1.0-analisis-tweets.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 113,
   "metadata": {},
   "outputs": [],
   "source": [
    "collection = \"tweets_fernandezfernandez\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {
    "colab": {
     "autoexec": {
      "startup": false,
      "wait_interval": 0
     }
    },
    "colab_type": "code",
    "id": "xILzsBEsKl-R"
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "%matplotlib inline\n",
    "\n",
    "pd.set_option('display.max_colwidth', -1)\n",
    "pd.set_option('display.max_rows', 999)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [],
   "source": [
    "tweets = pd.read_csv('./csvs/%s_tweets.csv' % collection, encoding='utf8')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 116,
   "metadata": {
    "colab": {
     "autoexec": {
      "startup": false,
      "wait_interval": 0
     }
    },
    "colab_type": "code",
    "id": "DQtQl17lpt0T"
   },
   "outputs": [],
   "source": [
    "tweets['created_at'] = pd.to_datetime(tweets['created_at'],\n",
    "                                      format=\"%a %b %d %H:%M:%S +0000 %Y\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Total de tuits"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "102703"
      ]
     },
     "execution_count": 117,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(tweets)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Algunos ejemplos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>id</th>\n",
       "      <th>created_at</th>\n",
       "      <th>text</th>\n",
       "      <th>favorited</th>\n",
       "      <th>retweeted</th>\n",
       "      <th>user_name</th>\n",
       "      <th>user_id</th>\n",
       "      <th>mentions</th>\n",
       "      <th>hts</th>\n",
       "      <th>original_id</th>\n",
       "      <th>full_text</th>\n",
       "      <th>favorite_count</th>\n",
       "      <th>retweet_count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1129796443533905921</td>\n",
       "      <td>2019-05-18 17:10:37</td>\n",
       "      <td>RT @NuncaMasK2019: ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale…</td>\n",
       "      <td>False</td>\n",
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       "      <td>NuncaMasK2019</td>\n",
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       "      <td>ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale RT para DIFUNDIR!   #ArrugoCristina https://t.co/jeZO9zvSNF</td>\n",
       "      <td>836</td>\n",
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       "      <td>1129796444729368576</td>\n",
       "      <td>2019-05-18 17:10:37</td>\n",
       "      <td>RT @felipe_sola: Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase m…</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>Tonga</td>\n",
       "      <td>144904500</td>\n",
       "      <td>felipe_sola</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1129761247359057922</td>\n",
       "      <td>Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos</td>\n",
       "      <td>14194</td>\n",
       "      <td>3065</td>\n",
       "    </tr>\n",
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       "      <th>2</th>\n",
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       "      <td>2019-05-18 17:10:37</td>\n",
       "      <td>180 mil millones de dólares de deuda en cimientos, ahora hay que garparlos Pinedo, contate otro.… https://t.co/3tHk0FIwCf</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>Guillermo Sordo</td>\n",
       "      <td>319594285</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1129796445991837696</td>\n",
       "      <td>180 mil millones de dólares de deuda en cimientos, ahora hay que garparlos Pinedo, contate otro. #FernandezFernandez #CristinaSomosTodos</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1129796448718065666</td>\n",
       "      <td>2019-05-18 17:10:38</td>\n",
       "      <td>RT @peppa1963: @rag_HLVS Se lo van a cargar al pobre títere de Alberto Fernández.... \"Que parezca un accidente......\" #ArrugoCristina #Buen…</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>Silvia Berth</td>\n",
       "      <td>837648053968457728</td>\n",
       "      <td>peppa1963 rag_HLVS</td>\n",
       "      <td>ArrugoCristina</td>\n",
       "      <td>1129789421904158721</td>\n",
       "      <td>@rag_HLVS Se lo van a cargar al pobre títere de Alberto Fernández.... \"Que parezca un accidente......\" #ArrugoCristina #BuenSabado</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1129796456632729600</td>\n",
       "      <td>2019-05-18 17:10:40</td>\n",
       "      <td>RT @ProfetaArgen: Macrista: Cristina tiene que bajarse, que no sea soberbia  Also Macrista: #ArrugoCristina</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>Fede Schoeller</td>\n",
       "      <td>302339856</td>\n",
       "      <td>ProfetaArgen</td>\n",
       "      <td>ArrugoCristina</td>\n",
       "      <td>1129764924924878850</td>\n",
       "      <td>Macrista: Cristina tiene que bajarse, que no sea soberbia  Also Macrista: #ArrugoCristina</td>\n",
       "      <td>294</td>\n",
       "      <td>74</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1129796454904676353</td>\n",
       "      <td>2019-05-18 17:10:40</td>\n",
       "      <td>#ArrugoCristina 😂😂 Que los tiempos del Kirchnerismo vuelva es necesario. La de como con tácticas electorales, no in… https://t.co/1pCQBvk1Kf</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>Ainurdearda</td>\n",
       "      <td>994007063960473600</td>\n",
       "      <td>NaN</td>\n",
       "      <td>ArrugoCristina</td>\n",
       "      <td>1129796454904676353</td>\n",
       "      <td>#ArrugoCristina 😂😂 Que los tiempos del Kirchnerismo vuelva es necesario. La de como con tácticas electorales, no inmporta. Ya ni con todo el blindaje periodístico el cinismo, narcisismo del neoliberalismos corrupto mafioso y cipayos vende patria podrán. Volver los pone nervioso https://t.co/a1qkHOF665</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1129796457031241729</td>\n",
       "      <td>2019-05-18 17:10:40</td>\n",
       "      <td>No digas nada!!!  Miralo y compartilo!!!😂😂😂😂  #ArrugoCristina https://t.co/9t7XOD9xaq</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>DylanJara</td>\n",
       "      <td>3430558282</td>\n",
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       "      <td>ArrugoCristina</td>\n",
       "      <td>1129796457031241729</td>\n",
       "      <td>No digas nada!!!  Miralo y compartilo!!!😂😂😂😂  #ArrugoCristina https://t.co/9t7XOD9xaq</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1129796457278713856</td>\n",
       "      <td>2019-05-18 17:10:40</td>\n",
       "      <td>RT @AleGomezFabio: @juaniduc #ArrugoCristina Alberto Fernández https://t.co/G4Qvzo1qIs</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>teresaprimerano</td>\n",
       "      <td>2193446188</td>\n",
       "      <td>AleGomezFabio juaniduc</td>\n",
       "      <td>ArrugoCristina</td>\n",
       "      <td>1129793990990020609</td>\n",
       "      <td>@juaniduc #ArrugoCristina Alberto Fernández https://t.co/G4Qvzo1qIs</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>1129796458453061633</td>\n",
       "      <td>2019-05-18 17:10:40</td>\n",
       "      <td>#FernandezFernandez  #ArrugoCristina CON EL MUERTO DE BETO ENFRENTE, HASTA ANTONIA GANA LA REELECCION https://t.co/DGxUL9q5SZ</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>juanpalotes</td>\n",
       "      <td>1108509634481000448</td>\n",
       "      <td>NaN</td>\n",
       "      <td>FernandezFernandez ArrugoCristina</td>\n",
       "      <td>1129796458453061633</td>\n",
       "      <td>#FernandezFernandez  #ArrugoCristina CON EL MUERTO DE BETO ENFRENTE, HASTA ANTONIA GANA LA REELECCION https://t.co/DGxUL9q5SZ</td>\n",
       "      <td>0</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>1129796466132889600</td>\n",
       "      <td>2019-05-18 17:10:42</td>\n",
       "      <td>RT @felipe_sola: Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase m…</td>\n",
       "      <td>False</td>\n",
       "      <td>False</td>\n",
       "      <td>Jorge “El Uru” Nuñez</td>\n",
       "      <td>462616159</td>\n",
       "      <td>felipe_sola</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1129761247359057922</td>\n",
       "      <td>Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos</td>\n",
       "      <td>14198</td>\n",
       "      <td>3066</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                    id          created_at  \\\n",
       "0  1129796443533905921 2019-05-18 17:10:37   \n",
       "1  1129796444729368576 2019-05-18 17:10:37   \n",
       "2  1129796445991837696 2019-05-18 17:10:37   \n",
       "3  1129796448718065666 2019-05-18 17:10:38   \n",
       "4  1129796456632729600 2019-05-18 17:10:40   \n",
       "5  1129796454904676353 2019-05-18 17:10:40   \n",
       "6  1129796457031241729 2019-05-18 17:10:40   \n",
       "7  1129796457278713856 2019-05-18 17:10:40   \n",
       "8  1129796458453061633 2019-05-18 17:10:40   \n",
       "9  1129796466132889600 2019-05-18 17:10:42   \n",
       "\n",
       "                                                                                                                                           text  \\\n",
       "0  RT @NuncaMasK2019: ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale…   \n",
       "1  RT @felipe_sola: Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase m…   \n",
       "2  180 mil millones de dólares de deuda en cimientos, ahora hay que garparlos Pinedo, contate otro.… https://t.co/3tHk0FIwCf                      \n",
       "3  RT @peppa1963: @rag_HLVS Se lo van a cargar al pobre títere de Alberto Fernández.... \"Que parezca un accidente......\" #ArrugoCristina #Buen…   \n",
       "4  RT @ProfetaArgen: Macrista: Cristina tiene que bajarse, que no sea soberbia  Also Macrista: #ArrugoCristina                                    \n",
       "5  #ArrugoCristina 😂😂 Que los tiempos del Kirchnerismo vuelva es necesario. La de como con tácticas electorales, no in… https://t.co/1pCQBvk1Kf   \n",
       "6  No digas nada!!!  Miralo y compartilo!!!😂😂😂😂  #ArrugoCristina https://t.co/9t7XOD9xaq                                                          \n",
       "7  RT @AleGomezFabio: @juaniduc #ArrugoCristina Alberto Fernández https://t.co/G4Qvzo1qIs                                                         \n",
       "8  #FernandezFernandez  #ArrugoCristina CON EL MUERTO DE BETO ENFRENTE, HASTA ANTONIA GANA LA REELECCION https://t.co/DGxUL9q5SZ                  \n",
       "9  RT @felipe_sola: Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase m…   \n",
       "\n",
       "   favorited  retweeted             user_name              user_id  \\\n",
       "0  False      False      silvina               218159646             \n",
       "1  False      False      Tonga                 144904500             \n",
       "2  False      False      Guillermo Sordo       319594285             \n",
       "3  False      False      Silvia Berth          837648053968457728    \n",
       "4  False      False      Fede Schoeller        302339856             \n",
       "5  False      False      Ainurdearda           994007063960473600    \n",
       "6  False      False      DylanJara             3430558282            \n",
       "7  False      False      teresaprimerano       2193446188            \n",
       "8  False      False      juanpalotes           1108509634481000448   \n",
       "9  False      False      Jorge “El Uru” Nuñez  462616159             \n",
       "\n",
       "                 mentions                                hts  \\\n",
       "0  NuncaMasK2019           NaN                                 \n",
       "1  felipe_sola             NaN                                 \n",
       "2  NaN                     NaN                                 \n",
       "3  peppa1963 rag_HLVS      ArrugoCristina                      \n",
       "4  ProfetaArgen            ArrugoCristina                      \n",
       "5  NaN                     ArrugoCristina                      \n",
       "6  NaN                     ArrugoCristina                      \n",
       "7  AleGomezFabio juaniduc  ArrugoCristina                      \n",
       "8  NaN                     FernandezFernandez ArrugoCristina   \n",
       "9  felipe_sola             NaN                                 \n",
       "\n",
       "           original_id  \\\n",
       "0  1129754910030016515   \n",
       "1  1129761247359057922   \n",
       "2  1129796445991837696   \n",
       "3  1129789421904158721   \n",
       "4  1129764924924878850   \n",
       "5  1129796454904676353   \n",
       "6  1129796457031241729   \n",
       "7  1129793990990020609   \n",
       "8  1129796458453061633   \n",
       "9  1129761247359057922   \n",
       "\n",
       "                                                                                                                                                                                                                                                                                                        full_text  \\\n",
       "0  ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale RT para DIFUNDIR!   #ArrugoCristina https://t.co/jeZO9zvSNF                                                                                                                             \n",
       "1  Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos                                                                                  \n",
       "2  180 mil millones de dólares de deuda en cimientos, ahora hay que garparlos Pinedo, contate otro. #FernandezFernandez #CristinaSomosTodos                                                                                                                                                                         \n",
       "3  @rag_HLVS Se lo van a cargar al pobre títere de Alberto Fernández.... \"Que parezca un accidente......\" #ArrugoCristina #BuenSabado                                                                                                                                                                               \n",
       "4  Macrista: Cristina tiene que bajarse, que no sea soberbia  Also Macrista: #ArrugoCristina                                                                                                                                                                                                                        \n",
       "5  #ArrugoCristina 😂😂 Que los tiempos del Kirchnerismo vuelva es necesario. La de como con tácticas electorales, no inmporta. Ya ni con todo el blindaje periodístico el cinismo, narcisismo del neoliberalismos corrupto mafioso y cipayos vende patria podrán. Volver los pone nervioso https://t.co/a1qkHOF665   \n",
       "6  No digas nada!!!  Miralo y compartilo!!!😂😂😂😂  #ArrugoCristina https://t.co/9t7XOD9xaq                                                                                                                                                                                                                            \n",
       "7  @juaniduc #ArrugoCristina Alberto Fernández https://t.co/G4Qvzo1qIs                                                                                                                                                                                                                                              \n",
       "8  #FernandezFernandez  #ArrugoCristina CON EL MUERTO DE BETO ENFRENTE, HASTA ANTONIA GANA LA REELECCION https://t.co/DGxUL9q5SZ                                                                                                                                                                                    \n",
       "9  Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos                                                                                  \n",
       "\n",
       "   favorite_count  retweet_count  \n",
       "0  836             951            \n",
       "1  14194           3065           \n",
       "2  0               0              \n",
       "3  1               1              \n",
       "4  294             74             \n",
       "5  0               0              \n",
       "6  0               0              \n",
       "7  1               1              \n",
       "8  0               0              \n",
       "9  14198           3066           "
      ]
     },
     "execution_count": 118,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tweets.head(10)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Volumen de tuits por hora"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 119,
   "metadata": {},
   "outputs": [],
   "source": [
    "# TODO: mostrar más ticks de hora en el eje x"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x1a271b8cf8>"
      ]
     },
     "execution_count": 120,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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aWrPX5Mvaxm2+DgAAAMBzPlXqqupcuvVHPRQUxCydPzsvI0V5h8u1Pr/E6SgAAABAwPOpUhcWEqRzBiY7HQOn6KwBHRQWHKSZq/OdjgIAAAAEPJ8qdUkx4Qpmls7vxUWGanzvRH2w9oDqXG6n4wAAAAABzadKXXxUmNMR0ETOy0jR4WPVWryjyOkoAAAAQEDzqVLHHF3gyEpLUkxEiGaxBBMAAADwKp8qdQgcEaHBmtS/gz7dUKDKGpfTcQAAAICARamD10zNSFF5jUufbzrodBQAAAAgYFHq4DXDUlurQ1yEZrMEEwAAAPAaSh28JijIaPKgZM3fWqgj5TVOxwEAAAACEqUOXjUlPUV1bquP1u13OgoAAAAQkCh18Ko+HWKU1i5Gs9ZQ6gAAAABvoNTBq4wxmpKRrJW7j2pPUYXTcQAAAICAQ6mD100elCxJmr2GC6YAAAAATY1SB6/rmBCloamtNWtNvqy1TscBAAAAAgqlDs1ianqKdhSWa8P+UqejAAAAAAGFUodmMWlAe4UGG81kzzoAAACgSVHq0Czio8I0Pi1JH6zdL5ebJZgAAABAU6HUodlMzUjRobJqLdlR5HQUAAAAIGBQ6tBsftQ7STHhISzBBAAAAJoQpQ7NJiI0WKf3a6e5mw6qzuV2Og4AAAAQECh1aFbj05JUUlmrtfuKnY4CAAAABARKHZrVmJ5tFWSk+VsKnY4CAAAABASPSp0x5gpjzBfGmHnGmBRjzIPGmGxjzMPfeo5HY2jZ4qPClNE5QfO2UuoAAACApnDSUmeMSZE0zlo7wVqbJamdpGhr7RhJYcaYIcaYwZ6MefFzwI9k9UrUun0lOnys2ukoAAAAgN/zZKbux5KC62fqHpU0QtLc+sfmShregLHvMMZcb4zJMcbkFBYye9MSZKUlSZIWMFsHAAAAnDJPSl07SWHW2gmSKiTFSyqtf6xEUkIDxr7DWjvDWptprc1MTExs1IeAf+mXHKu2rcI0j/PqAAAAgFPmSakrkTS//vaX9V9jv/W1uP6PJ2OAgoKMxvZK1IJthXK5rdNxAAAAAL/mSalbLGlg/e10SVbShPr7EyUtlbTEwzFA0vElmMUVbG0AAAAAnKqTljpr7RpJlcaYeZKGSLpfUpUxJluS21q73Fq7ypMx730M+Jux9VsbsAQTAAAAODXGWt9Z/paZmWlzcnKcjoFmcv7ji+RyW82+dbTTUQAAAACfYIxZaa3NbMhr2HwcjslKS9K6/BIVsbUBAAAA0GiUOjgmKy1R1koLtrEEEwAAAGgsSh0c0z85jq0NAAAAgFNEqYNjgoKMxvZM1IKtbG0AAAAANBalDo4al5aooxW1WsfWBgAAAECjUOrgqDE9E2XY2gAAAABoNEodHNU6OkyDOsZr3lZKHQAAANAYlDo4ListUev2FetIeY3TUQAAAAC/Q6mD47LSkmStlM3WBgAAAECDUerguIEpcWodzdYGAAAAQGNQ6uC441sbtNWCrYVys7UBAAAA0CCUOviErLQkFZXXaH1+idNRAAAAAL9CqYNPGNuLrQ0AAACAxqDUwSe0jg7TwI7xmrf1kNNRAAAAAL9CqYPPyOqVqDV7i3WUrQ0AAAAAj1Hq4DOy0hJlrbSArQ0AAAAAj1Hq4DMGdoxXQlSo5nNeHQAAAOAxSh18RnCQ0dheiZrP1gYAAACAxyh18ClZaYkqKq9R7n62NgAAAAA8QamDTxnbk60NAAAAgIag1MGntGkVroEpcZq3ha0NAAAAAE9Q6uBzxqUlac3eYhVXsLUBAAAAcDKUOviccb0S5bbSgm2HnY4CAAAA+DxKHXxOeqd4xbO1AQAAAOARSh18TnCQ0ZiebG0AAAAAeIJSB5+U1StRh49Va+OBUqejAAAAAD6NUgefNLZXoiRxFUwAAADgJCh18EmJMeEakBLHfnUAAADASVDq4LOy0hK1as9RlVTUOh0FAAAA8FmUOvisrLTjWxtkb2e2DgAAADgRSh18VnqnBMVFhrIEEwAAAPgBlDr4rONbG7RlawMAAADgB5y01BljuhpjDhpj5hljPqsfu8sYs9AY86oxJrQhY0BDZKUlqbCMrQ0AAACAE/F0pu5za22WtfYMY0yipPHW2tGS1kma6umYNz4AAtu4+q0N5m9lCSYAAADwfTwtdeONMdnGmJ9LGippXv34XEnDGzD2HcaY640xOcaYnMJCfnDHf0uMCVf/lFj2qwMAAABOwJNSd0BSL0njJU2UlCnp67VwJZISJMV7OPYd1toZ1tpMa21mYmJiYz4DAlxWrySt2lOskkq2NgAAAAD+10lLnbW22lpbbq2tk/ShpO2SYusfjpVUXP/HkzGgwbLSEuVyWy3cdtjpKAAAAIDP8eRCKTHfujtKx0vduPr7EyUtlbTCwzGgwdI7xSs2IqTZlmAu3HZYOwqPNcuxAAAAgFPlyfLLMcaYlcaYxZL2W2uXSVpgjFkoKV3SLGvtIU/GvPQZEOBCgoM0plei5m8tlLXe3dpg9pp8Xf7sMt319lqvHgcAAABoKsbbPyQ3RGZmps3JyXE6BnzQ2zl7ddc76/TxbWPUNzn25C9ohAVbC3XtiysUERKssuo6LbhrvDq3ifLKsQAAAIDvY4xZaa3NbMhr2HwcfuHrrQ3mbfXOEsy1e4t14ysr1SMpRu/cNFLS8Vk7AAAAwNdR6uAXkmIj1LdDrOZtafptL3YeLtfVL6xQ6+gwvXj1EKW1j9HQ1NaatSbf68s9AQAAgFNFqYPfyEpL1MrdR1Va1XRbGxwqrdIVzy2TJL10zVAlxUZIkqamp2hHYbk27C/9oZcDAAAAjqPUwW9kpSXJ5bZa1ERbG5RW1erK51eo6FiNnr9qiLoltvrmsUkD2is02GjWapZgAgAAwLdR6uA3BneOV0xESJMswayqden6l3K07WCZnrz8NA3qFP9fj8dHhSkrLUnvr90vl5slmAAAAPBdlDr4jZDgII3p2faUtzZwua1+/uYaLc07ovsvHKSx9Rdh+V9T01N0qKxaS/OKGn0sAAAAwNsodfArWb2SVFBapc0FZY16vbVWd7+/QZ/kFuj3Z/fR1IyUEz53Qp8ktQoPYQkmAAAAfBqlDn5lXFr91gaNXIL56Jfb9fLS3bphXDdNH9PtB58bERqsM/u315zcAlXVuhp1PAAAAMDbKHXwK+1iI9SnQ6zmbWn4fnWvLdujBz7fqvMHp+jXZ/b26DVT01NUVl2nLzd7Z388AAAA4FRR6uB3vt7aoKwBWxt8uqFAv5+1Xllpibr3goEyxnj0uhHd2ygpJpwlmAAAAPBZlDr4naxeiapzWy3a7tnWBsvyivSz11drYMd4Pf7TwQoN9vyvfXCQ0bmDkjVvS6FKKppufzwAAACgqVDq4HcGd0lQTLhnWxtsLijV9Jdy1CkhUs9fNURRYSENPt7U9BTVuNz6OPdAY+ICAAAAXkWpg98JDQ7S6J5tNW/LD29tsPdIha54drmiwoL10rXDlBAd1qjj9U+JVbfEaJZgAgAAwCdR6uCXstISVVBapS0Hv39rgyPlNbryueWqqnXppWuGKSU+stHHMsZoanqKlu08ovziyka/DwAAAOANlDr4pXG9kiR9/9YGFTV1uvqFFcovrtQzVw5RWvuYUz7elPRkSdL7a/af8nsBAAAATYlSB7/UPi5CvdvHaP7/lLpal1s3vbJK6/cV69FLMzQ0tXWTHK9Lm2hldI7X7DUswQQAAIBvodTBb2WlJSln9xEdq66TJLndVr96Z53mby3U384boDP6tW/S452XkaLNBWXaXFDapO8LAAAAnApKHfxWVlqial3/2drg3jmb9d7qfP3i9F66dGjnJj/e2QM6KDjIaNZqlmACAADAd1Dq4LdO65KgVvVbGzy9IE9PLcjTFSO66NYf9fDK8dq0CtfYnm31/pp8ud0nvuomAAAA0JwodfBbocFBGtWjjWavydffPt6kSQPa60/n9pMxxmvHnJqRov0lVVqx64jXjgEAAAA0BKUOfi0rLUkVNS6N6NZGD16cruAg7xU6STq9bztFhQVrFlfBBAAAgI8IcToAcCrOy0hRTZ1b5w1OUXhIsNePFxUWojP6ttPH6w/oz5P7KSyE34sAAADAWfxECr8WERqsK0d2VWxEaLMdc0pGikoqazVvy6FmOyYAAABwIpQ6oIHG9GirNtFhms0STAAAAPgASh3QQCHBQTpnYAfN3XRQZVW1TscBAABAC0epAxphSkaKquvcmpNb4HQUAAAAtHCUOqARMjrFq0ubKJZgAgAAwHGUOqARjDGaMihZi3cc1qHSKqfjAAAAoAWj1AGNNCUjRW4rvb+W2ToAAAA4h1IHNFL3xFYakBLHEkwAAAA4ilIHnIIp6clan1+iHYXHnI4CAACAFopSB5yCyYOSFWSk2avznY4CAACAFsrjUmeMudMYs7D+9oPGmGxjzMPfetyjMSCQJMVGaGT3tpq1Zr+stU7HAQAAQAvkUakzxoRLGlR/e7CkaGvtGElhxpghno556TMAjpqSnqw9Ryq0em+x01EAAADQAnk6Uzdd0ov1t0dImlt/e66k4Q0Y+w5jzPXGmBxjTE5hYWHD0gM+4Mz+7RUeEqRZLMEEAACAA05a6owxoZLGWWu/rB+Kl1Raf7tEUkIDxr7DWjvDWptprc1MTExs1IcAnBQTEaqJfdvpw3UHVOtyOx0HAAAALYwnM3XTJL32rfvFkmLrb8fW3/d0DAhIU9NTdKS8Rgu3HXY6CgAAAFoYT0pdmqSbjDFzJPWT1FbShPrHJkpaKmmJh2NAQBrXK1HxUaGatYYlmAAAAGheJy111tpfWWt/bK09U9IGa+2fJVUZY7Ilua21y621qzwZ8+onARwUFhKkSQM66LMNB1VeXed0HAAAALQgIQ15srV2dP3X27/nMY/GgEA1NT1Fry3bo883HtTUjBSn4wAAAKCFYPNxoIlkdklQSnwkSzABAADQrCh1QBMJCjKanJ6s7G2HdfhYtdNxAAAA0EJQ6oAmNDU9RS631UfrDjgdBQAAAC0EpQ5oQmntY9S7fQxLMAEAANBsKHVAE5uakaLVe4q1u6jc6SgAAABoASh1QBObPChZxkiz1+x3OgoAAABaAEod0MSS4yM1tGtrzVqTL2ut03EAAAAQ4Ch1gBdMzUhRXmG5cvNLnY4CAACAAEepA7xgUv8OCgsO4oIpAAAA8DpKHeAFcVGhykpL1Adr98vlZgkmAAAAvIdSB3jJ1IwUHSqr1pIdRU5HAQAAQACj1AFe8qPeSYoJD2EJJgAAALyKUgd4SURosM4a0F5zcgtUVetyOg4AAAACFKUO8KKp6Sk6Vl2nLzYdcjoKAAAAAhSlDvCiYd3aqF1suGauZgkmAAAAvINSB3hRcJDR5EHJmr/1kPYdrXA6DgAAAAIQpQ7wsqtHpSokKEh/+2iT01EAAAAQgCh1gJclx0fqlvHd9UlugRZuO+x0HAAAAAQYSh3QDKaP6abOraN09wcbVOtyOx0HAAAAAYRSBzSDiNBg/fGcvtp+6JheXLzL6TgAAAAIIJQ6oJlM6JOkrLREPTR3mw6VVTkdBwAAAAGCUgc0E2OM/nRuP9XUuXXvJ1ucjgMAAIAAQakDmlFq22hdOyZV767ap5W7jzodBwAAAAGAUgc0s1vH91D72Aj96f1cudzW6TgAAADwc5Q6oJlFh4foN5N6Kze/VG+u2Ot0HAAAAPg5Sh3ggMmDkjU0tbX++elmFVfUOB0HAAAAfoxSBzjAGKO7z+2nkspaPfD5VqfjAAAAwI9R6gCH9E2O1bThXfTK0t3auL/U6TgAAADwU5Q6wEF3np6m+Kgw3f3+BlnLRVMAAADQcJQ6wEFxUaG668dpWr7riN5fu9/pOAAAAPBDlDrAYRdldtKAlDj9/eNNKq+uczoOAAAA/AylDnBYcJDRn6f008HSaj365Xan4wAAAMDPnLTUGWP6G2MWG2OyjTHPm+MerL//8Lee59EYgO8a3DlBFwzuqGcX5imv8JjTcQAAAOBHPJmp22KtHWmtHVN/f6ik6Pr7YcaYIcaYwZ6MeecjAIHhV2elKSIkWH/+YCMXTQEAAIDHTlrqrLW137pbLWmipLn19+dKGi5phIe0IWB3AAAgAElEQVRj32GMud4Yk2OMySksLGzwBwACRVJMhG6f2FPztxZq7qZDTscBAACAn/DonDpjzGRjTK6kJEkhkr7eVKtEUoKkeA/HvsNaO8Nam2mtzUxMTGzUhwACxZUju6pnUiv95cONqqp1OR0HAAAAfsCjUmetfd9a219SvqQ6SbH1D8VKKq7/48kYgB8QGhykuyf3054jFXp6QZ7TcQAAAOAHPLlQSvi37pZKspIm1N+fKGmppCUejgE4iVE92uqs/u312Lztyi+udDoOAAAAfJwnM3VnGmPmG2PmS2on6R+Sqowx2ZLc1trl1tpVnox57VMAAeZ3Z/eRJP39o00OJwEAAICvM750lb3MzEybk5PjdAzAJzzyxTY98PlWvTp9mEb1aOt0HAAAADQDY8xKa21mQ17D5uOAj7p+bDd1ah2pu9/foFqX2+k4AAAA8FGUOsBHRYQG6w9n99W2Q8f00pLdTscBAACAj6LUAT7s9L7tNLZXoh76fKsKy6qdjgMAAAAfRKkDfJgxRn86t6+q6ly6b85mp+MAAADAB1HqAB/XPbGVrhmVqrdX7tPqPUedjgMAAAAfQ6kD/MDPJvRUUky4/vT+BrndvnPFWgAAADiPUgf4gVbhIfrtpD5at69Eb+XsdToOAAAAfAilDvATU9KTNaRrgu77dItKKmqdjgMAAAAfQakD/IQxRndP7qfiiho9OHer03EAAADgIyh1gB/plxyny4Z11ktLdmnTgVKn4wAAAMAHUOoAP/PLM9IUExGq+z/d4nQUAAAA+ABKHeBn4qPCdN2YVH2x+ZDW7i12Og4AAAAcRqkD/NBVo1IVHxXKuXUAAACg1AH+qFV4iK4f203zthRqFRuSAwAAtGiUOsBPXTmiq1pHh+nBz5mtAwAAaMkodYCfig4P0Q1juyl722Hl7DridBwAAAA4hFIH+LFpI7qobaswzq0DAABowSh1gB+LCgvRjeO6a9H2Ii3LK3I6DgAAABxAqQP83E+HdVFiTDizdQCAU1ZcUaOiY9VOxwDQQJQ6wM9FhgXrpnHdtTTviBbvOOx0HACAn9pSUKYzHlygEfd8qd+8t167i8qdjgTAQ5Q6IABcNqyz2sWG66HPt8la63QcAICfWbn7qC56aomMkc4fnKJ3V+3T+Pvn6bbXV2tzQanT8QCcBKUOCAARocG6OauHlu86osU7OLcOAOC5+VsLdfkzy5QQFap3bhypf1wwUAv/b7yuG9NNX2w6qDMfytb0F1do5W72RQV8lfGl3+pnZmbanJwcp2MAfqmq1qXx989Tcnyk3rlxhIwxTkcCAPi4D9bu151vrVHPpBi9eM1QJcaE/9fjJRW1enHJLj23aKeKK2o1vFtr3ZzVQ2N6tuXfGcBLjDErrbWZDXoNpQ4IHC8v3a0/zMrVS9cM1dheiU7HARy37WCZfjcrV/uLK5UQFab4qFDFR4UpPjJUCVGhiosKU0JUqBKiwhRX/zU+MlSxkaEKDuIHVgS2l5fu1h9n52pI19Z65spMxUaEnvC55dV1en35Hj2TvVMFpVUakBKnW8Z31xl92yuI7xWgSVHqgBauus6lH90/X4kx4Zp580h+i4oWy+22em7RTt336Ra1Cg/R2J5tVVJZq6MVtfVfa1RSWasT/RNojBQb8T3FL/L4165to3T2gA4KCeYsBvgfa60e/XK7Hvh8qyb2SdK/LxusiNBgj15bXefSzFX5emL+Du0uqlD3xGjdlNVDU9KTFcr3A9AkKHUA9NqyPfrtzPV6/uohGp+W5HQcoNntO1qhX769VkvzjmhinyTdc/7A7ywpk44Xv9KqWhVXHC95xZW1Kq6oqb9fq5KKGh2t+E8BPFr/WFlVnSSpb4dY/fW8/hrcOaG5PyLQaG631V8+2qjnF+3S+RkpuvcnAxtVxupcbn2cW6DHv9quzQVlSomP1PVju+niIZ08LogAvh+lDoBq6tz60b/mqXV0mGbfMorZOrQY1lq9uypff35/g9zW6k/n9tOFmR2b/HugzuXWZxsP6v99sFEFpVW6ZEgn/erM3kqIDmvS4wBNrdbl1q/eWaf3VufrmlGp+v3ZfU556aS1Vl9tOaTHvtqhlbuPqm2rMF0zOlWXD+/yg8s5AZwYpQ6AJOnNFXv0q3fX69krMzWhTzun4wBeV3SsWr+duV6fbjiooV1b618XDVKn1lFePeax6jo98sU2Pbtwp2IjQvSrM3vrosxOnF8En1RV69Itr67SF5sP6Zdn9NIt43s06S88rLVavvOIHpu3Qwu2FiomPERXjOyiq0elqm2r786UAzgxSh0AScd/GzvhX/MVGxmiD24dzWwdAtrcjQf16/fWqbSyTr/8cS9dO7pbs17kZEtBmf4wK1fLdx1RRud4/XVqf/VLjmu24wMnU1JZq+tezNGK3Uf0lyn9dfnwLl493vp9JXpi/nZ9klug8JAgXTKks26f0JPZbMBDlDoA33g7Z6/uemedZkw7TWf0a+90HKDJHauu018+2Kg3c/aqT4dYPXjxIPVuH+tIFmut3luVr79/vElHK2p0xYiuuvOMXiw/g+MKy6p1xXPLtf1QmR64KF3nDkputmNvP3RMT83fofdW5ys2IkS/OauPfnJaR2azgZOg1AH4Rp3LrYkPzFdkWIg++tlo/hFFQFm+84jufGuN9hdX6sZx3XX7xJ4KD3H+4gwlFbW6/7MtemXZbrVtFa7fn91HkwclM1sOR+w9UqFpzy7TwdJqPTntNI1zaKubzQWl+v3MXOXsPqrMLgn663n9HfsFDOAPGlPqTnq5I2PMMGPMYmNMtjHmwfqxu4wxC40xrxpjQhsyBqB5hAQH6bYJPbXpQKk+3VDgdBygSVTXuXTPx5t08YwlCjJGb90wQv93Zm+fKHSSFBcVqr9M7a/Zt4xSh7gI3f7GGl329DJtP1TmdDS0MFsKynTBE4t1tKJWr143zLFCJ0m928fqrRtG6L4LBmpH4TGd/chC3fPxJpVX1zmWCQg0nlzDdrekH1lrx0hKMsaMkTTeWjta0jpJU40xiZ6MeecjADiRyYOS1S0xWg/N3Sa323dm5YHG2Li/VJMfXaSnFuTp0qGd9cntY5TZtbXTsb7XwI7xmnnzKP11an9t2F+isx7O1n1zNquihh9i4X0rdx/VRU8tkSS9dcMIn9h2IyjI6KIhnfTFL7L0k8Ed9dSCPJ3+wHx9uqFAvrRqDPBXJy111toCa21V/d06SQMlzau/P1fScElDPRwD0IxCgoN0+4Se2nKwTB/nHnA6DtAoLrfV4/O2a8pjC3WkokbPXzVEfz9vgKLDQ5yO9oOCg4wuH95FX/4yS5MHpejxeTt0+gML9Bk/xMKL5m8t1OXPLFNCVKjevWmk0trHOB3pv7SODtO9Pxmod24coZiIUN3w8kpNfzFHe49UOB0N8Gse7zZpjBkoqa2kYkml9cMlkhIkxXs49n3ve70xJscYk1NYWNjgDwDgh50zMFk9klrp4bnb5GK2Dn5md1G5Lnpqie6bs0Wn922nT+8Yq/G9k5yO1SBtW4XrXxcN0ls3jFCr8BBdzw+x8JIP1u7X9BdXKLVttN6+caTXt/U4FZldW+vD20brt5N6a0lekU5/cL4e+2q7aurcTkcD/JJHpc4Y01rSvyVdq+Ol7uuzW2Pr73s69h3W2hnW2kxrbWZionPrvYFAFRxkdPuEntp26Jg+XLff6TiAR6y1em3ZHp31cLa2HizTQxen67HLBqu1H18SfWjq8R9ifzepj5bmFWniA/P16BfbVF3ncjoaAsDLS3frtjdWK6NTgt64YbgSY3x/b7jQ4CBdP7a75t45TuN6Jeqfn27RpEeytTSvyOlogN/x5EIpIZJekXSXtbZA0gpJ4+ofnihpaQPGADjg7AEd1KtdKz38BbN18H2HSqt0zQsr9NuZ65XROV6f3jFWUzNSAuIKkqHBQbpubDfN/cU4TezTTv/6fKvOfChb2dtYqYLGsdbq0S+26Q+zcjWhd5Jeunao322lkRwfqaemZerZKzNVVevSJTOW6s631ujwsWqnowF+46RbGhhjLpX0iKQN9UO/kTRW0rmS9ki6ylpbY4z5lSdjP3QstjQAvOfj9Qd086ur9ODFg3ReRken4wDfa8P+El3+zDJV1Lj067N668oRXQN6O44FWwv1x9m52lVUofFpifr56b00sGO807Hg4ypq6nSgpEoHiqv0Se4Bvbpsj87PSNG9Pxmo0GCPz6zxSZU1Lj365TY9nZ2nqLAQ/d+Zabp0SOeA/v8A8L/Ypw7ACbndVpMeyVZ1nVuf/3ysQvz8H34Ensoal855NFtlVXV67brh6pHUyulIzaKq1qXnFu3UjAV5Kq6o1YTeSfr56b3UPyXO6WhwQGWNS/tLKlVQUqX9xfVfS6pUUFJ5vMiVVKmksva/XnPNqFT9/uw+AVV8th8q0+9m5mrZziNK7xSvv53XX/2S+Z5Ay0CpA/CD5uQW6MZXVur+CwfpJ6cxWwff8sfZuXppyW69fO1QjenZ8s6xLquq1YuLd+np7J0qqazV6X3b6Y6JPflBNoC43Fa7i8q/KWcHiit1oLT+6wkKmyS1iQ5Th/gItY+NVHJ8hNrHRSg5LlLt4yLUqXWUUuIjHfg03met1czV+frbR5t0tKJGV41M1Z1n9FIrH7/yLXCqKHUAfpC1Vuc8ulDHqus0985xfr9MB4Hjq82HdPULK3Tt6FT94Zy+TsdxVGlVrV5YtEvPZOeptKpOP+7XTndM7KU+HWJP/mL4pI37SzVz9T7NXrNfh8r++zyxNtFhah8XoQ5xkeoQF6EO8RHHv9bfbxcboYjQYIeS+4aSilrd++lmvb58j5JiwvXHc/pp0oD2AXGeLfB9KHUATurzjQd13Us5uu+CgbpoSCen4wA6fKxaZz60QG1bhWvWLaNa/A+wXyuprNVzC3fquYU7VVZdp7P6t9cdE3v53L5j+H4HSio1e81+zVqdr80FZQoNNspKS9LpfdupU0KUOsQdn3Hj77vnVu85qt/NzNXGA6UyRmrKStcxIUrPXTWkxSz7hm+j1AE4KWutJv97kY5W1OirX2YxWwdHWWs1/cUcZW8/rPdvHaXe7ZmN+l8lFbV6dmGenlu0S+U1dZo0oIPumNBTPdtR7nxNWVWt5uQWaObqfC3JK5K10uDO8TpvcEedM6CDEvx4Sw5fUedy673V+U26z6O10hsr9soY6fXrhqlHEt9bcBalDoBHvtx8UNe8kKN7zh+gS4d2djoOWrBXl+3W72bm6g/n9NW1o1OdjuPTiitq9HR2nl5YtEsVtS6dMzBZt0/owQ+gDqt1uZW9rVAzV+/X5xsLVFXrVpc2UTovI0XnZaSoS5topyPCA9sPlemSGcskHS92/NIETqLUAfCItVZTH1+sw2XV+uqXWQoLYbYOzW9H4TGd/Ui2hnRtrRevHhpQV+7zpiPlx8vdi4t3qbLWpSmDknXbhJ7qlsiyseZirdW6fSWauTpfH6zdr6LyGsVHhercgck6b3CKMjrFc76XH9p+6JgufXqprLV6/brhFDs4hlIHwGPzthzSVc+v0F+n9tflw7s4HQctTE2dWxc8sVj7jlZozh1j1S42wulIfqfoWLVmZOfppcW7VV3n0tT0FP1sQk+ltmVmyFv2HqnQrNX5mrkmX3mF5QoLCdLEPkk6L6OjxvVK5BdkAWBH4TFdOmOp3NbqteuGqxfFDg6g1AHwmLVWFzyxWAdKqjTvriyFh3CyPprPfXM26/F5O/Tk5YN1Zv8OTsfxa4ePVWvGgjy9tGSXal1WU9NTdNuEHidc9lfrcqui2qXymjpV1NSp/Ovb34y5VF59fLyipu6bx6rqXIoICVZUeLCiw0MUHRZS/7X+fnjwf8a+NR4ZGuzXs7AlFbX6aP0BzVy9Tyt2HZUkDU1trfMzUnTWgA6Kiwx1OCGa2tfFzuU+Xuy4OBGaG6UOQINkbyvUtGeX6/9N6acrRnR1Og5aiGV5Rbrk6aW68LSOuu8ng5yOEzAOlVXpqfl5emXpbtW5rQZ3jleNy6qiur6o1ZezGpfb4/cMDwlSdHiIosKCFREarKpalypqXDpWXaeaOs/exxgpKjRYUeEhalX/Xl+XvoEd4/XT4Z2VFONbM7XWWq3cfVTPL9qlzzceVI3Lre6J0Tp/cEdNSU9Wx4QopyPCy/IKjy/FrHNR7ND8KHUAGsRaq4ueWqI9Ryo0/67xXFobXldSWatJD2crJNjo49vGKJpNhJvcodIqPbUgT+v3lRyfVQv7T5H6r69hIYoMC1Z0eLCiwo7PvH3z/PBgRYUGK+QHro777Rm/8uo6lX8zw1dXP+b6r/GKmjodq3aporpOx6rrVFpVp80FpQoNCtKU9GRdOybV8auf1rnc+iS3QM8s3Km1e4sVFxmq8wen6PyMjuqfEst5ci3MzsPlumTGEtW6rF67bpjjfz/RclDqADTY4u2Hddkzy/Snc/vq6lFcfRDedccbq/XBugN658YRyuic4HQcOCyv8JieX7RLb6/cq6pat0b3aKtrx6RqXM/EZl2yWVpVq7dW7NXzi3Ypv7hSXdtE6drRqbrgtI6KCuMXDy3ZzsPlunTGUtW43Hp1+jD16UCxg/dR6gA0mLVWl8xYqo0HSvX0FZka3q2N05EQoGavydftb6zRzyf20u0TezodBz6kuKJGry3foxcX79LB0mp1T4zWtaO76fzBKV5dQbD3SIVeWLxLb67Yq2PVdRqa2lrTR6dqQp92Cvbj8wDRtHYdLtelTy9VVa1Lr04frr7JFDt4F6UOQKPsO1qhK59brr1HKvXAxYN0zsBkpyMhwOw7WqGzHs5Wz6RWeuuGET+4rA8tV02dWx+t369nF+5Ubn6pEqJCdfnwLpo2okuTnne3as9RPZu9U5/kHpAxRucM7KBrR6dqYMf4JjsGAsvuonJdMoNih+ZBqQPQaMUVNbrupRyt2HVUvz+7j6aP6eZ0JAQIl9vq0qeXakN+iT65faw6t+EiE/hh1lot23lEzy7cqbmbDio0KEjnDkrWtaNTG/3DtMtt9emGAj2TnadVe4oVExGiy4Z11pUjuio5PrKJPwEC0e6i40sxK2pdenX6MPVLjnM6EgIUpQ7AKamqdennb67RJ7kFunZ0qn43qY9fX4ocvuHxedt135wt+udPBurCzE5Ox4Gf2Xm4XM8v2qm3c/apstalUT3a6NrRqcrqleTR/5+OVdcdP19u8U7tPVKpzq2jdM2orrowsxMX6kGD7Smq0CUzlqii1qVXrh2m/ikUOzQ9Sh2AU+ZyW/3lw416YfEunT2wg/514SCuiolGy80v0dTHFumMfu302GWDuXogGq24okavL9+rFxfvUkFplbolRuuaUam6YHBHRYZ99/9R+cWVenHxLr2+bI/KquuU2SVB08ek6vS+7TlfDqdkT1GFLn16qY5V1+nV6RQ7ND1KHYAmYa3VM9k79bePN2loams9PS1TcVFssIuGqaxx6exHs1VR7dKcO8YoPirM6UgIALUutz5ef0DPZO/U+vwSxUeF6vJhXXTFiC5Kio3Qun3FeiZ7pz5af0CSdFb/9rp2dCpXW0WT2nukQpfMoNjBOyh1AJrU+2v36xdvrVHXNtF64ZqhSuG8EzTA72et1ytL9+jV6cM0qkdbp+MgwFhrtWLXUT2TnafPNx1USJBR98RW2lxQppjwEF0ytJOuHNmVjcLhNV8Xu7KqWr06fbgGdKTYoWlQ6gA0ucU7DuuGl1cqKixYz181lCt+wSNfbDqoa1/M0fTRqfr9OX2djoMAt+twuV5YvEur9hzV5EHJunhIJ8VEsLoA3rf3yPGlmKWVtXpl+jCuoIomQakD4BWbC0p11XMrdKy6Tk9NO41ZF/ygwrJqnfnQAiXGhGv2raMUHsI5mQAC176jx2fsKHZoKo0pdWwUBOCkereP1cxbRiolPlJXPb9cs1bnOx0JPspaq1+9u05l1XV65NIMCh2AgNcxIUpvXD9ccVGh+ukzy7R2b7HTkdACUeoAeKRDXKTeunGETuuSoDveXKPH522XL830wze8smyPvtx8SL85q7d6tYtxOg4ANIvjxW7E8Qv3PLNMayh2aGaUOgAei4sM1YvXDNW5g5J135wt+uPsDXK5KXY4bvuhY/rbRxs1tleirhzR1ek4ANCsUuIj9eb1I5QQHaZpzyxTbn6J05HQglDqADRIeEiwHr44XTeM7aaXl+7WTa+sVFWty+lYcFhNnVt3vLlakaHBuv8nA9m0HkCLlBwfqTeuH67YyFBd/1KODh+rdjoSWghKHYAGCwoy+s2kPrr73L76fNNBXfb0Uh0pr3E6Fhz0wOdblZtfqn9cMFBJsRFOxwEAxyTHR+qpaaepqLxGt7y6SrUut9OR0AJQ6gA02lWjUvX4ZYOVu79UP3lisfYUVTgdCQ5YsqNITy3YoUuGdNKP+7V3Og4AOK5/Spz+ccEALdt5RH//eJPTcdACUOoAnJKzBnTQa9OHqai8Ruc/sUjr93EOQUtSUlmrX7y1Rl1aR+kP7EcHAN84L6OjrhmVqucX7dJ7q/Y5HQcBjlIH4JRldm2td28aqfCQYF08Y4m+2nLI6UhoBrUut37x1hodLKvWQ5dkKDo8xOlIAOBTfjupt4Z3a63fvLeeX3rCqyh1AJpEj6RWmnnzSKW2jdb0F3P01oq9TkeCF9XUuXXra6s0d9Mh/encvkrvxGa7APC/QoKD9Nhlg9W2VbhufGWlirhwCryEUgegySTFRujNG0ZoZPc2+r931+n6l3K0paDM6VhoYl8Xuk83HNTd5/bVFWxfAAAn1KZVuJ6adpoOH6vWLa9x4RR4B6UOQJNqFR6i564aol+c3ktLdhTpzIcX6I43Vmt3UbnT0dAEaurcuuW1Vfps40H9eXI/XTUq1elIAODz+qfE6Z7zB2hp3hHd8/Fmp+MgAHECBIAmFxocpJ9N6KlpI7royfl5emHxTn247oAuGtJJP/tRD3WIi3Q6Ihqhps6tm19dpbmbDur/TenHDB0ANMD5gztqfX6Jnlu0U/1TYnX+4I5OR0IAOelMnTEm2RizyhhTZYwJqR970BiTbYx5+FvP82gMQMsRHxWmX5/VWwvuGq+fDuust3P2atw/5+mvH27kvAI/U13n0s2vrtTcTQf1FwodADTKbyf10bDU4xdOyc3nwiloOp4svzwiaYKkpZJkjBksKdpaO0ZSmDFmiKdjXvoMAHxcUmyE/jylv778RZamDErWc4t2aux9X+mBz7aotKrW6Xg4ieo6l25+5fhFUf4ytb+mUegAoFFCg4P02E8Hq010mG54mQunoOmctNRZa6ustUe/NTRC0tz623MlDW/AGIAWrFPrKP3zwkH67OfjlJWWpEe+3K4x936lJ+btUGWNy+l4+B7VdS7d9MoqfbH5kP46tb+mDe/idCQA8GttW4XryWmnqfBYtW59bbXquHAKmkBjLpQSL6m0/naJpIQGjH2HMeZ6Y0yOMSansLCwEXEA+JseSa302E8H68OfjdbgzvG6d85mjf3nV3ppyS7V1PGPm6+oqnXpxpdX6svNh/T38wbocgodADSJgR3jdc95A7Qkr0j3fMKFU3DqGlPqiiXF1t+Orb/v6dh3WGtnWGszrbWZiYmJjYgDwF/1T4nT81cP1ds3jlBq22j9cfYGjb9/nt7O2ctvLh1WVevSja+s1FdbCvX38wbosmGdnY4EAAHlgtM66qqRXfXswp2atTrf6Tjwc40pdUt0/Bw7SZqo4+faeToGAN8xpGtrvXn9cL10zVC1jg7TXe+s048fWqCP1h2Q222djtfiVNW6dMPLKzVvS6HuOZ9CBwDe8ruzj1845VfvruPCKTglnlz9MtQYM1fSIEmfSgqVVGWMyZbkttYut9au8mTMi58DgJ8zxmhsr0S9f+soPXn5YAUZo1teW6Vz/71Q/7+9e4+PqrzzOP755QKEWwIEkISQcFMxQBAicl1F0XVFFLl1e1lR2+1ut+2r7bbdXa3a2tJ2W9u6Xexl3b4qam2rVotgXVFUIFwUAuWuGG5yCWAuhAC5zzz7xxxkGAbMbTIzyff9es1rzjxzznOenF+enPzmPOeZt977EOeU3LWFswnd6qISfjRnFJ8cr4RORCRSzk6c0tubOKX8TF20myRxymLpH6X8/HxXWFgY7WaISAzw+R0vbTnCoyve51B5NfnZvbh/xgjGDgp7e660gpp6H//4VCFr9pTyo9mjmX9NVrSbJCLSIWw7XMHcX68nP7sXT907nqTE5gymk/bCzDY55/Kbso1+Y0QkJiUmGLPHDuSNf72ehbNGcrC8irm/WsdPX9tNve63a3XnJXRzlNCJiLSl0QPT+P6skazbW8Z/auIUaQYldSIS0zolJfCZCdm88fXrmD12IIve3MPcX61jf+mZaDet3QhO6H48ZzTz85XQiYi0tXn5WSyYmM1v1uznpS2aOEWaRkmdiMSFHl2S+cm8PH756bEcKKvi1p8X8IcNB3WvXQtV1/n43JOBhO6RuXnMU0InIhI1D9x2FeNzAhOn7CzWxCnSeErqRCSu3DpqAK9+dSpjs9O478XtfP7pTZSdro12s+JSdZ2Pzz21kbV7S/nJ3DzmjhsY7SaJiHRoZydO6dW1E59/ShOnSOMpqRORuDMgNYWn772WB2aMYNXuEm75eQErd38Y7WbFleo6H599ciPr9pbx03l5zFFCJyISE/r26MyvPzOOktO1fPkPm/W9rR1Mc28vUVInInEpIcH43NQhLPniZHp1TebuJzbynaU7qan3RbtpMa+qroF7F2/k7X1l/Gx+HrPHKqETEYkleVlpLJw1krV7yvjx8t3Rbo60gdO1DSx8eRfTf7aqWdsrqRORuHZVRk+WfmkK90zOYfG6A8xctEb3IVzC2YTunf1l/Gz+GO68WgmdiEgsmp+fxfTh2AcAABTTSURBVF0Ts3l89T5NnNKOOef4v+1Hmf7TVfxmzX7m5zfvvKykTkTiXpfkRL49M5cn7x1PRXU9d/5iHY+v3ovfr0lUgu0qruTu325kw/5yHv3EGGZdnRntJomIyCU8MOMqrsnppYlT2qmDZVXcu3gjX3hmM726deKFL0zih7NHN6suffm4iLQr5WfquO/FbSzfeZxJQ/vw0/l5DEhNiXazosbnd7y+6zhPrN3PO/vLSUlO5EdzR3N7Xka0myYiIo1QcqqWmYvWUNPg476/u5J547JISLBoN0taoLbBx/+u3seiN/eQlGB87abLuXtSzkdfOt+cLx9XUici7Y5zjucKD/Hwsl0kJybwgztHMWP0gGg3q02drK7nuY2HeHL9AQ6fqCYzLYUFk7L5RP4gUrsmR7t5IiLSBHtLTnPfC9vZcKCcsYPSWDhrFFdl9Ix2s6QZ1u0t5YElO9hXcoZbR13Gg7dddcGHz0rqRESCHCg9w1ef3cKWQxXMHpvJw7fn0qNL+05o9pac5sl1B/jTpsNU1fkYP7g3907OYfqI/h99AigiIvHHOccLm4/ww1fepaK6ngUTc/jaTcPb/XmtvSg5Vcv3/7KLJVuKGdS7Kw/fkcu0K/qFXVdJnYhIiHqfn0Vv7uGxN4vI7JXCo/PHkJ/TO9rNalXOOVYXlfLE2v2s3F1Cp8QEZuZlcM/kHEZmpka7eSIi0ooqqup4ZPlufr/hIP16dObB265ixqgBmGlIZizy+R2/33CQH7/6HjX1Pv75uqF8cdowuiQnXnQbJXUiIhex6YMTfO3ZLRw+UcWXpg3jyzcOJznOr1xV1TXwwuYjLF67n70lZ+jbozOfuTabT107iL49Oke7eSIiEkFbDlXwwJLt7DhSydTh6Tx8ey5D+naPdrMkyI4jJ/nWn7ez9fBJJg3tw/dmjWRoI2KkpE5E5BJO1zbw8NKdPL/pMHlZafzXJ8YwOL1btJvVZIdPVPHU+g/444aDVNY0MHpgKvdMzmHGqAw6JcV3oioiIo3n8zueeecDHnl1N7UNfv75uiH8y8dcBZLIq6yp52evvc9T6w/Qu1tnHrxtBLfnZTT6aqqSOhGRRnhl+1Hue3E7NfU+bh01gHn5A5kwuE9MzybmnGPjgRM8sXY/y3cew8y4Jfcy7pmcw7jsXhp2IyLSgX14qoYf/OVdlmwpJqt3Ct+9fSTTrgx/v5ZEjnOOl7cd5Xsv76LkdC2fuTabb/ztFaSmNO2+RyV1IiKNdOxkDY+9VcRLW4o5VdNAVu8U5o3LYs64gWSmxc5XINQ2+Fi29ShPrN3PzuJKUlOS+eT4Qdw1MZuMGGqniIhE37q9pTy4ZAd7S87wt7n9eWhmbkyd09qz/aVneOilHRQUlTIysyffnzWKvKy0ZtWlpE5EpIlq6n0s33mM5woPsXZPGWYwZVg68/OzuOmq/lEZwnKqpp6395VTUFTCK9uPUnq6juH9unPP5MHceXUmKZ00rEZERMKra/DzmzX7+O83ijCMr0wfzmenDI77+8hjVU29j1+t3MuvVu2lc2ICX7/5cv5hYg6JLRj9o6RORKQFDpVX8adNh/nTpsMcqagmNSWZWWMymH9NFrkZkZtFssHnZ9uRk6wpKqWgqIS/Hqygwe9ISU5kyvB07pqYzZRh6RpiKSIijXaovIqHl+1ixbvHGd6vOwtnjeTaIX2i3ax2o8HnZ/nO4zyy/D0OlFUxMy+DB2eMoF/PLi2uW0mdiEgr8Psda/eW8lzhYZbvPEZdg5/cjJ7Mz8/ijjEZpHXt1OJ9HCqvYnVRCWuKSlm7p5TKmgbMYFRmKlOGpTN1eF/GZqfROUlX5UREpPle33Wc7yzdyZGKamaPzeT+W0eQ3l0zJDdX+Zk6/rDhIL97+wOOnqxhSHo3Hr4jl6nD+7baPpTUiYi0soqqOpZuLea5wkPsOFJJp8QEbs7tz/z8LCYPS2/08IrKmnrW7y2joKiEgqJSPiirAiAjtQtTh/dlyvB0Jg9Lp3e3lieMIiIiwarrfDz2VhGPr95HSnIi37zlSj41flCLhgh2NDuLT7J47QFe2lpMXYOfycP6cPekwdxwZb9WP45K6kREImhn8UmeLzzMki1HqKiqJyO1C3PHDWTuuCwG9el63roNPj9bD1dQUFRKQVEpWw5V4PM7unVKZMKQPkwdns7Uy/syJL2bhlWKiEib2PPhaR5csoP1+8oYlZnKgkk53Jzbn55dmjY7Y0dxdojlk+sOsOFAOSnJicwem8mCSTlc3r9HxParpE5EpA3UNvhYsetDni08REFRCc7BpKF9mDN2IFX1PgreL2H93jJO1QaGVI4emMbUYelMHZ7O1YN66bvkREQkapxzLN1azCPLd3P4RDWdEhO47oq+3DZ6ANNH9Kdb56RoNzHqQodYZvVOYcHEHOaNyyK1a+QTYCV1IiJtrLiimhc2Heb5TYc5WB4YUpmZlsLfXB64L27S0D6tcg+eiIhIa3LO8ddDFby89Sh/2V7M8cpauiQncOOI/swcPYDrr+jX4b7EfMeRkzy57twQyynD0lkwKSciQywvRUmdiEiU+P2OrYcrSOvaiZw+XTWkUkRE4obf79h4oJxl24p5Zfsxys/U0b1zEjdd1Z+ZeQOYMqxvux1lUu/z89rO4yxet5+NB06QkpzInHGZLJiYw/AIDrG8FCV1IiIiIiLSbA0+P+v3lbFsazGv7jhGZU0DqSnJ3JJ7GTPzMpgwpDdJ7eA778pO1/LHjYc+GmI5qHdX7pqYzbz8LFJTonuPoZI6ERERERFpFXUNfgqKSli2tZjXdx3nTJ2P9O6d+LuRA5iZl0F+di8SIjQssbbBR1WtjwQzEhONRDMSEwKPBKPZI2JCh1hOHZ7Ogok5TGvjIZaXoqRORERERERaXU29j7fe+5CXtx3ljfeOU1Pv57KeXZgxOpDg5Q1MvSDR8vkdp2rqOVldT0WV91wdeD5ZVXdBeWXQ6+p63yXbczbBSzQjKcFISAh5NiMpJBms9/nZW3KGrp28WSyjOMTyUpTUiYiIiIhIRJ2pbWDFu8dZtvUoq97/kHqfI6t3Cjl9up1L0qrqOFXbwKVSjZTkRFJTkknrmkzPlGTSUpI/ep2akky3zkn4XeCevwa/w+8cDT6Hzzl8fj8+P+c/O4fPH3g0+B1+v8Pnzq7j8PlhwpDeMTHE8lKak9RpzlIREREREWm0bp2TuGNMJneMyeRkdT2v7TzGK9uPUlFdT5/unRjatxupKcmkdu0USNJCkrVU77lzUseaXTOSlNSJiIiIiEizpKYkMy8/i3n5WdFuSocW/1PXiIiIiIiIdGBK6kREREREROJYxJM6M3vUzArM7OeR3peIiIiIiEhHE9GkzszGAt2cc1OBTmZ2TST3JyIiIiIi0tFE+krdRGCFt7wCmBDh/YmIiIiIiHQokU7q0oBKb/kk0Ct0BTP7vJkVmllhSUlJhJsjIiIiIiLSvkQ6qasAenrLPb3X53HOPe6cy3fO5fft2zfCzREREREREWlfIp3UrQdu9JanA29HeH8iIiIiIiIdSkSTOufcZqDGzAoAv3NuQyT3JyIiIiIi0tEkRXoHzrmvRHofIiIiIiIiHZW+fFxERERERCSOKakTERERERGJY0rqRERERERE4pg556Ldho+Y2Slgd7TbIRdIB0qj3Qi5gOISmxSX2KS4xCbFJTYpLrFJcYlNkYhLtnOuSd/1FvGJUppot3MuP9qNkPOZWaHiEnsUl9ikuMQmxSU2KS6xSXGJTYpLbIqVuGj4pYiIiIiISBxTUiciIiIiIhLHYi2pezzaDZCwFJfYpLjEJsUlNikusUlxiU2KS2xSXGJTTMQlpiZKERERERERkaaJtSt1IiIiIiIi0gRK6kREREREROLYJZM6M7vezBrMrJ/3+hozc2aW05ydmdm3zKzYzBYGlc0zsw1m9o6Z3RGyfoaZbTazGjNL8spuMbOV3uOomc0K2aaHmS0zs7VmdtfFyuJZDMTlWjNbZ2YFZvaoVzbYe73azH5vZokh2ySZ2dNmtsbM/uNiZfGsjeJyk5m9bWZvmdmVYbb5pnc8nzGzZDNL92K1ysyWmllKyPrqL02vrzXikmBmv/PissLM0kPWV1yaXl+T4uLFYb2ZnTazYV5Zh+8vELOxUZ+JflwGW5jzvPd6lZm9cbZtQdvo3N/0+v7H+51dY2ajvbIMM3vT+/s0Pcw2551jgsrnmNmhMOurvzS9vlaJi5ktskAO81tr7f+VnXMXfQDXA4XAP3qvfwBsBHIutd0l6usPTAMWBpWtA7oCKcCqkPW7AL2AlUBSmPreAbqHlP0r8CkgEVgNdApX1pz2x8ojBuJyGdDFW34GGOXFKc0r+z4wM2Sb2cD93vLLXh0XlEX72MZBXAqAbsAA4NmQ9fsCr3jL/w7M837nE7yybwPzQrZRf4lOXMYCv/XKPg18RXFp87iYt81iYJhX1uH7SwzHRn0m+nEJe54Hkr3nBcA3Q7bRub/p9Q32nocDL3jL/w1MAroDK0PWv+AcE/TeH4B1Yfah/hKFuADXAP/jlX0duCNkmxb1l8YMv3wTuNFbzgV2ApjZGO+TmbfN7H6v7CUz6+Ut/5eZjQuuyDl3HAidmWU3gT8g3YHKkPVrnHMnwjXKzIYAx51zp73Xi7y3JgIrnHM+YCtwxUXK4l0043LMOVfjvWwAfM65E865iuAyb3/nxcVbfovAL3a4sngX6bjgnDvjnDsKDA15azyBD0AgcFwnOOd8zjm/V5YIFHn7U38henEBjgTVkQaUeftTXGibuLiA4yFl6i/nxFRsUJ85K5pxCXued87Ve2UpQe3RuZ9mx2W/t1iPd4yB0cB673/eU2bWI2iTcOcYzGwG8Dpw9m+a+kv04zIE2OaVbSFwzFutvzQmqasDasxsAvBuUPlu4Hrn3ATgJgsMU3kemGNmCUCec25TI+p/EdhM4Idb9DHrBpsN/PnsC+fcl73FNM4lISfxPlkKUxbvoh4X7/JzunNuV1BZBjAdeA0Ul6Dy1ooLZtbfAsNiRoS8FfZ4mtl4MysEbgD2g+ISVB6tuJQCnc3sXeALBPqb4nJOW8TlYuurvwTEWmzUZwKiHpfQ87yZDTKz9cCXgO2guASVtyQuPyRwJQgg0XmXarjwmF3seC4AfhdcoeLykWjFZTdwnVd2w9n1WysujZ0o5RXg13h/RD2DgVfMbBWBjt8PWALMBKYSuHSLBcZYrzSzyy5S9/cIZM8jgIca2R68/SwNU14B9PSWe3qvw5W1B1GLi5n1Bh4DPhtU1hl4ksCl7oaQTRSX1onLvwF/BP4DWBvyXtjj6Zzb4JzLJ/AhyL2N2EZxiXxcbgZOOudGAN8BvtGIbRSX1o1LWOov54ml2KjPnBO1uIQ7zzvnDjrnJhIYsqy4tEJczOyrwC7n3BqvHl9QnaHH7ILjaWY3EBh2WXeRtiouUYiLc24LsMPM3vLKQkcktCguTUnqNhEYi3rWF4AfOeeuA/YA5l1+rAS+QmAcL865G51z1zvnjl2k7lqgCjhDYEzvx/IObp1zrizM2+uBGy1w8+EYAllxuLL2ICpxscCkNb8jMHY+ePvHgV8GX7kLsp5zl8CneW0OV9YeRCwuzrn1zrlpBO5neDfk7Y2c+wRoOvC2mQXHrhKoDtlG/SUKcSFwz1C5V1YKpIZso7hEPi4XUH+5QMzEBvWZYNGMy3nneQtMamPeexftM96yzv2NiIuZ3UzgPq2FQfVsM7OJZtYN6OmcC74tJtw5ZiRwu5m9CuRa0GQ4HvWX6MQF59x3vT5WBvwlpK0t6y/u428yXBhSthjIAW4BdgDPERizmuO9PwP460Xq+6x3YPcDv/DK7iYw4ck7wOdC1k8mMI70BPAGcK1X/k/Al0LWXeQ99yRwI+E64O6LlcXzIwbi8kmghMBY4ZUExvtOBE4Fld0ZEpdkApOqrOHcDZ8XlMXzo43i8i0CY6r/BPQJs82/e8fz9wSS8fHAKm+bF4CuIXFRf4lOXJK8dVcS+ERwqOISlbg8BxQTuCJxh/pLTMdGfSbKcSHMeR4YFNRnXsWbxAGd+1sSl90E/nFfyblJNQZ6268Hbg6zzXnnmJD31gQtq79EMS4ELqatJJDT3B+0Xqv0F/M2aDVmdiuQ65x7pFUrlhZRXGKT4hKbFJfYpLjELsUmNikusUlxiU3xHpek1qzMzOYAXyPwqZrECMUlNikusUlxiU2KS+xSbGKT4hKbFJfY1B7i0upX6kRERERERKTtNHaiFBEREREREYlBSupERERERETimJI6ERERERGROKakTkREREREJI616uyXIiIi0WJm3wFOE/i+pdXOuRVN3H4l8A3nXGHrt05ERCRylNSJiEi74px7qK33aWZJzrmGtt6viIgIaPiliIjEMTP7lpntNrMVwBVe2WIzm+stP2RmG81sh5k9bmb2MVXOM7MNZva+mU316uhiZk+Y2XYz+6uZTfPK7zaz581sGfCamXU3szfMbLO3btx+35GIiMQXXakTEZG4ZGbjgL8HriZwPtsMbApZ7THn3He99Z8GbgOWXaLaJOfceDO7Ffg2MB34IoBzbpSZXUkggbvcW38iMNo5V25mScCdzrlKM0sH3jazpU5fCCsiIhGmK3UiIhKvpgJ/ds5VOecqgaVh1plmZu+Y2XbgBiD3Y+p80XveBOR4y1OApwGcc+8BHwBnk7rXnXPl3rIBPzCzbcAKIBPo3+SfSkREpIl0pU5EROLZRa+CmVkX4JdAvnPukDeRSpePqa/We/Zx7hx5qSGbZ4KWPw30BcY55+rN7EAj9iciItJiulInIiLxajVwp5mlmFkPYGbI+2cTqlIz6w7MbcF+Pg3gDbscBOwOs14q8KGX0E0Dspu5PxERkSbRlToREYlLzrnNZvYssIXAkMiCkPcrzOx/ge3AAWBjM3f1S+DX3hDOBuBu51xtmDlXngGWmVmh16b3mrk/ERGRJjHdvy0iIiIiIhK/NPxSREREREQkjmn4pYiIdChm9gtgckjxz51zT0SjPSIiIi2l4ZciIiIiIiJxTMMvRURERERE4piSOhERERERkTimpE5ERERERCSOKakTERERERGJY/8PS0BNzbN/55kAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tweets[\"dia_hora\"] = tweets.created_at.dt.strftime(\"%h-%d %H:00\")\n",
    "gb = tweets.groupby(tweets.dia_hora)[\"dia_hora\"].count()\n",
    "gb.plot(figsize=(15,6), fontsize=8)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "colab_type": "text",
    "id": "Ye2nz6o5pt0r"
   },
   "source": [
    "# Tuits más retuiteados"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 121,
   "metadata": {},
   "outputs": [],
   "source": [
    "N_RTS = 20"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 122,
   "metadata": {},
   "outputs": [],
   "source": [
    "tweets.drop_duplicates(subset=['text'], keep=\"last\", inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 123,
   "metadata": {},
   "outputs": [],
   "source": [
    "display_cols = ['original_user_name', 'full_text', 'favorite_count', 'retweet_count']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "metadata": {},
   "outputs": [],
   "source": [
    "original_tweets = tweets[tweets.original_id == tweets.id]\\\n",
    "                        .rename(columns={\"user_name\": \"original_user_name\"})\n",
    "\n",
    "tweets = tweets.merge(original_tweets[[\"original_id\", \"original_user_name\"]],\n",
    "             how=\"left\", on=\"original_id\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 125,
   "metadata": {},
   "outputs": [],
   "source": [
    "idx = tweets.groupby(['original_id'])['retweet_count'].transform(max) == tweets['retweet_count']\n",
    "\n",
    "top_rts = tweets[idx][display_cols].sort_values(by='retweet_count', ascending=False).head(N_RTS)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Fetch original user names"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 127,
   "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>original_user_name</th>\n",
       "      <th>full_text</th>\n",
       "      <th>favorite_count</th>\n",
       "      <th>retweet_count</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>26073</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos</td>\n",
       "      <td>33727</td>\n",
       "      <td>6177</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25953</th>\n",
       "      <td>NaN</td>\n",
       "      <td>ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale RT para DIFUNDIR!   #ArrugoCristina https://t.co/jeZO9zvSNF</td>\n",
       "      <td>2425</td>\n",
       "      <td>2796</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26006</th>\n",
       "      <td>Alberto Fernández</td>\n",
       "      <td>Gracias @vtolosapaz !!! Vamos a hacer entre todos el pais que los argentinos merecen https://t.co/or64TJWtTR</td>\n",
       "      <td>9085</td>\n",
       "      <td>1835</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26097</th>\n",
       "      <td>Matilda_mdq 🇦🇷</td>\n",
       "      <td>👇👇👇👇 Dice Dady Brieva q lo primero q tienen q hacer #FernandezFernandez después de ganar en primera vuelta es \"liberar a todos los presos políticos\" o sea a todos los delincuentes cómplices de la Jefa de la Banda.  Entonces, confirma q a la Justicia la manejarían ellos?!!🤔 https://t.co/NCQ1EEKuS9</td>\n",
       "      <td>2148</td>\n",
       "      <td>1663</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25609</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Si hoy fueran las Elecciones Presidenciales, ¿A quién votarías? #ArrugoCristina</td>\n",
       "      <td>496</td>\n",
       "      <td>1569</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25948</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Extraordinaria jugada de @CFKArgentina Madurez y conciencia política al servicio del bienestar de su pueblo. Siempre por su pueblo. La fórmula #FernandezFernandez es sin dudas motivo de esperanza hacia el futuro. Hacia allá vamos. @alferdez Presidente✌🏽</td>\n",
       "      <td>9385</td>\n",
       "      <td>1544</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24043</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Era importante que Cristina viniera al PJ. Ahora tenemos que seguir sumando. Los que no vinieron, diría que se apuren.  Sin exitismos ni soberbia. Solo el trabajo cotidiano para reforzar esta unidad puede garantizar un mejor camino para los argentinos.  #EsConTodos</td>\n",
       "      <td>6809</td>\n",
       "      <td>1543</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26058</th>\n",
       "      <td>alibru</td>\n",
       "      <td>Ahora ya va tomando más color! Ya tenemos más candidatos  Y como las encuestadoras dicen cualquier cosa  Vos a quién pensas votar? Si no está en la Lista te pido que lo agregue en las respuesta porque no permiten mas opciones  RT  #ArrugoCristina #BuenSabado #CristinaSomosTodos</td>\n",
       "      <td>529</td>\n",
       "      <td>1507</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26070</th>\n",
       "      <td>NaN</td>\n",
       "      <td>CRISTINA censuraba a ALBERTO FERNÁNDEZ en 2012  Alberto Fernández se encontraba en C5N criticándola y de la nada el programa dejó de emitirse y fue a un corte.  ¡Dale RT para DIFUNDIR!  #ArrugoCristina https://t.co/K99FcLMg5V</td>\n",
       "      <td>1220</td>\n",
       "      <td>1492</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25999</th>\n",
       "      <td>NaN</td>\n",
       "      <td>#ArrugoCristina #FernandezFernandez Este video está muy bueno!!! El que lo edito merece mis respetos 😁😀😃😄😉😂☺️ https://t.co/bKOPcWFgrZ</td>\n",
       "      <td>2258</td>\n",
       "      <td>1399</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25587</th>\n",
       "      <td>Natalia</td>\n",
       "      <td>A quien vas a votar para presidente las próximas elecciones? Contesta y da RT #FernandezFernandez #NSB #LaNocheDeML @mauriciomacri @CFKArgentina @edufeiok @UrtubeyJM @SergioMassa @agencialavieja #LosFernandez #Macri2019 #PHPodemosHablar #21MPorLaJusticia #</td>\n",
       "      <td>421</td>\n",
       "      <td>1318</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25656</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Una vez más Cristina nos sorprende con una gran decisión. Estoy segura que @alferdez y @CFKArgentina pondrán de pie a la Argentina una vez más e imagino que Néstor desde el cielo acompaña esta determinación. Nosotros militaremos para hacerlo realidad. 🇦🇷☀ #FernandezFernandez https://t.co/oKgjdx2bO2</td>\n",
       "      <td>3939</td>\n",
       "      <td>1236</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26000</th>\n",
       "      <td>Alejando Pálpitos</td>\n",
       "      <td>#FernandezFernandez Alberto saludando desde el balcón de su depto. Desde La Matanza, Avellaneda, F Varela ? ..no, desde Puerto Madero. Porque más nac&amp;amp;pop no se consigue✌ https://t.co/L7Ss19YjXU</td>\n",
       "      <td>1772</td>\n",
       "      <td>1236</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12912</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Durante los años de mayor fortaleza de Cristina estuve políticamente enemistado con el kirchnerismo. Corrió mucha agua bajo el puente.  Agradezco su invitación hoy. Voy con gusto.   #EsConTodos</td>\n",
       "      <td>8553</td>\n",
       "      <td>1133</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25499</th>\n",
       "      <td>Tuits Borrados</td>\n",
       "      <td>Nos están estallando todos los servidores en este momento #FernandezFernandez https://t.co/dLlBpxntrw</td>\n",
       "      <td>1721</td>\n",
       "      <td>1121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25969</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Así censuraba Cristina en C5N a Alberto Fernández 👇🏻 #ArrugoCristina   Difundan con RT https://t.co/yRaTnLkme8</td>\n",
       "      <td>699</td>\n",
       "      <td>872</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25767</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Voy a votar a @mauriciomacri para que se haga cargo de su experimento, ojalá el 2020 venga con bendiciones y un contexto internacional favorable o 💣  Votás?  Alberto Fernández Anibal Fernandez #BuenSabado Vice Senado #ArrugoCristina Cámpora Cristina Kirchner</td>\n",
       "      <td>254</td>\n",
       "      <td>854</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20954</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Fue el primer elegido por Néstor Kirchner para administrar el país como jefe de gabinete. Hoy, es el señalado por Cristina para continuar el proyecto como Presidente. Más legitimitad como candidato, imposible.  #FernandezFernandez https://t.co/y80PEdLTlJ</td>\n",
       "      <td>2168</td>\n",
       "      <td>817</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26093</th>\n",
       "      <td>Felipe Solá</td>\n",
       "      <td>Sigamos trabajando con humildad y amplitud para que el 10 de diciembre tengamos un gobierno que le devuelva la esperanza a todos los argentinos.  Felicitaciones @ZiliottoSergio, nuevo gobernador de La Pampa.  #EsConTodos</td>\n",
       "      <td>4064</td>\n",
       "      <td>799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20844</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Tras el anuncio de la formula #FernandezFernandez, tanto Felipe Solá como Agustín Rossi decidieron bajar sus candidaturas.  Son los primeros coletazos de unos cuantos que llegarán en estos días.</td>\n",
       "      <td>3274</td>\n",
       "      <td>756</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      original_user_name  \\\n",
       "26073  NaN                 \n",
       "25953  NaN                 \n",
       "26006  Alberto Fernández   \n",
       "26097  Matilda_mdq 🇦🇷      \n",
       "25609  NaN                 \n",
       "25948  NaN                 \n",
       "24043  NaN                 \n",
       "26058  alibru              \n",
       "26070  NaN                 \n",
       "25999  NaN                 \n",
       "25587  Natalia             \n",
       "25656  NaN                 \n",
       "26000  Alejando Pálpitos   \n",
       "12912  NaN                 \n",
       "25499  Tuits Borrados      \n",
       "25969  NaN                 \n",
       "25767  NaN                 \n",
       "20954  NaN                 \n",
       "26093  Felipe Solá         \n",
       "20844  NaN                 \n",
       "\n",
       "                                                                                                                                                                                                                                                                                                         full_text  \\\n",
       "26073  Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos                                                                               \n",
       "25953  ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale RT para DIFUNDIR!   #ArrugoCristina https://t.co/jeZO9zvSNF                                                                                                                          \n",
       "26006  Gracias @vtolosapaz !!! Vamos a hacer entre todos el pais que los argentinos merecen https://t.co/or64TJWtTR                                                                                                                                                                                                  \n",
       "26097  👇👇👇👇 Dice Dady Brieva q lo primero q tienen q hacer #FernandezFernandez después de ganar en primera vuelta es \"liberar a todos los presos políticos\" o sea a todos los delincuentes cómplices de la Jefa de la Banda.  Entonces, confirma q a la Justicia la manejarían ellos?!!🤔 https://t.co/NCQ1EEKuS9     \n",
       "25609  Si hoy fueran las Elecciones Presidenciales, ¿A quién votarías? #ArrugoCristina                                                                                                                                                                                                                               \n",
       "25948  Extraordinaria jugada de @CFKArgentina Madurez y conciencia política al servicio del bienestar de su pueblo. Siempre por su pueblo. La fórmula #FernandezFernandez es sin dudas motivo de esperanza hacia el futuro. Hacia allá vamos. @alferdez Presidente✌🏽                                                 \n",
       "24043  Era importante que Cristina viniera al PJ. Ahora tenemos que seguir sumando. Los que no vinieron, diría que se apuren.  Sin exitismos ni soberbia. Solo el trabajo cotidiano para reforzar esta unidad puede garantizar un mejor camino para los argentinos.  #EsConTodos                                     \n",
       "26058  Ahora ya va tomando más color! Ya tenemos más candidatos  Y como las encuestadoras dicen cualquier cosa  Vos a quién pensas votar? Si no está en la Lista te pido que lo agregue en las respuesta porque no permiten mas opciones  RT  #ArrugoCristina #BuenSabado #CristinaSomosTodos                        \n",
       "26070  CRISTINA censuraba a ALBERTO FERNÁNDEZ en 2012  Alberto Fernández se encontraba en C5N criticándola y de la nada el programa dejó de emitirse y fue a un corte.  ¡Dale RT para DIFUNDIR!  #ArrugoCristina https://t.co/K99FcLMg5V                                                                             \n",
       "25999  #ArrugoCristina #FernandezFernandez Este video está muy bueno!!! El que lo edito merece mis respetos 😁😀😃😄😉😂☺️ https://t.co/bKOPcWFgrZ                                                                                                                                                                         \n",
       "25587  A quien vas a votar para presidente las próximas elecciones? Contesta y da RT #FernandezFernandez #NSB #LaNocheDeML @mauriciomacri @CFKArgentina @edufeiok @UrtubeyJM @SergioMassa @agencialavieja #LosFernandez #Macri2019 #PHPodemosHablar #21MPorLaJusticia #                                              \n",
       "25656  Una vez más Cristina nos sorprende con una gran decisión. Estoy segura que @alferdez y @CFKArgentina pondrán de pie a la Argentina una vez más e imagino que Néstor desde el cielo acompaña esta determinación. Nosotros militaremos para hacerlo realidad. 🇦🇷☀ #FernandezFernandez https://t.co/oKgjdx2bO2   \n",
       "26000  #FernandezFernandez Alberto saludando desde el balcón de su depto. Desde La Matanza, Avellaneda, F Varela ? ..no, desde Puerto Madero. Porque más nac&amp;pop no se consigue✌ https://t.co/L7Ss19YjXU                                                                                                         \n",
       "12912  Durante los años de mayor fortaleza de Cristina estuve políticamente enemistado con el kirchnerismo. Corrió mucha agua bajo el puente.  Agradezco su invitación hoy. Voy con gusto.   #EsConTodos                                                                                                             \n",
       "25499  Nos están estallando todos los servidores en este momento #FernandezFernandez https://t.co/dLlBpxntrw                                                                                                                                                                                                         \n",
       "25969  Así censuraba Cristina en C5N a Alberto Fernández 👇🏻 #ArrugoCristina   Difundan con RT https://t.co/yRaTnLkme8                                                                                                                                                                                                \n",
       "25767  Voy a votar a @mauriciomacri para que se haga cargo de su experimento, ojalá el 2020 venga con bendiciones y un contexto internacional favorable o 💣  Votás?  Alberto Fernández Anibal Fernandez #BuenSabado Vice Senado #ArrugoCristina Cámpora Cristina Kirchner                                            \n",
       "20954  Fue el primer elegido por Néstor Kirchner para administrar el país como jefe de gabinete. Hoy, es el señalado por Cristina para continuar el proyecto como Presidente. Más legitimitad como candidato, imposible.  #FernandezFernandez https://t.co/y80PEdLTlJ                                                \n",
       "26093  Sigamos trabajando con humildad y amplitud para que el 10 de diciembre tengamos un gobierno que le devuelva la esperanza a todos los argentinos.  Felicitaciones @ZiliottoSergio, nuevo gobernador de La Pampa.  #EsConTodos                                                                                  \n",
       "20844  Tras el anuncio de la formula #FernandezFernandez, tanto Felipe Solá como Agustín Rossi decidieron bajar sus candidaturas.  Son los primeros coletazos de unos cuantos que llegarán en estos días.                                                                                                            \n",
       "\n",
       "       favorite_count  retweet_count  \n",
       "26073  33727           6177           \n",
       "25953  2425            2796           \n",
       "26006  9085            1835           \n",
       "26097  2148            1663           \n",
       "25609  496             1569           \n",
       "25948  9385            1544           \n",
       "24043  6809            1543           \n",
       "26058  529             1507           \n",
       "26070  1220            1492           \n",
       "25999  2258            1399           \n",
       "25587  421             1318           \n",
       "25656  3939            1236           \n",
       "26000  1772            1236           \n",
       "12912  8553            1133           \n",
       "25499  1721            1121           \n",
       "25969  699             872            \n",
       "25767  254             854            \n",
       "20954  2168            817            \n",
       "26093  4064            799            \n",
       "20844  3274            756            "
      ]
     },
     "execution_count": 127,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top_rts"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Tuits más faveados"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 128,
   "metadata": {},
   "outputs": [],
   "source": [
    "N_FAVS = 20"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 129,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "      <th>favorite_count</th>\n",
       "      <th>retweet_count</th>\n",
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       "  <tbody>\n",
       "    <tr>\n",
       "      <th>26073</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos</td>\n",
       "      <td>33727</td>\n",
       "      <td>6177</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25948</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Extraordinaria jugada de @CFKArgentina Madurez y conciencia política al servicio del bienestar de su pueblo. Siempre por su pueblo. La fórmula #FernandezFernandez es sin dudas motivo de esperanza hacia el futuro. Hacia allá vamos. @alferdez Presidente✌🏽</td>\n",
       "      <td>9385</td>\n",
       "      <td>1544</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26006</th>\n",
       "      <td>Alberto Fernández</td>\n",
       "      <td>Gracias @vtolosapaz !!! Vamos a hacer entre todos el pais que los argentinos merecen https://t.co/or64TJWtTR</td>\n",
       "      <td>9085</td>\n",
       "      <td>1835</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12912</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Durante los años de mayor fortaleza de Cristina estuve políticamente enemistado con el kirchnerismo. Corrió mucha agua bajo el puente.  Agradezco su invitación hoy. Voy con gusto.   #EsConTodos</td>\n",
       "      <td>8553</td>\n",
       "      <td>1133</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24043</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Era importante que Cristina viniera al PJ. Ahora tenemos que seguir sumando. Los que no vinieron, diría que se apuren.  Sin exitismos ni soberbia. Solo el trabajo cotidiano para reforzar esta unidad puede garantizar un mejor camino para los argentinos.  #EsConTodos</td>\n",
       "      <td>6809</td>\n",
       "      <td>1543</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26093</th>\n",
       "      <td>Felipe Solá</td>\n",
       "      <td>Sigamos trabajando con humildad y amplitud para que el 10 de diciembre tengamos un gobierno que le devuelva la esperanza a todos los argentinos.  Felicitaciones @ZiliottoSergio, nuevo gobernador de La Pampa.  #EsConTodos</td>\n",
       "      <td>4064</td>\n",
       "      <td>799</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25656</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Una vez más Cristina nos sorprende con una gran decisión. Estoy segura que @alferdez y @CFKArgentina pondrán de pie a la Argentina una vez más e imagino que Néstor desde el cielo acompaña esta determinación. Nosotros militaremos para hacerlo realidad. 🇦🇷☀ #FernandezFernandez https://t.co/oKgjdx2bO2</td>\n",
       "      <td>3939</td>\n",
       "      <td>1236</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20844</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Tras el anuncio de la formula #FernandezFernandez, tanto Felipe Solá como Agustín Rossi decidieron bajar sus candidaturas.  Son los primeros coletazos de unos cuantos que llegarán en estos días.</td>\n",
       "      <td>3274</td>\n",
       "      <td>756</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22592</th>\n",
       "      <td>NaN</td>\n",
       "      <td>abrazo enorme Felipe! https://t.co/QkWYqIF4c6</td>\n",
       "      <td>2566</td>\n",
       "      <td>442</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25953</th>\n",
       "      <td>NaN</td>\n",
       "      <td>ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale RT para DIFUNDIR!   #ArrugoCristina https://t.co/jeZO9zvSNF</td>\n",
       "      <td>2425</td>\n",
       "      <td>2796</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25513</th>\n",
       "      <td>Hugo Lamadrid</td>\n",
       "      <td>Todo mi apoyo @alferdez y vamos que nada es imposible.   Como hincha de AAAJ que sos, te recuerdo que te hice dos goles en una definición por penales allá por fines de los 80's.  Estas si que fueron cosas imposibles.  #FernandezFernandez</td>\n",
       "      <td>2307</td>\n",
       "      <td>273</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25999</th>\n",
       "      <td>NaN</td>\n",
       "      <td>#ArrugoCristina #FernandezFernandez Este video está muy bueno!!! El que lo edito merece mis respetos 😁😀😃😄😉😂☺️ https://t.co/bKOPcWFgrZ</td>\n",
       "      <td>2258</td>\n",
       "      <td>1399</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20954</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Fue el primer elegido por Néstor Kirchner para administrar el país como jefe de gabinete. Hoy, es el señalado por Cristina para continuar el proyecto como Presidente. Más legitimitad como candidato, imposible.  #FernandezFernandez https://t.co/y80PEdLTlJ</td>\n",
       "      <td>2168</td>\n",
       "      <td>817</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26097</th>\n",
       "      <td>Matilda_mdq 🇦🇷</td>\n",
       "      <td>👇👇👇👇 Dice Dady Brieva q lo primero q tienen q hacer #FernandezFernandez después de ganar en primera vuelta es \"liberar a todos los presos políticos\" o sea a todos los delincuentes cómplices de la Jefa de la Banda.  Entonces, confirma q a la Justicia la manejarían ellos?!!🤔 https://t.co/NCQ1EEKuS9</td>\n",
       "      <td>2148</td>\n",
       "      <td>1663</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25327</th>\n",
       "      <td>Agustín Laje</td>\n",
       "      <td>La fórmula Fernández-Fernández significa Alberto a la Presidencia, Cristina al poder. Dado que el techo de esta última está muy cerca de su piso, y aprovechando que Alberto ha sido un obediente siervo de Néstor, necesitó esta jugada.  #ArrugoCristina</td>\n",
       "      <td>1938</td>\n",
       "      <td>544</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26000</th>\n",
       "      <td>Alejando Pálpitos</td>\n",
       "      <td>#FernandezFernandez Alberto saludando desde el balcón de su depto. Desde La Matanza, Avellaneda, F Varela ? ..no, desde Puerto Madero. Porque más nac&amp;amp;pop no se consigue✌ https://t.co/L7Ss19YjXU</td>\n",
       "      <td>1772</td>\n",
       "      <td>1236</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24900</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Primera pintada por la fórmula #FernandezFernandez, en Hurlingham.  (Vía @pablodelvalleok) https://t.co/W5et7FWVel</td>\n",
       "      <td>1732</td>\n",
       "      <td>513</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25499</th>\n",
       "      <td>Tuits Borrados</td>\n",
       "      <td>Nos están estallando todos los servidores en este momento #FernandezFernandez https://t.co/dLlBpxntrw</td>\n",
       "      <td>1721</td>\n",
       "      <td>1121</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23539</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Yo creo que deberíamos ir todos con el #ArrugoCristina, no?</td>\n",
       "      <td>1643</td>\n",
       "      <td>540</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26047</th>\n",
       "      <td>NaN</td>\n",
       "      <td>#FernandezFernandez La jugada maestra al mejor estilo de Néstor https://t.co/Y5SaK6xeBW</td>\n",
       "      <td>1634</td>\n",
       "      <td>645</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      original_user_name  \\\n",
       "26073  NaN                 \n",
       "25948  NaN                 \n",
       "26006  Alberto Fernández   \n",
       "12912  NaN                 \n",
       "24043  NaN                 \n",
       "26093  Felipe Solá         \n",
       "25656  NaN                 \n",
       "20844  NaN                 \n",
       "22592  NaN                 \n",
       "25953  NaN                 \n",
       "25513  Hugo Lamadrid       \n",
       "25999  NaN                 \n",
       "20954  NaN                 \n",
       "26097  Matilda_mdq 🇦🇷      \n",
       "25327  Agustín Laje        \n",
       "26000  Alejando Pálpitos   \n",
       "24900  NaN                 \n",
       "25499  Tuits Borrados      \n",
       "23539  NaN                 \n",
       "26047  NaN                 \n",
       "\n",
       "                                                                                                                                                                                                                                                                                                         full_text  \\\n",
       "26073  Mi candidatura tenía una única misión: construir una unidad amplia para defender al trabajo, a los humildes y a la clase media. Ese objetivo está cumplido.   Celebro la decisión de Cristina. Felicito a Alberto.  #EsConTodos                                                                               \n",
       "25948  Extraordinaria jugada de @CFKArgentina Madurez y conciencia política al servicio del bienestar de su pueblo. Siempre por su pueblo. La fórmula #FernandezFernandez es sin dudas motivo de esperanza hacia el futuro. Hacia allá vamos. @alferdez Presidente✌🏽                                                 \n",
       "26006  Gracias @vtolosapaz !!! Vamos a hacer entre todos el pais que los argentinos merecen https://t.co/or64TJWtTR                                                                                                                                                                                                  \n",
       "12912  Durante los años de mayor fortaleza de Cristina estuve políticamente enemistado con el kirchnerismo. Corrió mucha agua bajo el puente.  Agradezco su invitación hoy. Voy con gusto.   #EsConTodos                                                                                                             \n",
       "24043  Era importante que Cristina viniera al PJ. Ahora tenemos que seguir sumando. Los que no vinieron, diría que se apuren.  Sin exitismos ni soberbia. Solo el trabajo cotidiano para reforzar esta unidad puede garantizar un mejor camino para los argentinos.  #EsConTodos                                     \n",
       "26093  Sigamos trabajando con humildad y amplitud para que el 10 de diciembre tengamos un gobierno que le devuelva la esperanza a todos los argentinos.  Felicitaciones @ZiliottoSergio, nuevo gobernador de La Pampa.  #EsConTodos                                                                                  \n",
       "25656  Una vez más Cristina nos sorprende con una gran decisión. Estoy segura que @alferdez y @CFKArgentina pondrán de pie a la Argentina una vez más e imagino que Néstor desde el cielo acompaña esta determinación. Nosotros militaremos para hacerlo realidad. 🇦🇷☀ #FernandezFernandez https://t.co/oKgjdx2bO2   \n",
       "20844  Tras el anuncio de la formula #FernandezFernandez, tanto Felipe Solá como Agustín Rossi decidieron bajar sus candidaturas.  Son los primeros coletazos de unos cuantos que llegarán en estos días.                                                                                                            \n",
       "22592  abrazo enorme Felipe! https://t.co/QkWYqIF4c6                                                                                                                                                                                                                                                                 \n",
       "25953  ALBERTO FERNÁNDEZ sobre CRISTINA KIRCHNER  Una persona sin valores actúa siguiendo su ambición de poder y dinero.  ¡Dale RT para DIFUNDIR!   #ArrugoCristina https://t.co/jeZO9zvSNF                                                                                                                          \n",
       "25513  Todo mi apoyo @alferdez y vamos que nada es imposible.   Como hincha de AAAJ que sos, te recuerdo que te hice dos goles en una definición por penales allá por fines de los 80's.  Estas si que fueron cosas imposibles.  #FernandezFernandez                                                                 \n",
       "25999  #ArrugoCristina #FernandezFernandez Este video está muy bueno!!! El que lo edito merece mis respetos 😁😀😃😄😉😂☺️ https://t.co/bKOPcWFgrZ                                                                                                                                                                         \n",
       "20954  Fue el primer elegido por Néstor Kirchner para administrar el país como jefe de gabinete. Hoy, es el señalado por Cristina para continuar el proyecto como Presidente. Más legitimitad como candidato, imposible.  #FernandezFernandez https://t.co/y80PEdLTlJ                                                \n",
       "26097  👇👇👇👇 Dice Dady Brieva q lo primero q tienen q hacer #FernandezFernandez después de ganar en primera vuelta es \"liberar a todos los presos políticos\" o sea a todos los delincuentes cómplices de la Jefa de la Banda.  Entonces, confirma q a la Justicia la manejarían ellos?!!🤔 https://t.co/NCQ1EEKuS9     \n",
       "25327  La fórmula Fernández-Fernández significa Alberto a la Presidencia, Cristina al poder. Dado que el techo de esta última está muy cerca de su piso, y aprovechando que Alberto ha sido un obediente siervo de Néstor, necesitó esta jugada.  #ArrugoCristina                                                    \n",
       "26000  #FernandezFernandez Alberto saludando desde el balcón de su depto. Desde La Matanza, Avellaneda, F Varela ? ..no, desde Puerto Madero. Porque más nac&amp;pop no se consigue✌ https://t.co/L7Ss19YjXU                                                                                                         \n",
       "24900  Primera pintada por la fórmula #FernandezFernandez, en Hurlingham.  (Vía @pablodelvalleok) https://t.co/W5et7FWVel                                                                                                                                                                                            \n",
       "25499  Nos están estallando todos los servidores en este momento #FernandezFernandez https://t.co/dLlBpxntrw                                                                                                                                                                                                         \n",
       "23539  Yo creo que deberíamos ir todos con el #ArrugoCristina, no?                                                                                                                                                                                                                                                   \n",
       "26047  #FernandezFernandez La jugada maestra al mejor estilo de Néstor https://t.co/Y5SaK6xeBW                                                                                                                                                                                                                       \n",
       "\n",
       "       favorite_count  retweet_count  \n",
       "26073  33727           6177           \n",
       "25948  9385            1544           \n",
       "26006  9085            1835           \n",
       "12912  8553            1133           \n",
       "24043  6809            1543           \n",
       "26093  4064            799            \n",
       "25656  3939            1236           \n",
       "20844  3274            756            \n",
       "22592  2566            442            \n",
       "25953  2425            2796           \n",
       "25513  2307            273            \n",
       "25999  2258            1399           \n",
       "20954  2168            817            \n",
       "26097  2148            1663           \n",
       "25327  1938            544            \n",
       "26000  1772            1236           \n",
       "24900  1732            513            \n",
       "25499  1721            1121           \n",
       "23539  1643            540            \n",
       "26047  1634            645            "
      ]
     },
     "execution_count": 129,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "idx = tweets.groupby(['original_id'])['favorite_count'].transform(max) == tweets['favorite_count']\n",
    "\n",
    "tweets[idx][display_cols].sort_values(by='favorite_count', ascending=False).head(N_FAVS)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Nube de palabras"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 130,
   "metadata": {},
   "outputs": [],
   "source": [
    "import gensim\n",
    "import re\n",
    "\n",
    "def clean(s):\n",
    "    s = gensim.utils.deaccent(s)\n",
    "    s = s.strip().lower()\n",
    "    s = s.replace(\"rt \", \" \")\n",
    "\n",
    "    # remove mentions\n",
    "    s = re.sub(r\"@\\w+\", \" \", s)\n",
    "\n",
    "    # remove URLs\n",
    "    s = re.sub(r\"https?://t\\.co/\\w+\", \" \", s)\n",
    "    s = re.sub(\n",
    "        r\"https?://(?:[a-zA-Z]|[0-9]|[$-_@.&+]|[!*\\(\\),]|(?:%[0-9a-fA-F][0-9a-fA-F]))+\",\n",
    "        \" \", s)\n",
    "    s = re.sub(r\",\", \" \", s)\n",
    "    s = re.sub(r\"[^A-Za-z0-9ñ()\\'\\`#]\", \" \", s)\n",
    "    s = re.sub(r\"\\(\", \" \\( \", s)\n",
    "    s = re.sub(r\"\\)\", \" \\) \", s)\n",
    "    s = re.sub(r\"\\?\", \" \\? \", s)\n",
    "    s = re.sub(r\"\\s{2,}\", \" \", s)\n",
    "\n",
    "    return s"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[nltk_data] Downloading package stopwords to\n",
      "[nltk_data]     /Users/pablogcelayes/nltk_data...\n",
      "[nltk_data]   Package stopwords is already up-to-date!\n"
     ]
    }
   ],
   "source": [
    "import nltk\n",
    "nltk.download('stopwords')\n",
    "\n",
    "from nltk.corpus import stopwords\n",
    "\n",
    "def tokenize(s):\n",
    "    return [t for t in s.strip().split() if (t not in stopwords.words('spanish')\n",
    "                                             and len(t) > 1\n",
    "                                             and t[0] != '#'\n",
    "                                             and t != \"si\")]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 132,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_all_tokens(tweets):\n",
    "    all_tokens = []\n",
    "    for tuit in tweets.text.apply(clean).unique():\n",
    "        all_tokens += tokenize(tuit) + ['.']\n",
    "    return all_tokens"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 133,
   "metadata": {},
   "outputs": [],
   "source": [
    "from wordcloud import WordCloud\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 134,
   "metadata": {},
   "outputs": [],
   "source": [
    "all_tokens = get_all_tokens(tweets.sample(5000))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 135,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-0.5, 799.5, 399.5, -0.5)"
      ]
     },
     "execution_count": 135,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "wordcloud = WordCloud(normalize_plurals=False, colormap='Blues', max_words=20, width=800, height=400,\n",
    "                      min_font_size=12, background_color='white').generate(' '.join(all_tokens))\n",
    "\n",
    "plt.imshow(wordcloud, interpolation='bilinear', aspect='auto')\n",
    "plt.axis(\"off\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Top hashtags por volumen de tuits"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 136,
   "metadata": {},
   "outputs": [],
   "source": [
    "from collections import Counter"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 137,
   "metadata": {},
   "outputs": [],
   "source": [
    "ht_counts = Counter()\n",
    "\n",
    "for hts in tweets[~tweets.hts.isna()].hts.values:\n",
    "    for ht in hts.split():\n",
    "        ht_counts[ht.lower()] += 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 138,
   "metadata": {},
   "outputs": [],
   "source": [
    "top10_hts = ht_counts.most_common(10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 139,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<BarContainer object of 10 artists>"
      ]
     },
     "execution_count": 139,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1296x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(18,8))\n",
    "plt.bar(*zip(*top10_hts))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 140,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[('fernandezfernandez', 13403),\n",
       " ('arrugocristina', 1850),\n",
       " ('fernandezfernandez2019', 837),\n",
       " ('cristinasomostodos', 638),\n",
       " ('escontodos', 535),\n",
       " ('sobredosisdetv', 409),\n",
       " ('albertoycristina', 404),\n",
       " ('ganafernandez', 378),\n",
       " ('buendomingo', 265),\n",
       " ('buensabado', 192)]"
      ]
     },
     "execution_count": 140,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "top10_hts"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Volumen hashtag por hora"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 141,
   "metadata": {},
   "outputs": [],
   "source": [
    "topK = [n for (n, c) in top10_hts[:2]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 142,
   "metadata": {},
   "outputs": [],
   "source": [
    "tweets.hts = tweets.hts.str.lower()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 143,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dia_hora\n",
       "May-18 17:00    6548\n",
       "May-18 18:00    7597\n",
       "May-18 19:00    6951\n",
       "May-18 20:00    6713\n",
       "May-18 21:00    7094\n",
       "May-18 22:00    7563\n",
       "May-18 23:00    6129\n",
       "May-19 00:00    4334\n",
       "May-19 01:00    4899\n",
       "May-19 02:00    3461\n",
       "May-19 03:00    2595\n",
       "May-19 04:00    1584\n",
       "May-19 05:00    1131\n",
       "May-19 06:00    864 \n",
       "May-19 07:00    503 \n",
       "May-19 08:00    307 \n",
       "May-19 09:00    446 \n",
       "May-19 10:00    668 \n",
       "May-19 11:00    1177\n",
       "May-19 12:00    1901\n",
       "May-19 13:00    2254\n",
       "May-19 14:00    2217\n",
       "May-19 15:00    1906\n",
       "May-19 16:00    1648\n",
       "May-19 17:00    1672\n",
       "May-19 18:00    1647\n",
       "May-19 19:00    1420\n",
       "May-19 20:00    1648\n",
       "May-19 21:00    1833\n",
       "May-19 22:00    1890\n",
       "May-19 23:00    2362\n",
       "May-20 00:00    2119\n",
       "May-20 01:00    1805\n",
       "May-20 02:00    1805\n",
       "May-20 03:00    1296\n",
       "May-20 04:00    656 \n",
       "May-20 05:00    344 \n",
       "May-20 06:00    169 \n",
       "May-20 07:00    204 \n",
       "May-20 08:00    197 \n",
       "May-20 09:00    416 \n",
       "May-20 10:00    730 \n",
       "Name: dia_hora, dtype: int64"
      ]
     },
     "execution_count": 143,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gb"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 145,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x1a2b4374a8>"
      ]
     },
     "execution_count": 145,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "tweets_ht = tweets[tweets.hts.isin(topK)]\n",
    "gb = tweets_ht.groupby([tweets_ht.dia_hora, tweets_ht.hts])[\"dia_hora\"].count()\n",
    "gb = gb.unstack()\n",
    "gb.plot(figsize=(15,6), fontsize=8)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 146,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-0.5, 799.5, 399.5, -0.5)"
      ]
     },
     "execution_count": 146,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "all_tokens = get_all_tokens(tweets[tweets.hts == \"fernandezfernandez\"].sample(5000))\n",
    "wordcloud = WordCloud(normalize_plurals=False, colormap='Blues', max_words=20, width=800, height=400,\n",
    "                      min_font_size=12, background_color='white').generate(' '.join(all_tokens))\n",
    "\n",
    "plt.imshow(wordcloud, interpolation='bilinear', aspect='auto')\n",
    "plt.axis(\"off\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 147,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(-0.5, 799.5, 399.5, -0.5)"
      ]
     },
     "execution_count": 147,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "all_tokens = get_all_tokens(tweets[tweets.hts == \"arrugocristina\"])\n",
    "wordcloud = WordCloud(normalize_plurals=False, colormap='Blues', max_words=20, width=800, height=400,\n",
    "                      min_font_size=12, background_color='black').generate(' '.join(all_tokens))\n",
    "\n",
    "plt.imshow(wordcloud, interpolation='bilinear', aspect='auto')\n",
    "plt.axis(\"off\")"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "default_view": {},
   "name": "1.0-análisis-tweets-mongo.ipynb",
   "provenance": [],
   "version": "0.3.2",
   "views": {}
  },
  "kernelspec": {
   "display_name": "Python [conda env:escucha-tec-notebooks] *",
   "language": "python",
   "name": "conda-env-escucha-tec-notebooks-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}