{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Chapter 16 - Metric-Predicted Variable on One or Two Groups"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- [16.1 - Estimating the mean and standard deviation of a normal distribution](#16.1---Estimating-the-mean-and-standard-deviation-of-a-normal-distribution)\n",
    "- [16.2 - Outliers and robust estimation: the t distribution](#16.2---Outliers-and-robust-estimation:-the-t-distribution)\n",
    "- [16.3 - Two Groups](#16.2---Two-Groups)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import arviz as az\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import pymc as pm\n",
    "import seaborn as sns\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from scipy.stats import norm, t\n",
    "from IPython.display import Image\n",
    "\n",
    "plt.style.use('seaborn-white')\n",
    "\n",
    "color = '#87ceeb'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "matplotlib: 3.5.1\n",
      "numpy     : 1.23.1\n",
      "pandas    : 1.4.3\n",
      "pymc      : 5.0.0\n",
      "seaborn   : 0.12.2\n",
      "scipy     : 1.8.1\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%load_ext watermark\n",
    "%watermark -p matplotlib,numpy,pandas,pymc,seaborn,scipy"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.frame.DataFrame'>\n",
      "RangeIndex: 120 entries, 0 to 119\n",
      "Data columns (total 2 columns):\n",
      " #   Column  Non-Null Count  Dtype   \n",
      "---  ------  --------------  -----   \n",
      " 0   Score   120 non-null    int64   \n",
      " 1   Group   120 non-null    category\n",
      "dtypes: category(1), int64(1)\n",
      "memory usage: 1.3 KB\n"
     ]
    }
   ],
   "source": [
    "df = pd.read_csv('data/TwoGroupIQ.csv', dtype={'Group':'category'})\n",
    "df.info()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "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>Score</th>\n",
       "      <th>Group</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>102</td>\n",
       "      <td>Smart Drug</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>107</td>\n",
       "      <td>Smart Drug</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>92</td>\n",
       "      <td>Smart Drug</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>101</td>\n",
       "      <td>Smart Drug</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>110</td>\n",
       "      <td>Smart Drug</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   Score       Group\n",
       "0    102  Smart Drug\n",
       "1    107  Smart Drug\n",
       "2     92  Smart Drug\n",
       "3    101  Smart Drug\n",
       "4    110  Smart Drug"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "scrolled": true
   },
   "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 tr th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"2\" halign=\"left\">Score</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Group</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Placebo</th>\n",
       "      <td>100.035088</td>\n",
       "      <td>17.894497</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Smart Drug</th>\n",
       "      <td>107.841270</td>\n",
       "      <td>25.445201</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 Score           \n",
       "                  mean        std\n",
       "Group                            \n",
       "Placebo     100.035088  17.894497\n",
       "Smart Drug  107.841270  25.445201"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Mean and standard deviation\n",
    "df.groupby('Group').agg(['mean', 'std'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(nrows=1, ncols=2)\n",
    "for i, group in enumerate([\"Placebo\", \"Smart Drug\"]):\n",
    "    sns.histplot(x=\"Score\", color=\"#87ceeb\", data=df[df[\"Group\"] == group], ax=axes[i])\n",
    "    axes[i].title.set_text(group)\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# we are only interested in the scores of group \"Smart Drug\"\n",
    "y = df[df[\"Group\"] == \"Smart Drug\"][\"Score\"]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 16.1 - Estimating the mean and standard deviation of a normal distribution"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Model (Kruschke, 2015)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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SRjy/1tyLndy9WzZ3uZk+p7ROCmAh50qeLSUqQAKh39urbtJyyjX71i1b5aKLL1IuOEZCxcKglw2DygUXXgj3XJxys2z57ls144Yg3tze4w+ODYCvvk4F7NDGeBhZeKToCrcK2Dly+Ih8tXGjJEKVZyQgj52DpUYJjD8LFixw+qSWceAmiMXSxV5MuuVJdZOD5JXXyf6TVSp8u7duyaWEvhZWpJ2Y5WvNmawMxBmD5JfOpM0yBpoCxwSImJhoNdtylh06dJhcAePKkKFDlVtq63ffyTH45319/CT9yGGo4gPsynNWATswKlbUGBE4RJadWumP5QdVfAvZRhmE29fPV1595VXkVo9GTLYvovK2yYzpM2XxJZeoUNzeeiDsOW84PBPkCOzMcsqe43rCNszTMD0HpriM3rhnlyHGpPFux4kKcN6B1VZ56ZpkUmKYDI31A99dyzVze0Ay4ISzvSUYhmt5xrzTZ29Jdmm9DY/HmHtbcfm2zkUCDzL30O5AFx5n+ZkDQppdeGSgCYEBrx7nZBimEdeUmJiohN3ec9g6b099R+w/P1jcvKa/YEgYDFBnGyh76vzudFzyNpLGjXafhDA/kKwGq0xQR96jy8z0hbAaZyC2nR4iijjJMQZFd07gCSyFnH+tm7WwtbVN633a+kx2nUSw7dKtSIMejXuZCNFl8BD582m8Y/PFYDN02LC2DqO/1wj0CAL2T5E9cnr7DkpSjO8yy7EOootOhMZOe7Lo7Dt6z2w1qk+gxCFSz8uLaolAQ4H1G2QbzBXQrXsRoPvVorl175Hd82hOL/TKWo+02TLMllSVBZF3qTEGVWSyoyy63uyy+rpaSQlulFCs5RWnHtyLZPUpoJ9by32XuoaCzcw0xrIzSpJLMtpomPp7MtdER9WlA3vYTk4t9JQNlqI6DtVYRdviM1XnMaCsotvImdtGGAvXf/KuBBhLEJdvgrkMiUGH4MYrB6eelvvO9x5tMQ898KCs/uwzFdeeAbfnynvuldtvvVVeevElyc/P7/xBPXAPp17Tl8Egtg0VZmuwLmajoM9AWanOZNH1Vp+u+2ItLPLfy18mTJLgsDjFlc9gIq7tWUprSCz4zc2DQW9dY2+c15ohyHJ+CjONqPyz/M7f+D3dgiQS4SvtLtded530S0pU9pDN32zG4Nkkf37ySZkwcWIzIw33a8SSkBGP1rYay7H5ysbj8j3PSy2C77m9ZR/F9W/ezp3ck04r9OSu33SsXCpQSNKUUOMlozDDR0NgauAOqwbhBGmH+FpfV6eMc0xdZAeyseOpBtISz84l2w0NdOy8ivIK9bBwP8a7BwUHqfh3ZtSx45lhxhaKgB0ejxF0dTgez8ewWcs56O9Xv+E41Dv8kC3FpAlrthvGVtOtyBJZZNrhkn4X3I6hBi8Y+0Dn5eSBOAqIbvyPUYeB6AuSlTC7jP1EYkgm7zCzkKo64yKovjOAiZ4VulEtzDLhYO+hJyUvJ0cyMjIUBRUjKfkcEHcyHB2HR6S4uARJLH0kCQlMpJSmIDMK0oB9yTXPRdcIsAEx6SoSiVQVCL/OwTF5HibGsAAFaa7oYRmIz7xe637tRkgcfiinFHqmpX4HkkuG25INh2ti1p4bgrRZX8z2X6xZD/KJT2UaigJs2rQJ/vRjMnb8OFlx30oVu84HaRd43T54/335YdcPqvMvgf97PgJfyP7y6ssvS1l5mXpock/kyHU33iBHj6SrfOfTYK7Zv2+/ii+//sbrVb7zl198DiKE42Cyma62pXuNg8mXn38uH3/8McgkMjkuId9+sNx5152glhrVoiOjkH7LEN1qDGTlRqxFIfjfZ1aJ/wBv6eNhxTBXPfMsmF8Hy/XX36C43zkwP/7738vV11wri5YslqefekoJF5OfiOkJhEFPmDBR7lm5AtTR/eT/Pf64XLxoMUw74C7YvVut6f8N5iPm/PtggH76f5+SosICiYiKllNIC56GLMFbb79dCT/PXVpWCnai03D7Nsmjjz0q/wstIRQ57dW4joamRhUkddlll6uBgaHaHBSSwFn/64d/I0yFdofmdEJP6/ZeVI85UXymymxYgC/KRJ9JqDl08ABi5L+R7d9/D86x8Sqc9ssvv0DWkrf8+pGHZc8Pu+W/wEQTFBSC4gHjQYKRLo88/DAekHy56ZabMRDskp07dyD0NkzxvnFmSUdoLENzyaaTOngwBH+v/P63v8OsYlDFCUi08c7bb6vEm6uuvkrWrVsnz69ahVkiRqZhMOCxt3+/VZ7FzPDgrx8869kYgkg98uMfPl2tgovImc9AoykYxFj3Xge6nIHsVN5JefT3v1PEE+uB85N/fgJCmKPSTy1bLbv8MjHW1sjBfQfkzrt/pjgRHvyv/1Yaw2O/+63qR2oKD/zqV/LN11/LJZdeqnZlyuvv/vAHGQLKaWYyUmtrgLb3u8f/gEE7VT0nTCN+FMeYM2eOfI9n7PHf/0ENFKmDU5WmaLkGV311KqGn6nu8CB3JKrOIZmMLhPV71sAQxK+3zJPnGuzBhx7CqL9Qqd1Lf3QphHaHCrF9+qn/FW8wj77x1pvND8otN94kr732qiy7bFlzXz3+P4/LzFmzlOr3+Werldr5hz8+LhMnTZIXn39eXnv1Vbnx5lvk2muvUSrgDYjJ34aHYAFyyanWT5g8RW644Xrph5mfS4Vf3v9LyYTKWQFiDlttApYndDtmFJpi8wtAtrEXxTDH9/UyUXWbbtnWrh713dTp0yUOqj6XYoyUDDAEqKUaNbi22gnwH6SD/+And97V3OdUy0lEuW/vfpk5e7balWt/ZjIyyYpLArZZs2c1Z1H2xTJjNLgTqM0xjoKffWEbqMZSjks/d1DxnUboOcMzLnlHNlltYVzBP4Ssy2SkzEaBzrr10pcj9OQpU5qNN2GYrUuKipRBhm6dsSgd5G8VhEPVfNeuNDCUmIyCBkOgWp9bjDbsfK7nLIE7kZFRaj05EQ8J13xsLIRJQgke44orrlD55huRhrtn7x6oodmSm5uDwJvINllQuL6fmBiEopqNkoc0VRr2GKZrwEM1ArwZqmSWhwm+Lf867SYW4fJBtCWF39Z2qlPM/3GZQLZiMvZa9uVPLM5RXAQmYwgsGwOjaHuxbiEhLe0wrClHfno2i/3GentXf+8UQk+jHSvB7jhRDSYck8DTsD2yT5AkYS2Pfu90ozDzYbE0dqK1X99W1VV/jOz2klf8+1//gjbwAqwNXmp5Mf+CC+Q/INwgpXZ7jVVuJ/QLlq2453yzzeIw6LMZgDSqjyn+wKf1CNfeAV3sNw58tTUoO2YWwiIM1BbDqeVWaJHvbKNwB0CYucwiwSkNdtQMSEwZjlmd/c2mBvmzDu9Z/AC9KvQ02NEdtw0x9WTBacDMxxmemvyQ2EDFLe/XBX98dHQMrMD7JR+BG7TaV0MV/x5Zdf4BBozcZwaCzj5Y1tuvW7uOU7889fRTinCD5Bs0HjKZpqMWHewLaq9gxeJ7GhZ9PuNc1jB7cBK+j0ckH9153XSpHV2OQ3+PAxVY5vEMRUfGWfQ/GzaqgJtzvQga+WhA/Q58CP1T+qOaTKJkwghHi/3SZZc5febiud5/Z/Z3qNBTs6YaT8sp3x+BUesAEmhMfniTlZ4++BFwcQ0Hpzwt9bYaZ3DrWZzbqO/MUnLFlVfI3557Tn732G/BQnOlrP1yrexAFtuFF12s1u2m/VuqD6b9z3xn2qbl+a2/o2GvGnxxNBZxSfDG/70BHrQjvBKl/ts6h/W9sB7eNKgw25B8cRpRepjoFc3W18cqYNH3g5svUMIQq08thzM//1pejfXRXOc9Czg++Zcn5H9ghSduyXCpkXDUgHU7MaPblS45i1rNV8tMzd/5nq5Tvud2JDzh7M3tbrr5Znnyib/I7x97TC3JcmD8m3veXDl/3vlqKUd3KicBy7FbH48oWh+Tn3lsenwsmgK/c/XmEKHnGpZkiuXwVWciaeYUZrQyuK7qoMpznczGhzs0wE+mJIVgpuPD3vYjTuLI5P4pysBi6QAaXjiL069LEowIrMn/+cYbeMD+gu38wEazQH71wH+rNR1psOh/pQpoaSzbxLUe13Ns7OikxCQ8mGfWfyxWwN/5gN5w001SBzV11dNPq0EsOSkZD9d8OZaRoa4rISFeUlIGKOu/5RytXznjn5caJtvhnjyBNb4RKj8Hw9zSWpBs1ogBD1wU8tbJv9cH/PrUegKQTuyDB95VG70pT8BNRvpv1rofMGigcpORp5CCddfPfiZBYI+lR4UtClRm//3ggxLfp48S9pX3328aJNB35D6YBUMs+4WN1ve/wojLgfj06QK46RJV6rSFXvrHP/0Jjo3BFAM2G5+V+2Hd5zkstpyLQD9uhIGP52NjKa8HcP6+fVGHDv3hDs0hqbVrDpXKaTzEiLvCv5aNLLZUZfuGBcjk5KBuj7bjus7asNPy7Of+icfnw8BZ41xaOgbDQ6eqpQgEHLBHKVuB9fEYq+CLkZFprXEYABzZOBBtTId/GxoJ29xBYeD/027GrvTBCQzoP6DgKWs1xIMjbwJYn0ip5sjmkLPVYkY3UViabw2C7gsh4cwVZvCTCbBoxyCApb3Zvaug9KTA85q66/gstpkMai0+ECdKEHEI+aqHzm/hAaTBsA6jARQmhzcqXdNTQtWyhSc3IM3xHMc4h9+Ds5ywDwQ9cpCP6kc+7x3VW+yJ63aI0DNm3oBiknxQ+AAZwBoTC9V2KBhk6abid7qZcgvoohyLslzHS+rh0TCq7ELaQTjb0l7QW1iRB0C3c0cASq340hfdi80h6v1J+qRxk0G44xCwyHhavPm59C9ndobvViKaD9nFarB0hYSjc7lnvW/PIuAQoe/ZW9BHdxQCJKtohAG0F1YYjrpFh5zH4m1wyMlsnMQh6j3jnWuRoKIfFhs9YOdXdDPRVWXtcrJz127bjIE0x2EZZ0iqbl1DgB6DlJQUsC/H9Zo3wCFC/9Rf/yo7UAyxFvHpunUNARaRnL9gvkociYaLqTdaOtxs7779DrLXTvbG6ds9J0NwGXF5rl6Udk/SDT9GREXKRGQNLrn0R4pqvRsO2elDOETomdHEqqcN7SRMdPrKu3kHzmLWOffdfPhzPhz92ExEYW54b7VpOD//nK2R7IIsOpw9IxC8Y28otbPdh6OuR6/pzUjffdddsuzyy1G0cvZZCRmO6gx9ns4jQF6D7d9vB13WC7IU6bYXIAeCCTu6tY2AQ2b6tk/vPL9UoT49A216ww/uPCi41pUwNXbj+vXy1ptvycIli2TevHla4O3oQi30ZpAsmV2MJdDN+REgZ8FHKO9NHoTrbrhB5iDGXs/w9vWbFvpmnLS0N0PhxG+YV88KQW8ir2Lntu1yx50/lamgxHKnhJiehl8LfU8jrI/fbQgwToD8dqS7JlPO3SvuldGoBdhdodDddqFOfiAt9JYOwgxCd4+OJbAA4lyvJN0gi+1zz6xCTkK9rLz/PpVVZ0mTda6rde6r0UJv7h+qjc7u43XuR6nnro4uOVJnPwci0tiYOLntx7dJIvLwdesaAlroW+GmBb8VIL38kVRaaWAken7Vc4rZ+BoUu4iDP163riOghd6MXUfEi12HWO/ZVQToktu86Rv5+2uvyQUXXSQ/QhQbWXZ0OzcEtNCfG3567x5CgOy2rFn3IQhIr7zmGh100404a6G3AlOr9lZg9NJbalxlZWXyzltvq4Imt/34DtQmmNlMZ9VLl+VWp9VCb+5Ord73/nPN+nWFyIF45aWXVeGKu++5RxWr0C657u0bLfRWQu8efLPd+4A46mjM08/NzZXnn/ublCPabuV998nQYcOamWsddR2ecB4t9C16WbvtWsDhoA/MeTh29Kg89+wqRWm9YuUKSRkwwEFn97zTaKE397kl9t7zHoHevWO65Pbt3SernnkGM/tQxV1voZ/u3Stz37NroTf3LSPvyTirm+MQMIKBZ8t336F0+CsqYYYloqOiTXUDHXcVnncmLfRWfa6t91Zg9PBbVv1d+8WX8t5778qlKCO9cPFiCQkJ6eGz6sMTAS305udAW+8dJxCs+/fBe+/L+nVroc7fIrPnzFblpBx3BZ59Ji30VkKvZ/qeFQYOrEyLfe2VV2Tfvn3ys7vvlokTJ4GpyLEVe3r2Lp3/6FroW/WRFvxWgHTTR6bFnkIV4Reff15O55+We1eslBEjR/QaI2w33ZZLHkYLvbnbtHrfc89vA8qaZWYeh4X+WfFFdaOVv7xfBsAlpwfYnsO8vSNrobdCRz+EVmB001umxR48cBAC/7Qk9e8vty5fjgqwfbvp6PowXUFAC70ValrorcDohrcmptpt8vJLL8nkKZNVCfHe4uzvhttxm0NooUdXatW++59nxVS7YYP88//elEWXLJbFS5ZIODjpdet9BLTQow8sQq9j77vngSRT7ccffSRrPv1Mrr3+Ojlv3vmaqbZ7oO2Wo2ihbwGjjr1vAUcnP3DwLCVT7Ztvyvat38sdP/2JqsqjmWo7CWQPb66FHgBbZvoextqtD29hqn0ZabHZmZnyCzLVjhmjmWqdsNe10KNTqNYrwdeVLrr0iDYz1T77rKoSRJfcoNRUnRbbJTR7fict9FYYa+u9FRh2vrUw1a6CwMfFxcvy25ZLUnKynXvrzXoDAS30QF2n1Xbt0bMw1b7w3HMyZtw4uf7661Xl2K4dTe/lKAS00ANpy5pez/T2P3ZGMNVu2rRJ/vH632UBKsVeuvRSzVRrP3y9uqUW+lbwa8FvBYiNj2SqXbN6tfzrgw/kqquvBlPthRIcostD24DKKb/SQo9uscz0TtlDTnRRxIlMte++/Y58s+lruR1MtTNmzhCDweBEV6kvpSMEtNCbEeIDrWf5th8X4lNYWAiWm5flyJF0sTDV+vnptNi2UXPOX7TQW/WLFnorMKzeKqbavDyUllolFZVVYKpdqZlqrfBxtbcuLfQMCGFSB7nWWL00ICBA/bUWXs5SpGcKDAy06Tvm7+7YyDJbjfuuRaabr4+PGHD/jI5rjQ8x5HectVv/xmNkgKl2FZhqg4KDZMWKFZKc0v+s7dwRP3e9J5cWepYu3oikjm83fyuhMCRNnT5dJk+eosgVg4KCmqPBSM/00YcfytKlSyU0LOysvrQIvTvF3teBZXbXDz/IF6vXyMGDByU+Pl5mgZZq/IQJwky3IAwAPr6+yp7x9Vf/Uckwo8aMFuJmaSam2r2KmppMtTfceJP0Sehj+Vm/uigCLiv0zOL67W8ekYzjxyHcPsrAtG7tOvXQzrtgAcgWl0py/2Q1s69G4kdtbQ1C79pguzXP9PTXt57pXLRfZefOnfLkE0+oWb6uplYyMo7JurVrJSoqWuYvmA8iykWSmJgo1dCS1qxZI1fDCm8dI0/taeuWLYqploPF5ZdfoZlqXfVhaHXdLiv0u1C+ODo2Rh77/e8w+yTIYdQv34QZiw/w2s8/l08//kQGDkgBU4u/lJWXyVNPP91iFmuFg9t93PT1Jrnuhhtk3vz56r5Z333tl2tBRrkOGXAfyofQfDj7G43VMnXqNOmX2K9ZM+JSaB22ffedd+B/XyoXL1oooaGhboeRp96Qywo90zevRQQYa5X7YL06fPhw9Xfz8lvl+61bofZvlOPHjsnosWPk0mXLJBmhodzOdjPF3rvLLM97HDhwIJY6k5uFdRjw4d/y22+T77dsle/AN19eVipTIPBz5s7BLB6toKkgU+37Hyit4MZbbpY5c+ZoplrbD43LfuuF9ax7WrE60SVUZW+58Ua5d+V9Mm36tE7s6T6b8jEgUy1rwe/evVt+fMcdMgmDhnbJuU8fW+7EZWd6yw1056s7zfSdwYVekHww1b4Aptr8/HxZgcFPM9V2BkHX2lYLPfrLk5UdpsVmwhjK4pE0iK68/361NPDUAdC1xLdrV6uF3oOFnmmxh8BU+yyZamHzuPW22zRTbdfkyKX20kJv7i5Pm9kYkLNj2zZ56UUTU+1V11wjMTExLvXw6ovtGgJa6M24eZKKr5hqN26Ut/7vDVU4cvElmqm2a+LjmntpoUe/UeA9ZaavJFPtxx/L6k8+lWuu00y1rim253bVWujN+Lm70HNgI1PtP9/8J+IYtmim2nOTG5feWws9us/dVXvFVFtQIC+/8KJkZWXJPUia0Uy1Li2353TxWugJH2ZBRii1FZp/Tgj38s50yeXk5KCW3DNSV1cPl9x9kjp4sM1sw16+VH16ByGghd4MtDtl2FmeHabFMuaeTLUxMbHy87tv00y1FnA8+FULvep8M++9Gz0ITIvdtWuXvLDqOZV/cD2Sb2KRp6CbRkALPZ4Bd0qp5SNtrDbKN99sQhz960ijXSBLly3VTLVa1psR0EJvhsJdrPdkqv0cxBn/+tcHcsVVV8mFmqm2+WHXb0wIaKEHDu5gvec9kCGITLWbvv6P3Hb7jzVTrZZymwhoobcSeled7SnwZKp97ZVXQCZyRDPV2nzU9ZcWBLTQm5FwVYGnDz43N1cx1ZZXVCqm2iFDh7ZDGGLpev3qqQhooTf3vCuq+IqpFuxAq555VlWYWbFipfQfoJlqPVWY7b1vLfRAigLvajM9XXL79+1TAj9k6BC58aabNVOtvU+9h2/n0ULf0NgkDQjFM9Y3SiMehJr6Jvw1ijdC83y8vfDqnE8H6b3IA/jKSy/LzNmz5IorrwTLbZRzXqy+KqdDwCOFnoJdWWWUgso6KTB6SW5+uZTX+8qOPKMYMyokwq9RYkN9JTrEIIF+PmoAcHTPtaV9kKl2Pai+337rLcVUSyprzVTr6N5x7fN5lNBzZq+GwO88USXfbN4sxacLJG7AYAkwBEvqpHliFH85kJEjeen7xA/fDR85SqYOjpc+oagOAyopR8bmlxSXqIoyrNpjaWQA/tf77ysqazLVzp07VzPVWsDRr3Yj4DFsuHXQ47OKa2X7iQqproNPuyhf/v3XB6QgJ0tiEgdIZFw/qSgrlMITmUhMMcplK/4oycPHYpb3lf5RfjIqPlAig/wcovLTIk/327QZM2So2RJPptp/vP66/LBrt9x+x+0yecoUzVRr92OuN7RGwCNmegr8npNG2X+yQuobTQv18OhYSUodIQXZxyTrQJr6swAzZuZ8iUKCireXtzTCyJdRWCtlxkaZkhQksSH+PS742dnZ8vmaz1GVp1Zx1tWiQs0Lz/9NTp08KStQPHL4iOHNhSks16xfNQL2IuBt74auul09VPr9p6rxV9ks8FimS3Swnyy6YC6KZcS2uDUWwrzs4vNlfGo/CQnwgYCbygIUVtbLtuxK4SsO2WONbrj333lXjh/PkK1bt8lJVIvlrF9jrJGVv/yljBo9Sgt8j6HvGQd265mewnm8qEYJfX2DqUMNvl4yPD5IBsf6S0PiTPns3QTJyswUqtRsffv2hWCNlHFD45SAczmQX16vrPwFlQ2y+2SVTOgbJBGBvj2yxj+w/4Bs3LhBiouK5TvYHT4DrdWc88+TUaNGSZiN4pumu9L/awTsR8CtZ/rTsM7vwOxcbZZ4Cvz0lFAZ2ccgQZjuafVmFdfw8DOVbGfMnCWxsabZPzrYV+YMCpO+4SjvbEYqG3aBIwU1UllrHkXsx7rDLanOv/P2W5Kdla22bWiolxdffFHe+Ps/5BAqz5aWlgo1Ad00AueCgNsKfUVtvWyC+40C741/vrjTsf2CpV+YH96fccDPmDkTQm7KM/dF6ebpM2eoUs4WUAOx42Ss5ftgOeDlZdIGDuYbJbO4Tmrp5O/GthX15eh/Z6acpTWC+YbVZn913/2qguzJ3DwhG45uGoGuIuCWQk/D3TfHKqTSyFkRIo91+eBYgwyKChBfnzMCT9DGj5+Aiq2JqrpL6uAhMmjQQDEYDC3wDDP4ylio9JGBfuDUalLGvbTcSjlVZlL7W2zcxQ9VlVXy3rvvSc6JE81HYOno8IgIGTxkqCxaslguWnixxKM+fNuFOJt31W80Am0i4HZreq7jd+dVq8AbBNfiX5PEw+I+NiFI/KHet27+Af4yBe6vffv2yqxZsyTGrNq33q4PNIQhsYHwAlRJZU2j1GNg2ZlTIQF+IRKrtIDWe9j/mYE469Z+KXv27FY8dkHBwRIaEgLGm7GyaNEiYX14HXFnP556y/YRcDuhZ5TdkdNVUgvXHNWY4ABfmTkwRAJsCLwFmhmzZsradWvhF5/WrnANizNISXW9HC00Sh007OLqBjkGd16wvzf+2iqDbTlL26/0wX/26WdSjWi7wUOGyPnz58niJUskNTVV++Lbhk3/0kUE3EroucbeklmpYum5jveD1E9LCRGuy9tLqBk+fIRccsklMmDAwA7dYRNhF6iAES+3tBZqvpccPm2U+FBvSY4IRCBP13rh22++kYTEfrIE18BYej2rdw1HvZd9CLhNRB5NajtOVMrB/Gqo3lh6Q60fFhco4xODxb/VOt4WNExiYS12e9bLJ8vrZGtWhRRXmQxqEYE+MnNAiMRQzbd18A6+o+GO4bY0JOqmEehpBLo4N/X0ZXX++OXGBkTO1cCibrKwhxn8ZHRCoF0Cz7PReGePwHPbPqF+khgegGPzk0Dlx8wPo14tsvS60oKxhtcC3xXk9D5dQcAthJ7Gu22Y5atRzIFqPdXsqf2DsY7vudsbm2BASK7Jmk/gD8DAV1RVx7oZumkEnBoBt9AnC5kiW8E1tknIGUwTBZWbOfEdNXLLcb3PaDfOtozMKy4uVnH3oWGhbc7AvhhZUqMNUgoNowLWfCNmefru6d6jYc/exhrx9fhj80IIMK+FvvkGXEdgIOwEPl03ENp7DXo7z0LA5YWe6bLbVdQdp1gvpc5PSAy0a5ZndNt9oJjygbA9+NBDMih1kLCq6z13/0LCEK33y//6lQwYOLDNJ2JAdIBkw6BXVWtURr30gmpJCvdDDn7HSTlMk60Ep90J+OWPpaeLsbZGDFjXc21Pa34trm3J4sVgw0lo8/z6B41AVxBweaHPRFhsMYNwYElnoyAG25n7Tv94bY1RqqqqVUYb9+cMWwujXkFNDXzmphmY37fVhiDoh2p9STV89zAnHDhdLSEGHwnHX1utDOG0LyG8dsf27TJmzDgE4ITLt4iz37N7N3bxQvx/gty8fLkEBgW1dQj9vUagywi4tNAz8m53Hnzy5nD0QD8vGaOCcOxXr1sjR/W+Ldaa1tvyM416cbDaV2K2r2vwkhOY+QdF10sIrHy2XHg8/rNPPyNrVq+Wvz79lEyaPFkd9s6f3SW/+PndSvB//fBDKpdeq/a2ENffnSsCXZeOcz1zN+y/92Q11tNmiUd47MgEGO/scM+1d+r8U6fEiNm/M41eggiE6NJNSI1jLwaiEhUCfPZRaEPYuWO7REZGghknuMUG5503FzaFBnM4bk6L3/QHjUB3IeCyQl9d1yhHke3G2Z4tHAa0QZH+Z8XWtwdUc8COlcl9//79Ul5WpnbjrMx1P2f+9loozt0XYbr+Zm9BUVW9nCpvsJmQw2y5cqznfXzJwtPS0Dhx0iQ1GBw4cADVakzX0N559W8aga4g4JJCTxFkIA5ddF7IeWVCzaTEEJux9e2BQms9VegapLQ2YIalsNdiLY+DKit+YUGBZGRkSHV1dXuHUb+N6hMoUaDTEmTiMeZ/H1x4DNltPVzEx8crq3x+/inYEqpaDCi+CA4iiUd0dLQw2UY3jUBPIOCSQl8BN1leaZ3UmWfg2FB/JL3Y56JrDWI0aLFYA47ZbS+9+JIS9gEDBgmt65s2bZJqRMvZs7b2wwI+OdJPgv1MZhLm2+eBfKN1wA5j61NTB2OAKVUlqEphqbdoFN99+61Kq7102TLp269f60vVnzUC3YKAz6No3XIkBx2EgTjfZVZIISzmTJulRj1nYJiEBrQfX9/W5aXDXRYUFAzCyV0ybNgwpLAukekzpsvJk3niBxV8OvLtuf62p8Vgpj8JQS+v4bV5SQnU/HhQadOoZ63JDxs+TI6iMs2az1ZDSxGJ69NHue7eeuOfiv9u2WXLJDomxp5T6m00Ap1GwOVi70+V18pXR8sVoy3vNhnr+Bn9Q8TA7JpONs6wd9/1M7nltuUyCevp5jV+J49jvfkxhAKn5VRC8E3hwEPh0huDXPzWATuWghXfbv6WJXYkDmr/1KlTJBWagDXttfWx9XuNQHcg4FIuO5JcbsuuUtz1nEmZSDO+n32BOLbAakScfnFxkWQcy5CRI0dixj93v/hAxAnQbUcXHrPwjiL1NjGCATsBala3XAdj/eeAt55/umkEHIlA56dHR16d1bloECNNVak5EIfusdQYA9bQLVVnq106fOuL9Xe/xCS1vjbaYazr8IDmDYYj7z4cxJls9dAm9qByTjHj8s2/6xeNQG8i4DLqfRmE/cvDZVKOV1rsQwzesmhYBAgunXPc+h6hwenItWeOPweo8fAuDMVgcK5xBL35sOhzuwcCzikxrbClWv8tyDEqEYhDgWek22QIUU9m0bW6hE5/HIfIQObXW1x4pNk6DSMfDZG6aQR6EwGnF3oKycH8GpVF1wRrPWdN5rL3gVX8HIPvehR3r6Z6SQ71wvLDBHEdsvB+yKvU6bc9iro+uD0IOL3Qs6LMfghLrXmKDPb3lUnJQU49yxP4tB1pkr59owQ2VCm3Ir87XVEvGUW18DyYLPv8TjeNgKMRcGqhN0I4Nh8vlyrMkorzDlP7JLjngnqQHKO7OuDdd96RJ/78Z4mtL4CvniG3Jr3+wCmj5JQhh94cPtxd59PH0QjYi4DTuuwUdz0EngY8uufINz8QpBV9Q3ykoQ4uMYTL0u3FEFmmwAYaAlVpZ4uvnQUhyC5bg+0Y3kp3HDnw2Czhr9yGsfUkq+B75tWzYGUNUmt5nGDQUDMslsepM2/HnHeSXbDxvDyWJQU3wD9AXYN1BB9pt0f2CULOfYOi1aLCsiO7AmSdrJzjmCq46mL1fxoBMwJOKfQ03P2ATLWTZSbGWV4ro93GIciFSS1fb94iGzZskOnTpsuG9evlGKLbZoFF9prrrpM48NYzJ56JLawDl7ZzpyQmJ8viS5bIpImTIMjB8gFqvFeWV0hObo6qY3f5lVdKZsZxCUV5qzLE36dt34GBwleuuvZaiQgPly9QQfZYRobMmz9PLrroYnDjx6jBZOeOHfLpx58gnPYwBgcvGT16LK7hWhk4aGCLB4zJOAMwYLGQphFlssmyswOc+f4+INME5ZYdBD8tjqc/aATOBQGnE3pVGhrr3sNktTWXlQ4C/dRssM0azGr99m3b5KN//1s++fAjMNsMgqpcLy/87XnE0IP15t571CBw109/ijBaf0mFAO7du1dWf/qJPPSbR2Qp4tq/Wr9B0tLShIUuGIJLUotvQEN9ENltEZERILHoJ5mHDqpSUr5IyOmXlChNCOT50x//yOA5WbZsqSK9+MsTT0AH8Zak5CQpRgz9+++9I0VFhbLy/vvP6hPm+ZNWi5z55O4kk+5eDALjoQlEIEvPOkz3rJ31FxqBbkTAqYSeApWHMNs0ZNAZIRlcx5NxdmpKmCobbS0YDKG9Z+UKueqaq5XqfsmixfIVZv8f/+QOeeJPf0ISS5O89e7bkoAqtGzXXX2NPPvM03LevPPVZ+at/+aRR2XBhReojLZNX29SqvyfIMhTpk6Vv61aJX9//XW5/Ior5dbblqv4+5tvuEE2Y3CYg4ozx48fl+SkZPn5Pb9QlFosPnnvL+5RA0xpaYk6R+v/JiZCzYedIre0RkXrZYH1h3H5w+O9TPfXegf9WSPQAwg4jdBzrVuMBJVvUXSSGWreZn/8qL4oOol1fGuSS665L7jwwubQ2QjUfGNqLAeD3Nxc0FCNaRHDzpJV+/fvA+mkyXJugA0gLj6uRQprXFycOh6PzaKWjIGfe955zVVsvb19pA5cdvUg1r/51ltlETjstm/bLv/64AM5fOiwHDl8CPuHtFlgknEFLHNdi/3z4ZUg4cbBk+Dbx/dDoqF1BCC6sAc6WR9SI2CNgFMIPY12RVB3/3O0FDMhItjMAs918DCE2rYuOskbsBjsLDdj/ZmkF0EwzlkMbtyGLDU01Fka89WtDW78nkLubSf7LG0JT/31rxhoypH/HiODBqfK6fz8NgXect4olL8enRACPoBysOs0CIegPblVWKI0olZeALIFffUa3wKWfu0RBHpV6Dm714BNkjH15I03YpamSs+le18E4EyCOmyr6GRHSISFRyjjGqmsw2GIY1w91/A+PmfWztaDREfHs/X7+6gwS83imef+JhMmTlD59z+/8y4k7xyztXmL75KQgFPXgHReVL4trYHgA4d9cOUVVtTJOFTkiQryFT+4J/Ws3wI2/aGbEDgz9XXTATs6DJ5vFY/OAJUcEGF8frBEduPhr8WUZ1nDD4wOlJkpwc2Gu46O2fr3hQsXShGy51575VVJP5Iu//j732Xrd9/KxEmTzypD3Xpfez8boEnQblBQWCB5WE688vLLONcRxarLJUZHjdl4ExBKHI3EHEWbBe3kJIJ31h+B9yDHxLpjxIBIim/dNALdiYBDZnrO5lxK8/Hl+/SCWskuMSLnnD54jjuwgcMPH4RouxHxBqi5UOnb8WOxMEUC+OCt1fMYkE7Qv87vbr/jx8p3/hks9uvXrlUGumEoUvnIY49KFKioSEdFnjo/K0qqyKgorNXrmn359Ov3AbmFNW0Vz+ELem36+y+FBb8YAv9beAToyyfRxrBhwyW/IL/5M6mxrPdv3XH9wQVA8o+dEHLyBDBgh9VwD8CqTyt/TJAPMgkDEcOPkGPgwZnfAMbf1tx6rY+rP2sE2kPAIVl2G9LLJA8+9wa44OqbYKRTgm66LMbSU5WlSssKs+FY01pb6W1dPGdS/lnXf2NwDZv1QMDAG/rwY+G7p6HPotJzW4qQFwXJfDIa+BqbzhyTdgGegwJt2ab1ORpgkMvMylSFMSIg9Dy3ZR++8hj8zrK/rXvhdw0Q9t0Q9GMQ9CqoPGZbY/PmFHJv7yYJwPWePzjMlMjT/Kt+oxHoHAIOEfqP9hXBMt9S5eXMTl45Mt6MiA+UQVGo2urMGTSdw7VLW5NFdw9ovTnrMyWXQUqWIh7qgMBs4dAIFdbbpRPonTQCQMAh6j1VdfrbOePhrRJ2qrWDobqSVaY9Vd6TeonaztyBocp1eRQ+/Dz482n7oOxblvYdaUGehJe+164h4JCZ/nCBEetVkVBE1kUEeYMvTrul7O2uWthASmDhL0XZLMYvDI5B2S6OoLppBLqIgEOEvovXpnfTCGgEegABh6j35JVnmKpuXUeABkVmAzKAqCPDYNfPovf0BAQcIvSvvfKK7EBGWj0q0ujWNQTogbjkR5fI1OnTJQQpv7ppBLqKgEOEnq61gACG0zqv0Jci0475+f6cSbuKZg/ux5iCSuTuW9yGPXgqfWg3R0Cv6c0d/MhDD8sFF1+EghNTmwN03Lzv9e15KAIOD8N1VpyZmVcB20NHFWqd9fr1dWkE7EVAC70VUtpAZgWGfuu2CGihN3ctBV7P8m77nOsbs0JAC70VGHyrBb8VIPqj2yGghd7cpUq1R4KMbhoBd0dAC72lh7V6b0FCv7o5AlromztYz/LNUOg3bo2AFnpz95ooKty6r/XNaQQUAlrozQ+CyV2nLfhaLtwfAS30Vn2sLfdWYOi3bouAFnpz1yo/vWLxc9u+1jemEVAIaKHXD4JGwMMQ0EJv7nDTml4H53jY8++Rt6uF3krotdPOI2XA425aC72V0CMG1+MeAH3DnoeAQ0g0XAXWzljvq0BoQW57UlhZc+27yr3q6/RcBFxe6Mm9RwEkowwrz1AIydRjWaNbupbbsNqMdYEMy2+m187N8l+s+VzI/XfxooXCare6aQRcBQGXFvpqFKb8dvNmWfPZasnNy5Uhg4fI3Hnny7Chw1C4MkxYb46EkpyRP0DByRmzZ0n//v1tCr4aJFA62t7ZfjyKVtbX1QlLbOmmEXAlBFxa6NesXi0vvvCChIeGoWBlsRxLT5cP3n8fgp0iS360ROYtWKBqzBUVFsr6devk/AXzbQo8O0z56e1Y03NQMKJmHl9jQFZJdlrdNAKuhIBLC/36tevk0cd+i2q0ExXmaTt3ymrM+t98/R956YUX5fVXX0cRyngpAenl5VdcLpERkW32jRJ6O4Jz6mrr5KuNG+X5vz0vDzz4gEydNq3NY+ofNALOiIBLC/3kKZNlxMgRzUSWU0Bqyb9CzOxfbfxK0kC7zRl5Pmb4aTNmCCvRttda2wFsbesf4C/BwSEyftw4VRjTnn1sHUd/pxHoLQRcWuhvWb7cJm4sRc2ZnX+dafau53el7ZQBgwYKK9XqphFwNQQ81k9/loCDRIN895bvLa+tO5TeggP7D0hycrI24rUGR392CQQ8VuiNsPyzwEVNTY0SdFrh6dKjpb+iokIKTp9Wv7XuxSOHj2A7P7WPLjzRGh392RUQcGn1/lwArqiolH+8/roMHjpExo4dJ8suvxxr9WA5fOiQbNywEe+DZNlll0mfhIQWpyE/vre3j7Lga6FvAY3+4CIIeKzQx8bFqpn8kYcfhk7vBfdbjFRihi8qKlJd9+cnn5TIqKizunEWfP1jx45R63lqBrppBFwNAY9V79lRFODY2DhE1pVJxrFjkp+fL/X19ZI6eLCkpg6y6YNnxF9cfLxaCrhaZ+vr1QgQAY8W+omTJ0sC1Hcfn5YwzJo9W6LgAdBNI+COCLR82t3xDtu5J67hJ8HXHxER0bwVK9dOmTpFomyo9s0b6TcaARdGwKOFnv02a9ZsFWRj6cNRo8dIYmJic8CP5Xv9qhFwFwQ8XuhHjxktyYjV9/MzZebNnDVTYmJi3aV/9X1oBM5CwOOFnqm202ZMF0bxhYSEyqRJkyQ8IvwsoPQXGgF3QcDjhZ4dOXPmTGWRnwzDXnxCH02K4S5Pt74Pmwh4rJ/eGo2BgwbJkKFDVZBOTEyM9U/6vUbA7RDQQo8uZabcxQsXyrBhwyU0NNTtOlnfkEbAGgEvJJZ0jifKem83ek8YdJqsG3WovpU2EdBrejM0WuDbfEb0D26GgBZ6N+tQfTsagY4Q0ELfEUL6d42AmyGghd7NOlTfjkagIwS00HeEkP5dI+BmCGihd7MO1bejEegIAY/105Mmy1KailRZrI5DqqwS8OezSAbz5rVFv6PHR//uigh47Ey/d+9e+cuf/iT33v0LOXL4sOq7SlBo/fqBB4VFNCorK12xP/U1awQ6RMBjhX7ixImy9LLLMbMXSXFRiZrlmV8/bvw4VQqLDDq6aQTcEQGPFXp2ZlJykvijLFURBL8OdekYlUcqLBJl6nBcd3zc9T0RAY9d0/PmLWv5stIyIZ/9iVPZqvYdmXR0+WkipJs7IuDRMz2NdUFBwYoYsxgGPK7zmXQTFX2GBZfFKqnq6xQFd3z8PfOePFro2eURIMygxX7Dhg0yatQoRYVt/Shs3bJFsrKylOBbf6/fawRcFQGPF/qwsHA5eOCAJCUlSd9+/VqUsuYMz+/jQJNNhh3dNALugIBHCz0r1LDG/NLLlgmt+VT3rVt2VrYqS11SWqJ99tbA6PcujYCOy4KAAAAA/klEQVTHTV9cmzMIh6+5ObkyZtxYGQ213poG29Kjxhqs5zEwNGF73TQC7oKAxwl9SUmJ5J7IUdb5vJN5MmbsWJvlq9jBP6SlSUrKABBlnuHFd5eO1/fhuQh4nHr/xZo18tvHHoPhbr2MHjNGseC21f0sZhkeHn6W2t/W9vp7jYArIOBxM/3SZZfJReDDY/BNe8Y5rvep8nMpwD/dNALugoDmyHOXntT3oRGwEwGPU+/txEVvphFwWwS00Ltt1+ob0wjYRkALvW1c9LcaAbdFQAu923atvjGNgG0EtNDbxkV/qxFwWwS00Ltt1+ob0wjYRkALvW1c9LcaAbdF4P8DdnWeddV7eHYAAAAASUVORK5CYII=",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 8,
     "metadata": {
      "image/png": {
       "width": 300
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Image('images/fig16_2.png', width=300)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "with pm.Model() as model:\n",
    "    mu = pm.Normal(\"mu\", y.mean(), sigma=y.std())\n",
    "    sigma = pm.Uniform(\"sigma\", y.std() / 1000, y.std() * 1000)\n",
    "\n",
    "    # PyMC's Normal likelihood can take either precision or standard deviation as an argument.\n",
    "    likelihood = pm.Normal(\"likelihood\", mu, sigma=sigma, observed=y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"UTF-8\" standalone=\"no\"?>\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n<!-- Generated by graphviz version 5.0.0 (20220707.2338)\n -->\n<!-- Pages: 1 -->\n<svg width=\"232pt\" height=\"233pt\"\n viewBox=\"0.00 0.00 232.24 232.91\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n<g id=\"graph0\" class=\"graph\" transform=\"scale(1 1) rotate(0) translate(4 228.91)\">\n<polygon fill=\"white\" stroke=\"transparent\" points=\"-4,4 -4,-228.91 228.24,-228.91 228.24,4 -4,4\"/>\n<g id=\"clust1\" class=\"cluster\">\n<title>cluster63</title>\n<path fill=\"none\" stroke=\"black\" d=\"M52.5,-8C52.5,-8 166.5,-8 166.5,-8 172.5,-8 178.5,-14 178.5,-20 178.5,-20 178.5,-109.95 178.5,-109.95 178.5,-115.95 172.5,-121.95 166.5,-121.95 166.5,-121.95 52.5,-121.95 52.5,-121.95 46.5,-121.95 40.5,-115.95 40.5,-109.95 40.5,-109.95 40.5,-20 40.5,-20 40.5,-14 46.5,-8 52.5,-8\"/>\n<text text-anchor=\"middle\" x=\"161\" y=\"-15.8\" font-family=\"Times,serif\" font-size=\"14.00\">63</text>\n</g>\n<!-- mu -->\n<g id=\"node1\" class=\"node\">\n<title>mu</title>\n<ellipse fill=\"none\" stroke=\"black\" cx=\"49.5\" cy=\"-187.43\" rx=\"49.49\" ry=\"37.45\"/>\n<text text-anchor=\"middle\" x=\"49.5\" y=\"-198.73\" font-family=\"Times,serif\" font-size=\"14.00\">mu</text>\n<text text-anchor=\"middle\" x=\"49.5\" y=\"-183.73\" font-family=\"Times,serif\" font-size=\"14.00\">~</text>\n<text text-anchor=\"middle\" x=\"49.5\" y=\"-168.73\" font-family=\"Times,serif\" font-size=\"14.00\">Normal</text>\n</g>\n<!-- likelihood -->\n<g id=\"node3\" class=\"node\">\n<title>likelihood</title>\n<ellipse fill=\"lightgrey\" stroke=\"black\" cx=\"109.5\" cy=\"-76.48\" rx=\"60.62\" ry=\"37.45\"/>\n<text text-anchor=\"middle\" x=\"109.5\" y=\"-87.78\" font-family=\"Times,serif\" font-size=\"14.00\">likelihood</text>\n<text text-anchor=\"middle\" x=\"109.5\" y=\"-72.78\" font-family=\"Times,serif\" font-size=\"14.00\">~</text>\n<text text-anchor=\"middle\" x=\"109.5\" y=\"-57.78\" font-family=\"Times,serif\" font-size=\"14.00\">Normal</text>\n</g>\n<!-- mu&#45;&gt;likelihood -->\n<g id=\"edge1\" class=\"edge\">\n<title>mu&#45;&gt;likelihood</title>\n<path fill=\"none\" stroke=\"black\" d=\"M68.15,-152.55C73.63,-142.6 79.71,-131.57 85.47,-121.1\"/>\n<polygon fill=\"black\" stroke=\"black\" points=\"88.68,-122.53 90.44,-112.08 82.55,-119.15 88.68,-122.53\"/>\n</g>\n<!-- sigma -->\n<g id=\"node2\" class=\"node\">\n<title>sigma</title>\n<ellipse fill=\"none\" stroke=\"black\" cx=\"170.5\" cy=\"-187.43\" rx=\"53.98\" ry=\"37.45\"/>\n<text text-anchor=\"middle\" x=\"170.5\" y=\"-198.73\" font-family=\"Times,serif\" font-size=\"14.00\">sigma</text>\n<text text-anchor=\"middle\" x=\"170.5\" y=\"-183.73\" font-family=\"Times,serif\" font-size=\"14.00\">~</text>\n<text text-anchor=\"middle\" x=\"170.5\" y=\"-168.73\" font-family=\"Times,serif\" font-size=\"14.00\">Uniform</text>\n</g>\n<!-- sigma&#45;&gt;likelihood -->\n<g id=\"edge2\" class=\"edge\">\n<title>sigma&#45;&gt;likelihood</title>\n<path fill=\"none\" stroke=\"black\" d=\"M151.36,-152.26C145.85,-142.41 139.76,-131.53 133.97,-121.19\"/>\n<polygon fill=\"black\" stroke=\"black\" points=\"136.92,-119.3 128.98,-112.28 130.81,-122.72 136.92,-119.3\"/>\n</g>\n</g>\n</svg>\n",
      "text/plain": [
       "<graphviz.graphs.Digraph at 0x7f8fcaa97e20>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pm.model_to_graphviz(model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Auto-assigning NUTS sampler...\n",
      "Initializing NUTS using jitter+adapt_diag...\n",
      "Initializing NUTS using jitter+adapt_diag...\n",
      "Multiprocess sampling (4 chains in 4 jobs)\n",
      "NUTS: [mu, sigma]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Sampling 4 chains for 1_000 tune and 5_000 draw iterations (4_000 + 20_000 draws total) took 2 seconds.\n"
     ]
    }
   ],
   "source": [
    "with model:\n",
    "    idata = pm.sample(5000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x288 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "az.plot_trace(idata);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Figure 16.3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x432 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, [(ax1, ax2), (ax3, ax4)] = plt.subplots(2, 2, figsize=(10, 6))\n",
    "\n",
    "font_d = {\"size\": 16}\n",
    "\n",
    "# Upper left\n",
    "pm.plot_posterior(\n",
    "    idata.posterior[\"mu\"], point_estimate=\"mode\", ref_val=100, ax=ax1, color=color\n",
    ")\n",
    "ax1.set_xlabel(\"$\\mu$\", fontdict=font_d)\n",
    "ax1.set_title(\"Mean\", fontdict=font_d)\n",
    "\n",
    "# Upper right\n",
    "tr_len = idata.posterior.sizes[\"draw\"]\n",
    "# Plot only 20 posterior prediction curves.\n",
    "n_curves = 20\n",
    "# Create an index of length 20 with which we step through the trace.\n",
    "stepIdxVec = np.arange(0, tr_len, tr_len // n_curves)\n",
    "x_range = np.arange(y.min(), y.max())\n",
    "x = np.tile(x_range.reshape(-1, 1), (1, n_curves))\n",
    "# x = np.linspace(y.min(), y.max(), n_curves)\n",
    "\n",
    "ax2.hist(y, bins=25, density=True, color=\"steelblue\")\n",
    "ax2.plot(\n",
    "    x,\n",
    "    norm.pdf(\n",
    "        x,\n",
    "        idata.posterior[\"mu\"].sel(chain=0, draw=stepIdxVec),\n",
    "        idata.posterior[\"sigma\"].sel(chain=0, draw=stepIdxVec),\n",
    "    ),\n",
    "    c=color,\n",
    ")\n",
    "ax2.set_xlabel(\"y\", fontdict=font_d)\n",
    "ax2.set_title(\"Data w. Post. Pred.\\nN=63\")\n",
    "[ax2.spines[spine].set_visible(False) for spine in [\"left\", \"right\", \"top\"]]\n",
    "ax2.yaxis.set_visible(False)\n",
    "\n",
    "# Lower left\n",
    "pm.plot_posterior(\n",
    "    idata.posterior[\"sigma\"], point_estimate=\"mode\", ref_val=15, ax=ax3, color=color\n",
    ")\n",
    "ax3.set_xlabel(\"$\\sigma$\", fontdict=font_d)\n",
    "ax3.set_title(\"Std. Dev.\", fontdict=font_d)\n",
    "\n",
    "# Lower right\n",
    "pm.plot_posterior(\n",
    "    (idata.posterior[\"mu\"] - 100) / idata.posterior[\"sigma\"],\n",
    "    point_estimate=\"mode\",\n",
    "    ref_val=0,\n",
    "    ax=ax4,\n",
    "    color=color,\n",
    ")\n",
    "ax4.set_title(\"Effect Size\", fontdict=font_d)\n",
    "ax4.set_xlabel(\"$(\\mu - 100)/\\sigma$\", fontdict=font_d)\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "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>mean</th>\n",
       "      <th>sd</th>\n",
       "      <th>hdi_3%</th>\n",
       "      <th>hdi_97%</th>\n",
       "      <th>mcse_mean</th>\n",
       "      <th>mcse_sd</th>\n",
       "      <th>ess_bulk</th>\n",
       "      <th>ess_tail</th>\n",
       "      <th>r_hat</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>mu</th>\n",
       "      <td>107.851</td>\n",
       "      <td>3.288</td>\n",
       "      <td>101.713</td>\n",
       "      <td>114.086</td>\n",
       "      <td>0.025</td>\n",
       "      <td>0.017</td>\n",
       "      <td>18022.0</td>\n",
       "      <td>13482.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>sigma</th>\n",
       "      <td>26.015</td>\n",
       "      <td>2.401</td>\n",
       "      <td>21.637</td>\n",
       "      <td>30.531</td>\n",
       "      <td>0.019</td>\n",
       "      <td>0.013</td>\n",
       "      <td>16746.0</td>\n",
       "      <td>13980.0</td>\n",
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       "          mean     sd   hdi_3%  hdi_97%  mcse_mean  mcse_sd  ess_bulk  \\\n",
       "mu     107.851  3.288  101.713  114.086      0.025    0.017   18022.0   \n",
       "sigma   26.015  2.401   21.637   30.531      0.019    0.013   16746.0   \n",
       "\n",
       "       ess_tail  r_hat  \n",
       "mu      13482.0    1.0  \n",
       "sigma   13980.0    1.0  "
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    "Mean of *mu* is 108ish, mean of *sigma* is 26ish.  What is the mean effect size (e.g., (mean-100)/sigma)?  About 0.3 or so?  Did you forget that *mu* and *sigma* are simply 2 dimensions of a multivariate posterior?  To determine our posterior for the effect size, we need to calculate the effect size for each *mu*-*sigma* **pair** that we have in our trace (our logbook).  Then we can take the mean of these effect sizes."
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    "Fortunately (for you), your initial guess wasn't that far off because *mu* and *sigma* are distributed more or less independently.  But next time you may not be so lucky!"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;mu&#x27; ()&gt;\n",
       "array(0.99045)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'mu'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-f8a8455a-0b79-4ad8-9f20-3f76ff1c071c' class='xr-array-in' type='checkbox' checked><label for='section-f8a8455a-0b79-4ad8-9f20-3f76ff1c071c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.9905</span></div><div class='xr-array-data'><pre>array(0.99045)</pre></div></div></li><li class='xr-section-item'><input id='section-e9b51858-0f6c-4431-80c3-a6f620bf7261' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e9b51858-0f6c-4431-80c3-a6f620bf7261' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-fc25c17c-45d5-493c-a5ae-672f378d0b96' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fc25c17c-45d5-493c-a5ae-672f378d0b96' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'mu' ()>\n",
       "array(0.99045)"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# test mu parameter against 100 (definitionally 'average' within the population)\n",
    "(idata.posterior[\"mu\"] > 100).mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;sigma&#x27; ()&gt;\n",
       "array(1.)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'sigma'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-6fe4c502-b849-4a9e-9fce-850c4765dcf0' class='xr-array-in' type='checkbox' checked><label for='section-6fe4c502-b849-4a9e-9fce-850c4765dcf0' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>1.0</span></div><div class='xr-array-data'><pre>array(1.)</pre></div></div></li><li class='xr-section-item'><input id='section-f36e6df8-0404-43a4-8b6b-e0c55e6d76f0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f36e6df8-0404-43a4-8b6b-e0c55e6d76f0' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-7a5aefe4-cbb4-49a0-bbe1-7b410044038b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7a5aefe4-cbb4-49a0-bbe1-7b410044038b' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
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       "<xarray.DataArray 'sigma' ()>\n",
       "array(1.)"
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     "execution_count": 17,
     "metadata": {},
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   ],
   "source": [
    "# test mu parameter against 15 (definitionally the SD of the population)\n",
    "(idata.posterior[\"sigma\"] > 15).mean()"
   ]
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  {
   "cell_type": "code",
   "execution_count": 18,
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       "array(0.99045)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-cf3b4b50-3afc-4c3f-b3cc-97a4058fccf7' class='xr-array-in' type='checkbox' checked><label for='section-cf3b4b50-3afc-4c3f-b3cc-97a4058fccf7' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.9905</span></div><div class='xr-array-data'><pre>array(0.99045)</pre></div></div></li><li class='xr-section-item'><input id='section-030e834b-4061-4214-b67d-f52a1e483056' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-030e834b-4061-4214-b67d-f52a1e483056' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-6dffad35-35c4-4d9f-8cc5-2a7aef1e21eb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6dffad35-35c4-4d9f-8cc5-2a7aef1e21eb' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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     "execution_count": 18,
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   ],
   "source": [
    "# test the standardized effect size against zero\n",
    "# i.e., what is the probability that the mean is > 0 SDs above 100?\n",
    "(((idata.posterior['mu']-100)/idata.posterior['sigma']) > 0).mean()"
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   "execution_count": 19,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray ()&gt;\n",
       "array(0.94305)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-4b7fc23e-edec-432a-9a53-fd76c79ebb5b' class='xr-array-in' type='checkbox' checked><label for='section-4b7fc23e-edec-432a-9a53-fd76c79ebb5b' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.9431</span></div><div class='xr-array-data'><pre>array(0.94305)</pre></div></div></li><li class='xr-section-item'><input id='section-8741add3-3e82-49b3-91ca-5e4a11172ce0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8741add3-3e82-49b3-91ca-5e4a11172ce0' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-4257634e-2361-4a67-aa3a-a9df60915f84' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4257634e-2361-4a67-aa3a-a9df60915f84' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
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       "<xarray.DataArray ()>\n",
       "array(0.94305)"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# test effect size against 0.1 (e.g., top of Kruschke's ROPE)\n",
    "# i.e., what is the probability that the mean is > 0.1 SDs above 100?\n",
    "(((idata.posterior['mu']-100)/idata.posterior['sigma'])>0.1).mean()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 16.2 - Outliers and robust estimation: the t distribution"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "with pm.Model() as model2:\n",
    "    mu = pm.Normal(\"mu\", y.mean(), sigma=y.std())\n",
    "    sigma = pm.Uniform(\"sigma\", y.std() / 1000, y.std() * 1000)\n",
    "    nu_minus1 = pm.Exponential(\"nu_minus1\", 1 / 29)\n",
    "    nu = pm.Deterministic(\"nu\", nu_minus1 + 1)\n",
    "\n",
    "    likelihood = pm.StudentT(\"likelihood\", nu, mu, sigma=sigma, observed=y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
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points=\"199.62,-124.15 196.12,-114.15 192.62,-124.15 199.62,-124.15\"/>\n</g>\n<!-- nu&#45;&gt;likelihood -->\n<g id=\"edge3\" class=\"edge\">\n<title>nu&#45;&gt;likelihood</title>\n<path fill=\"none\" stroke=\"black\" d=\"M101.2,-160.89C116.96,-147.03 136.73,-129.66 154.14,-114.36\"/>\n<polygon fill=\"black\" stroke=\"black\" points=\"156.75,-116.73 161.96,-107.5 152.13,-111.47 156.75,-116.73\"/>\n</g>\n<!-- sigma -->\n<g id=\"node4\" class=\"node\">\n<title>sigma</title>\n<ellipse fill=\"none\" stroke=\"black\" cx=\"317.12\" cy=\"-187.43\" rx=\"53.98\" ry=\"37.45\"/>\n<text text-anchor=\"middle\" x=\"317.12\" y=\"-198.73\" font-family=\"Times,serif\" font-size=\"14.00\">sigma</text>\n<text text-anchor=\"middle\" x=\"317.12\" y=\"-183.73\" font-family=\"Times,serif\" font-size=\"14.00\">~</text>\n<text text-anchor=\"middle\" x=\"317.12\" y=\"-168.73\" font-family=\"Times,serif\" font-size=\"14.00\">Uniform</text>\n</g>\n<!-- sigma&#45;&gt;likelihood -->\n<g id=\"edge4\" class=\"edge\">\n<title>sigma&#45;&gt;likelihood</title>\n<path fill=\"none\" stroke=\"black\" d=\"M284.7,-157.23C270.27,-144.24 253.11,-128.79 237.75,-114.96\"/>\n<polygon fill=\"black\" stroke=\"black\" points=\"239.68,-111.99 229.91,-107.9 235,-117.19 239.68,-111.99\"/>\n</g>\n</g>\n</svg>\n",
      "text/plain": [
       "<graphviz.graphs.Digraph at 0x7f8fc67c5540>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pm.model_to_graphviz(model2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Auto-assigning NUTS sampler...\n",
      "Initializing NUTS using jitter+adapt_diag...\n",
      "Initializing NUTS using jitter+adapt_diag...\n",
      "Multiprocess sampling (4 chains in 4 jobs)\n",
      "NUTS: [mu, sigma, nu_minus1]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Sampling 4 chains for 1_000 tune and 5_000 draw iterations (4_000 + 20_000 draws total) took 4 seconds.\n"
     ]
    }
   ],
   "source": [
    "with model2:\n",
    "    idata2 = pm.sample(5000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x576 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "az.plot_trace(idata2)\n",
    "plt.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Figure 16.9"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 720x576 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, [(ax1, ax2), (ax3, ax4), (ax5, ax6)] = plt.subplots(3, 2, figsize=(10, 8))\n",
    "\n",
    "# Upper left\n",
    "pm.plot_posterior(\n",
    "    idata2.posterior[\"mu\"], point_estimate=\"mode\", ref_val=100, ax=ax1, color=color\n",
    ")\n",
    "ax1.set_xlabel(\"$\\mu$\", fontdict=font_d)\n",
    "ax1.set_title(\"Mean\", fontdict=font_d)\n",
    "\n",
    "# Upper right\n",
    "tr_len = idata2.posterior.sizes[\"draw\"]\n",
    "n_curves = 20\n",
    "stepIdxVec = np.arange(0, tr_len, tr_len // n_curves)\n",
    "x_range = np.arange(y.min(), y.max())\n",
    "x = np.tile(x_range.reshape(-1, 1), (1, 20))\n",
    "\n",
    "ax2.hist(y, bins=25, density=True, color=\"steelblue\")\n",
    "ax2.plot(\n",
    "    x,\n",
    "    norm.pdf(\n",
    "        x,\n",
    "        idata2.posterior[\"mu\"].sel(chain=0, draw=stepIdxVec),\n",
    "        idata2.posterior[\"sigma\"].sel(chain=0, draw=stepIdxVec),\n",
    "    ),\n",
    "    c=\"#87ceeb\",\n",
    ")\n",
    "ax2.set_xlabel(\"y\", fontdict=font_d)\n",
    "ax2.set_title(\"Data w. Post. Pred.\")\n",
    "[ax2.spines[spine].set_visible(False) for spine in [\"left\", \"right\", \"top\"]]\n",
    "ax2.yaxis.set_visible(False)\n",
    "\n",
    "# Middle left\n",
    "pm.plot_posterior(\n",
    "    idata2.posterior[\"sigma\"], point_estimate=\"mode\", ref_val=15, ax=ax3, color=color\n",
    ")\n",
    "ax3.set_xlabel(\"$\\sigma$\", fontdict=font_d)\n",
    "ax3.set_title(\"Scale\", fontdict=font_d)\n",
    "\n",
    "# Middle right\n",
    "pm.plot_posterior(\n",
    "    (idata2.posterior[\"mu\"] - 100) / idata2.posterior[\"sigma\"],\n",
    "    point_estimate=\"mode\",\n",
    "    ref_val=0,\n",
    "    ax=ax4,\n",
    "    color=color,\n",
    ")\n",
    "ax4.set_title(\"Effect Size\", fontdict=font_d)\n",
    "ax4.set_xlabel(\"$(\\mu - 100)/\\sigma$\", fontdict=font_d)\n",
    "\n",
    "# Lower left\n",
    "pm.plot_posterior(\n",
    "    np.log10(idata2.posterior[\"nu\"]), point_estimate=\"mode\", ax=ax5, color=color\n",
    ")\n",
    "ax5.set_title(\"Normality\", fontdict=font_d)\n",
    "ax5.set_xlabel(r\"log10($\\nu$)\", fontdict=font_d)\n",
    "\n",
    "plt.tight_layout()\n",
    "ax6.set_visible(False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that *sigma* does **not** control the standard deviation of the *t*-distribution.  This means that comparing *sigma* against a value of 15 **is not meaningful**.  More importantly, this means that (*mu* - 100)/*sigma* is **not** a conventional standardized effect size."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "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>mean</th>\n",
       "      <th>sd</th>\n",
       "      <th>hdi_3%</th>\n",
       "      <th>hdi_97%</th>\n",
       "      <th>mcse_mean</th>\n",
       "      <th>mcse_sd</th>\n",
       "      <th>ess_bulk</th>\n",
       "      <th>ess_tail</th>\n",
       "      <th>r_hat</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>mu</th>\n",
       "      <td>107.175</td>\n",
       "      <td>2.841</td>\n",
       "      <td>101.677</td>\n",
       "      <td>112.391</td>\n",
       "      <td>0.027</td>\n",
       "      <td>0.019</td>\n",
       "      <td>11349.0</td>\n",
       "      <td>11429.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>sigma</th>\n",
       "      <td>19.890</td>\n",
       "      <td>3.467</td>\n",
       "      <td>13.600</td>\n",
       "      <td>26.493</td>\n",
       "      <td>0.035</td>\n",
       "      <td>0.025</td>\n",
       "      <td>9411.0</td>\n",
       "      <td>9254.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>nu_minus1</th>\n",
       "      <td>8.857</td>\n",
       "      <td>13.173</td>\n",
       "      <td>0.075</td>\n",
       "      <td>27.319</td>\n",
       "      <td>0.133</td>\n",
       "      <td>0.094</td>\n",
       "      <td>9485.0</td>\n",
       "      <td>10887.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>nu</th>\n",
       "      <td>9.857</td>\n",
       "      <td>13.173</td>\n",
       "      <td>1.075</td>\n",
       "      <td>28.319</td>\n",
       "      <td>0.133</td>\n",
       "      <td>0.094</td>\n",
       "      <td>9485.0</td>\n",
       "      <td>10887.0</td>\n",
       "      <td>1.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
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      ],
      "text/plain": [
       "              mean      sd   hdi_3%  hdi_97%  mcse_mean  mcse_sd  ess_bulk  \\\n",
       "mu         107.175   2.841  101.677  112.391      0.027    0.019   11349.0   \n",
       "sigma       19.890   3.467   13.600   26.493      0.035    0.025    9411.0   \n",
       "nu_minus1    8.857  13.173    0.075   27.319      0.133    0.094    9485.0   \n",
       "nu           9.857  13.173    1.075   28.319      0.133    0.094    9485.0   \n",
       "\n",
       "           ess_tail  r_hat  \n",
       "mu          11429.0    1.0  \n",
       "sigma        9254.0    1.0  \n",
       "nu_minus1   10887.0    1.0  \n",
       "nu          10887.0    1.0  "
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "az.summary(idata2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;mu&#x27; ()&gt;\n",
       "array(0.99355)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'mu'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-67932d77-881f-44a6-a462-fc5680fcf55c' class='xr-array-in' type='checkbox' checked><label for='section-67932d77-881f-44a6-a462-fc5680fcf55c' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.9936</span></div><div class='xr-array-data'><pre>array(0.99355)</pre></div></div></li><li class='xr-section-item'><input id='section-ba268a52-abef-4222-a630-aeec867d4807' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ba268a52-abef-4222-a630-aeec867d4807' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-4edac897-9621-4f32-a917-20ef8cc0b355' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4edac897-9621-4f32-a917-20ef8cc0b355' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
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       "<xarray.DataArray 'mu' ()>\n",
       "array(0.99355)"
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     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "# test mu parameter against 100 (definitionally 'average' within the population)\n",
    "(idata2.posterior[\"mu\"] > 100).mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
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",
      "text/plain": [
       "<Figure size 504x504 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# lower alpha to see where the vast majority of samples are\n",
    "alpha = 0.5\n",
    "#alpha = 0.005\n",
    "az.plot_pair(\n",
    "    idata2,\n",
    "    var_names=[\"mu\", \"sigma\", \"nu\"],\n",
    "    scatter_kwargs={\"alpha\": alpha},\n",
    "    figsize=(7, 7),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 16.2 - Two Groups"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Model (Kruschke, 2015)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 28,
     "metadata": {
      "image/png": {
       "width": 400
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Image('images/fig16_11.png', width=400)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "# compute indicies for study groups\n",
    "grp_idx, grp_codes = pd.factorize(df[\"Group\"])\n",
    "n_grps = df[\"Group\"].nunique()\n",
    "\n",
    "with pm.Model(coords = {\"group\":[\"Smart Drug\",\"Placebo\"]}) as model3:\n",
    "    mu = pm.Normal(\"mu\", df[\"Score\"].mean(), sigma=df[\"Score\"].std(), dims=\"group\")\n",
    "    sigma = pm.Uniform(\n",
    "        \"sigma\", df[\"Score\"].std() / 1000, df[\"Score\"].std() * 1000, dims=\"group\"\n",
    "    )\n",
    "    nu_minus1 = pm.Exponential(\"nu_minus1\", 1 / 29)\n",
    "    nu = pm.Deterministic(\"nu\", nu_minus1 + 1)\n",
    "\n",
    "    likelihood = pm.StudentT(\n",
    "        \"likelihood\", nu, mu[grp_idx], sigma=sigma[grp_idx], observed=df[\"Score\"]\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
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font-size=\"14.00\">Deterministic</text>\n</g>\n<!-- nu_minus1&#45;&gt;nu -->\n<g id=\"edge1\" class=\"edge\">\n<title>nu_minus1&#45;&gt;nu</title>\n<path fill=\"none\" stroke=\"black\" d=\"M315,-271.8C315,-260.06 315,-247.08 315,-235.38\"/>\n<polygon fill=\"black\" stroke=\"black\" points=\"318.5,-235.08 315,-225.08 311.5,-235.08 318.5,-235.08\"/>\n</g>\n<!-- nu&#45;&gt;likelihood -->\n<g id=\"edge3\" class=\"edge\">\n<title>nu&#45;&gt;likelihood</title>\n<path fill=\"none\" stroke=\"black\" d=\"M292.3,-171.81C280.58,-158.93 265.87,-143.27 252,-129.95 246.4,-124.58 240.36,-119.07 234.33,-113.73\"/>\n<polygon fill=\"black\" stroke=\"black\" points=\"236.57,-111.04 226.74,-107.08 231.96,-116.3 236.57,-111.04\"/>\n</g>\n</g>\n</svg>\n",
      "text/plain": [
       "<graphviz.graphs.Digraph at 0x7f8fc6674460>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pm.model_to_graphviz(model3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Auto-assigning NUTS sampler...\n",
      "Initializing NUTS using jitter+adapt_diag...\n",
      "Initializing NUTS using jitter+adapt_diag...\n",
      "Multiprocess sampling (4 chains in 4 jobs)\n",
      "NUTS: [mu, sigma, nu_minus1]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Sampling 4 chains for 1_000 tune and 5_000 draw iterations (4_000 + 20_000 draws total) took 4 seconds.\n"
     ]
    }
   ],
   "source": [
    "with model3:\n",
    "    idata3 = pm.sample(5000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x576 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "az.plot_trace(idata3)\n",
    "plt.tight_layout();"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Figure 16.12"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x864 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "tr3_mu0 = idata3.posterior[\"mu\"].sel(group=\"Placebo\")\n",
    "tr3_mu1 = idata3.posterior[\"mu\"].sel(group=\"Smart Drug\")\n",
    "tr3_sigma0 = idata3.posterior[\"sigma\"].sel(group=\"Placebo\")\n",
    "tr3_sigma1 = idata3.posterior[\"sigma\"].sel(group=\"Smart Drug\")\n",
    "tr3_nu = np.log10(idata3.posterior[\"nu\"])\n",
    "\n",
    "fig, axes = plt.subplots(5, 2, figsize=(12, 12))\n",
    "\n",
    "# Left column figs\n",
    "l_trace_vars = (tr3_mu0, tr3_mu1, tr3_sigma0, tr3_sigma1, tr3_nu)\n",
    "l_axes_idx = np.arange(5)\n",
    "l_xlabels = (\"$\\mu_0$\", \"$\\mu_1$\", \"$\\sigma_0$\", \"$\\sigma_1$\", r\"log10($\\nu$)\")\n",
    "l_titles = (\n",
    "    \"Placebo Mean\",\n",
    "    \"Smart Drug Mean\",\n",
    "    \"Placebo Scale\",\n",
    "    \"Smart Drug Scale\",\n",
    "    \"Normality\",\n",
    ")\n",
    "\n",
    "for var, ax_i, xlabel, title in zip(l_trace_vars, l_axes_idx, l_xlabels, l_titles):\n",
    "    pm.plot_posterior(var, point_estimate=\"mode\", ax=axes[ax_i, 0], color=color)\n",
    "    axes[ax_i, 0].set_xlabel(xlabel, font_d)\n",
    "    axes[ax_i, 0].set_title(title, font_d)\n",
    "\n",
    "# Right column figs\n",
    "tr_len = idata3.posterior.sizes[\"draw\"]\n",
    "n_curves = 20\n",
    "stepIdxVec = np.arange(0, tr_len, tr_len // n_curves)\n",
    "x_range = np.arange(df[\"Score\"].min(), df[\"Score\"].max())\n",
    "x = np.tile(x_range.reshape(-1, 1), (1, n_curves))\n",
    "\n",
    "# 1\n",
    "axes[0, 1].hist(\n",
    "    df[df[\"Group\"] == \"Placebo\"][\"Score\"], bins=25, density=True, color=\"steelblue\"\n",
    ")\n",
    "axes[0, 1].plot(\n",
    "    x,\n",
    "    t.pdf(\n",
    "        x,\n",
    "        loc=tr3_mu0.sel(chain=0, draw=stepIdxVec),\n",
    "        scale=tr3_sigma0.sel(chain=0, draw=stepIdxVec),\n",
    "        df=tr3_nu.sel(chain=0, draw=stepIdxVec),\n",
    "    ),\n",
    "    c=\"#87ceeb\",\n",
    ")\n",
    "axes[0, 1].set_xlabel(\"y\", font_d)\n",
    "[axes[0, 1].spines[spine].set_visible(False) for spine in [\"left\", \"right\", \"top\"]]\n",
    "axes[0, 1].yaxis.set_visible(False)\n",
    "axes[0, 1].set_title(\"Data for Placebo w. Post. Pred.\", font_d)\n",
    "\n",
    "# 2\n",
    "axes[1, 1].hist(\n",
    "    df[df[\"Group\"] == \"Smart Drug\"][\"Score\"], bins=25, density=True, color=\"steelblue\"\n",
    ")\n",
    "axes[1, 1].plot(\n",
    "    x,\n",
    "    t.pdf(\n",
    "        x,\n",
    "        loc=tr3_mu1.sel(chain=0, draw=stepIdxVec),\n",
    "        scale=tr3_sigma1.sel(chain=0, draw=stepIdxVec),\n",
    "        df=tr3_nu.sel(chain=0, draw=stepIdxVec),\n",
    "    ),\n",
    "    c=\"#87ceeb\",\n",
    ")\n",
    "axes[1, 1].set_xlabel(\"y\", font_d)\n",
    "[axes[1, 1].spines[spine].set_visible(False) for spine in [\"left\", \"right\", \"top\"]]\n",
    "axes[1, 1].yaxis.set_visible(False)\n",
    "axes[1, 1].set_title(\"Data for Smart Drug w. Post. Pred.\", font_d)\n",
    "\n",
    "# 3-5\n",
    "r_vars = (\n",
    "    tr3_mu1 - tr3_mu0,\n",
    "    tr3_sigma1 - tr3_sigma0,\n",
    "    (tr3_mu1 - tr3_mu0) / np.sqrt((tr3_sigma0**2 + tr3_sigma1**2) / 2),\n",
    ")\n",
    "r_axes_idx = np.arange(start=2, stop=5)\n",
    "r_xlabels = (\n",
    "    \"$\\mu_1 - \\mu_0$\",\n",
    "    \"$\\sigma_1 - \\sigma_0$\",\n",
    "    r\"$\\frac{(\\mu_1-\\mu_0)}{\\sqrt{(\\sigma_0^2+\\sigma_1^2)/2}}$\",\n",
    ")\n",
    "r_titles = (\"Difference of Means\", \"Difference of Scales\", \"Effect Size\")\n",
    "\n",
    "for var, ax_i, xlabel, title in zip(r_vars, r_axes_idx, r_xlabels, r_titles):\n",
    "    pm.plot_posterior(\n",
    "        var, point_estimate=\"mode\", ref_val=0, ax=axes[ax_i, 1], color=color\n",
    "    )\n",
    "    axes[ax_i, 1].set_xlabel(xlabel, font_d)\n",
    "    axes[ax_i, 1].set_title(title, font_d)\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Again, the lower right panel is **not** our belief about conventional measures of standardized effect size.  We are using a *t*-distribution, which means that *sigma* is **not** the SD."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;mu&#x27; ()&gt;\n",
       "array(107.09970567)\n",
       "Coordinates:\n",
       "    group    &lt;U10 &#x27;Smart Drug&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'mu'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-d4d5d280-c855-4305-90b3-3b2d6e3e224b' class='xr-array-in' type='checkbox' checked><label for='section-d4d5d280-c855-4305-90b3-3b2d6e3e224b' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>107.1</span></div><div class='xr-array-data'><pre>array(107.09970567)</pre></div></div></li><li class='xr-section-item'><input id='section-00d6c7f1-bca3-4916-bde5-49184fc3eabd' class='xr-section-summary-in' type='checkbox'  checked><label for='section-00d6c7f1-bca3-4916-bde5-49184fc3eabd' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>group</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;Smart Drug&#x27;</div><input id='attrs-460cfa42-aad6-4cd1-88f0-11cd3601ecb7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-460cfa42-aad6-4cd1-88f0-11cd3601ecb7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c62c553-be44-4718-b90a-ac15b7084fd9' class='xr-var-data-in' type='checkbox'><label for='data-3c62c553-be44-4718-b90a-ac15b7084fd9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Smart Drug&#x27;, dtype=&#x27;&lt;U10&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-51f62abd-10be-4c59-b9a5-48b749407f3b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-51f62abd-10be-4c59-b9a5-48b749407f3b' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'mu' ()>\n",
       "array(107.09970567)\n",
       "Coordinates:\n",
       "    group    <U10 'Smart Drug'"
      ]
     },
     "execution_count": 34,
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    }
   ],
   "source": [
    "# mean of the \"Smart Drug\" group's location parameter\n",
    "idata3.posterior[\"mu\"].mean(dim=[\"draw\", \"chain\"]).sel(group=\"Smart Drug\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;mu&#x27; ()&gt;\n",
       "array(99.27939086)\n",
       "Coordinates:\n",
       "    group    &lt;U10 &#x27;Placebo&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'mu'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-79505a94-30ba-450f-b13a-f4e771fdfdaf' class='xr-array-in' type='checkbox' checked><label for='section-79505a94-30ba-450f-b13a-f4e771fdfdaf' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>99.28</span></div><div class='xr-array-data'><pre>array(99.27939086)</pre></div></div></li><li class='xr-section-item'><input id='section-689c405e-f28f-4939-a672-97615a5440f5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-689c405e-f28f-4939-a672-97615a5440f5' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>group</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;Placebo&#x27;</div><input id='attrs-6140f543-c1f6-4d25-bb64-8b1dbbd04746' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6140f543-c1f6-4d25-bb64-8b1dbbd04746' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40984204-8e9a-4e15-8925-97591e02780b' class='xr-var-data-in' type='checkbox'><label for='data-40984204-8e9a-4e15-8925-97591e02780b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Placebo&#x27;, dtype=&#x27;&lt;U10&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a8500d08-8b08-4b97-8c4f-9d5ddeb2741e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a8500d08-8b08-4b97-8c4f-9d5ddeb2741e' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'mu' ()>\n",
       "array(99.27939086)\n",
       "Coordinates:\n",
       "    group    <U10 'Placebo'"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# mean of the \"Placebo\" group's location parameter\n",
    "idata3.posterior[\"mu\"].mean(dim=[\"draw\", \"chain\"]).sel(group=\"Placebo\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;mu&#x27; ()&gt;\n",
       "array(7.82031481)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'mu'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-7803f158-e5d9-4d7e-94a2-6b5fceb37384' class='xr-array-in' type='checkbox' checked><label for='section-7803f158-e5d9-4d7e-94a2-6b5fceb37384' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>7.82</span></div><div class='xr-array-data'><pre>array(7.82031481)</pre></div></div></li><li class='xr-section-item'><input id='section-260a25fd-95e6-45a4-b8c8-81376635a0d8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-260a25fd-95e6-45a4-b8c8-81376635a0d8' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-b1406068-0c05-4179-8f9c-757ba41f9957' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b1406068-0c05-4179-8f9c-757ba41f9957' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'mu' ()>\n",
       "array(7.82031481)"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# belief about the difference in location parameters (i.e., the unstandardized effect size)\n",
    "(\n",
    "    idata3.posterior[\"mu\"].sel(group=\"Smart Drug\")\n",
    "    - idata3.posterior[\"mu\"].sel(group=\"Placebo\")\n",
    ").mean()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;mu&#x27; ()&gt;\n",
       "array(0.99255)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'mu'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-1216957a-54cc-4a90-b966-9b0de70d3c37' class='xr-array-in' type='checkbox' checked><label for='section-1216957a-54cc-4a90-b966-9b0de70d3c37' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.9926</span></div><div class='xr-array-data'><pre>array(0.99255)</pre></div></div></li><li class='xr-section-item'><input id='section-df68d280-2933-488d-94aa-57bf7a8c84db' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-df68d280-2933-488d-94aa-57bf7a8c84db' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-eade0b56-1818-447c-8eba-1484a5fbf2bc' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-eade0b56-1818-447c-8eba-1484a5fbf2bc' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'mu' ()>\n",
       "array(0.99255)"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# probability smart drug group location > placebo group location\n",
    "(\n",
    "    idata3.posterior[\"mu\"].sel(group=\"Smart Drug\")\n",
    "    > idata3.posterior[\"mu\"].sel(group=\"Placebo\")\n",
    ").mean()"
   ]
  }
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