Ordenando o describe( ) - Dicas Pandas #3.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## É possível ordernar o resultado do método describe( )? - Dica de Pandas #3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "link para documentação: https://pandas.pydata.org/pandas-docs/stable/user_guide/options.html"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from IPython.display import YouTubeVideo, Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/jpeg": 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\n",
      "text/html": [
       "\n",
       "        <iframe\n",
       "            width=\"550\"\n",
       "            height=\"310\"\n",
       "            src=\"https://www.youtube.com/embed/eUc77KqyThc\"\n",
       "            frameborder=\"0\"\n",
       "            allowfullscreen\n",
       "        ></iframe>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.lib.display.YouTubeVideo at 0x103098ad0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(YouTubeVideo('eUc77KqyThc', width=550, height=310))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(Image(filename='../imgs/comentarioDP3.png'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Link para o conjunto de dados: http://www.dados.gov.br/dataset/precos-de-medicamentos-governo"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "FILE_PATH = '../dados/TA_PRECO_MEDICAMENTO_GOV.csv'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "meds = pd.read_csv(FILE_PATH, encoding=\"ISO-8859-1\", sep=';',low_memory=False)"
   ]
  },
  {
   "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>PRINCÍPIO ATIVO</th>\n",
       "      <th>CNPJ</th>\n",
       "      <th>LABORATÓRIO</th>\n",
       "      <th>CÓDIGO GGREM</th>\n",
       "      <th>REGISTRO</th>\n",
       "      <th>EAN 1</th>\n",
       "      <th>EAN 2</th>\n",
       "      <th>EAN 3</th>\n",
       "      <th>PRODUTO</th>\n",
       "      <th>APRESENTAÇÃO</th>\n",
       "      <th>...</th>\n",
       "      <th>TARJA</th>\n",
       "      <th>Unnamed: 41</th>\n",
       "      <th>Unnamed: 42</th>\n",
       "      <th>Unnamed: 43</th>\n",
       "      <th>Unnamed: 44</th>\n",
       "      <th>Unnamed: 45</th>\n",
       "      <th>Unnamed: 46</th>\n",
       "      <th>Unnamed: 47</th>\n",
       "      <th>Unnamed: 48</th>\n",
       "      <th>Unnamed: 49</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>ABATACEPTE</td>\n",
       "      <td>56.998.982/0001-07</td>\n",
       "      <td>BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA</td>\n",
       "      <td>505107701157215</td>\n",
       "      <td>1018003900019</td>\n",
       "      <td>7.896017e+12</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ORENCIA</td>\n",
       "      <td>250 MG PO LIOF INJ CT FA + SER DESC</td>\n",
       "      <td>...</td>\n",
       "      <td>Venda Livre</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>ABATACEPTE</td>\n",
       "      <td>56.998.982/0001-07</td>\n",
       "      <td>BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA</td>\n",
       "      <td>505113030019605</td>\n",
       "      <td>1018003900027</td>\n",
       "      <td>7.896017e+12</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ORENCIA</td>\n",
       "      <td>125 MG/ML SOL INJ CT 1 SER PREENCHIDA</td>\n",
       "      <td>...</td>\n",
       "      <td>Venda Livre</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>ABATACEPTE</td>\n",
       "      <td>56.998.982/0001-07</td>\n",
       "      <td>BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA</td>\n",
       "      <td>505113030019705</td>\n",
       "      <td>1018003900035</td>\n",
       "      <td>7.896017e+12</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ORENCIA</td>\n",
       "      <td>125 MG/ML SOL INJ CT 4 SER PREENCHIDA</td>\n",
       "      <td>...</td>\n",
       "      <td>Venda Livre</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>ABATACEPTE</td>\n",
       "      <td>56.998.982/0001-07</td>\n",
       "      <td>BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA</td>\n",
       "      <td>505113030019805</td>\n",
       "      <td>1018003900043</td>\n",
       "      <td>7.896017e+12</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ORENCIA</td>\n",
       "      <td>125 MG/ML SOL INJ CT 1 SER PREENCHIDA + DISPOS...</td>\n",
       "      <td>...</td>\n",
       "      <td>Venda Livre</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>ABATACEPTE</td>\n",
       "      <td>56.998.982/0001-07</td>\n",
       "      <td>BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA</td>\n",
       "      <td>505113030019905</td>\n",
       "      <td>1018003900051</td>\n",
       "      <td>7.896017e+12</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ORENCIA</td>\n",
       "      <td>125 MG/ML SOL INJ CT 4 SER PREENCHIDA + DISPOS...</td>\n",
       "      <td>...</td>\n",
       "      <td>Venda Livre</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 50 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "  PRINCÍPIO ATIVO                CNPJ                             LABORATÓRIO  \\\n",
       "0      ABATACEPTE  56.998.982/0001-07  BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA   \n",
       "1      ABATACEPTE  56.998.982/0001-07  BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA   \n",
       "2      ABATACEPTE  56.998.982/0001-07  BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA   \n",
       "3      ABATACEPTE  56.998.982/0001-07  BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA   \n",
       "4      ABATACEPTE  56.998.982/0001-07  BRISTOL-MYERS SQUIBB FARMACÊUTICA LTDA   \n",
       "\n",
       "      CÓDIGO GGREM       REGISTRO         EAN 1  EAN 2  EAN 3  PRODUTO  \\\n",
       "0  505107701157215  1018003900019  7.896017e+12    NaN    NaN  ORENCIA   \n",
       "1  505113030019605  1018003900027  7.896017e+12    NaN    NaN  ORENCIA   \n",
       "2  505113030019705  1018003900035  7.896017e+12    NaN    NaN  ORENCIA   \n",
       "3  505113030019805  1018003900043  7.896017e+12    NaN    NaN  ORENCIA   \n",
       "4  505113030019905  1018003900051  7.896017e+12    NaN    NaN  ORENCIA   \n",
       "\n",
       "                                        APRESENTAÇÃO  ...        TARJA  \\\n",
       "0                250 MG PO LIOF INJ CT FA + SER DESC  ...  Venda Livre   \n",
       "1              125 MG/ML SOL INJ CT 1 SER PREENCHIDA  ...  Venda Livre   \n",
       "2              125 MG/ML SOL INJ CT 4 SER PREENCHIDA  ...  Venda Livre   \n",
       "3  125 MG/ML SOL INJ CT 1 SER PREENCHIDA + DISPOS...  ...  Venda Livre   \n",
       "4  125 MG/ML SOL INJ CT 4 SER PREENCHIDA + DISPOS...  ...  Venda Livre   \n",
       "\n",
       "  Unnamed: 41 Unnamed: 42 Unnamed: 43 Unnamed: 44 Unnamed: 45 Unnamed: 46  \\\n",
       "0         NaN         NaN         NaN         NaN         NaN         NaN   \n",
       "1         NaN         NaN         NaN         NaN         NaN         NaN   \n",
       "2         NaN         NaN         NaN         NaN         NaN         NaN   \n",
       "3         NaN         NaN         NaN         NaN         NaN         NaN   \n",
       "4         NaN         NaN         NaN         NaN         NaN         NaN   \n",
       "\n",
       "  Unnamed: 47 Unnamed: 48 Unnamed: 49  \n",
       "0         NaN         NaN         NaN  \n",
       "1         NaN         NaN         NaN  \n",
       "2         NaN         NaN         NaN  \n",
       "3         NaN         NaN         NaN  \n",
       "4         NaN         NaN         NaN  \n",
       "\n",
       "[5 rows x 50 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "meds.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>EAN 2</th>\n",
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       "      <th>count</th>\n",
       "      <td>1.620000e+02</td>\n",
       "      <td>2.567900e+04</td>\n",
       "      <td>2.568100e+04</td>\n",
       "      <td>0.0</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>1.423914e+12</td>\n",
       "      <td>1.941173e+12</td>\n",
       "      <td>1.432806e+13</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>3.619589e+11</td>\n",
       "      <td>7.890511e+07</td>\n",
       "      <td>5.001001e+14</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>7.894917e+12</td>\n",
       "      <td>7.896005e+12</td>\n",
       "      <td>5.080023e+14</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>7.896006e+12</td>\n",
       "      <td>7.896523e+12</td>\n",
       "      <td>5.219121e+14</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>7.896714e+12</td>\n",
       "      <td>7.898147e+12</td>\n",
       "      <td>5.313140e+14</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>8.054083e+12</td>\n",
       "      <td>7.898850e+13</td>\n",
       "      <td>5.767191e+14</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "              EAN 2         EAN 1  CÓDIGO GGREM  EAN 3  Unnamed: 41  \\\n",
       "count  1.620000e+02  2.567900e+04  2.568100e+04    0.0          0.0   \n",
       "mean   7.589322e+12  7.912145e+12  5.209199e+14    NaN          NaN   \n",
       "std    1.423914e+12  1.941173e+12  1.432806e+13    NaN          NaN   \n",
       "min    3.619589e+11  7.890511e+07  5.001001e+14    NaN          NaN   \n",
       "25%    7.894917e+12  7.896005e+12  5.080023e+14    NaN          NaN   \n",
       "50%    7.896006e+12  7.896523e+12  5.219121e+14    NaN          NaN   \n",
       "75%    7.896714e+12  7.898147e+12  5.313140e+14    NaN          NaN   \n",
       "max    8.054083e+12  7.898850e+13  5.767191e+14    NaN          NaN   \n",
       "\n",
       "       Unnamed: 42  Unnamed: 43  Unnamed: 44  Unnamed: 45  Unnamed: 46  \\\n",
       "count          0.0          0.0          0.0          0.0          0.0   \n",
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       "std            NaN          NaN          NaN          NaN          NaN   \n",
       "min            NaN          NaN          NaN          NaN          NaN   \n",
       "25%            NaN          NaN          NaN          NaN          NaN   \n",
       "50%            NaN          NaN          NaN          NaN          NaN   \n",
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       "\n",
       "       Unnamed: 47  Unnamed: 48  Unnamed: 49  \n",
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       "50%            NaN          NaN          NaN  \n",
       "75%            NaN          NaN          NaN  \n",
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     "execution_count": 8,
     "metadata": {},
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   ],
   "source": [
    "meds.describe().sort_values(by='mean', axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <th>Unnamed: 49</th>\n",
       "      <td>0.0</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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      "text/plain": [
       "                count          mean           std           min           25%  \\\n",
       "EAN 2           162.0  7.589322e+12  1.423914e+12  3.619589e+11  7.894917e+12   \n",
       "EAN 1         25679.0  7.912145e+12  1.941173e+12  7.890511e+07  7.896005e+12   \n",
       "CÓDIGO GGREM  25681.0  5.209199e+14  1.432806e+13  5.001001e+14  5.080023e+14   \n",
       "EAN 3             0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 41       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 42       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 43       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 44       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 45       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 46       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 47       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 48       0.0           NaN           NaN           NaN           NaN   \n",
       "Unnamed: 49       0.0           NaN           NaN           NaN           NaN   \n",
       "\n",
       "                       50%           75%           max  \n",
       "EAN 2         7.896006e+12  7.896714e+12  8.054083e+12  \n",
       "EAN 1         7.896523e+12  7.898147e+12  7.898850e+13  \n",
       "CÓDIGO GGREM  5.219121e+14  5.313140e+14  5.767191e+14  \n",
       "EAN 3                  NaN           NaN           NaN  \n",
       "Unnamed: 41            NaN           NaN           NaN  \n",
       "Unnamed: 42            NaN           NaN           NaN  \n",
       "Unnamed: 43            NaN           NaN           NaN  \n",
       "Unnamed: 44            NaN           NaN           NaN  \n",
       "Unnamed: 45            NaN           NaN           NaN  \n",
       "Unnamed: 46            NaN           NaN           NaN  \n",
       "Unnamed: 47            NaN           NaN           NaN  \n",
       "Unnamed: 48            NaN           NaN           NaN  \n",
       "Unnamed: 49            NaN           NaN           NaN  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "meds.describe().T.sort_values(by='mean')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
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  {
   "cell_type": "code",
   "execution_count": null,
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   "outputs": [],
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