-6765.6024</td> <td>  380.700</td> <td>  -17.771</td> <td> 0.000</td> <td>-7512.683</td> <td>-6018.522</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>cut[T.Good]</th>      <td>  825.7178</td> <td>  227.020</td> <td>    3.637</td> <td> 0.000</td> <td>  380.218</td> <td> 1271.218</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>cut[T.Very Good]</th> <td>  956.2631</td> <td>  212.038</td> <td>    4.510</td> <td> 0.000</td> <td>  540.164</td> <td> 1372.363</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>cut[T.Premium]</th>   <td> 1085.9238</td> <td>  206.155</td> <td>    5.268</td> <td> 0.000</td> <td>  681.368</td> <td> 1490.479</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>cut[T.Ideal]</th>     <td> 1111.1437</td> <td>  205.528</td> <td>    5.406</td> <td> 0.000</td> <td>  707.819</td> <td> 1514.468</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>color[T.E]</th>       <td> -121.9358</td> <td>  134.102</td> <td>   -0.909</td> <td> 0.363</td> <td> -385.096</td> <td>  141.224</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>color[T.F]</th>       <td> -247.0903</td> <td>  139.053</td> <td>   -1.777</td> <td> 0.076</td> <td> -519.965</td> <td>   25.784</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>color[T.G]</th>       <td> -587.7450</td> <td>  129.794</td> <td>   -4.528</td> <td> 0.000</td> <td> -842.451</td> <td> -333.039</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>color[T.H]</th>       <td> -977.0982</td> <td>  140.347</td> <td>   -6.962</td> <td> 0.000</td> <td>-1252.512</td> <td> -701.684</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>color[T.I]</th>       <td>-1498.8588</td> <td>  154.683</td> <td>   -9.690</td> <td> 0.000</td> <td>-1802.406</td> <td>-1195.311</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>color[T.J]</th>       <td>-2039.7143</td> <td>  186.973</td> <td>  -10.909</td> <td> 0.000</td> <td>-2406.628</td> <td>-1672.801</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.SI2]</th>   <td> 2096.7244</td> <td>  341.299</td> <td>    6.143</td> <td> 0.000</td> <td> 1426.965</td> <td> 2766.484</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.SI1]</th>   <td> 3067.2989</td> <td>  340.235</td> <td>    9.015</td> <td> 0.000</td> <td> 2399.627</td> <td> 3734.970</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.VS2]</th>   <td> 3595.6822</td> <td>  341.526</td> <td>   10.528</td> <td> 0.000</td> <td> 2925.477</td> <td> 4265.888</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.VS1]</th>   <td> 3976.8995</td> <td>  344.848</td> <td>   11.532</td> <td> 0.000</td> <td> 3300.175</td> <td> 4653.624</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.VVS2]</th>  <td> 4389.8382</td> <td>  358.084</td> <td>   12.259</td> <td> 0.000</td> <td> 3687.138</td> <td> 5092.538</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.VVS1]</th>  <td> 4665.2201</td> <td>  372.184</td> <td>   12.535</td> <td> 0.000</td> <td> 3934.851</td> <td> 5395.589</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>clarity[T.IF]</th>    <td> 4985.8844</td> <td>  393.864</td> <td>   12.659</td> <td> 0.000</td> <td> 4212.972</td> <td> 5758.797</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>carat</th>            <td> 8563.0631</td> <td>   89.174</td> <td>   96.026</td> <td> 0.000</td> <td> 8388.068</td> <td> 8738.058</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "  <th>Omnibus:</th>       <td>348.005</td> <th>  Durbin-Watson:     </th> <td>   1.922</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Prob(Omnibus):</th> <td> 0.000</td>  <th>  Jarque-Bera (JB):  </th> <td>2068.181</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Skew:</th>          <td> 1.470</td>  <th>  Prob(JB):          </th> <td>    0.00</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Kurtosis:</th>      <td> 9.403</td>  <th>  Cond. No.          </th> <td>    40.3</td>\n",
       "</tr>\n",
       "</table><br/><br/>Warnings:<br/>[1] Standard Errors assume that the covariance matrix of the errors is correctly specified."
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary.Summary'>\n",
       "\"\"\"\n",
       "                            OLS Regression Results                            \n",
       "==============================================================================\n",
       "Dep. Variable:                  price   R-squared:                       0.911\n",
       "Model:                            OLS   Adj. R-squared:                  0.910\n",
       "Method:                 Least Squares   F-statistic:                     560.2\n",
       "Date:                Wed, 12 Dec 2018   Prob (F-statistic):               0.00\n",
       "Time:                        14:53:02   Log-Likelihood:                -8435.7\n",
       "No. Observations:                1000   AIC:                         1.691e+04\n",
       "Df Residuals:                     981   BIC:                         1.700e+04\n",
       "Df Model:                          18                                         \n",
       "Covariance Type:            nonrobust                                         \n",
       "====================================================================================\n",
       "                       coef    std err          t      P>|t|      [0.025      0.975]\n",
       "------------------------------------------------------------------------------------\n",
       "Intercept        -6765.6024    380.700    -17.771      0.000   -7512.683   -6018.522\n",
       "cut[T.Good]        825.7178    227.020      3.637      0.000     380.218    1271.218\n",
       "cut[T.Very Good]   956.2631    212.038      4.510      0.000     540.164    1372.363\n",
       "cut[T.Premium]    1085.9238    206.155      5.268      0.000     681.368    1490.479\n",
       "cut[T.Ideal]      1111.1437    205.528      5.406      0.000     707.819    1514.468\n",
       "color[T.E]        -121.9358    134.102     -0.909      0.363    -385.096     141.224\n",
       "color[T.F]        -247.0903    139.053     -1.777      0.076    -519.965      25.784\n",
       "color[T.G]        -587.7450    129.794     -4.528      0.000    -842.451    -333.039\n",
       "color[T.H]        -977.0982    140.347     -6.962      0.000   -1252.512    -701.684\n",
       "color[T.I]       -1498.8588    154.683     -9.690      0.000   -1802.406   -1195.311\n",
       "color[T.J]       -2039.7143    186.973    -10.909      0.000   -2406.628   -1672.801\n",
       "clarity[T.SI2]    2096.7244    341.299      6.143      0.000    1426.965    2766.484\n",
       "clarity[T.SI1]    3067.2989    340.235      9.015      0.000    2399.627    3734.970\n",
       "clarity[T.VS2]    3595.6822    341.526     10.528      0.000    2925.477    4265.888\n",
       "clarity[T.VS1]    3976.8995    344.848     11.532      0.000    3300.175    4653.624\n",
       "clarity[T.VVS2]   4389.8382    358.084     12.259      0.000    3687.138    5092.538\n",
       "clarity[T.VVS1]   4665.2201    372.184     12.535      0.000    3934.851    5395.589\n",
       "clarity[T.IF]     4985.8844    393.864     12.659      0.000    4212.972    5758.797\n",
       "carat             8563.0631     89.174     96.026      0.000    8388.068    8738.058\n",
       "==============================================================================\n",
       "Omnibus:                      348.005   Durbin-Watson:                   1.922\n",
       "Prob(Omnibus):                  0.000   Jarque-Bera (JB):             2068.181\n",
       "Skew:                           1.470   Prob(JB):                         0.00\n",
       "Kurtosis:                       9.403   Cond. No.                         40.3\n",
       "==============================================================================\n",
       "\n",
       "Warnings:\n",
       "[1] Standard Errors assume that the covariance matrix of the errors is correctly specified.\n",
       "\"\"\""
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dm2 = smf.ols('price ~ carat + cut + color + clarity', diamonds_small).fit()\n",
    "dm2.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "\n",
    "You can do a type-2 anova to look at the partial impact of each feature:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>df</th>\n",
       "      <th>sum_sq</th>\n",
       "      <th>mean_sq</th>\n",
       "      <th>F</th>\n",
       "      <th>PR(&gt;F)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>cut</th>\n",
       "      <td>4.0</td>\n",
       "      <td>2.943537e+08</td>\n",
       "      <td>7.358842e+07</td>\n",
       "      <td>58.053442</td>\n",
       "      <td>5.242987e-44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>color</th>\n",
       "      <td>6.0</td>\n",
       "      <td>5.631738e+08</td>\n",
       "      <td>9.386230e+07</td>\n",
       "      <td>74.047375</td>\n",
       "      <td>3.157111e-76</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>clarity</th>\n",
       "      <td>7.0</td>\n",
       "      <td>2.354703e+08</td>\n",
       "      <td>3.363861e+07</td>\n",
       "      <td>26.537285</td>\n",
       "      <td>1.925481e-33</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>carat</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.168850e+10</td>\n",
       "      <td>1.168850e+10</td>\n",
       "      <td>9220.985392</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Residual</th>\n",
       "      <td>981.0</td>\n",
       "      <td>1.243514e+09</td>\n",
       "      <td>1.267598e+06</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "             df        sum_sq       mean_sq            F        PR(>F)\n",
       "cut         4.0  2.943537e+08  7.358842e+07    58.053442  5.242987e-44\n",
       "color       6.0  5.631738e+08  9.386230e+07    74.047375  3.157111e-76\n",
       "clarity     7.0  2.354703e+08  3.363861e+07    26.537285  1.925481e-33\n",
       "carat       1.0  1.168850e+10  1.168850e+10  9220.985392  0.000000e+00\n",
       "Residual  981.0  1.243514e+09  1.267598e+06          NaN           NaN"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sm.stats.anova_lm(dm2,type=2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can also compare one model to another model:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/terran/.pyenv/versions/anaconda3-5.2.0/lib/python3.6/site-packages/scipy/stats/_distn_infrastructure.py:879: RuntimeWarning: invalid value encountered in greater\n",
      "  return (self.a < x) & (x < self.b)\n",
      "/home/terran/.pyenv/versions/anaconda3-5.2.0/lib/python3.6/site-packages/scipy/stats/_distn_infrastructure.py:879: RuntimeWarning: invalid value encountered in less\n",
      "  return (self.a < x) & (x < self.b)\n",
      "/home/terran/.pyenv/versions/anaconda3-5.2.0/lib/python3.6/site-packages/scipy/stats/_distn_infrastructure.py:1821: RuntimeWarning: invalid value encountered in less_equal\n",
      "  cond2 = cond0 & (x <= self.a)\n"
     ]
    },
    {
     "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>df_resid</th>\n",
       "      <th>ssr</th>\n",
       "      <th>df_diff</th>\n",
       "      <th>ss_diff</th>\n",
       "      <th>F</th>\n",
       "      <th>Pr(&gt;F)</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>998.0</td>\n",
       "      <td>2.196307e+09</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>981.0</td>\n",
       "      <td>1.243514e+09</td>\n",
       "      <td>17.0</td>\n",
       "      <td>9.527935e+08</td>\n",
       "      <td>44.21487</td>\n",
       "      <td>1.495583e-108</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   df_resid           ssr  df_diff       ss_diff         F         Pr(>F)\n",
       "0     998.0  2.196307e+09      0.0           NaN       NaN            NaN\n",
       "1     981.0  1.243514e+09     17.0  9.527935e+08  44.21487  1.495583e-108"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# This will produce some warnings, which I think are noise but I'm not certain\n",
    "# see https://groups.google.com/forum/#!topic/pystatsmodels/-flY0cNnb3k\n",
    "\n",
    "sm.stats.anova_lm(dm,dm2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Standard Plots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "import statsmodels.graphics.regressionplots as smrp\n",
    "\n",
    "import matplotlib\n",
    "matplotlib.rcParams['figure.figsize'] = (10,10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "smrp.plot_regress_exog(dm2,-1);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "smrp.influence_plot(dm2);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "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>carat</th>\n",
       "      <th>cut</th>\n",
       "      <th>color</th>\n",
       "      <th>clarity</th>\n",
       "      <th>depth</th>\n",
       "      <th>table</th>\n",
       "      <th>price</th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "      <th>z</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>26385</th>\n",
       "      <td>1.23</td>\n",
       "      <td>Very Good</td>\n",
       "      <td>E</td>\n",
       "      <td>VVS1</td>\n",
       "      <td>61.2</td>\n",
       "      <td>59.0</td>\n",
       "      <td>15878</td>\n",
       "      <td>6.90</td>\n",
       "      <td>6.98</td>\n",
       "      <td>4.25</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39274</th>\n",
       "      <td>0.32</td>\n",
       "      <td>Ideal</td>\n",
       "      <td>E</td>\n",
       "      <td>I1</td>\n",
       "      <td>60.7</td>\n",
       "      <td>57.0</td>\n",
       "      <td>490</td>\n",
       "      <td>4.45</td>\n",
       "      <td>4.41</td>\n",
       "      <td>2.69</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16504</th>\n",
       "      <td>2.10</td>\n",
       "      <td>Fair</td>\n",
       "      <td>G</td>\n",
       "      <td>I1</td>\n",
       "      <td>67.4</td>\n",
       "      <td>59.0</td>\n",
       "      <td>6597</td>\n",
       "      <td>7.82</td>\n",
       "      <td>7.76</td>\n",
       "      <td>5.24</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20297</th>\n",
       "      <td>2.50</td>\n",
       "      <td>Fair</td>\n",
       "      <td>G</td>\n",
       "      <td>I1</td>\n",
       "      <td>65.1</td>\n",
       "      <td>59.0</td>\n",
       "      <td>8711</td>\n",
       "      <td>8.55</td>\n",
       "      <td>8.39</td>\n",
       "      <td>5.53</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       carat        cut color clarity  depth  table  price     x     y     z\n",
       "26385   1.23  Very Good     E    VVS1   61.2   59.0  15878  6.90  6.98  4.25\n",
       "39274   0.32      Ideal     E      I1   60.7   57.0    490  4.45  4.41  2.69\n",
       "16504   2.10       Fair     G      I1   67.4   59.0   6597  7.82  7.76  5.24\n",
       "20297   2.50       Fair     G      I1   65.1   59.0   8711  8.55  8.39  5.53"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "diamonds_small.loc[[26385,39274,16504,20297],]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Seaborn also has a standard pairs plot which isn't bad, although note that it skips the categorical variables:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x7ff2966510f0>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1260x1260 with 56 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.pairplot(diamonds_small)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Logistic Regression\n",
    "\n",
    "http://www.statsmodels.org/stable/glm.htm  \n",
    "http://nbviewer.jupyter.org/github/JWarmenhoven/ISL-python/blob/master/Notebooks/Chapter%204.ipynb#4.3-Logistic-Regression"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "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>manufacturer</th>\n",
       "      <th>model</th>\n",
       "      <th>displ</th>\n",
       "      <th>year</th>\n",
       "      <th>cyl</th>\n",
       "      <th>trans</th>\n",
       "      <th>drv</th>\n",
       "      <th>cty</th>\n",
       "      <th>hwy</th>\n",
       "      <th>fl</th>\n",
       "      <th>class</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>audi</td>\n",
       "      <td>a4</td>\n",
       "      <td>1.8</td>\n",
       "      <td>1999</td>\n",
       "      <td>4</td>\n",
       "      <td>auto(l5)</td>\n",
       "      <td>f</td>\n",
       "      <td>18</td>\n",
       "      <td>29</td>\n",
       "      <td>p</td>\n",
       "      <td>compact</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>audi</td>\n",
       "      <td>a4</td>\n",
       "      <td>1.8</td>\n",
       "      <td>1999</td>\n",
       "      <td>4</td>\n",
       "      <td>manual(m5)</td>\n",
       "      <td>f</td>\n",
       "      <td>21</td>\n",
       "      <td>29</td>\n",
       "      <td>p</td>\n",
       "      <td>compact</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>audi</td>\n",
       "      <td>a4</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2008</td>\n",
       "      <td>4</td>\n",
       "      <td>manual(m6)</td>\n",
       "      <td>f</td>\n",
       "      <td>20</td>\n",
       "      <td>31</td>\n",
       "      <td>p</td>\n",
       "      <td>compact</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>audi</td>\n",
       "      <td>a4</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2008</td>\n",
       "      <td>4</td>\n",
       "      <td>auto(av)</td>\n",
       "      <td>f</td>\n",
       "      <td>21</td>\n",
       "      <td>30</td>\n",
       "      <td>p</td>\n",
       "      <td>compact</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>audi</td>\n",
       "      <td>a4</td>\n",
       "      <td>2.8</td>\n",
       "      <td>1999</td>\n",
       "      <td>6</td>\n",
       "      <td>auto(l5)</td>\n",
       "      <td>f</td>\n",
       "      <td>16</td>\n",
       "      <td>26</td>\n",
       "      <td>p</td>\n",
       "      <td>compact</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  manufacturer model  displ  year  cyl       trans drv  cty  hwy fl    class\n",
       "0         audi    a4    1.8  1999    4    auto(l5)   f   18   29  p  compact\n",
       "1         audi    a4    1.8  1999    4  manual(m5)   f   21   29  p  compact\n",
       "2         audi    a4    2.0  2008    4  manual(m6)   f   20   31  p  compact\n",
       "3         audi    a4    2.0  2008    4    auto(av)   f   21   30  p  compact\n",
       "4         audi    a4    2.8  1999    6    auto(l5)   f   16   26  p  compact"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from plotnine.data import mpg\n",
    "mpg.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Logistic regression is available in either the `logit` or `glm` methods.  The lowercase version uses the formula interface, and the uppercase version expects vectors and matrices."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<caption>Generalized Linear Model Regression Results</caption>\n",
       "<tr>\n",
       "  <th>Dep. Variable:</th>  <td>['year == 2008[False]', 'year == 2008[True]']</td> <th>  No. Observations:  </th>  <td>   234</td>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model:</th>                               <td>GLM</td>                      <th>  Df Residuals:      </th>  <td>   231</td>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model Family:</th>                     <td>Binomial</td>                    <th>  Df Model:          </th>  <td>     2</td>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Link Function:</th>                      <td>logit</td>                     <th>  Scale:             </th> <td>  1.0000</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Method:</th>                             <td>IRLS</td>                      <th>  Log-Likelihood:    </th> <td> -155.56</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Date:</th>                         <td>Wed, 12 Dec 2018</td>                <th>  Deviance:          </th> <td>  311.12</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Time:</th>                             <td>14:53:14</td>                    <th>  Pearson chi2:      </th>  <td>  235.</td>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>No. Iterations:</th>                       <td>4</td>                       <th>  Covariance Type:   </th> <td>nonrobust</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "      <td></td>         <th>coef</th>     <th>std err</th>      <th>z</th>      <th>P>|z|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th> <td>    4.5709</td> <td>    1.444</td> <td>    3.166</td> <td> 0.002</td> <td>    1.741</td> <td>    7.401</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>displ</th>     <td>   -0.6170</td> <td>    0.180</td> <td>   -3.422</td> <td> 0.001</td> <td>   -0.971</td> <td>   -0.264</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>hwy</th>       <td>   -0.1041</td> <td>    0.038</td> <td>   -2.729</td> <td> 0.006</td> <td>   -0.179</td> <td>   -0.029</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary.Summary'>\n",
       "\"\"\"\n",
       "                               Generalized Linear Model Regression Results                               \n",
       "=========================================================================================================\n",
       "Dep. Variable:     ['year == 2008[False]', 'year == 2008[True]']   No. Observations:                  234\n",
       "Model:                                                       GLM   Df Residuals:                      231\n",
       "Model Family:                                           Binomial   Df Model:                            2\n",
       "Link Function:                                             logit   Scale:                          1.0000\n",
       "Method:                                                     IRLS   Log-Likelihood:                -155.56\n",
       "Date:                                           Wed, 12 Dec 2018   Deviance:                       311.12\n",
       "Time:                                                   14:53:14   Pearson chi2:                     235.\n",
       "No. Iterations:                                                4   Covariance Type:             nonrobust\n",
       "==============================================================================\n",
       "                 coef    std err          z      P>|z|      [0.025      0.975]\n",
       "------------------------------------------------------------------------------\n",
       "Intercept      4.5709      1.444      3.166      0.002       1.741       7.401\n",
       "displ         -0.6170      0.180     -3.422      0.001      -0.971      -0.264\n",
       "hwy           -0.1041      0.038     -2.729      0.006      -0.179      -0.029\n",
       "==============================================================================\n",
       "\"\"\""
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "glm = smf.glm('year==2008 ~ displ + hwy', mpg, family=sm.families.Binomial()).fit()\n",
    "glm.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "A boolean cannot be used as the result with `logit`; it must be a 0/1 integer.  see https://stackoverflow.com/questions/30314188/statsmodels-broadcast-shapes-different"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Optimization terminated successfully.\n",
      "         Current function value: 0.664776\n",
      "         Iterations 5\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<table class=\"simpletable\">\n",
       "<caption>Logit Regression Results</caption>\n",
       "<tr>\n",
       "  <th>Dep. Variable:</th>        <td>y8</td>        <th>  No. Observations:  </th>  <td>   234</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Model:</th>               <td>Logit</td>      <th>  Df Residuals:      </th>  <td>   231</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Method:</th>               <td>MLE</td>       <th>  Df Model:          </th>  <td>     2</td> \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Date:</th>          <td>Wed, 12 Dec 2018</td> <th>  Pseudo R-squ.:     </th>  <td>0.04093</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Time:</th>              <td>14:53:14</td>     <th>  Log-Likelihood:    </th> <td> -155.56</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>converged:</th>           <td>True</td>       <th>  LL-Null:           </th> <td> -162.20</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th> </th>                      <td> </td>        <th>  LLR p-value:       </th> <td>0.001309</td>\n",
       "</tr>\n",
       "</table>\n",
       "<table class=\"simpletable\">\n",
       "<tr>\n",
       "      <td></td>         <th>coef</th>     <th>std err</th>      <th>z</th>      <th>P>|z|</th>  <th>[0.025</th>    <th>0.975]</th>  \n",
       "</tr>\n",
       "<tr>\n",
       "  <th>Intercept</th> <td>   -4.5709</td> <td>    1.444</td> <td>   -3.166</td> <td> 0.002</td> <td>   -7.401</td> <td>   -1.741</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>displ</th>     <td>    0.6170</td> <td>    0.180</td> <td>    3.422</td> <td> 0.001</td> <td>    0.264</td> <td>    0.971</td>\n",
       "</tr>\n",
       "<tr>\n",
       "  <th>hwy</th>       <td>    0.1041</td> <td>    0.038</td> <td>    2.729</td> <td> 0.006</td> <td>    0.029</td> <td>    0.179</td>\n",
       "</tr>\n",
       "</table>"
      ],
      "text/plain": [
       "<class 'statsmodels.iolib.summary.Summary'>\n",
       "\"\"\"\n",
       "                           Logit Regression Results                           \n",
       "==============================================================================\n",
       "Dep. Variable:                     y8   No. Observations:                  234\n",
       "Model:                          Logit   Df Residuals:                      231\n",
       "Method:                           MLE   Df Model:                            2\n",
       "Date:                Wed, 12 Dec 2018   Pseudo R-squ.:                 0.04093\n",
       "Time:                        14:53:14   Log-Likelihood:                -155.56\n",
       "converged:                       True   LL-Null:                       -162.20\n",
       "                                        LLR p-value:                  0.001309\n",
       "==============================================================================\n",
       "                 coef    std err          z      P>|z|      [0.025      0.975]\n",
       "------------------------------------------------------------------------------\n",
       "Intercept     -4.5709      1.444     -3.166      0.002      -7.401      -1.741\n",
       "displ          0.6170      0.180      3.422      0.001       0.264       0.971\n",
       "hwy            0.1041      0.038      2.729      0.006       0.029       0.179\n",
       "==============================================================================\n",
       "\"\"\""
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mpg['y8']=(mpg.year==2008).astype('int8')\n",
    "lm = smf.logit('y8 ~ displ + hwy', mpg).fit()\n",
    "lm.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Of the two, I think I prefer the logit() summary output.  The glm() summary is missing the null value for deviance or likelihood, which is quite annoying."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## ROC curves"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Apparently statsmodels has no ROC curve; use sklearn\n",
    "from sklearn.metrics import roc_curve"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "(fpr,tpr,thresh)=roc_curve(mpg.y8,lm.predict())\n",
    "roc=pd.DataFrame({'fpr':fpr,'tpr':tpr,'thresh':thresh})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
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0.38936579911425695}, {\"fpr\": 0.8461538461538461, \"tpr\": 0.9572649572649573, \"thresh\": 0.37565176101029796}, {\"fpr\": 0.8461538461538461, \"tpr\": 0.9743589743589743, \"thresh\": 0.37112317902600783}, {\"fpr\": 0.8803418803418803, \"tpr\": 0.9743589743589743, \"thresh\": 0.35600562072229164}, {\"fpr\": 0.8803418803418803, \"tpr\": 0.9829059829059829, \"thresh\": 0.35075168981692995}, {\"fpr\": 0.9145299145299145, \"tpr\": 0.9829059829059829, \"thresh\": 0.3471807503545667}, {\"fpr\": 0.9145299145299145, \"tpr\": 0.9914529914529915, \"thresh\": 0.34635676183986763}, {\"fpr\": 0.9316239316239316, \"tpr\": 0.9914529914529915, \"thresh\": 0.3309100223346932}, {\"fpr\": 0.9401709401709402, \"tpr\": 0.9914529914529915, \"thresh\": 0.31976243601743626}, {\"fpr\": 0.9572649572649573, \"tpr\": 1.0, \"thresh\": 0.31739343068682835}, {\"fpr\": 0.9914529914529915, \"tpr\": 1.0, \"thresh\": 0.3049484096768712}, {\"fpr\": 1.0, \"tpr\": 1.0, \"thresh\": 0.2975656362726257}]}};\n",
       "var opt = {};\n",
       "var type = \"vega-lite\";\n",
       "var id = \"02f94ff3-cee9-4807-b4af-71d07b687722\";\n",
       "\n",
       "var output_area = this;\n",
       "\n",
       "require([\"nbextensions/jupyter-vega/index\"], function(vega) {\n",
       "  var target = document.createElement(\"div\");\n",
       "  target.id = id;\n",
       "  target.className = \"vega-embed\";\n",
       "\n",
       "  var style = document.createElement(\"style\");\n",
       "  style.textContent = [\n",
       "    \".vega-embed .error p {\",\n",
       "    \"  color: firebrick;\",\n",
       "    \"  font-size: 14px;\",\n",
       "    \"}\",\n",
       "  ].join(\"\\\\n\");\n",
       "\n",
       "  // element is a jQuery wrapped DOM element inside the output area\n",
       "  // see http://ipython.readthedocs.io/en/stable/api/generated/\\\n",
       "  // IPython.display.html#IPython.display.Javascript.__init__\n",
       "  element[0].appendChild(target);\n",
       "  element[0].appendChild(style);\n",
       "\n",
       "  vega.render(\"#\" + id, spec, type, opt, output_area);\n",
       "}, function (err) {\n",
       "  if (err.requireType !== \"scripterror\") {\n",
       "    throw(err);\n",
       "  }\n",
       "});\n"
      ],
      "text/plain": [
       "<vega.vegalite.VegaLite at 0x7ff26f176358>"
      ]
     },
     "metadata": {
      "jupyter-vega": "#02f94ff3-cee9-4807-b4af-71d07b687722"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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     },
     "metadata": {
      "jupyter-vega": "#02f94ff3-cee9-4807-b4af-71d07b687722"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": []
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "alt.Chart(roc).mark_line().encode(\n",
    "    x='fpr',y='tpr',order='thresh').interactive()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Scratch - Ignore"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "PatsyError(\"Error evaluating factor: NameError: name 'poly' is not defined\",)\n"
     ]
    }
   ],
   "source": [
    "from plotnine.data import diamonds\n",
    "try:\n",
    "    smf.ols('price ~ poly(carat,4) + cut + color + clarity', diamonds).fit().summary()\n",
    "except Exception as ex:\n",
    "    print(repr(ex))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.5"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {
    "height": "calc(100% - 180px)",
    "left": "10px",
    "top": "150px",
    "width": "218px"
   },
   "toc_section_display": true,
   "toc_window_display": true
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}