{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<p>Gabriele Iocco</p>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h1 id=\"Filtro-anti-hater-per-social-network\"><center>Filtro anti hater per social network</center></h1>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import gdown\n",
    "import seaborn as sns\n",
    "import pickle\n",
    "from tensorflow.keras.preprocessing.text import Tokenizer\n",
    "from tensorflow.keras.preprocessing.sequence import pad_sequences\n",
    "import re\n",
    "from keras.utils import pad_sequences\n",
    "import nltk\n",
    "from nltk.corpus import stopwords\n",
    "from nltk.stem import WordNetLemmatizer\n",
    "import numpy as np\n",
    "from imblearn.over_sampling import SMOTE\n",
    "from sklearn.model_selection import train_test_split\n",
    "\n",
    "from sklearn.neighbors import NearestNeighbors\n",
    "import random\n",
    "from collections import Counter\n",
    "from tensorflow.keras.models import Sequential\n",
    "from tensorflow.keras.layers import Input, Embedding, Bidirectional, LSTM, Dense\n",
    "from tensorflow.keras.callbacks import EarlyStopping, ReduceLROnPlateau, ModelCheckpoint\n",
    "from sklearn.metrics import accuracy_score, f1_score, precision_score, confusion_matrix, classification_report\n",
    "from sklearn.metrics import roc_auc_score, roc_curve, auc\n",
    "from sklearn.metrics import hamming_loss\n",
    "from sklearn.metrics import precision_recall_curve\n",
    "\n",
    "from tensorflow.keras.models import load_model, Model\n",
    "from tensorflow.keras.layers import Dense, Dropout, Input\n",
    "import tensorflow as tf\n",
    "\n",
    "import seaborn as sns\n",
    "import time\n",
    "from sklearn.metrics import multilabel_confusion_matrix\n",
    "from tensorflow.keras.backend import clear_session\n",
    "from colorama import Fore, Style, init\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "import os\n",
    "os.environ['TF_CPP_MIN_LOG_LEVEL']='3'\n",
    "import tensorflow as tf\n",
    "tf.compat.v1.logging.set_verbosity(tf.compat.v1.logging.ERROR)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "from colorama import Fore, Back, Style\n",
    "\n",
    "def print_colored(text, color=\"white\", bg_color=None, end=\"\\n\"):\n",
    "    # Dizionario dei colori del testo\n",
    "    color_dict = {\n",
    "        'red': Fore.RED,\n",
    "        'blue': Fore.BLUE,\n",
    "        'white': '\\033[97m',  # Bianco puro (ANSI)\n",
    "        'black': Fore.BLACK\n",
    "    }\n",
    "\n",
    "    # Dizionario dei colori dello sfondo\n",
    "    bg_color_dict = {\n",
    "        'black': Back.BLACK,\n",
    "        'blue': Back.BLUE,\n",
    "        'white': Back.WHITE\n",
    "    }\n",
    "\n",
    "    color_code = color_dict.get(color.lower(), '\\033[97m') \n",
    "    bg_color_code = bg_color_dict.get(bg_color.lower(), '') if bg_color else ''\n",
    "    \n",
    "    print(f\"{color_code}{bg_color_code}{text}{Style.RESET_ALL}\", end=end)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Analisi-del-dataset\"><font color=\"red\">Analisi del dataset</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "BASE_URL=\"/home/gap/Scrivania/Filtro_anti_hater/\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "df_hater = pd.read_csv(BASE_URL + \"Filter_Toxic_Comments_dataset.csv\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Numero di righe:</span>\n159571\n<span class=\"ansi-blue-fg\">Numero di colonne:</span>\n8\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Numero di righe:\", \"blue\") \n",
    "print(df_hater.shape[0])\n",
    "print_colored(\"Numero di colonne:\", \"blue\") \n",
    "print(df_hater.shape[1])\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[15]:</div>\n<div class=\"jp-RenderedText jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>comment_text     159571\ntoxic            159571\nsevere_toxic     159571\nobscene          159571\nthreat           159571\ninsult           159571\nidentity_hate    159571\nsum_injurious    159571\ndtype: int64</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "df_hater.count()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>&lt;class 'pandas.core.frame.DataFrame'&gt;\nRangeIndex: 159571 entries, 0 to 159570\nData columns (total 8 columns):\n #   Column         Non-Null Count   Dtype \n---  ------         --------------   ----- \n 0   comment_text   159571 non-null  object\n 1   toxic          159571 non-null  int64 \n 2   severe_toxic   159571 non-null  int64 \n 3   obscene        159571 non-null  int64 \n 4   threat         159571 non-null  int64 \n 5   insult         159571 non-null  int64 \n 6   identity_hate  159571 non-null  int64 \n 7   sum_injurious  159571 non-null  int64 \ndtypes: int64(7), object(1)\nmemory usage: 9.7+ MB\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "df_hater.info()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>1276568\n1276568\n<span class=\"ansi-blue-fg\">\nValori mancanti</span>\n0\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "total_values = df_hater.size\n",
    "print(total_values)\n",
    "\n",
    "non_missing_values = df_hater.count().sum()\n",
    "print(non_missing_values)\n",
    "\n",
    "missing_values = total_values - non_missing_values\n",
    "print_colored(\"\\nValori mancanti\", \"blue\")\n",
    "print(missing_values)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Valori mancanti per colonna:\n</span>\n        comment_text  toxic  severe_toxic  obscene  threat  insult  \\\n0              False  False         False    False   False   False   \n1              False  False         False    False   False   False   \n2              False  False         False    False   False   False   \n3              False  False         False    False   False   False   \n4              False  False         False    False   False   False   \n...              ...    ...           ...      ...     ...     ...   \n159566         False  False         False    False   False   False   \n159567         False  False         False    False   False   False   \n159568         False  False         False    False   False   False   \n159569         False  False         False    False   False   False   \n159570         False  False         False    False   False   False   \n\n        identity_hate  sum_injurious  \n0               False          False  \n1               False          False  \n2               False          False  \n3               False          False  \n4               False          False  \n...               ...            ...  \n159566          False          False  \n159567          False          False  \n159568          False          False  \n159569          False          False  \n159570          False          False  \n\n[159571 rows x 8 columns]\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Valori mancanti per colonna:\\n\", \"blue\")\n",
    "print(df_hater.isna())\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[19]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>comment_text</th>\n<th>toxic</th>\n<th>severe_toxic</th>\n<th>obscene</th>\n<th>threat</th>\n<th>insult</th>\n<th>identity_hate</th>\n<th>sum_injurious</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>0</th>\n<td>Explanation\\nWhy the edits made under my usern...</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n</tr>\n<tr>\n<th>1</th>\n<td>D'aww! He matches this background colour I'm s...</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n</tr>\n<tr>\n<th>2</th>\n<td>Hey man, I'm really not trying to edit war. It...</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n</tr>\n<tr>\n<th>3</th>\n<td>\"\\nMore\\nI can't make any real suggestions on ...</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n</tr>\n<tr>\n<th>4</th>\n<td>You, sir, are my hero. Any chance you remember...</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n<td>0</td>\n</tr>\n</tbody>\n</table>\n</div>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "df_hater.head()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child jp-OutputArea-executeResult\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\">Out[20]:</div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output jp-OutputArea-executeResult\" data-mime-type=\"text/html\" tabindex=\"0\">\n<div>\n\n<table border=\"1\" class=\"dataframe\">\n<thead>\n<tr style=\"text-align: right;\">\n<th></th>\n<th>toxic</th>\n<th>severe_toxic</th>\n<th>obscene</th>\n<th>threat</th>\n<th>insult</th>\n<th>identity_hate</th>\n<th>sum_injurious</th>\n</tr>\n</thead>\n<tbody>\n<tr>\n<th>count</th>\n<td>159571.000000</td>\n<td>159571.000000</td>\n<td>159571.000000</td>\n<td>159571.000000</td>\n<td>159571.000000</td>\n<td>159571.000000</td>\n<td>159571.000000</td>\n</tr>\n<tr>\n<th>mean</th>\n<td>0.095844</td>\n<td>0.009996</td>\n<td>0.052948</td>\n<td>0.002996</td>\n<td>0.049364</td>\n<td>0.008805</td>\n<td>0.219952</td>\n</tr>\n<tr>\n<th>std</th>\n<td>0.294379</td>\n<td>0.099477</td>\n<td>0.223931</td>\n<td>0.054650</td>\n<td>0.216627</td>\n<td>0.093420</td>\n<td>0.748260</td>\n</tr>\n<tr>\n<th>min</th>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n</tr>\n<tr>\n<th>25%</th>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n</tr>\n<tr>\n<th>50%</th>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n</tr>\n<tr>\n<th>75%</th>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n<td>0.000000</td>\n</tr>\n<tr>\n<th>max</th>\n<td>1.000000</td>\n<td>1.000000</td>\n<td>1.000000</td>\n<td>1.000000</td>\n<td>1.000000</td>\n<td>1.000000</td>\n<td>6.000000</td>\n</tr>\n</tbody>\n</table>\n</div>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "df_hater.describe()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Distribuzione-delle-classi\"><font color=\"red\">Distribuzione delle classi</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">I commenti appartengono alle seguenti categorie:\n</span>\n['toxic', 'severe_toxic', 'obscene', 'threat', 'insult']\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "categories = df_hater.columns[1:-2].tolist()\n",
    "\n",
    "print_colored(f\"I commenti appartengono alle seguenti categorie:\\n\", \"blue\")\n",
    "print(categories)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Distribuzione dei commenti per categoria:\n</span>\n               count\ntoxic          15294\nsevere_toxic    1595\nobscene         8449\nthreat           478\ninsult          7877\nidentity_hate   1405\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "class_distribution = df_hater[categories].sum().to_frame(name='count')\n",
    "\n",
    "print_colored(\"Distribuzione dei commenti per categoria:\\n\", \"blue\")\n",
    "print(class_distribution)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "class_distribution.plot(kind='bar', figsize=(10, 6))\n",
    "plt.ylabel(\"Numero di Commenti\", fontsize=16)\n",
    "plt.xlabel(\"Categorie\", fontsize=16)\n",
    "plt.xticks(fontsize=12, color='#b81414')\n",
    "plt.title(\"Distribuzione dei commenti\", fontsize=18)\n",
    "plt.yticks(fontsize=12, color='#b81414')\n",
    "plt.grid(axis='y', linestyle='--', alpha=0.5, color=\"#1f77b4\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Distribuzione dei commenti in percentuale:\n</span>\ntoxic            0.958445\nsevere_toxic     0.099956\nobscene          0.529482\nthreat           0.029955\ninsult           0.493636\nidentity_hate    0.088049\ndtype: float64\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "class_proportion = (class_distribution / df_hater.shape[0])*10\n",
    "\n",
    "print_colored(\"Distribuzione dei commenti in percentuale:\\n\", \"blue\")\n",
    "print(class_proportion)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "class_distribution.plot(kind='bar', figsize=(10, 6))\n",
    "plt.title(\"Percentuale di distribuzione dei commenti\", fontsize=18)\n",
    "plt.xlabel(\"Categorie\", fontsize=16)\n",
    "plt.ylabel(\"Percentuale\", fontsize=16)\n",
    "plt.xticks(fontsize=12, color='#b81414')\n",
    "plt.yticks(fontsize=12, color='#b81414')\n",
    "plt.grid(axis='y', linestyle='--', alpha=0.5, color=\"#1f77b4\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Numero di commenti non classificati, quindi non tossici:</span>\n143346\n<span class=\"ansi-blue-fg\">Numero di commenti con una categoria attiva:</span>\n6360\n<span class=\"ansi-blue-fg\">Numero di commenti con due categorie attive:</span>\n3480\n<span class=\"ansi-blue-fg\">Numero di commenti con tre categorie attive:</span>\n4209\n<span class=\"ansi-blue-fg\">Numero di commenti con quattro categorie attive:</span>\n1760\n<span class=\"ansi-blue-fg\">Numero di commenti con cinque categorie attive:</span>\n385\n<span class=\"ansi-blue-fg\">Numero di commenti con sei categorie attive:</span>\n31\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Calcolo il numero di etichette attive per ogni commento\n",
    "df_hater['label_count'] = df_hater[categories].sum(axis=1)\n",
    "\n",
    "# Distribuzione del numero di etichette attive\n",
    "multi_label_distribution = df_hater['label_count'].value_counts().sort_index()\n",
    "\n",
    "plt.figure(figsize=(10, 6))\n",
    "multi_label_distribution.plot(kind='bar', )\n",
    "plt.title(\"Commenti per numero di categorie attive\", fontsize=18)\n",
    "plt.xlabel(\"Categorie\", fontsize=16)\n",
    "plt.ylabel(\"Numero di Commenti\", fontsize=16)\n",
    "plt.xticks(fontsize=12, color='#b81414')\n",
    "plt.yticks(fontsize=12, color='#b81414')\n",
    "plt.grid(axis='y', linestyle='--', alpha=0.5, color=\"#1f77b4\")\n",
    "plt.show()\n",
    "\n",
    "print_colored(\"Numero di commenti non classificati, quindi non tossici:\", \"blue\")\n",
    "print(multi_label_distribution.at[0])\n",
    "\n",
    "print_colored(\"Numero di commenti con una categoria attiva:\", \"blue\")\n",
    "print(multi_label_distribution.at[1])\n",
    "\n",
    "print_colored(\"Numero di commenti con due categorie attive:\", \"blue\")\n",
    "print(multi_label_distribution.at[2])\n",
    "\n",
    "print_colored(\"Numero di commenti con tre categorie attive:\", \"blue\")\n",
    "print(multi_label_distribution.at[3])\n",
    "\n",
    "print_colored(\"Numero di commenti con quattro categorie attive:\", \"blue\")\n",
    "print(multi_label_distribution.at[4])\n",
    "\n",
    "print_colored(\"Numero di commenti con cinque categorie attive:\", \"blue\")\n",
    "print(multi_label_distribution.at[5])\n",
    "\n",
    "print_colored(\"Numero di commenti con sei categorie attive:\", \"blue\")\n",
    "print(multi_label_distribution.at[6])\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Preprocessing-dei-dati\"><font color=\"red\">Preprocessing dei dati</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "nltk.download('stopwords')\n",
    "nltk.download('wordnet')\n",
    "nltk.download('omw-1.4')\n",
    "\n",
    "# Inizializzo stopwords e lemmatizer\n",
    "stop_words = set(stopwords.words('english'))  # Stopword per la lingua inglese\n",
    "                                              # Rimuove parole comuni italiane per ridurre il rumore nei dati\n",
    "lemmatizer = WordNetLemmatizer() # Riduce le parole alla loro forma base per \n",
    "                                 # diminuire la dimensionalità del vocabolario.\n",
    "\n",
    "def clean_text(text):\n",
    "    # Rimuovo caratteri speciali e punteggiatura\n",
    "    text = re.sub(r'[^a-zA-Z\\s]', '', text)\n",
    "    # Converto tutte le lettere in minuscolo\n",
    "    text = text.lower()\n",
    "\n",
    "    tokens = text.split()\n",
    "    tokens = [lemmatizer.lemmatize(word) for word in tokens if word not in stop_words]\n",
    "    # Ricostruisco il testo pulito\n",
    "    return ' '.join(tokens)\n",
    "\n",
    "def preprocess_data(df_hater, categories):\n",
    "    # Pulizia del testo\n",
    "    df_hater['comment_text'] = df_hater['comment_text'].apply(clean_text)\n",
    "    \n",
    "    # Tokenizzazione\n",
    "    tokenizer = Tokenizer()  # Non limitiamo il vocabolario\n",
    "    tokenizer.fit_on_texts(df_hater['comment_text'])  # Adatta il tokenizer ai testi\n",
    "    sequences = tokenizer.texts_to_sequences(df_hater['comment_text'])  # Trasforma i testi in sequenze numeriche\n",
    "    \n",
    "    # Labels\n",
    "    labels = df_hater[categories].values\n",
    "    \n",
    "    return sequences, labels, tokenizer\n",
    "\n",
    "# Preprocessing\n",
    "sequences, labels, tokenizer = preprocess_data(df_hater, categories)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Salvo il tokenizer\n",
    "with open('tokenizer.pickle', 'wb') as handle:\n",
    "    pickle.dump(tokenizer, handle, protocol=pickle.HIGHEST_PROTOCOL)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Dimensione del vocabolario:</span>\n212562\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Verifica del vocabolario\n",
    "word_index = tokenizer.word_index  # Dizionario parola -> indice\n",
    "vocab_size = len(word_index)\n",
    "\n",
    "print_colored(\"Dimensione del vocabolario:\", \"blue\")\n",
    "print(vocab_size)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Lunghezza minima:</span>\n0\n<span class=\"ansi-blue-fg\">Lunghezza massima:</span>\n1250\n<span class=\"ansi-blue-fg\">Lunghezza media delle sequenze:</span>\n34.67\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Lunghezza delle sequenze (senza padding)\n",
    "sequence_lengths = [len(seq) for seq in tokenizer.texts_to_sequences(df_hater['comment_text'])]\n",
    "\n",
    "# Statistiche sulla lunghezza\n",
    "min_length = min(sequence_lengths)\n",
    "max_length = max(sequence_lengths)\n",
    "avg_length = sum(sequence_lengths) / len(sequence_lengths)\n",
    "\n",
    "\n",
    "print_colored(\"Lunghezza minima:\", \"blue\")\n",
    "print(min_length)\n",
    "print_colored(\"Lunghezza massima:\", \"blue\")\n",
    "print(max_length)\n",
    "print_colored(\"Lunghezza media delle sequenze:\", \"blue\")\n",
    "print(f\"{avg_length:.2f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "plt.figure(figsize=(10, 6))\n",
    "plt.hist(sequence_lengths, bins=10, edgecolor='black')\n",
    "plt.title(\"Distribuzione della Lunghezza delle Sequenze\", fontsize=18)\n",
    "plt.xlabel(\"Lunghezza delle Sequenze\", fontsize=16, color='black')\n",
    "plt.ylabel(\"Frequenza\", fontsize=16, color='black')\n",
    "plt.xticks(fontsize=12, color='#b81414')\n",
    "plt.yticks(fontsize=12, color='#b81414')\n",
    "plt.grid(axis='y', linestyle='--', alpha=0.5, color=\"#1f77b4\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 0 e 20 token:</span>\n86418\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 21 e 50 token:</span>\n44601\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 51 e 100 token:</span>\n18214\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 101 e 200 token:</span>\n7137\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 201 e 300 token:</span>\n1620\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 301 e 400 token:</span>\n1021\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 401 e 600 token:</span>\n500\n<span class=\"ansi-blue-fg\">Numero di commenti con lunghezza compresa tra 601 e 1250 token:</span>\n60\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Tokenizzazione dei commenti (eseguita una sola volta)\n",
    "tokenized_sequences = tokenizer.texts_to_sequences(df_hater['comment_text'])  # Tokenizzazione dei commenti\n",
    "sequence_lengths = [len(seq) for seq in tokenized_sequences]  # Calcola le lunghezze delle sequenze\n",
    "\n",
    "# Intervalli di lunghezza\n",
    "outlier_thresholds = [\n",
    "    (0, 20),\n",
    "    (21, 50),\n",
    "    (51, 100),\n",
    "    (101, 200),\n",
    "    (201, 300),\n",
    "    (301, 400),\n",
    "    (401, 600),\n",
    "    (601, 1250)\n",
    "]\n",
    "\n",
    "# Commenti per ciascun intervallo\n",
    "counts = []\n",
    "for low, high in outlier_thresholds:\n",
    "    count = sum(1 for length in sequence_lengths if low <= length <= high)\n",
    "    counts.append((low, high, count))\n",
    "\n",
    "for low, high, count in counts:\n",
    "    print_colored(f\"Numero di commenti con lunghezza compresa tra {low} e {high} token:\", \"blue\")\n",
    "    print(count)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "interval_labels = [f\"{low}-{high}\" for low, high, _ in counts]  # Etichette degli intervalli\n",
    "frequencies = [count for _, _, count in counts]\n",
    "\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.bar(interval_labels, frequencies, color=\"#1f77b4\", edgecolor='black')\n",
    "plt.title(\"Distribuzione dei Token\", fontsize=18)\n",
    "plt.xlabel(\"Lunghezza delle Sequenze (Token)\", fontsize=16, color='black')\n",
    "plt.ylabel(\"Numero di Commenti\", fontsize=16, color='black')\n",
    "plt.xticks(fontsize=12, color='#b81414', rotation=45)\n",
    "plt.yticks(fontsize=12, color='#b81414')\n",
    "plt.grid(axis='y', linestyle='--', alpha=0.5, color=\"#1f77b4\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"I-commenti-estremamente-lunghi-sono-poco-frequenti-nel-dataset-rispetto-alle-sequenze-corte.-Per-questo-motivo,-li-considerer%C3%B2-come-outlier\"><em>I commenti estremamente lunghi sono poco frequenti nel dataset rispetto alle sequenze corte. Per questo motivo, li considererò come outlier</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>[[  457    57    60 ...     0     0     0]\n [85242   940  1175 ...     0     0     0]\n [  318   313    17 ...     0     0     0]\n [  122    22   238 ...     0     0     0]\n [ 1442  2369   765 ...     0     0     0]]\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Applico il padding\n",
    "max_len = 400  # Lunghezza massima scelta\n",
    "padded_sequences = pad_sequences(tokenized_sequences, maxlen=max_len, padding='post', truncating='post')\n",
    "\n",
    "print(padded_sequences[:5])\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Distribuzione per toxic:</span>\ntoxic\n0    144277\n1     15294\nName: count, dtype: int64\n\n<span class=\"ansi-blue-fg\">Distribuzione per severe_toxic:</span>\nsevere_toxic\n0    157976\n1      1595\nName: count, dtype: int64\n\n<span class=\"ansi-blue-fg\">Distribuzione per obscene:</span>\nobscene\n0    151122\n1      8449\nName: count, dtype: int64\n\n<span class=\"ansi-blue-fg\">Distribuzione per threat:</span>\nthreat\n0    159093\n1       478\nName: count, dtype: int64\n\n<span class=\"ansi-blue-fg\">Distribuzione per insult:</span>\ninsult\n0    151694\n1      7877\nName: count, dtype: int64\n\n<span class=\"ansi-blue-fg\">Distribuzione per identity_hate:</span>\nidentity_hate\n0    158166\n1      1405\nName: count, dtype: int64\n\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for category in categories:\n",
    "    counts = df_hater[category].value_counts()\n",
    "    print_colored(f\"Distribuzione per {category}:\", \"blue\")\n",
    "    print(counts)\n",
    "    print()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# 0 e 1 per ogni feature\n",
    "feature_counts = {feature: df_hater[feature].value_counts() for feature in categories}\n",
    "\n",
    "features = list(feature_counts.keys())\n",
    "counts_0 = [feature_counts[feature].get(0, 0) for feature in features]\n",
    "counts_1 = [feature_counts[feature].get(1, 0) for feature in features]\n",
    "\n",
    "# Intervallo per le barre\n",
    "x = np.arange(len(features))\n",
    "width = 0.4\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.bar(x - width/2, counts_0, width=width, label='Classe 0', color='#1f77b4')\n",
    "plt.bar(x + width/2, counts_1, width=width, label='Classe 1', color='orange', alpha=0.7)\n",
    "\n",
    "plt.title(\"Distribuzione di 0 e 1 per ogni feature\", fontsize=18)\n",
    "plt.xlabel(\"Categorie\", fontsize=16, color=\"black\")\n",
    "plt.ylabel(\"Numero di commenti\", fontsize=16, color=\"black\")\n",
    "plt.xticks(x, features, fontsize=14, rotation=45, ha='right', color=\"#b81414\")\n",
    "plt.yticks(fontsize=14, color=\"#b81414\")\n",
    "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5), fontsize=12)\n",
    "plt.grid(axis='y', linestyle='--', alpha=0.5, color=\"#1f77b4\")\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Analizzando-i-dati,-si-nota-che-le-categorie-sono-poco-sbilanciate-tra-loro,-ma-all'interno-di-ciascuna-categoria-le-classi-mostrano-un-forte-squilibrio.-Addestrare-il-modello-con-questi-dati-potrebbe-portare-a-una-distorsione-verso-la-classe-di-maggioranza,-penalizzando-la-performance-sulla-classe-minoritaria.-Per-mitigare-questo-problema,-applicher%C3%B2-il-sovracampionamento.-Invece-di-duplicare-semplicemente-i-dati-esistenti,-utilizzer%C3%B2-tecniche-come-SMOTE-per-generare-nuovi-campioni-sintetici-che-rappresentino-meglio-la-distribuzione-della-classe-minoritaria,-riducendo-il-rischio-di-overfitting-e-bias.\"><em>Analizzando i dati, si nota che le categorie sono poco sbilanciate tra loro, ma all'interno di ciascuna categoria le classi mostrano un forte squilibrio. Addestrare il modello con questi dati potrebbe portare a una distorsione verso la classe di maggioranza, penalizzando la performance sulla classe minoritaria. Per mitigare questo problema, applicherò il sovracampionamento. Invece di duplicare semplicemente i dati esistenti, utilizzerò tecniche come SMOTE per generare nuovi campioni sintetici che rappresentino meglio la distribuzione della classe minoritaria, riducendo il rischio di overfitting e bias.</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Divisione-del-dataset\"><font color=\"red\">Divisione del dataset</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"70%25-per-il-training-set,-15%25-per-il-set-di-validazione-e-15%25-per-il-set-di-test-applicando-stratify-per-garantire-che-la-suddivisione-dei-dati-preservi-la-proporzione-delle-classi-ed-evitare-che-una-classe-sia-sottorappresentata-o-assente.-Per-rappresentare-la-distribuzione-reale.\"><em>70% per il training set, 15% per il set di validazione e 15% per il set di test applicando stratify per garantire che la suddivisione dei dati preservi la proporzione delle classi ed evitare che una classe sia sottorappresentata o assente. Per rappresentare la distribuzione reale.</em></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Dimensione Training Set:</span>\n111699\n<span class=\"ansi-blue-fg\">Dimensione Validation Set:</span>\n23936\n<span class=\"ansi-blue-fg\">Dimensione Test Set:</span>\n23936\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Estraggo i valori dalle colonne\n",
    "labels_df = df_hater[categories].values\n",
    "\n",
    "# Creo una etichetta che rappresenta il numero totale di classi positive per ogni campione\n",
    "# Questo è necessario per stratificare i dati preservando la distribuzione multi-classe\n",
    "stratify_labels_df = labels_df.sum(axis=1)\n",
    "\n",
    "# Verifico che il numero di campioni nei dati corrisponda al numero di etichette\n",
    "assert len(padded_sequences) == len(labels_df), \n",
    "\n",
    "X_train_mlsmote, X_temp_mlsmote, y_train_mlsmote, y_temp_mlsmote = train_test_split(\n",
    "    padded_sequences, labels_df, test_size=0.3, random_state=42, stratify=stratify_labels_df\n",
    ")\n",
    "\n",
    "stratify_temp_labels_df = y_temp_mlsmote.sum(axis=1)\n",
    "\n",
    "X_val_mlsmote, X_test_mlsmote, y_val_mlsmote, y_test_mlsmote = train_test_split(\n",
    "    X_temp_mlsmote, y_temp_mlsmote, test_size=0.5, random_state=42, stratify=stratify_temp_labels_df\n",
    ")\n",
    "\n",
    "print_colored(f\"Dimensione Training Set:\", \"blue\")\n",
    "print(len(X_train_mlsmote))\n",
    "print_colored(f\"Dimensione Validation Set:\", \"blue\")\n",
    "print(len(X_val_mlsmote))\n",
    "print_colored(f\"Dimensione Test Set:\", \"blue\")\n",
    "print(len(X_test_mlsmote))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Implemento-il-bilanciamento-delle-classi-con-SMOTE-per-ciascuna-colonna\"><font color=\"red\">Implemento il bilanciamento delle classi con SMOTE per ciascuna colonna</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Bilanciando la classe:</span>\n<span class=\"ansi-red-fg\">toxic</span>\nDistribuzione bilanciata per toxic: Counter({0: 100996, 1: 100996})\n\n<span class=\"ansi-blue-fg\">Bilanciando la classe:</span>\n<span class=\"ansi-red-fg\">severe_toxic</span>\nDistribuzione bilanciata per severe_toxic: Counter({0: 110589, 1: 110589})\n\n<span class=\"ansi-blue-fg\">Bilanciando la classe:</span>\n<span class=\"ansi-red-fg\">obscene</span>\nDistribuzione bilanciata per obscene: Counter({0: 105787, 1: 105787})\n\n<span class=\"ansi-blue-fg\">Bilanciando la classe:</span>\n<span class=\"ansi-red-fg\">threat</span>\nDistribuzione bilanciata per threat: Counter({0: 111374, 1: 111374})\n\n<span class=\"ansi-blue-fg\">Bilanciando la classe:</span>\n<span class=\"ansi-red-fg\">insult</span>\nDistribuzione bilanciata per insult: Counter({0: 106170, 1: 106170})\n\n<span class=\"ansi-blue-fg\">Bilanciando la classe:</span>\n<span class=\"ansi-red-fg\">identity_hate</span>\nDistribuzione bilanciata per identity_hate: Counter({0: 110711, 1: 110711})\n\n<span class=\"ansi-blue-fg\">Bilanciamento completato per tutte le classi.</span>\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "if not isinstance(X_train_mlsmote, pd.DataFrame):\n",
    "    X_train_mlsmote = pd.DataFrame(X_train_mlsmote, columns=[f'feature_{i}' for i in range(X_train_mlsmote.shape[1])])\n",
    "if not isinstance(y_train_mlsmote, pd.DataFrame):\n",
    "    y_train_mlsmote = pd.DataFrame(y_train_mlsmote, columns=categories)\n",
    "\n",
    "balanced_datasets = {}\n",
    "\n",
    "for category in categories:\n",
    "    print_colored(f\"Bilanciando la classe:\", \"blue\")\n",
    "    print_colored(category, \"red\")\n",
    "    \n",
    "    smote = SMOTE(random_state=42)\n",
    "    \n",
    "    # Applico SMOTE per la specifica colonna\n",
    "    X_resampled, y_resampled = smote.fit_resample(X_train_mlsmote, y_train_mlsmote[category])\n",
    "    \n",
    "    # Salvo il risultato per la colonna bilanciata\n",
    "    balanced_datasets[category] = {\n",
    "        \"X_resampled\": X_resampled,\n",
    "        \"y_resampled\": y_resampled\n",
    "    }\n",
    "   \n",
    "\n",
    "    print(f\"Distribuzione bilanciata per {category}: {Counter(y_resampled)}\")\n",
    "    print()\n",
    "\n",
    "# Ogni chiave contiene \"X_resampled\" e \"y_resampled\".\n",
    "print_colored(\"Bilanciamento completato per tutte le classi.\", \"blue\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Dimensione X_train_balanced:</span>\n(201992, 400)\n<span class=\"ansi-blue-fg\">Dimensione y_train_balanced:</span>\n(222748, 6)\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Converto dict_keys in una lista per l'accesso tramite indice\n",
    "categories_list = list(categories)  # Se categories è dict_keys\n",
    "\n",
    "# Combino i dati riequilibrati per il training\n",
    "X_train_balanced = balanced_datasets[categories_list[0]][\"X_resampled\"]\n",
    "y_train_balanced = pd.concat(\n",
    "    [pd.DataFrame(balanced_datasets[cat][\"y_resampled\"], columns=[cat]) for cat in categories_list],\n",
    "    axis=1\n",
    ")\n",
    "\n",
    "print_colored(f\"Dimensione X_train_balanced:\", \"blue\")\n",
    "print(X_train_balanced.shape)\n",
    "print_colored(f\"Dimensione y_train_balanced:\", \"blue\")\n",
    "print(y_train_balanced.shape)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">toxic</span>\nDimensioni X_resampled: (201992, 400)\nDimensioni y_resampled: (201992,)\n\n<span class=\"ansi-blue-fg\">severe_toxic</span>\nDimensioni X_resampled: (221178, 400)\nDimensioni y_resampled: (221178,)\n\n<span class=\"ansi-blue-fg\">obscene</span>\nDimensioni X_resampled: (211574, 400)\nDimensioni y_resampled: (211574,)\n\n<span class=\"ansi-blue-fg\">threat</span>\nDimensioni X_resampled: (222748, 400)\nDimensioni y_resampled: (222748,)\n\n<span class=\"ansi-blue-fg\">insult</span>\nDimensioni X_resampled: (212340, 400)\nDimensioni y_resampled: (212340,)\n\n<span class=\"ansi-blue-fg\">identity_hate</span>\nDimensioni X_resampled: (221422, 400)\nDimensioni y_resampled: (221422,)\n\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for category in categories:\n",
    "    print_colored(category, \"blue\")\n",
    "    print(f\"Dimensioni X_resampled: {balanced_datasets[category]['X_resampled'].shape}\")\n",
    "    print(f\"Dimensioni y_resampled: {balanced_datasets[category]['y_resampled'].shape}\")\n",
    "    print()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Calcolo-il-numero-minimo-di-campioni-per-far-corrispondere-le-dimensioni-di-X_train_balanced-e-y_train_balanced-allo-stesso-valore\"><em>Calcolo il numero minimo di campioni per far corrispondere le dimensioni di X_train_balanced e y_train_balanced allo stesso valore</em></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Numero minimo di campioni:</span>\n201992\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "min_samples = min(len(balanced_datasets[cat][\"X_resampled\"]) for cat in categories)\n",
    "print_colored(f\"Numero minimo di campioni:\", \"blue\")\n",
    "print(min_samples)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Dimensione X_train_balanced: (201992, 400)\nDimensione y_train_balanced: (201992, 6)\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Riduco ogni dataset bilanciato alla dimensione minima\n",
    "X_train_balanced = balanced_datasets[categories_list[0]][\"X_resampled\"][:min_samples]\n",
    "\n",
    "# Combino le etichette per tutte le categorie\n",
    "y_train_balanced = pd.concat(\n",
    "    [\n",
    "        pd.DataFrame(balanced_datasets[cat][\"y_resampled\"][:min_samples], columns=[cat])\n",
    "        for cat in categories\n",
    "    ],\n",
    "    axis=1\n",
    ")\n",
    "\n",
    "print(f\"Dimensione X_train_balanced: {X_train_balanced.shape}\")\n",
    "print(f\"Dimensione y_train_balanced: {y_train_balanced.shape}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Il-bilanciamento-%C3%A8-avvenuto-a-livello-di-singola-classe,-trattandola-come-un-problema-binario.-Questo-%C3%A8-ideale-per-problemi-multi-label-in-cui-ogni-classe-%C3%A8-indipendente.\"><em>Il bilanciamento è avvenuto a livello di singola classe, trattandola come un problema binario. Questo è ideale per problemi multi-label in cui ogni classe è indipendente.</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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y5yDSytdlNq8ebPpcDjMmJgYvyLva6+9Zkoy+/XrZ5qmWWFRqmnTpqYk86yzzqrSvviu0jr11FMrbBdsUSoqKqrMFaOl/y1cuLBKYwYA1D48UwoAqigtLc36t2vXLnk8HkkHnpWUmZmptLQ0W8dz3nnnSZLWr19f5psBS7r//vvlcJQ97fuebZKbm6u1a9f6LXvttdckSddff72OP/746hpyhXz789NPP1mvbSD33ntvmZjT6dSZZ54p6cDXid92221l2sTHx6tXr16SpN9++81v2RtvvCGPx6Nzzz1XXbp0CbjduLg4XXDBBZJU7letp6SkaNiwYQGXDRw4MOC2K8v3PKxmzZrp+uuvD9jmoYcekiTt3r1b8+bNq3TfX375pfbs2SNJevDBBwO2uffeexUVFRVw2QcffKCMjAwdf/zxOueccwK2iYiI0ODBgyWV//pVRV5enmbMmCFJuueee8pt53s486+//lql31Hf70CnTp100003hTDSyuvRo4caNmyo/fv365dffvFbVrduXUnS9u3bK91fMOuEYtasWSoqKlKdOnV05513BmxT0XOqqivHU1JSrOculeRwOPTAAw9Ikn7//XetXLnSWvbBBx+oqKhIUVFRAc8xkvTAAw/I7XarsLCw0s/H8rn//vv1/PPPq169epIOPGdq6tSpuummm9SjRw/Vr19f119/vTZs2FCp/lJSUnTWWWdp//79eu+996y47wHn11577SH7SE9PlyTrmYiVVb9+fb/1q1teXp7ffBvoH8+zAoDwR1EKAKrIPHCVqfUvNzdXK1as0LBhwzR37lydfvrpft/EVx2ys7P11FNPqXfv3mrYsKFcLpf1AOzo6Gir3datW8vt48QTTwwYb9KkifX/voKEJP3999/atm2bJOlf//pXqLvgJy0tTWPHjlWvXr2UlJSkiIgIa386dOgg6UCRb+/evQHXr1evnlq1ahVwWXJysiSpQ4cOiomJqbBN6f4XLlwo6UBxplGjRuX+8/3B9/fffwfsv2fPnuV+nbvv9S75WlfF0qVLJR14IHGgIqMktW/fXk2bNvVrX5W+U1JS1Lp164BtEhIS1L1794DLfK/f6tWrK3z9JkyYIKn8168qli1bpry8PEnS2WefXe42O3bsaK1Tle3++OOPkqQBAwaEPNaSCgoK9NJLL+nss89WkyZN5Ha7/R5sv3PnTkllf6d947j33nt144036vPPP1dWVlaF2/Kt8+KLL2rw4MH63//+d9geNi8V51GPHj0UHx8fsM0//vEPK0fLWz/UHPc98DyQ0047zfrWu5Lr+/6/Z8+e5Y49MTFRPXr0qHDbFbnlllu0detWzZo1S6NGjVLPnj2th5pnZmZq6tSp6ty5s+bOnVup/nyFN18Bdd26dfr++++VmJhoFdDD0bBhw8rMt6X/BfoyDQBAeImo6QEAQLiLiopS165dNWXKFO3Zs0cfffSRrr76am3evLncP2qq4q+//tKZZ57p98dpdHS06tata/3B5rvyY//+/eX2ExcXFzDu+8NMkt83fpW86qp58+bBDT6An376Sf/85z+VkZFhxWJjYxUdHS3DMOTxeKw/mPfv3299Gl9SefsiFe9PZdqU/oYzXxFu//79Fb6WPjk5OQHjwWy7snzFivL+oPdp1qyZUlNTrfbV3XcgvtcvLy/PKhRVpLzXryp825RU6SugqrJd3+9Bdf4O7Ny5U2eddZbfFTpRUVGqX7++nE6nJGnXrl3yer1l8vCuu+7Sr7/+qvfee0+vvvqqXn31VRmGoY4dO+rcc8/V9ddfr7Zt2/qtM2TIEC1evFgvvPCCZs6cqZkzZ0qSWrdurbPPPlvXXnttuYXGYPdPqnyOhrp+eTle0fpRUVFKSkpSWlqa3/pV/R2oyu9XSXXq1NHFF1+siy++WJJUVFSkxYsX65VXXtGbb76pnJwcDRo0SOvWrVOjRo0q7OvCCy9UYmKiFi5cqLVr11rfxjd48OByr2osKSkpSampqVW+4sl3nq7qFVYAAJTElVIAUI1uuOEGSQc+7f7000+rpc9rrrlGW7duVYsWLfT+++8rPT1d+/fv186dO7Vjxw6/P+pM06yWbUoq9wqDUBQVFWnw4MHKyMhQ165d9emnnyorK0vZ2dlKS0vTjh07tGjRIqt9de5PZfhuF7znnnsO+Qm9aZoVfi390cj3+l1++eWVev02bdpUbduUDtyCWpntVuXqisPxe3D77bdr5cqVSkpK0muvvabt27crNzdXu3bt0o4dO7Rjxw7rirrSvwORkZF699139csvv+jBBx/UGWecoejoaK1atUoTJ05Ux44d9fTTT5fZ5rPPPqs1a9bo0UcfVf/+/VW3bl2tW7dOkyZNUo8ePQLe6gr7RERE6OSTT9Ybb7xh3Tq7f/9+q4BYEbfbbd0SO2XKFE2bNk2SAt66GIjv6tQVK1ZUerxZWVnWLYYlr0IEAKCqKEoBQDUqeTXFxo0bQ+5vy5Yt1u1D77zzji655BLrWSQ+FT1HKhQlP52vjtuspANXSf39999yOp2aO3eu+vfvX+aqosO1P5Xh2+fq2t/DoWHDhpIqvlWz5HJf+6r0HejqlZLKW14Tr9/hyNNA/VdX34WFhfrwww8lHbid7pprrilzJUzJqwXL06VLF40fP15ff/21MjIy9NVXX+n000+Xx+OxrqYqrXXr1rrvvvv06aefKj09XT/99JN1e9dzzz2nOXPmVMs+hppH1ZXjFW0/Pz/fujKo5PqH8/ersoYPH279/5o1ayq1jq8A9eyzz2rr1q3q1KmTdYvhofiew5eenl7pQvtHH31kFUzPOOOMSq0DAEAgFKUAoBqV/EOmvOcZVcWWLVus/y/vQeNfffVVyNsJ5JhjjrFuYfn444+rpU/f/jRo0KDc22MO1/5UximnnGKNoTK3n1U33+2YFV0h5vtDc/78+fJ6vQHb/Pnnn9Yf5D179qz09n19b9myRevXrw/YJisrS8uWLQu4zPf6LVu2zLaHavfs2VMul0tS9eVpSSeffHK19r1r1y4rt8r7nf7hhx+qlH8RERE688wz9cknn8jtdss0zUP+HjkcDp100kmaNWuWjjnmGEmq0kPxK1LyeUv79u0L2Gbt2rXlFn6qK8e//fbbcn+Xvv/+exUVFfltr/TYMzMzA66bkZHh9+yp6hYbG2v9v9vtrtQ6PXr0UOfOna0Hf1fmAec+V199tXWb34QJEw55hWp+fr6eeOIJSQeekRfOz60CANQ8ilIAUI183wImqdKfUlckISHB+v9AVz5kZ2fr4YcfDnk75bnuuuskHbglpCq3dpTHtz++b04qbevWrXr++edD3k6wrr32WkVERGj37t0aO3ZshW0LCgrK/YM7WL5nkJV83lZpgwYNknTgKpApU6YEbOO7/ad+/fo666yzKr39fv36KTExUVLxt5uV9uSTTyo3NzfgsksvvVR169ZVYWGh7rjjjgr/uPV6vRXuZ2XFxMRoyJAhkqQnnnhCmzdvrrB9VR8w7/sd+P333zV58uTgBllCfHy8dUtgoN/poqIi/ec//yl3/fz8/HKXud1u65lUJR8QXtE6TqfTKuqV91Dxqrr44ovldDqVm5uriRMnBmzje9h9INWV45s3b9abb75ZJu71evXoo49KOnDrWufOnf3GHhERoby8PKvwUtqjjz6q/Px8RUZGWs+Eqozdu3eXW9AtqeSYu3XrVun+n3jiCf373//Wv//9b1155ZWVXi85OVl33323pAOFwIryz+v1avjw4Vq9erWkA6+FL38AAAgGRSkAqAY7duzQAw88YP0xcdJJJ6lXr14h99u+fXvrKoZrr73W7w+an376SX369Cn3G+qqw5133qk2bdooPz9fZ555pl599VW/b/pav369JkyYUO4fnqWdeuqpiomJkWmauuyyy/TXX39JOnC70hdffFHht2XZoVWrVhozZoykA8WXoUOHatWqVdbyoqIi/fLLL5owYYJat26tX375pVq336lTJ0nSp59+Wu6tRyeccIL1h/Att9yiF1980Xpw944dO3TDDTfo/fffl3SgsFSZBx371KlTx9r/N998U7fddpt1i1NWVpYeeughPfroo6pbt27A9evWratnn31WkjRz5kydd955+vnnn62rXbxer1avXq2nn35aHTt2rPS3ix3Ko48+qiZNmmj37t3q1auXpk+fruzsbGv5rl279MEHH+jCCy+0nr1TWX379rWKJDfffLPuu+8+vyt8du/erSlTpljFq0OJjY21rii744479M0331ivz6pVq/TPf/5TS5cuLfdKy+bNm+u+++7TokWL/IpN69at0xVXXKGcnBw5HA6dc8451rITTzxRo0eP1oIFC/wenL5t2zbdcsstWrdunSTpn//8Z6X24VCaNm2qUaNGSTqQg4899ph1PHbt2qWbb75Zb731ll/RvaTqyvGEhATddNNNevXVV60rz7Zs2aLBgwdr/vz5klSmqN+0aVPdeuutkqTHH39cY8eOtYqnGRkZGjNmjJ566ilJB45f48aNK/267NixQz169FDv3r310ksvac2aNVbh1uPxaM2aNbr99tt1++23SzpwrKtS9Orfv78mTpyoiRMnqkGDBpVeT5LGjh1rfUvjY489pn/+85/6/vvvrWe2FRYW6ssvv9Tpp59uzXMjR47UsGHDqrQdAADKMAEAhzR27FhTkinJTE5O9vuXkJBgLZNkdu7c2UxNTS3Tx+uvv25KMps3b16lZR9//LEZERFh9R8dHW1GR0ebksyYmBjzq6++spbNnz/fb9358+dbyypS3vqmaZrr1683O3ToYLVxOBxmvXr1rDFIMm+99daAr1fv3r3L9Dd58mS/1ys2NtaMiooyJZn169c358yZYy3buHFjpV+nymzbZ9iwYaYkc9iwYWWWeb1ec8yYMaZhGNY46tSpYyYlJZlOp9Nv7D/88EOl+63MPvz111/Wa+FwOMzk5GSzefPmZvPmzc0t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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "categories = balanced_datasets.keys()\n",
    "counts_per_category = {\n",
    "    category: Counter(balanced_datasets[category][\"y_resampled\"])\n",
    "    for category in categories\n",
    "}\n",
    "\n",
    "counts_0 = [counts_per_category[cat][0] for cat in categories]\n",
    "counts_1 = [counts_per_category[cat][1] for cat in categories]\n",
    "\n",
    "x = np.arange(len(categories))\n",
    "width = 0.4\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.bar(x - width / 2, counts_0, width, label=\"Classe 0\", alpha=0.7)\n",
    "plt.bar(x + width / 2, counts_1, width, label=\"Classe 1\", alpha=0.7)\n",
    "\n",
    "plt.xlabel(\"Categorie\", fontsize=16, color='black')\n",
    "plt.ylabel(\"Conteggio\", fontsize=16, color='black')\n",
    "plt.title(\"Bilanciamento delle classi dopo SMOTE\", fontsize=18)\n",
    "plt.xticks(x, categories, rotation=45, ha='right', color='#b81414')\n",
    "plt.yticks(fontsize=12, color='#b81414')\n",
    "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5), fontsize=12)\n",
    "plt.grid(axis=\"y\", linestyle=\"--\", alpha=0.5, color=\"#1f77b4\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Vocab size padding:</span>\n212563\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "vocab_size_padding = len(tokenizer.word_index) + 1  # Aggiungi 1 per il token di padding\n",
    "print_colored(f\"Vocab size padding:\", \"blue\")\n",
    "print(vocab_size_padding)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "clear_session()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Creazione-del-primo-modello\"><font color=\"red\">Creazione del primo modello</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential\"</span>\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n│ embedding_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)     │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)       │    <span style=\"color: #00af00; text-decoration-color: #00af00\">27,208,064</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ bidirectional_lstm              │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">98,816</span> │\n│ (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Bidirectional</span>)                 │                        │               │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ output_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)            │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>)              │           <span style=\"color: #00af00; text-decoration-color: #00af00\">774</span> │\n└─────────────────────────────────┴────────────────────────┴───────────────┘\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,307,654</span> (104.17 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,307,654</span> (104.17 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "model = Sequential()\n",
    "\n",
    "# Ho dovuto aggiungere i valori in modo esplicito per non farmi restituire 'unbuilt'\n",
    "model.add(Input(shape=(400,), name='input_layer'))\n",
    "\n",
    "model.add(Embedding(\n",
    "    input_dim=212563,  # vocab_size_padding\n",
    "    output_dim=128,\n",
    "    name='embedding_layer'\n",
    "))\n",
    "\n",
    "model.add(Bidirectional(a\n",
    "    LSTM(64, activation='tanh'),\n",
    "    name='bidirectional_lstm'\n",
    "))\n",
    "\n",
    "model.add(Dense(6, activation='sigmoid', name='output_layer'))  # num_labels = 6\n",
    "\n",
    "# Compilazione\n",
    "model.compile(\n",
    "    optimizer='adam',\n",
    "    loss='binary_crossentropy',\n",
    "    metrics=['accuracy']\n",
    ")\n",
    "\n",
    "model.summary()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "early_stopping = EarlyStopping(\n",
    "    monitor='val_loss',        # metrica da monitorare\n",
    "    patience=2,                # numero di epoche da aspettare prima di fermarsi\n",
    "    restore_best_weights=True, # ripristina i migliori pesi\n",
    "    mode='min',                # minimizzare la loss\n",
    "    min_delta=0.001,           # cambiamento minimo da considerare come miglioramento\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "reduce_lr = ReduceLROnPlateau(\n",
    "    monitor='val_loss',\n",
    "    factor=0.2,\n",
    "    patience=1,              # riduce il learning rate dopo 1 epoca senza miglioramenti\n",
    "    min_lr=1e-6,\n",
    "    verbose=1\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "model_checkpoint_path = \"anti_hater_model_stratify_400_128_6__1.keras\"\n",
    "\n",
    "# Callback per salvare il miglior modello basato sulla metrica monitorata\n",
    "model_checkpoint = ModelCheckpoint(\n",
    "    filepath=model_checkpoint_path,   # Percorso per salvare il modello\n",
    "    monitor='val_loss',               # Metrica da monitorare\n",
    "    save_best_only=True,              # Salva solo il modello migliore\n",
    "    save_weights_only=False,          # Salva l'intero modello (inclusa l'architettura)\n",
    "    mode='min',                       # minimizzare la val_loss\n",
    "    verbose=1                        \n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Epoch 1/5\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 142ms/step - accuracy: 0.8102 - loss: 0.4710\nEpoch 1: val_loss improved from inf to 0.29014, saving model to anti_hater_model_stratify_400_128_6__1.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">916s</span> 145ms/step - accuracy: 0.8102 - loss: 0.4709 - val_accuracy: 0.8091 - val_loss: 0.2901 - learning_rate: 0.0010\nEpoch 2/5\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 142ms/step - accuracy: 0.7150 - loss: 0.2032\nEpoch 2: val_loss improved from 0.29014 to 0.26987, saving model to anti_hater_model_stratify_400_128_6__1.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">914s</span> 145ms/step - accuracy: 0.7150 - loss: 0.2032 - val_accuracy: 0.8569 - val_loss: 0.2699 - learning_rate: 0.0010\nEpoch 3/5\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 142ms/step - accuracy: 0.6883 - loss: 0.1091\nEpoch 3: ReduceLROnPlateau reducing learning rate to 0.00020000000949949026.\n\nEpoch 3: val_loss did not improve from 0.26987\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">913s</span> 145ms/step - accuracy: 0.6883 - loss: 0.1091 - val_accuracy: 0.8546 - val_loss: 0.3012 - learning_rate: 0.0010\nEpoch 4/5\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 142ms/step - accuracy: 0.6895 - loss: 0.0640\nEpoch 4: ReduceLROnPlateau reducing learning rate to 4.0000001899898055e-05.\n\nEpoch 4: val_loss did not improve from 0.26987\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">915s</span> 145ms/step - accuracy: 0.6895 - loss: 0.0640 - val_accuracy: 0.9006 - val_loss: 0.2988 - learning_rate: 2.0000e-04\nEpoch 4: early stopping\nRestoring model weights from the end of the best epoch: 2.\nIl miglior modello è stato salvato in: anti_hater_model_stratify_400_128_6__1.keras\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "history = model.fit(\n",
    "    X_train_balanced,\n",
    "    y_train_balanced,\n",
    "    validation_data=(X_val_mlsmote, y_val_mlsmote),# Usa i dati di validazione originali l set di validazione serve per monitorare il \n",
    "                                                     # progresso del modello durante il training\n",
    "    epochs=5,\n",
    "    batch_size=32,\n",
    "    callbacks=[early_stopping, reduce_lr, model_checkpoint], \n",
    "    verbose=1\n",
    ")\n",
    "\n",
    "print(f\"Il miglior modello è stato salvato in: {model_checkpoint_path}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Valutazione-del-primo-modello-sul-test-set\"><font color=\"red\">Valutazione del primo modello sul test set</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nValutazione sul Test Set:\n<span class=\"ansi-bold\">748/748</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">20s</span> 27ms/step\n\nMetriche del Test Set:\n        Category  Accuracy  F1-Score  Precision\n0          toxic  0.869694  0.527209   0.403855\n1   severe_toxic  0.897518  0.063383   0.034992\n2        obscene  0.887701  0.423176   0.291113\n3         threat  0.902323  0.007640   0.003953\n4         insult  0.879428  0.358096   0.241960\n5  identity_hate  0.896892  0.027581   0.015002\n\nInferenza su alcuni esempi del Test Set:\nCommento #1:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.12 0.   0.01 0.   0.01 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #2:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #3:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #4:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #5:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #6:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #7:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.01 0.01 0.01 0.01 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #8:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.13 0.13 0.14 0.13 0.09 0.12])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #9:\n - Predetto: [1 1 1 0 1 0] (probabilità: [1.   0.64 0.99 0.26 0.95 0.42])\n - Vero: [1 1 1 0 1 0]\n--------------------------------------------------\nCommento #10:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.02 0.01 0.01 0.02 0.02 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #11:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.01 0.01 0.01 0.01 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #12:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #13:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.3  0.14 0.19 0.14 0.18 0.15])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #14:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #15:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.04 0.   0.01 0.   0.01 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print(\"\\nValutazione sul Test Set:\")\n",
    "y_test_pred = model.predict(X_test_mlsmote)  # Predizioni sul test set\n",
    "y_test_pred_binary = (y_test_pred > 0.5).astype(int)  # Converto probabilità in etichette binarie\n",
    "\n",
    "test_metrics_df = pd.DataFrame()\n",
    "test_metrics_df['Category'] = categories\n",
    "\n",
    "test_accuracies = []\n",
    "test_f1_scores = []\n",
    "test_precisions = []\n",
    "\n",
    "for i in range(len(categories)):\n",
    "    test_acc = accuracy_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_f1 = f1_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_prec = precision_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    \n",
    "    test_accuracies.append(test_acc)\n",
    "    test_f1_scores.append(test_f1)\n",
    "    test_precisions.append(test_prec)\n",
    "\n",
    "test_metrics_df['Accuracy'] = test_accuracies\n",
    "test_metrics_df['F1-Score'] = test_f1_scores\n",
    "test_metrics_df['Precision'] = test_precisions\n",
    "\n",
    "print(\"\\nMetriche del Test Set:\")\n",
    "print(test_metrics_df)\n",
    "\n",
    "print(\"\\nInferenza su alcuni esempi del Test Set:\")\n",
    "\n",
    "num_examples = 15\n",
    "for idx in range(num_examples):\n",
    "    comment = X_test_mlsmote[idx]\n",
    "    true_labels = y_test_mlsmote[idx]\n",
    "    predicted_probs = y_test_pred[idx]\n",
    "    predicted_labels = y_test_pred_binary[idx]\n",
    "    \n",
    "    print(f\"Commento #{idx + 1}:\")\n",
    "    print(f\" - Predetto: {predicted_labels} (probabilità: {predicted_probs.round(2)})\")\n",
    "    print(f\" - Vero: {true_labels}\")\n",
    "    print(\"-\" * 50)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Precisione Globale (Global Accuracy):</span>\n0.8844\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Calcolo la Hamming Loss tra le etichette vere (ytest) e le etichette predette (ypred)\n",
    "# la somma degli errori tra ytest e il ypred diviso il numero totale di etichette\n",
    "global_hamming_loss = hamming_loss(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "# Inverto la Hamming Loss per ottenere la Global Accuracy\n",
    "global_accuracy_1 = 1 - global_hamming_loss\n",
    "\n",
    "print_colored(f\"Precisione Globale (Global Accuracy):\", \"blue\")\n",
    "print(f\"{global_accuracy_1:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
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cuRItW3bVrVq1dJzzz2nEydOaOLEiSpUqJC6d+8uSdq+fbsGDhyoNm3a6KmnnpIkxcXFqVy5cnr55Zc1b968DOeeNGmSqlevrgoVKqhjx44qXLiw9u/fr6VLl3JrbaQvW68BATLZrl27zIsvvmgKFSpkPD09jZ+fn4mJiTHvvPOOwyV3169fN4MHDzaFCxc2Hh4epkCBAje9kdTf/f3ywYwu4zTmxg2iSpcubTw9PU10dLT5z3/+k+YyzpUrV5rGjRubvHnzGk9PT5M3b17z3HPPmV27dqWZ4++X+K1YscLExMQYHx8f4+/vb5566qkMbyT198tEUy8z/Os9I9Lz18s4M5LRZZw9e/Y0efLkMT4+PiYmJsasW7cu3csvFy1aZEqWLGnc3d3TvZFUev46zvnz501kZKSpUKGCwyWLxhjTvXt34+bmZtatW+dU/WPHjjUFChQwXl5epkaNGmbz5s1p+u/du9e0bt3aREREGA8PD5MvXz7TsGFD89lnn9n7pO7fjRs33mzXObUfjDFm7ty5pnz58sbLy8sEBwc73EgqKSnJVK5c2eTPn9+cO3fOYcyJEycaSWbu3LkOr/XvX0tbt241Tz/9tAkMDDTe3t4mOjraDBw40OnacX+xGcP6FADs379fhQsX1ujRo9WrV6/sLgdweZwDAQAALCNAAAAAywgQAADAMs6BAAAAlrECAQAALCNAAAAAywgQAADAsn/knSh9yr+S3SUAuIldK8dmdwkAMlAg2MupfqxAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDL37C4Arunyr5Nvuv2tqV9q1uKftPPLITp59oJKPfWmLl66at/+0yf99MXq3zRs2pdOz9n40bLq0Ky6ypcoqJBAX1V5drh+23XEoU/h/KEa0f1pPVy+iLw83PXNj9vVY+SnOnn2gr1PkH9OjevbXE/WLK0UY7RwZbx6jfpMiZevOYz16r/qqN0zMSqYJ0hnziVq2rzvNGr612nqerhsES3/sJt+33tMVVuOcPr1ANlh1NDXtfzLxWnaZ85bonwFCjpsd3d3V3juPHqs/lN6PraDcrg79ysh/peN+vyTWdq5basuJV5UvgKRatGqjerUa2Dv8/XSRRr91kCH53l4euqrb3+2P7586ZI+fHeCfli7SucTEhSRN5+ebv68nmrawt5nycLPtGr5l9qzc7suXUrUwuXfK5efv6V9gqxBgEC6CtXtb/+82eMVNbBzA5V9eoi97eKlqwoJzCVJ8svppVdb19FbU50PC+nJ6eOpH+P36vNvftF7b7RKu93bU0ve/be27Dqi+h3fkSQNermBPp/4kmq2HitjjCRpxtuxiggNUMPOk+XhnkPTBr+gKQOfV5sBcfaxxvZppjpVH1D/8Qu0dfdRBQfkVJC/b5o5A3L56MOh/9LqDbsUHuJ3R68PuFsqV41R79eHOrQFBAal2X792jWtX/ed3hnztnK4u+v52A5Ojb/tt3gVKRqlli+0U1BwiH764VuNHPKafH1zqWr1WvZ+OX1zKW7u/8KMzWZzGOe9SaMV//MG9XtzuCLy5NXP69dp0phhCgkLU7UatSVJV69cVuWqMapcNUbT35toeV8g6xAgkK4TZ/73F33CxcsyMg5tkhQSeOPf9z75Vl1feFTT5q7VqT8v3vacc5ZulCQVzBOc7vaHyxVRZN4QVX1upC4kXpEkdXhjlo59O0qPPBSl1et3KrpwbtWLKaWYVqP0y7aDkqQeIz/Vwnc6q//4BTp2KkHRhXPrxWY1VLH5MO0+cFKSdODomXTnfOf1lpq77GclJxs9VfvB235twN3k4emp4JBQp7Y3avqsfvh2ldZ9v8bpAPF8mxcdHjd99gX9vGGdvluz0iFA2Gy2m9axbUu8Hn+ykcpVqCxJatikmZYu/FQ7tm21B4hnWv5L0o1VD7gWzoHAHZu3bJP2HjqlAR3rZ9jntZee1I6lg+9oHi9PdxljdPVakr3tytUkpaQYVStXVJJU5cHC+vP8JXt4kKRV63cqJcWoculISVKDmmW078hpPVmztLYveVM7lg7Wu288ryD/nA7z/atRVRXOF6Jh0766o7oBV+fp5aWk69ftj+s+/KC+XrrI0hiJFy/K39/x0MLly5f0/NP19FzjxzSwT1ft/2OPw/aSZcrpx+/X6PTJEzLGKH7TBh0+dECVHnr49l8M7ppsXYE4ffq0PvroI61bt07Hjx+XJEVERKhatWpq06aNwsLCsrM8OMkYo4GTFuvziS9p0uzV2nf4dJo+Z85d1B+H0rZbsWHLfiVevqZh3RrrjcmLZZNNb3VrLHf3HIoIvfGDK3eIv06ddVwpSU5O0dnzl5T7v30K5Q9VwTzBalq3vDoMnCU3NzeN6tVUH49ur/ov3Tg0UrRgmIZ2baS67SYoOTnljuoG7rafflirho9WsT9+qGp1vfH22DT9jDH6ZeN6/bz+RzVp9py9vUDBQvL1zeX0fGtWfK1d27eqe9//nfNQoGAh9RowWEWKRSnx4kV9+nGcunZsrekfz1dYeIQk6ZUe/TV+xGC1bPyYcuRwl5ubTd37DdKD5SvdzsvGXZZtAWLjxo2qV6+ecubMqbp16yoqKkqSdOLECU2aNEkjRozQ119/rUqVbv6FdPXqVV29etWhzaQky+aWI8tqR1or1m3Xj7/u1aCXGzqca5Bq6ty1mjp37R3NcfrPi2rVZ7omDXhWLz9XSykpRvOWbdIv2w4q5b/nPzjDzWaTt5eH2g+cpT0HbxzC6Dx4ttbN6afikeHae+iUZr7dRm9N/dK+HbiXlKtQWd16v25/7O3j47A9NWAkJ91YwXv08fpq3aGzffuMuWlPwsxI/KYNGjNsoLr3G6RCRYrZ20uWKauSZcraH5d6sKzatWyiJQs+U9uXXpEkLfz0Y23//TcNHTVJufPk1W+/btI7Y99WSGi4Kj5U1fLrxt2VbQGiS5cuat68uaZOnZrmxBpjjDp16qQuXbpo3bp1Nx1n+PDhGjzYcWk8R+7K8sjzUKbXjJsbOGmx1szsqfEzV2TZHCt/2qFSjQYrJNBXSUkpSrh4Wfu+eVv7v94kSTpx5rzCgh1PdsyRw03B/jl14vR5SdLx0wm6fj3ZIRzs2HdCklQgIlgnz1xQxVKRKhudX+P7NpckubnZ5ObmpgsbJ6rhy1P07cZdWfYagTvl7eOjfAUKZrg9NWC4e3goNDTM6asv/m7zLz/r9d5d1KlbHz3+ZKOb9nV391CxqAd09MiNw4tXr1zRR1Mn6c0RE1Q1pqYkqUixKO3dvUOffhxHgLgHZFuA2Lx5s+Li4tKEB+nGiTfdu3dX+fLlbzlO//791aNHD4e28Bp9M61OOO/n3w9o0ap4De3aOMvnOnMuUZJUq3KUwoNzacm3WyRJ63/bpyD/nCpfooB+3X5IkvRI5Si5udm0cesBSdK6+D/k4ZFDhfOH2g+3FI8MlyQdPHZW5xOvqGKzYQ7zdWxRQ49UjtLzvadr/5H0T7gE7hW3ChjOiP9lo17v9YpefLm7GjZpdsv+ycnJ2rd3tx6qVkOSlJScpKSkJLm5Of4OcHPLYb+iCq4t2wJERESENmzYoAceeCDd7Rs2bFDu3LlvOY6Xl5e8vLwc2jh8kX0GTV6iXz57TUnJyQ7tnZ6tqUa1y+rJTu9k+Nwg/5wqEBGkPOEBkqSoQjf+/0+cOW+/AuRfjapq577jOvXnRVV5sLDG9G6md2avtl9NsXPfCX39w++aMvB5dR32iTzcc2h8vxb69OtfdOxUgqQbJ1X+su2gpr3ZSr1Hfy43N5sm9GuhFeu221cltu095lDbqbMXdeVaUpp24J+o7bON1L5zN1V/pE662+M3bdDrvV7R0y1aqUbtujp75kYQd3f3kH/Aje/fWdOnqkTpB5U3f0ElXjyvebPjdOL4MT3ZqKkkydc3lx4sX0nvTx4nTy9v5Y7Io99+3aRvvvpCnbr1ss919sxpnT1zWkcP31i52Ld3t3xy+io8dx77XMge2RYgevXqpY4dO2rTpk2qU6eOPSycOHFCK1eu1AcffKAxY8ZkV3m4TXsOntTMRevUoVl1h/aQwFwqUiDjy7kkqUGtMvpgyL/sj2eNbCfpxk2rUm9IFVUoXEO6NFJwQE4dOHpWo6Z/rUn/WeUwTtsBMzW+Xwt9Oa2LUlJu3Eiq56hP7duNMWr26jSN69tc30x/VYmXr2n5D9vUb9z8O3rtwD/FoYP7lZiY8SXZy79crCtXrmjO/03XnP+bbm9/sHwljXv3I0nShQvnNW7EYP155rRy+fmr+AMlNfH9/1Nk4aL2/q8PHaXp703U8EH9deF8gnJH5FG7Tl301NP/u5HUFwvmadb0qfbH3Tu3lST1fn2o6jXI+tVOZMxmsnGtaO7cuRo/frw2bdqk5P/+xZojRw5VrFhRPXr0UIsWLW4xQvp8yr+SmWUCyGS7Vqa9IgCAaygQ7HXrTsrmAJHq+vXrOn36xhJYaGioPDw87mg8AgTg2ggQgOtyNkC4xJ0oPTw8lCdPnuwuAwAAOIk7UQIAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyd2c6BQcHa9euXQoNDVVQUJBsNluGfc+ePZtpxQEAANfkVIAYP368/Pz8JEkTJkzIynoAAMA9wGaMMdldRGbzKf9KdpcA4CZ2rRyb3SUAyECBYC+n+jm1AnH+/HmnJ/b393e6LwAAuDc5FSACAwNvet6DJBljZLPZlJycnCmFAQAA1+VUgFi9enVW1wEAAO4hTgWIWrVqZXUdAADgHuJUgEjPpUuXdPDgQV27ds2h/cEHH7zjogAAgGuzHCBOnTqltm3b6quvvkp3O+dAAADwz2f5TpSvvvqqzp07p/Xr18vHx0fLli3TzJkzVbx4cS1evDgragQAAC7G8grEqlWrtGjRIlWqVElubm6KjIzUY489Jn9/fw0fPlwNGjTIijoBAIALsbwCkZiYqPDwcElSUFCQTp06JUkqU6aMfvnll8ytDgAAuCTLASI6Olo7d+6UJJUtW1bTpk3TkSNHNHXqVOXJkyfTCwQAAK7H8iGMbt266dixY5KkQYMG6YknntDs2bPl6empuLi4zK4PAAC4oDt+L4xLly5px44dKliwoEJDQzOrrjvCe2EAro33wgBcl7PvhWH5EEaqa9euaefOnfL09FSFChVcJjwAAICsZzlAXLp0Se3bt1fOnDlVqlQpHTx4UJLUpUsXjRgxItMLBAAArsdygOjfv782b96sNWvWyNvb295et25dzZ07N1OLAwAArsnySZQLFy7U3LlzVbVqVYd36CxVqpT27t2bqcUBAADXZHkF4tSpU/b7QPxVYmLiLd/yGwAA/DNYDhCVKlXS0qVL7Y9TQ8OHH36ohx9+OPMqAwAALsvyIYy3335b9evX17Zt25SUlKSJEydq27Zt+vHHH/Xtt99mRY0AAMDFWF6BqF69uuLj45WUlKQyZcpo+fLlCg8P17p161SxYsWsqBEAALgYyysQklS0aFF98MEHado/++wzNWvW7I6LAgAArs3SCkRSUpK2bt2qXbt2ObQvWrRIZcuWVatWrTK1OAAA4JqcDhBbt25VsWLFVLZsWZUoUUJNmzbViRMnVKtWLbVr107169fnMk4AAO4TTh/C6Nu3r4oVK6bJkydrzpw5mjNnjrZv36727dtr2bJl8vHxyco6AQCAC3H6zbTCw8O1fPlylStXTgkJCQoKCtLMmTP1r3/9K6trtIw30wJcG2+mBbiuTH8zrdOnTytv3rySpICAAPn6+qpq1aq3Vx0AALinOX0Iw2az6cKFC/L29pYxRjabTZcvX9b58+cd+vn7+2d6kQAAwLU4HSCMMYqKinJ4XL58eYfHNptNycnJmVshAABwOU4HiNWrV2dlHQAA4B7idICoVatWVtYBAADuIZZvZQ0AAECAAAAAlhEgAACAZU7fSOpeciUpuysAcDOJV/kmBVxViK9zp0eyAgEAACxzKmY0bdpUcXFx8vf3V9OmTW/ad/78+ZlSGAAAcF1OBYiAgADZbDb75wAA4P5m6RwIY4wOHTqksLAwl373Tc6BAFwb50AAritLzoEwxqhYsWI6fPjwbRUFAAD+GSwFCDc3NxUvXlxnzpzJqnoAAMA9wPJVGCNGjFDv3r21devWrKgHAADcAyzfByIoKEiXLl1SUlKSPD0905wLcfbs2Uwt8HZwDgTg2jgHAnBdzp4D4fSbaaWaMGGC1acAAIB/GO5ECeCuYwUCcF1ZtgIhScnJyVq4cKG2b98uSSpVqpQaNWqkHDly3M5wAADgHmN5BWLPnj168skndeTIEUVHR0uSdu7cqQIFCmjp0qUqWrRolhRqBSsQgGtjBQJwXc6uQFgOEE8++aSMMZo9e7aCg4MlSWfOnNELL7wgNzc3LV261Hq1mYwAAbg2AgTgurIsQPj6+uqnn35SmTJlHNo3b96smJgYXbx40cpwWYIAAbg2AgTgurLs3Ti9vLx04cKFNO0XL16Up6en1eEAAMA9yHKAaNiwoTp27Kj169fLGCNjjH766Sd16tRJjRo1yooaAQCAi7F8COPcuXOKjY3VF198IQ8PD0lSUlKSGjVqpLi4OJd4t04OYQCujUMYgOvKsnMgUu3evVs7duyQJJUoUULFihW7nWGyBAECcG0ECMB1ZXmAcGUECMC1ESAA15WpN5Lq0aOH0xOPGzfO6b4AAODe5FSA+PXXX50azGaz3VExAADg3sAhDAB3HYcwANeVZfeBAAAAuK030/r55581b948HTx4UNeuXXPYNn/+/EwpDAAAuC7LKxCffPKJqlWrpu3bt2vBggW6fv26fv/9d61atcol7gEBAACynuUA8fbbb2v8+PH64osv5OnpqYkTJ2rHjh1q0aKFChYsmBU1AgAAF2M5QOzdu1cNGjSQJHl6eioxMVE2m03du3fX+++/n+kFAgAA12M5QAQFBdnfTCtfvnzaunWrpBu3uL506VLmVgcAAFyS5ZMoa9asqW+++UZlypRR8+bN1a1bN61atUrffPON6tSpkxU1AgAAF+P0fSC2bt2q0qVL6+zZs7py5Yry5s2rlJQUjRo1Sj/++KOKFy+u119/XUFBQVld8y1xHwjAtXEfCMB1Zfp7Ybi5ualy5crq0KGDWrZsKT8/vzsqMCsRIADXRoAAXFem30jq22+/ValSpdSzZ0/lyZNHsbGx+u677267QAAAcO+yfCvrxMREzZs3T3Fxcfruu+9UrFgxtW/fXrGxsYqIiMiqOi1hBQJwbaxAAK7rrryd9549ezRjxgzNmjVLx48f1xNPPKHFixff7nCZhgABuDYCBOC67kqAkG6sSMyePVv9+/fXuXPnlJycfCfDZQoCBODaCBCA63I2QNzWe2FI0tq1a/XRRx/p888/l5ubm1q0aKH27dvf7nAAAOAeYilAHD16VHFxcYqLi9OePXtUrVo1TZo0SS1atJCvr29W1QgAAFyM0wGifv36WrFihUJDQ9W6dWu1a9dO0dHRWVkbAABwUU4HCA8PD3322Wdq2LChcuTIkZU1AQAAF3fHJ1G6Ik6iBFwbJ1ECrivTbyQFAACQigABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACxzz+4CcG8bOKCfFi9akKb9iy+Xq2BkpH1711d7qv2LHe3bV61coe5d/63Nv++0NJ8xRv8X95E++3Sejh09osCgID3b8nm9+FJnSdKKb5br07lztHPHdl27dk1FixVXp5dfUUz1GvYxNv28UXEfTdf2bVt16tQpjZ80RY/WqXubewBwDdUqlLrp9nYdX1aDRk30TMPH7W3+AQGKLlFKL3ftoegHSjg915qV32jB5/O0c/vvOp+QoLg5nykqOu3zt2yO17QpE7Vt6xa55XBT8agHNGHK+/Ly9tYvP2/QKx3bpjv+h7M+UclSZSRJe3bt1NgRb2n7tq0KDApWs2ef1wtt2jtdK7IOAQJ3LKZ6DQ15a7hDW1BwsP1zLy8vzfjoAzVv8az8AwLuaK6Rw4dp3Y/fq2evPioWFaXzCQlKSEiwb//l542q+nA1denWXX7+/lq0YL66/ruz/vPJPJUoUVKSdPnyJUVHR6tJ02fUo9srd1QP4Cq+WL7G/vmK5cv04dTJ+mT+EnubT86cSjh3TpI06b3pKly0qE6ePKHxo4arZ5eXNGf+Evn5+Ts11+XLl1W2XHnVeayeRgwdlG6fLZvj1aPLS/pX2w7q0fc15ciRQ3t27ZTN7cbCd5my5RxqlqT333tHmzasV4mSpSVJiRcv6tV/v6hKDz2s3q8N0t49u/T24IHK5eenJs+0cHLPIKsQIHDHPD09FRoWluH2KlWr6dChA5r+wTR179Xntuf5Y+9efTp3jj5f+IUKFS5yozF/AYc+ffq/5vC466s9tHrVSn27epU9QFSvUUvVa9S67ToAVxQS+r/vwVy5cskmm0ObJHuA8A8MUEhomEJCw9Sley+91PYF/b7lN1WtVt2pueo3bCRJOnb0SIZ9Jo0dqeYtW6l12xftbZGFCts/9/DwdKgv6fp1fbdmtZq3fF42m02S9PVXS3T9+nW99uZQeXh4qkjRYtq9c4c+mf1/BAgXwDkQyHI5cripS7cemvPxf3Ti+PEM+5UtFa1FC+ZnuP3bNauUL39+ffvtGtV//FHVf+xRvfnGa/YfiulJSUnRpcREBQQE3sErAP65PL28Jd34BS5JH06doqYNHrujMc+ePaPft/6moOAQdWzTSg3q1tTLHWK1+ddNGT7nu7WrdT7hnBo0etretvW3zSpXoZI8PDztbVUejtHB/ft0/nxCesPgLiJA4I6t/XaNqlYqb//o1b1rmj516j6m6AdK6N0pkzIcp1Dhwsrl55fh9sOHD+nY0aP65utlGjZ8lIYMG65tv/+ununMl2rmjOm6dOmSHn+ivrUXBdwHLlw4r7gPpipnzpwqWfrGOQeBgYHK97eVPauOHj4sSZo+bYoaPd1M4yZPU/QDJdS1U3sdOngg3ecsWThfVR6OUXjuCHvbmTOnFRwc4tAvOOTG47OnT99RjbhzLn0I49ChQxo0aJA++uijDPtcvXpVV69edWgzObzk5eWV1eXhvyo/VEWvDXzT/tgnp0+6/V7t0UsvtotVbAYnQC1asuym85gUo2vXrumt4SNV6L9LoYOHDlPL5k21f98f/zus8V9fLvlCU9+boonvvKuQkJD0hgTuSy+1fUFuNpsuX76svPkLaMiIsQoOCZUkNWvZSs1atrqj8Y1JkSQ1adpCDRvfWFGIfqCEft6wXksWzVfnLt0d+p88cVzr1/2goSPH3tG8uLtcegXi7Nmzmjlz5k37DB8+XAEBAQ4fo0cOv+lzkLl8fHxUMDLS/hEWFp5uv4qVKqtaTHVNmnB7PyRCw8Lk7u5uDw+SVLhIUUnSsWPHHPp+9eVSDR70ukaPnaCqD1e7rfmAf6qhw8do5ifz9fW36/TZ4mWqVr1mpo6fem5Dof9+f6YqVLiIThw/lqb/0sUL5B8QqBo1azuOExKqs2fPOLSdPXPjcXBoaGaWjNuQrSsQixcvvun2P/7445Zj9O/fXz169HBoMzlYfXBV3br3VItnmjicTOWscuUrKCkpSYcOHlSBggUlSQf275ck5cmb197vq6VLNGjgAI0cM041az2SGWUD/yjhERHKX6Bglo2fJ28+hYaF6+CBfQ7tBw/u18PVaji0GWO0dPFC1W/YSO4eHg7bSj9YVtOmTFTS9ev2bRt/WqeChQrL3//OrujCncvWANGkSRPZbDYZYzLsk3o2bka8vNIerriSlCnlIQsUj4rWkw2f0pzZs9Jsa9zwCXV9tafq1E3/BK6qD1dTiZKlNGjgAPXuN0AmJUVvvzVEVavF2FclvlzyhQa+1k99+g1QmTJldfrUKUmSl7e3/P57fsWlxEQdPHjQPu6Rw4e1Y/t2BQQEOAQR4H702Sez9e3qlXpnWsaHjs8nnNPx48fs318H/xvkQ0JCFRIaJpvNplat2+rDaVNULCpaUVEP6Msli3Rg/z4NGzXeYaxNG9br6JHDeqrJM2nmefyJBvro/Xf19pA39EKb9vpjz27Nm/Mfde15+1dzIfNka4DIkyeP3n33XTVu3Djd7fHx8apYseJdrgpZ7eVXuurrr75M075/3z5dvHAhw+e5ublp0pT3NGLYW2rXupV8fHIqpkZN9erd197n88/mKSkpSW+/NURvvzXE3t6o8dMa+vYISdLvv29Vh7at7dvGjBqepg9wvzp37pyOHD500z7ffbtaw9583f74jf69JN24WVWHTv+WJD3bqrWuXruqSWNH6XxCgopFRWviux+kWfn4YtHnKlO2XJpzmCQpl5+fJkz5QGNHvKV2rZorIDBIbTt24hJOF2EzN/vzP4s1atRI5cqV05AhQ9LdvnnzZpUvX14pKSmWxmUFAnBtiVf5JgVcVYivc2sL2boC0bt3byUmJma4vVixYlq9evVdrAgAADgjW1cgsgorEIBrYwUCcF3OrkC49GWcAADANREgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGU2Y4zJ7iKAm7l69aqGDx+u/v37y8vLK7vLAfAXfH/evwgQcHnnz59XQECAEhIS5O/vn93lAPgLvj/vXxzCAAAAlhEgAACAZQQIAABgGQECLs/Ly0uDBg3iBC3ABfH9ef/iJEoAAGAZKxAAAMAyAgQAALCMAAEAACwjQAAAAMsIEHBpU6ZMUaFCheTt7a0qVapow4YN2V0SAElr167VU089pbx588pms2nhwoXZXRLuMgIEXNbcuXPVo0cPDRo0SL/88ovKli2revXq6eTJk9ldGnDfS0xMVNmyZTVlypTsLgXZhMs44bKqVKmiypUra/LkyZKklJQUFShQQF26dFG/fv2yuToAqWw2mxYsWKAmTZpkdym4i1iBgEu6du2aNm3apLp169rb3NzcVLduXa1bty4bKwMASAQIuKjTp08rOTlZuXPndmjPnTu3jh8/nk1VAQBSESAAAIBlBAi4pNDQUOXIkUMnTpxwaD9x4oQiIiKyqSoAQCoCBFySp6enKlasqJUrV9rbUlJStHLlSj388MPZWBkAQJLcs7sAICM9evRQbGysKlWqpIceekgTJkxQYmKi2rZtm92lAfe9ixcvas+ePfbH+/btU3x8vIKDg1WwYMFsrAx3C5dxwqVNnjxZo0eP1vHjx1WuXDlNmjRJVapUye6ygPvemjVrVLt27TTtsbGxiouLu/sF4a4jQAAAAMs4BwIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECQJZp06aNmjRpYn/8yCOP6NVXX3XquW+++abKlSuXqfXExcUpMDAwU8cE7lfciRK4D7Vp00YzZ86UJHl4eKhgwYJq3bq1BgwYIHf3zHuLnDZt2ujcuXNauHChJOns2bPy8PCQn5/fLZ978eJFXb16VSEhIZlWz+XLl3XhwgWFh4dn2pjA/Yo30wLuU0888YRmzJihq1ev6ssvv9S///1veXh4qH///g79rl27Jk9Pz0yZMzg42Om+uXLlUq5cuTJl3lQ+Pj7y8fHJ1DGB+xWHMID7lJeXlyIiIhQZGanOnTurbt26Wrx4sf2ww7Bhw5Q3b15FR0dLkg4dOqQWLVooMDBQwcHBaty4sfbv328fLzk5WT169FBgYKBCQkLUp08f/X2B86+HMNasWSObzZbmo02bNpLSHsJISUnRkCFDlD9/fnl5ealcuXJatmyZffv+/ftls9k0f/581a5dWzlz5lTZsmW1bt06ex8OYQCZhwABQNKNv86vXbsmSVq5cqV27typb775RkuWLNH169dVr149+fn56bvvvtMPP/ygXLly6YknnrA/Z+zYsYqLi9NHH32k77//XmfPntWCBQsynK9atWo6duyY/WPVqlXy9vZWzZo10+0/ceJEjR07VmPGjNFvv/2mevXqqVGjRtq9e7dDv9dee029evVSfHy8oqKi9NxzzykpKSmT9hKAVAQI4D5njNGKFSv09ddf69FHH5Uk+fr66sMPP1SpUqVUqlQpzZ07VykpKfrwww9VpkwZlShRQjNmzNDBgwe1Zs0aSdKECRPUv39/NW3aVCVKlNDUqVMVEBCQ4byenp6KiIhQRESEPDw81KFDB7Vr107t2rVLt/+YMWPUt29ftWzZUtHR0Ro5cqTKlSunCRMmOPTr1auXGjRooKioKA0ePFgHDhzQnj17MmVfAfgfAgRwn1qyZIly5colb29v1a9fX88++6zefPNNSVKZMmUcznvYvHmz9uzZIz8/P/u5CcHBwbpy5Yr27t2rhIQEHTt2TFWqVLE/x93dXZUqVbplHdevX9czzzyjyMhITZw4Md0+58+f19GjRxUTE+PQHhMTo+3btzu0Pfjgg/bP8+TJI0k6efLkLesAYA0nUQL3qdq1a+u9996Tp6en8ubN63D1ha+vr0PfixcvqmLFipo9e3aaccLCwu6ojs6dO+vQoUPasGFDplwB4uHhYf/cZrNJunH+BIDMxQoEcJ/y9fVVsWLFVLBgwVv+4q5QoYJ2796t8PBwFStWzOEjICBAAQEBypMnj9avX29/TlJSkjZt2nTTcceNG6d58+Zp0aJFN71c09/fX3nz5tUPP/zg0P7DDz+oZMmSTrxaAJmNAAHgllq1aqXQ0FA1btxY3333nfbt26c1a9aoa9euOnz4sCSpW7duGjFihBYuXKgdO3bo5Zdf1rlz5zIcc8WKFerTp49Gjx6t0NBQHT9+XMePH1dCQkK6/Xv37q2RI0dq7ty52rlzp/r166f4+Hh169YtK14ygFvgEAaAW8qZM6fWrl2rvn37qmnTprpw4YLy5cunOnXqyN/fX5LUs2dPHTt2TLGxsXJzc1O7du309NNPZxgIvv/+eyUnJ6tTp07q1KmTvT02NlZxcXFp+nft2lUJCQnq2bOnTp48qZIlS2rx4sUqXrx4lrxmADfHnSgBAIBlHMIAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABg2f8Dgfv9nRCyhgUAAAAASUVORK5CYII=\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per toxic:\n[[19064  2581]\n [  621  1670]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per severe_toxic:\n[[21287  2402]\n [  159    88]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per obscene:\n[[20164  2499]\n [  307   966]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per threat:\n[[21497  2360]\n [   71     8]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per insult:\n[[20119  2648]\n [  366   803]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per identity_hate:\n[[21317  2414]\n [  173    32]]\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "conf_matrices = multilabel_confusion_matrix(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "# Controllo dimensioni\n",
    "if conf_matrices.shape[0] != len(categories):\n",
    "    print(\"Errore: Il numero di confusion matrix non corrisponde al numero di categorie.\")\n",
    "else:\n",
    "    for i, category in enumerate(categories):\n",
    "        plt.figure(figsize=(6, 4))\n",
    "        \n",
    "        conf_matrix = conf_matrices[i]\n",
    "        \n",
    "        labels = np.array([['TN', 'FP'], ['FN', 'TP']])\n",
    "        annotated_matrix = np.empty_like(conf_matrix, dtype=object)\n",
    "        for row in range(conf_matrix.shape[0]):\n",
    "            for col in range(conf_matrix.shape[1]):\n",
    "                annotated_matrix[row, col] = f\"{labels[row, col]}: {conf_matrix[row, col]}\"\n",
    "        \n",
    "        sns.heatmap(conf_matrix, annot=annotated_matrix, fmt='', cmap='Blues', cbar=False)\n",
    "        plt.title(f\"Confusion Matrix per {category}\")\n",
    "        plt.xlabel(\"Predizioni\")\n",
    "        plt.ylabel(\"Valori Reali\")\n",
    "        plt.show()\n",
    "        \n",
    "        print(f\"Confusion Matrix per {category}:\")\n",
    "        print(conf_matrix)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    fpr, tpr, _ = roc_curve(y_test_mlsmote[:, i], y_test_pred[:, i])\n",
    "    roc_auc = auc(fpr, tpr)\n",
    "    \n",
    "    plt.figure(figsize=(6, 4))\n",
    "    plt.plot(fpr, tpr, label=f'AUC = {roc_auc:.2f}')\n",
    "    plt.plot([0, 1], [0, 1], 'k--', label='Random Guessing')\n",
    "    plt.title(f\"ROC Curve per {category}\")\n",
    "    plt.xlabel('False Positive Rate')\n",
    "    plt.ylabel('True Positive Rate')\n",
    "    plt.legend(loc='lower right')\n",
    "    plt.grid(alpha=0.3)\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per toxic (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.10        1.00        \n0.00      0.11        1.00        \n0.01      0.12        0.99        \n0.01      0.14        0.98        \n0.03      0.17        0.96        \n0.07      0.20        0.93        \n0.16      0.25        0.87        \n0.37      0.34        0.78        \n0.75      0.53        0.61        \n1.00      1.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per severe_toxic (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.02        1.00        \n0.01      0.02        1.00        \n0.02      0.02        0.99        \n0.06      0.03        0.96        \n0.18      0.04        0.82        \n0.47      0.04        0.38        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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MplsvV0nTpxAfn7+bb2snuyxwCCp6tWrh82bN6N9+/Y3fHMtGcD1xx9/VPhNSK/Xo3fv3ujduzcURcGoUaOwYMECTJw40eG6ateuDaB4FH3J1TAljhw5YptfEUuXLkVBQYHt8bXdt468+uqrWLhwIV577TVs2LABQHEOcnNzbYVIWerVq4eNGzfi8uXLZfZifPvttzCZTFizZo1dl3DJKSkZevfujV27duGLL74o81Lla/n4+JS68ZbZbMbFixcrtN3Y2Fh8+umnSEpKwqFDhyCEsOvqL8m9Tqe7aS5v5NixY6WmHT161HYVk6ztlMXNzQ2xsbGIjY2F2WzGI488grfffhsTJkyAv78/PDw8YLVay7XtPn36YOTIkbbTJEePHsWECRPs2pT3+VcW2flwdDrC398frq6uOHLkSKl5hw8fhlqtRlhYmG1aQkICDh06hOnTp+Pll1/G+PHj8cEHH9xwu/Xq1XN4tRDdOo7BIKkef/xxWK1WW9fstSwWi+2A061bN3h4eCAxMRGFhYV27YQQZa7/0qVLdo/VarXtk5vJZHK4TOvWrREQEID58+fbtVm/fj0OHTqEXr16lWvfrtW+fXtER0fbfm5WYHh7e2PkyJHYuHEj9u/fD6A4V7t27cLGjRtLtc/MzITFYgFQfO5bCOHw0sOSXJX0ulybu6ysLCxevLjC+1aWp59+GsHBwfjPf/6Do0ePlpqflpaGt956y/a4Xr16pc7jf/TRRxW+3Dc6Ohq+vr5YsWIFVqxYgbZt29p11wcEBKBjx45YsGCBw+IlPT29XNv5+uuv7cYM7N69G7/88gt69OghdTuOXP+81uv1aNKkCYQQKCoqgkajwaOPPoovvvjC4cHw+m17e3sjJiYGK1euxPLly6HX60vdwKq8z7+yyM6Hm5tbqYJUo9GgW7du+Oabb2xXYgHFV9QsW7YMDzzwADw9PQEAv/zyC6ZPn47nn38e//nPf/Diiy9i9uzZDi9zvtajjz6KAwcO4Kuvvio170bvRXRz7MEgqaKiojBy5EgkJiZi//796NatG3Q6HY4dO4ZVq1Zh1qxZ6Nu3Lzw9PfH+++9j+PDhaNOmDfr37w8fHx8cOHAA+fn5ZZ7uGD58OC5fvozOnTujZs2aOHPmDD788EO0bNkSjRs3driMTqfDtGnTMGTIEERFRaFfv362y1TDw8Mxbty4qkyJzdixYzFz5kxMnToVy5cvx4svvog1a9bgoYcewuDBgxEREYG8vDwcPHgQq1evxunTp+Hn54dOnTph4MCB+OCDD3Ds2DF0794diqLgp59+QqdOnTBmzBh069bN1rMzcuRI5ObmYuHChQgICKhwj0FZfHx88NVXX6Fnz55o2bKl3Z089+7di88//xzt2rWztR8+fDiefvppPProo+jatSsOHDiAjRs3VviyP51Oh0ceeQTLly9HXl4epk+fXqrNnDlz8MADD6B58+YYMWIE6tati9TUVOzatQvnzp3DgQMHbrqd+vXr44EHHsAzzzwDk8mEmTNnokaNGnanEGRsx5Fu3bohKCgI7du3R2BgIA4dOoTZs2ejV69etoG1U6dOxdatWxEZGYkRI0agSZMmuHz5Mvbu3YvNmzfj8uXLduuMjY3Fk08+iblz5yImJsbuUmwA5X7+3YjMfERERGDz5s2YMWMGQkJCUKdOHURGRuKtt97Cpk2b8MADD2DUqFHQarVYsGABTCYT3nnnHQBAYWEh4uLi0KBBA7z99tsAgMmTJ+Pbb7/FkCFDcPDgwTJvcvbiiy9i9erVeOyxxzB06FBERETg8uXLWLNmDebPn48WLVqUex/oOs65eIXuVCWX1/366683bBcXFyfc3NzKnP/RRx+JiIgI4eLiIjw8PETz5s3FSy+9JC5cuGDXbs2aNeL+++8XLi4uwtPTU7Rt21Z8/vnndtu59jLV1atXi27duomAgACh1+tFrVq1xMiRI8XFixdtba6/TLXEihUrxH333ScMBoPw9fUVAwYMsLss8Ub7lZCQIMrzcim5pO/dd991OH/w4MFCo9GI48ePCyGEyMnJERMmTBD169cXer1e+Pn5ifvvv19Mnz5dmM1m23IWi0W8++67olGjRkKv1wt/f3/Ro0cPsWfPHrtc3nvvvcJoNIrw8HAxbdo0sWjRIgFAnDp1ytauspeplrhw4YIYN26caNiwoTAajcLV1VVERESIt99+W2RlZdnaWa1W8fLLLws/Pz/h6uoqYmJixPHjx8u8TPVGz7lNmzYJAEKlUomzZ886bHPixAkxaNAgERQUJHQ6nQgNDRUPPfSQWL169Q3359r/2XvvvSfCwsKEwWAQHTp0EAcOHKjUdsr7OiqxYMEC8eCDD4oaNWoIg8Eg6tWrJ1588UW7fAohRGpqqhg9erQICwsTOp1OBAUFiS5duoiPPvqo1Dqzs7OFi4uLACD+97//OdxueZ5/N3tOVzbv1zt8+LB48MEHbTFf+xzZu3eviImJEe7u7sLV1VV06tRJ7Ny50zZ/3LhxQqPRiF9++cVunb/99pvQarXimWeesU27/vknhBCXLl0SY8aMEaGhoUKv14uaNWuKuLi4UpcEU8WohGAfEBHdvU6fPo06derg3XffxQsvvODscIj+MTgGg4iIiKTjGAwiIqoyKSkpN5zv4uJyy/dooTsTCwwiIqoywcHBN5wfFxeHJUuW3J5g6LZigUFEd7Xw8HBejliFbnZb/5CQkNsUCd1uHORJRERE0nGQJxEREUl3150iURQFFy5cgIeHB78pj4iIqAKEEMjJyUFISEip76K63l1XYFy4cMHu3vVERERUMWfPni31bdrXu+sKjJLb7p49e9Z2D/tbpSgK0tPT4e/vf9OKjsqHOZWPOZWL+ZSPOZWrKvKZnZ2NsLAw27H0Ru66AqPktIinp6fUAqOwsBCenp58UUjCnMrHnMrFfMrHnMpVlfkszxAD/geJiIhIOhYYREREJB0LDCIiIpLurhuDQUR3N6vViqKioltej6IoKCoqQmFhIccLSMKcylXZfOp0Omg0mlvePgsMIrpr5Obm4ty5c1JuDS6EgKIoyMnJ4T11JGFO5apsPlUqFWrWrAl3d/db2j4LDCK6K1itVpw7dw6urq7w9/e/5QOYEAIWiwVarZYHQ0mYU7kqk08hBNLT03Hu3Dk0aNDglnoyWGAQ0V2hqKgIQgj4+/vDxcXlltfHg6F8zKlclc2nv78/Tp8+jaKiolsqMJx6kuvHH39E7969ERISApVKha+//vqmy2zbtg2tWrWCwWBA/fr1+TW/RFQhPHAR3Zis14hTC4y8vDy0aNECc+bMKVf7U6dOoVevXujUqRP279+P559/HsOHD8fGjRurOFIiIiKqCKeeIunRowd69OhR7vbz589HnTp18N577wEAGjdujO3bt+P9999HTExMVYV5U7+fy8Kh5Ctoo3ZD/YCb3z6ViIjon65ajcHYtWsXoqOj7abFxMTg+eefL3MZk8kEk8lke5ydnQ2g+PIdRVGkxPXpztP4av8FvByjRV0/NynrvNspimIbAU1y3O05Ldn/kh8ZStYja313ErVajS+//BJ9+vSR2vZm7vScbtu2DZ07d8bly5fh7e2NJUuWYNy4cbhy5YqzQ3OoMvkseY04Ok5W5P2jWhUYKSkpCAwMtJsWGBiI7OxsFBQUOBy4lZiYiMmTJ5eanp6ejsLCQilxlawnNzcXaWlpUtZ5t1MUBVlZWRBC8Hp4Se72nBYVFUFRFFgsFlgslltenxACVqsVQNWO6xg2bBj++9//Aii+P0GtWrUwYMAAjB8/Hlpt1b2FJycnw8fHp1y5qkjbG7lZThs0aIAzZ84AAFxcXFC3bl08++yzGDp06C1ttyJK4it5HpUccG+279u2bcOMGTOwe/duFBQUoHbt2ujevTvGjh2L0NDQKom1ss/Rkv26dOkSdDqd3bycnJxyr6daFRiVMWHCBMTHx9sel3wTnL+/v7QvOzMaLwIA3N3dERAQIGWddztFUaBSqfitihLd7TktLCxETk4OtFqt1APz9W/AsqnVanTv3h2LFi2CyWTCunXrMGbMGBgMBkyYMKFUe7PZDL1ef8vbvdlXcVe2bXncKKeTJ0/GiBEjkJ+fj1WrVuHpp59GWFhYhU6334qSqypKnkclr6UbPacWLFiA0aNHY9CgQVi9ejXCw8ORnJyMzz77DLNmzcKMGTMqFUt5/9cVfY6W7FeNGjVgNBrt5l3/+Eaq1btMUFAQUlNT7aalpqbC09OzzMvODAaD7ZtTr/0GVbVaLe2npDJUqVRS13u3/zCfzGlV7H/JDwAUFFkr/ZNvttj9rshPyftFeX5K3seCg4MRHh6OUaNGITo6Gt9++y1UKhWGDBmChx9+GFOmTEFoaCgaNWoElUqFc+fOITY2Fj4+PqhRowb69OmDM2fO2K178eLFaNasGYxGI0JCQvDss8/a5qnVanzzzTdQqVQoKirCs88+i5CQELi4uCA8PBxTp0512FalUuGPP/5Aly5d4OrqCj8/P4wcORJ5eXm2+SUxv/feewgJCYGfnx/GjBmDoqIiu/dTR7nw9PREcHAw6tWrh/Hjx8PX1xebN2+2tcnKysKIESMQEBAALy8vdOnSBb///rvder777ju0bdsWLi4u8Pf3xyOPPGKb97///Q9t2rSxbWfAgAFIT08vFceNHl/7c/78eYwdOxbPPfccFi9ejE6dOqFOnTqIiorCJ598goSEBKhUKkyePBn33Xef3bKzZs1CnTp1SuXt2v/1q6++iv/7v/8rtd2WLVvijTfesMX3ySefoEmTJnBxcUHjxo0xb968mz73ynodlVe16sFo164d1q1bZzdt06ZNaNeunZMiIqLqqqDIiiaTnHMF2l9vxMBVX/m3XxcXF1y6dMn2OCkpCZ6enti0aROA4tNBMTExaNeuHX766SdotVq89dZb6N69O37//Xfo9XrMmzcP8fHxmDp1Knr06IGsrCzs2LHD4fY++OADrFmzBitXrkStWrVw9uxZnD171mHbvLw827Z//fVXpKWlYfjw4RgzZozdbQW2bt2K4OBgbN26FcePH0dsbCxatGiBIUOGlCsHiqLgq6++wpUrV+w+xT/22GNwcXHB+vXr4eXlhQULFqBLly44evQofH19sXbtWjz88MN49dVX8dlnn8FsNtsdV4qKivDmm2/innvuQVpaGuLj4zF48OBSx57yWrVqFcxmM1566SWH8729vSu0vuv/10DxUIATJ06gXr16AIA///wTv//+O1avXg0AWLp0KSZNmoTZs2fjvvvuw759+zBixAi4ubkhLi6uUvtVHk4tMHJzc3H8+HHb41OnTmH//v3w9fVFrVq1MGHCBJw/fx6fffYZAODpp5/G7Nmz8dJLL2Ho0KHYsmULVq5cibVr1zprF4iIbhshBJKSkrBx40Y8++yztulubm74+OOPbQfa//3vf1AUBR9//LHtE+zixYvh7e2Nbdu2oVu3bnjrrbfwn//8B2PHjrWtp02bNg63m5ycjAYNGuCBBx6ASqVC7dq1y4xx2bJlKCwsxGeffQY3t+JB77Nnz0bv3r0xbdo02zg6Hx8fzJ49GxqNBo0aNUKvXr2wZcuWmxYYL7/8Ml577TWYTCZYLBb4+vpi+PDhAIDt27dj9+7dSEtLg8FgAABMnz4dX3/9NVavXo2nnnoKb7/9Np544gm7sXktWrSw/X3teI66devigw8+QJs2bZCbm1upW2cfO3bM1hsiw/X/a6A4/mXLlmHixIkAiguKyMhI1K9fHxaLBa+//jree+89PPLIIwCAOnXq4K+//sKCBQv+uQXGb7/9hk6dOtkel4yViIuLw5IlS3Dx4kUkJyfb5tepUwdr167FuHHjMGvWLNSsWRMff/yxUy9RJaLqyUWnwV9vVP6941buOumiq9jdEb/77ju4u7vbBqr2798fr7/+um1+8+bN7Q44Bw4cwPHjx+HhYX/ZfGFhIU6cOIG0tDRcuHABXbp0Kdf2Bw8ejK5du+Kee+5B9+7d8dBDD6Fbt24O2x46dAgtWrSwFRcA0L59eyiKgiNHjtgKjKZNm9rdJTI4OBgHDx4EAEyZMgWJiYm2eX/99Rdq1aoFAHjxxRcxePBgXLx4ES+++CJGjRqF+vXr2/Y7NzcXNWrUsIupoKAAJ06cAADs378fI0aMKHNf9+zZg9dffx0HDhzAlStXbIM4k5OT0aRJk3Ll61pCCKmDgK//XwPAgAEDsGjRIkycOBFCCHz++ee242leXh5OnDiBYcOG2e23xWKBl5eXtLgccWqB0bFjxxteOuPoLp0dO3bEvn37qjAqIrobqFSqWzpNIYSARY3bclvrTp06Yd68edDr9QgJCSk1oPDagzlQ3DscERGBpUuXllpXZQb5tmrVCqdOncL69euxefNmPP7444iOjrZ1wVfG9QMPVSqV7WD+9NNPIzY21jYvJCTE9refnx/q16+P+vXrY9WqVWjevDlat26NJk2aIDc3F8HBwdi2bVup7ZWcirjRbeJLTu/ExMRg6dKl8Pf3R3JyMmJiYmA2myu1nw0bNkRWVhYuXrx4w14MtVpd6njo6Ft/r/9fA0C/fv3w8ssvY+/evSgoKMDZs2dt+cvNzQUALFy4EJGRkXbLyfjG1BupVmMwiIjuRm5ubrZP6eXRqlUrrFixAgEBAWVeLRceHo6kpCS7XuQb8fT0RGxsLGJjY9G3b190794dly9fhq+vr127xo0bY8mSJcjLy7MdDHfs2AG1Wo177rmnXNvy9fUt1QvhSFhYGGJjYzFhwgR88803aNWqFVJSUqDVahEeHu5wmXvvvRdJSUkOT8UcPnwYly5dwtSpUxEWFgaguKf9VvTt2xfjx4/HO++8g/fff7/U/MzMTHh7e8Pf3x8pKSl2PR779+8v1zZq1qyJqKgoLF26FAUFBejatSsCAgIghEBgYCBCQkJw8uRJDBgw4Jb2paKq1VUkRER0cwMGDICfnx/+/e9/46effsKpU6ewbds2PPfcczh37hwA2M7Lf/DBBzh27Bj27t2LDz/80OH6ZsyYgc8//xyHDx/G0aNHsWrVKgQFBTkcoDhgwAAYjUbExcXhjz/+wNatW/Hss89i4MCBpe5jJMPYsWPx7bff4rfffkN0dDTatWuHPn364Pvvv8fp06exc+dOvPrqq7ZCISEhAZ9//jkSEhJw6NAhHDx4ENOmTQMA1KpVC3q9Hh9++CFOnjyJNWvW4M0337yl+MLCwvD+++9j1qxZGDZsGH744QecOXMGO3bswMiRI23r79ixI9LT0/HOO+/gxIkTmDNnDtavX1/u7QwYMADLly/HqlWrShUSr7/+OhITE/HBBx/g6NGjOHjwIBYvXlzpy2PLiwUGEdE/jKurK3788UfUqlULjzzyCBo3boxhw4ahsLDQ1qMRFxeHmTNnYu7cuWjatCkeeughHDt2zOH6PDw88M4776B169Zo06YNTp8+jXXr1jk81eLq6oqNGzfi8uXLaNOmDfr27YsuXbpg9uzZVbKvTZo0Qbdu3TBp0iSoVCqsW7cODz74IIYMGYKGDRviiSeewJkzZ2zFTceOHbFq1SqsWbMGLVu2ROfOnbF7924AxaePlixZglWrVqFJkyaYOnUqpk+ffssxjho1Ct9//z3Onz+Phx9+GI0aNcLw4cPh6emJF154AUBxz8/cuXMxZ84ctGjRArt377bNK4++ffvi0qVLyM/PL3VH1eHDh+Pjjz/G4sWL0bx5c0RFRWHJkiWoU6fOLe/bjajEnXo/1iqSnZ0NLy8vZGVlSbvRVvyK/fhy33mM734Pnu5Y/m5MKpuiKEhLS0NAQECFzxeTY3d7TgsLC3Hq1CnUqVOnQjcLKgu/Wlw+5lSuyubzRq+VihxD7753GSIiIqpyLDCIiIhIOhYYREREJB0LDCIiIpKOBQYR3VXusnHtRBUm6zXCAoOI7goldy2s7B0Zie4WJa+RW73TJ+/kSUR3Ba1WC1dXV6Snp0On093ypbq8pFI+5lSuyuRTURSkp6fD1dW11C3pK4oFBhHdFVQqFYKDg3Hq1CmcOXPmltcnhICiKFCr1TwYSsKcylXZfKrVatSqVeuW/wcsMIjorqHX69GgQQMpp0kURcGlS5dQo0aNu/LGZVWBOZWrsvnU6/VS8s8Cg4juKmq1WsqdPBVFgU6ng9Fo5MFQEuZULmfnk/9BIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIOhYYREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdCwwiIiISDoWGERERCQdCwwiIiKSjgUGERERSccCg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIOqcXGHPmzEF4eDiMRiMiIyOxe/fuG7afOXMm7rnnHri4uCAsLAzjxo1DYWHhbYqWiIiIysOpBcaKFSsQHx+PhIQE7N27Fy1atEBMTAzS0tIctl+2bBnGjx+PhIQEHDp0CJ988glWrFiBV1555TZHTkRERDfi1AJjxowZGDFiBIYMGYImTZpg/vz5cHV1xaJFixy237lzJ9q3b4/+/fsjPDwc3bp1Q79+/W7a60FERES3l9ZZGzabzdizZw8mTJhgm6ZWqxEdHY1du3Y5XOb+++/H//73P+zevRtt27bFyZMnsW7dOgwcOLDM7ZhMJphMJtvj7OxsAICiKFAURcq+CCFsv2Wt826nKArzKRlzKhfzKR9zKldV5LMi63JagZGRkQGr1YrAwEC76YGBgTh8+LDDZfr374+MjAw88MADEELAYrHg6aefvuEpksTEREyePLnU9PT0dGljN0rWk5ubW+bpHaoYRVGQlZUFIQTUaqcPFfpHYE7lYj7lY07lqop85uTklLut0wqMyti2bRumTJmCuXPnIjIyEsePH8fYsWPx5ptvYuLEiQ6XmTBhAuLj422Ps7OzERYWBn9/f3h6ekqJy2i8CABwd3dHQECAlHXe7RRFgUqlgr+/P99oJGFO5WI+5WNO5aqKfBqNxnK3dVqB4efnB41Gg9TUVLvpqampCAoKcrjMxIkTMXDgQAwfPhwA0Lx5c+Tl5eGpp57Cq6++6jCBBoMBBoOh1HS1Wi0t4SqVyvabLwp5SvLJnMrDnMrFfMrHnMolO58VWY/T/oN6vR4RERFISkqyTVMUBUlJSWjXrp3DZfLz80vtnEajAfD3OAgiIiJyPqeeIomPj0dcXBxat26Ntm3bYubMmcjLy8OQIUMAAIMGDUJoaCgSExMBAL1798aMGTNw33332U6RTJw4Eb1797YVGkREROR8Ti0wYmNjkZ6ejkmTJiElJQUtW7bEhg0bbAM/k5OT7XosXnvtNahUKrz22ms4f/48/P390bt3b7z99tvO2gUiIiJywOmDPMeMGYMxY8Y4nLdt2za7x1qtFgkJCUhISLgNkREREVFlcRQNERERSccCg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIOhYYREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdCwwiIiISDoWGERERCQdCwwiIiKSjgUGERERSccCg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIOhYYREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdE4vMObMmYPw8HAYjUZERkZi9+7dN2yfmZmJ0aNHIzg4GAaDAQ0bNsS6detuU7RERERUHlpnbnzFihWIj4/H/PnzERkZiZkzZyImJgZHjhxBQEBAqfZmsxldu3ZFQEAAVq9ejdDQUJw5cwbe3t63P3giIiIqk1MLjBkzZmDEiBEYMmQIAGD+/PlYu3YtFi1ahPHjx5dqv2jRIly+fBk7d+6ETqcDAISHh9/OkImIiKgcnFZgmM1m7NmzBxMmTLBNU6vViI6Oxq5duxwus2bNGrRr1w6jR4/GN998A39/f/Tv3x8vv/wyNBqNw2VMJhNMJpPtcXZ2NgBAURQoiiJlX4QQtt+y1nm3UxSF+ZSMOZWL+ZSPOZWrKvJZkXU5rcDIyMiA1WpFYGCg3fTAwEAcPnzY4TInT57Eli1bMGDAAKxbtw7Hjx/HqFGjUFRUhISEBIfLJCYmYvLkyaWmp6eno7Cw8NZ3BLCtJzc3F2lpaVLWebdTFAVZWVkQQkCtdvpQoX8E5lQu5lM+5lSuqshnTk5OudtWqsCwWq1YsmQJkpKSkJaWVqqi2bJlS2VWe1OKoiAgIAAfffQRNBoNIiIicP78ebz77rtlFhgTJkxAfHy87XF2djbCwsLg7+8PT09PKXEZjRcBAO7u7g7HjlDFKYoClUoFf39/vtFIwpzKxXzKx5zKVRX5NBqN5W5bqQJj7NixWLJkCXr16oVmzZpBpVJVeB1+fn7QaDRITU21m56amoqgoCCHywQHB0On09mdDmncuDFSUlJgNpuh1+tLLWMwGGAwGEpNV6vV0hJesv8qlYovColK8smcysOcysV8ysecyiU7nxVZT6UKjOXLl2PlypXo2bNnZRYHAOj1ekRERCApKQl9+vQBUFxtJSUlYcyYMQ6Xad++PZYtWwZFUWw7efToUQQHBzssLoiIiMg5KlXS6PV61K9f/5Y3Hh8fj4ULF+LTTz/FoUOH8MwzzyAvL892VcmgQYPsBoE+88wzuHz5MsaOHYujR49i7dq1mDJlCkaPHn3LsRAREZE8lerB+M9//oNZs2Zh9uzZlTo9UiI2Nhbp6emYNGkSUlJS0LJlS2zYsME28DM5OdmuOyYsLAwbN27EuHHjcO+99yI0NBRjx47Fyy+/XOkYiIiISL5KFRjbt2/H1q1bsX79ejRt2tR2T4oSX375ZbnXNWbMmDJPiWzbtq3UtHbt2uHnn3+uULxERER0e1WqwPD29sbDDz8sOxYiIiL6h6hUgbF48WLZcRAREdE/yC3daCs9PR1HjhwBANxzzz3w9/eXEhQRERFVb5W6iiQvLw9Dhw5FcHAwHnzwQTz44IMICQnBsGHDkJ+fLztGIiIiqmYqVWDEx8fjhx9+wLfffovMzExkZmbim2++wQ8//ID//Oc/smMkIiKiaqZSp0i++OILrF69Gh07drRN69mzJ1xcXPD4449j3rx5suIjIiKiaqhSPRj5+fmlvqQMAAICAniKhIiIiCpXYLRr1w4JCQl230ZaUFCAyZMno127dtKCIyIiouqpUqdIZs2ahZiYGNSsWRMtWrQAABw4cABGoxEbN26UGiARERFVP5UqMJo1a4Zjx45h6dKlOHz4MACgX79+GDBgAFxcXKQGSERERNVPpe+D4erqihEjRsiMhYiIiP4hyl1grFmzBj169IBOp8OaNWtu2PZf//rXLQdGRERE1Ve5C4w+ffogJSUFAQEB6NOnT5ntVCoVrFarjNiIiIiomip3gaEoisO/iYiIiK5XqctUHcnMzJS1KiIiIqrmKlVgTJs2DStWrLA9fuyxx+Dr64vQ0FAcOHBAWnBERERUPVWqwJg/fz7CwsIAAJs2bcLmzZuxYcMG9OjRAy+++KLUAImIiKj6qdRlqikpKbYC47vvvsPjjz+Obt26ITw8HJGRkVIDJCIiouqnUj0YPj4+OHv2LABgw4YNiI6OBgAIIXgFCREREVWuB+ORRx5B//790aBBA1y6dAk9evQAAOzbtw/169eXGiARERFVP5UqMN5//32Eh4fj7NmzeOedd+Du7g4AuHjxIkaNGiU1QCIiIqp+KlVg6HQ6vPDCC6Wmjxs37pYDIiIiouqPtwonIiIi6XircCIiIpKOtwonIiIi6aTdKpyIiIioRKUKjOeeew4ffPBBqemzZ8/G888/f6sxERERUTVXqQLjiy++QPv27UtNv//++7F69epbDoqIiIiqt0oVGJcuXYKXl1ep6Z6ensjIyLjloIiIiKh6q1SBUb9+fWzYsKHU9PXr16Nu3bq3HBQRERFVb5W60VZ8fDzGjBmD9PR0dO7cGQCQlJSE9957DzNnzpQZHxEREVVDlSowhg4dCpPJhLfffhtvvvkmACA8PBzz5s3DoEGDpAZIRERE1U+lCgwAeOaZZ/DMM88gPT0dLi4utu8jISIiIqr0fTAsFgs2b96ML7/8EkIIAMCFCxeQm5srLTgiIiKqnirVg3HmzBl0794dycnJMJlM6Nq1Kzw8PDBt2jSYTCbMnz9fdpxERERUjVSqB2Ps2LFo3bo1rly5AhcXF9v0hx9+GElJSdKCIyIiouqpUj0YP/30E3bu3Am9Xm83PTw8HOfPn5cSGBEREVVflerBUBTF4Temnjt3Dh4eHrccFBEREVVvlSowunXrZne/C5VKhdzcXCQkJKBnz56yYiMiIqJqqlKnSKZPn47u3bujSZMmKCwsRP/+/XHs2DH4+fnh888/lx0jERERVTOVKjDCwsJw4MABrFixAgcOHEBubi6GDRuGAQMG2A36JCIiortThQuMoqIiNGrUCN999x0GDBiAAQMGVEVcREREVI1VeAyGTqdDYWFhVcRCRERE/xCVGuQ5evRoTJs2DRaLRXY8RERE9A9QqTEYv/76K5KSkvD999+jefPmcHNzs5v/5ZdfSgmOiIiIqqdK9WB4e3vj0UcfRUxMDEJCQuDl5WX3U1Fz5sxBeHg4jEYjIiMjsXv37nItt3z5cqhUKvTp06fC2yQiIqKqU6EeDEVR8O677+Lo0aMwm83o3LkzXn/99Vu6cmTFihWIj4/H/PnzERkZiZkzZyImJgZHjhxBQEBAmcudPn0aL7zwAjp06FDpbRMREVHVqFAPxttvv41XXnkF7u7uCA0NxQcffIDRo0ffUgAzZszAiBEjMGTIEDRp0gTz58+Hq6srFi1aVOYyVqsVAwYMwOTJk1G3bt1b2j4RERHJV6EejM8++wxz587FyJEjAQCbN29Gr1698PHHH0OtrvjZFrPZjD179mDChAm2aWq1GtHR0di1a1eZy73xxhsICAjAsGHD8NNPP91wGyaTCSaTyfY4OzsbQHFvjKIoFY7ZkZKvqxdCSFvn3U5RFOZTMuZULuZTPuZUrqrIZ0XWVaECIzk52e5W4NHR0VCpVLhw4QJq1qxZkVUBADIyMmC1WhEYGGg3PTAwEIcPH3a4zPbt2/HJJ59g//795dpGYmIiJk+eXGp6enq6tMttS9aTm5uLtLQ0Keu82ymKgqysLAghKlW8UmnMqVzMp3zMqVxVkc+cnJxyt61QgWGxWGA0Gu2m6XQ6FBUVVWQ1lZaTk4OBAwdi4cKF8PPzK9cyEyZMQHx8vO1xdnY2wsLC4O/vD09PTylxGY0XAQDu7u43HDdC5acoClQqFfz9/flGIwlzKhfzKR9zKldV5PP6GuBGKlRgCCEwePBgGAwG27TCwkI8/fTTdpeqlvcyVT8/P2g0GqSmptpNT01NRVBQUKn2J06cwOnTp9G7d2/btJLuGq1WiyNHjqBevXp2yxgMBrt4S6jVamkJV6lUtt98UchTkk/mVB7mVC7mUz7mVC7Z+azIeipUYMTFxZWa9uSTT1ZkFXb0ej0iIiKQlJRku9RUURQkJSVhzJgxpdo3atQIBw8etJv22muvIScnB7NmzUJYWFilYyEiIiJ5KlRgLF68WHoA8fHxiIuLQ+vWrdG2bVvMnDkTeXl5GDJkCABg0KBBCA0NRWJiIoxGI5o1a2a3vLe3NwCUmk5ERETOU6k7ecoUGxuL9PR0TJo0CSkpKWjZsiU2bNhgG/iZnJzMrjIiIqJqxukFBgCMGTPG4SkRANi2bdsNl12yZIn8gIiIiOiWsGuAiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdCwwiIiISDoWGERERCQdCwwiIiKSjgUGERERSccCg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIOhYYREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdCwwiIiISDoWGERERCQdCwwiIiKSjgUGERERSccCg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIujuiwJgzZw7Cw8NhNBoRGRmJ3bt3l9l24cKF6NChA3x8fODj44Po6OgbticiIqLbz+kFxooVKxAfH4+EhATs3bsXLVq0QExMDNLS0hy237ZtG/r164etW7di165dCAsLQ7du3XD+/PnbHDkRERGVxekFxowZMzBixAgMGTIETZo0wfz58+Hq6opFixY5bL906VKMGjUKLVu2RKNGjfDxxx9DURQkJSXd5siJiIioLFpnbtxsNmPPnj2YMGGCbZparUZ0dDR27dpVrnXk5+ejqKgIvr6+DuebTCaYTCbb4+zsbACAoihQFOUWov+bEML2W9Y673aKojCfkjGncjGf8jGnclVFPiuyLqcWGBkZGbBarQgMDLSbHhgYiMOHD5drHS+//DJCQkIQHR3tcH5iYiImT55canp6ejoKCwsrHrQDJevJzc0t89QOVYyiKMjKyoIQAmq10zva/hGYU7mYT/mYU7mqIp85OTnlbuvUAuNWTZ06FcuXL8e2bdtgNBodtpkwYQLi4+Ntj7OzsxEWFgZ/f394enpKicNovAgAcHd3R0BAgJR13u0URYFKpYK/vz/faCRhTuViPuVjTuWqinyWdax1xKkFhp+fHzQaDVJTU+2mp6amIigo6IbLTp8+HVOnTsXmzZtx7733ltnOYDDAYDCUmq5Wq6UlXKVS2X7zRSFPST6ZU3mYU7mYT/mYU7lk57Mi63Hqf1Cv1yMiIsJugGbJgM127dqVudw777yDN998Exs2bEDr1q1vR6hERERUAU4/RRIfH4+4uDi0bt0abdu2xcyZM5GXl4chQ4YAAAYNGoTQ0FAkJiYCAKZNm4ZJkyZh2bJlCA8PR0pKCoDi0xPu7u5O2w8iIiL6m9MLjNjYWKSnp2PSpElISUlBy5YtsWHDBtvAz+TkZLsumXnz5sFsNqNv375260lISMDrr79+O0MnIiKiMji9wACAMWPGYMyYMQ7nbdu2ze7x6dOnqz4gIiIiuiUcRUNERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOIiIikY4FBRERE0rHAICIiIulYYBAREZF0LDCIiIhIOhYYREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdCwwiIiISDoWGERERCQdCwwiIiKSjgUGERERSccCg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhiSCSEwZ+txbD2S5uxQiIiInEbr7AD+adYcuIB3Nx4BAJye2svJ0RARETkHezAk++FourNDICIicjoWGJIdupjj7BCIiIicjgWGZIcuZjs7BCIiIqdjgSGRRRHODoGIiOiOwAJDotOX8mx/B3sZnRgJERGRc7HAkOjwNeMv1CqVEyMhIiJyLl6mKtGhFA7wJHKGIquCwiIrCouKf5ssVuSZrDDqNCiyKjBZiueV/M4pLEJNH1eoVSoUWqy4kmeGq14Lk8UKs0WByfZjhalIQXquCVargLerzjY9K78IJpMJzWplwWwVOHMpD81CvaBTqxHm63p1W1aYLMUxZRUUwVSkwN/DgCKrArNVwFRkxbnMAtT1c4MiBDJyzGhXrwbMVgVZ+UUw6jVw1WlQaLGiwGxFw0APWBQFFquARRHILihCgKcBZouA2arAbCn5saLIKpBvtkKnVSHMxxVF1uLlzFYFRbYfgXNXClDP3w3ZBUWo4+8GRQFyCotQq0Zxfkq2lW+2IMjTCJ1WDUURsAoBk0WBQauGVq22xVVkVWDUaeCq18CiCBRZFBQpAhargoIiK0K8XaDXqIvjsCi2uHNNFvi56ZGVlQOPbDWsArAqAkVWAbUKaBzsCX8PAwxaNRQBWBQFVkVAp1FDp6n8Z2Xr1VPbGjU/FMrGAkMiK8dg0C1QFIFcswW5hRZYFYGCouIDlEatgqIA7kYtCousyDdbYVUEXPUaFBRZcTnPXHwgtRS/gRcUFR/8VCrA00UHU5EV5zMLEeZjRMqlLKh0Wcg3W5FntiDXZMX+s1dwb01v5JksOJaai1a1faAC0L5+DeSbrUjJLkSghxF6rRoF5uLtFxRZUWC24Hh6LkK8XKDVqFFgtqCgyIoLmYUoKLIiyNOIwiIr9p/NRNs6vsg3W3EsNQc13A3wcdUh12TBmUv5aBTsAYNWgyAvI8yW4gPflfwipGYVol6AG0xFfx/szRYF564UwKII1HDTFxcVFsWpr72kY1dsf687mHLL61vx29lbXsfdyE2vsT0X6vm7waoInL6Uj1BvFyiiuEiyWP8uziyKAosiIK4+der4uaFhoDvMFgWKADo08IMiiudbhYCvqx7NQr2gCAEfVz3CfF2du8PVAAsMonIQQtg++WYXFiG70ILsgiLkFFpw5lIePF2KD5h5JgvyTFYcOJeJlmHeyCm04GJWAbILLKjp42Jrk2+2ItdkwbkrBQAAD4MWuWaL7c3udjt7ucD29/nM4r/XHLhwS+s8npZr+3vniUu2v/Mu5yP58t/t/jhf9pVXKdmFZc67lGd2ON2gVcNkUQAA3q46GLUaGHRq2+/zVwpwKc+MMF8XGLQaHE/LRdMQTxh1Ghi06qs/xW0NWjXyzVbkFFoQXsMVhqtthAC2H09HiLsWXh6u2JeciZo+rth8KBXNQj1h0Gpg1Kltv62KwIn0PNwT5AGDRg29tvhT95GUHDQK9oAKwE/HMuBh1MLNoEWeyYKTGXloHOQJo16DH4+mo36A+9VP6ypo1CrsS85EXX83uOm1V9engl6rgV5THDeAq/F4QadRQadRQ3/1077uavsjKTnwNOrwx4UsNA/1gkatwuGUHAgB+LnroVGroNUU5ywj14QwXxdoVCqo1SrkmSxIzTahlq8rtGqVrQfgWFouAj0N0KqL91OrLt52Zr4ZF7IK4eOqg177dw70V9efX2RFTW8XQCgw6LXQaYqXPXAu66bPNQDIM1ttf59I/3s8XMnz+WZOZeThVMbfy5XnnkY1fVxsr9n0XBPMFgV1/dxgFQLWqz1M2YUW+HsYUMNND183PSyKQEaOCa1q+0AI4GRGLiLr1IAiBLLyixDkZUTLMG9ENfSHupr3qrDAoGqv5IWcWVCEzHwzUrMLYVWKu1CzC4t7BK7km+Gi06CWryuyCoqLhKyCImQXWK7+LsIfF7LQNMQTbgYtruSZceBcFsJruCK70IKcwiIUWSt29N+XnGn3+OD5st8oc0wWu8cuuuID05X8Its0V31xt3NGrhnuBi3cDVqk55qgVgF1/dxh1GvgolPDYhU4dDEbzWt6wUWnwW9nrqBJsCc8jFpohAV+Xu5wN2rhrtfiVEYe6vi5wd2oRUauCWcu5WPPmSsI83WFx9X1Z+YXIdzPDS46NVz1Wlv3d0auCTqNGv4eBrhcnQYA2YUWBHsZYdSpce5yQfH8q/PyzVZ4uxQfYA6ez4JOo0ZGrgnBXsbig59WDY1KhZTsQoR4udgO8gZt8YFdd/WA7+Wig/Fq0WC8mquSAkF1m8Y/xXdtgLS0NAQEBECt5nA2GRRFKTOnQgik5ZiKi56rBY1apUJajgkAoEJxMaFC8emOktM3uqtFjlathlajsv9bo0J2gQU/HUuHRq2CCsC3By4i2NsItar4MVTAl3vPI9DTALVKhYtZfxe9JR8QrnXymiKlRHqOCelX43TU7vr3imsFeRqRnmtCx4b+sCgCNX1c8ErPxlCEgEatgqv+zj2M37mR/UMIIZBrsuB0Rj70WjXuCfJwdkhOJ0TxeeDsAguyC4tgvtqtmVNY/Di7oAgXMwvgq7cApwqRVWjBlTwzDp7PglGngQCQlW9GZkERruSZkV1ouek2y+vX01fsHp++lG/3WK0C3A1aeLro4GHU4UhKNu6v52f75Olu0OLE1dMGPm566LVqnLuSj/oB7nA3aOGq18LdoIGbQQtXvQZZBUXwdTPA06iFh1EHD2PxAbwq3OjN2xm6NA50dghUjahUKgR6lr46r47h78NYuJ9bhdcb4AHUD3C3PR7YLrxUmxmPt7T9bVUE/ryQZRsbUlLQXs4zwajTQKMqLn5UKpWtR8SqKHDRayGEwO/nslDDXQ8VVPjjQpat4L6cZ8Yf57Psel+Av3vxkg7//f1WS39JtmtzT6AH2tWrgRZhXujcKBBeLroK56EqsMCQzM9dj4zc4q7b7MIixC3abatOvV112PtaV6d2exVZFagAaG8wKKrAbEVGrglpV6vu05fy4O2iQ0auCRm5ZmTkmvDzyctoGeaF5Mv5aBPuW1ztqwBvVz3MFgWXck04mpqDBoEeyMw343KeGZn5RbicX/y7KrgbtLaxC/fW9IKHsfiAb9Rp8M3+C2gR5g1PoxZeLjp4uuiKfxuLfxcUWZGWU4ggTyPcr3ZR16rhCk+jznbg93TRwU2vuW2fkInozqNRq3BvTe9ytY2o7VNq2r9bht5wGSEEki/nI6ugCAVmKw6ez4KrXgutWoXXvvkD5qun/651JDUHR1L/vshgdKd6eDGmUblirEosMCRrGOiBjNxLyCoowsCPf7E7f5iZXwQB4EhKDqasO4TMfDPUahVeimmEBoHu8HM3AAAsVgV/XsjGpTwTTmfkY9/ZTOxLvoLHW4fhZHou/NwN6NokEG3r+MJsVVBgtuLclQJoNSpczjUj+XI+9p/NRJivK3aeyICPqx4XMgtwIbMQqTmFEAIY0aEOiqwCqdmFSM0uxN7kTLgbtFChdHd9WTYfKq6oj6bmltnmRudPVSpACECnUcHHVX+1V0CLfcmZCPNxga+LBgFervBx08NkUeBp1KF2DVd4u+rh7aKDj5sOXi56eLsWFwk3Gkk+64n7yrVPRETOpFKpULvG3z0xkXVr2P5+vE0Yck0WqFXFN3bc9Gcq9p/NhEVR8PnuvwcHz9l6AnO2nsDgdrURFe6CgIDbugs2KiGcNazMObKzs+Hl5YWsrCx4enpKWWf8iv34ct95AMDg+8OxZOfpMtu2ru2D385cKXM+ANslXM5k0BafWz93pQCNgz0R4mVEDXc9/NwNV8cFFHf1hXq74KdjGQj0NMDNoEXDQA/4uOpx8HzxIEdv1+KBTT6uOvi46uHjpoebQVvcu6DXltmbc6d15/8TMKdyMZ/yMaeVJ4TAkdQc/Gv2DrteDrUK2PlyJwR5y7nqpSLHUPZgSCDwd4127RiLGm56LB0RCT93A1q/tRkAblpcALAVF14uOrSu7YMLWYW27zgJ9jLaDTK6lk6jQpivKy5kFiDI0wiLItClUQDCfF0R6u2CEG8X7Eu+gm1H01HDzYBATwMCPY1w1RePa6jt6wp/DwP8PQzFvRk8FUBEVC2oVCo0CvLE3oldsevEJXz800nsTb6CIqvApTyztAKjIu6IAmPOnDl49913kZKSghYtWuDDDz9E27Zty2y/atUqTJw4EadPn0aDBg0wbdo09OzZ8zZGbK9kzAUAtK/nB7UK0KrVWP7U/6FBoAesikCDAHdkFhThiTZh6B9ZC8FeLkjJKj49ce5KAS5mFeBISg7uDfNGm3AfNAzwKPPT/dHUHOSZLNCoVQjyMsLDUDyiXgjcdHxHizBvDG5fR+r+ExHRncHdoEXXJoHFp9Hf3my7ysYZnF5grFixAvHx8Zg/fz4iIyMxc+ZMxMTE4MiRIwhwcOJo586d6NevHxITE/HQQw9h2bJl6NOnD/bu3YtmzZo5YQ+KD/glatVwxZb/dISvux6exuKRvBq1ChuffxCqa0YcA0CQlxFBXka0CPOu0PYaBjq+EoUdDkREVCLIywg1BLROurDA6WMwIiMj0aZNG8yePRtA8Tm4sLAwPPvssxg/fnyp9rGxscjLy8N3331nm/Z///d/aNmyJebPn3/T7VXFGIzw8Wttf5+e2kvKOu92PBcrH3MqF/MpH3MqV1Xks9qMwTCbzdizZw8mTJhgm6ZWqxEdHY1du3Y5XGbXrl2Ij4+3mxYTE4Ovv/7aYXuTyQST6e8uouzs4rEMiqJAUeQMpHQ3aJFrsqBBgLu0dd7tFEWBEIL5lIg5lYv5lI85lasq8lmRdTm1wMjIyIDVakVgoP0NdwIDA3H48GGHy6SkpDhsn5Li+DsAEhMTMXny5FLT09PTUVhY9m2IK2LGv+ris93nMa5TbaSlpd18AbopRVGQlZUFIQQ/yUjCnMrFfMrHnMpVFfnMySn/l3o6fQxGVZswYYJdj0d2djbCwsLg7+8v7RRJZz8/NA9xh7+/P18UkiiKApVKxZxKxJzKxXzKx5zKVRX5NBpL3021LE4tMPz8/KDRaJCammo3PTU1FUFBQQ6XCQoKqlB7g8EAg8FQarparZb6BFapVNLXebdjTuVjTuViPuVjTuWSnc+KrMep/0G9Xo+IiAgkJSXZpimKgqSkJLRr187hMu3atbNrDwCbNm0qsz0RERHdfk4/RRIfH4+4uDi0bt0abdu2xcyZM5GXl4chQ4YAAAYNGoTQ0FAkJiYCAMaOHYuoqCi899576NWrF5YvX47ffvsNH330kTN3g4iIiK7h9AIjNjYW6enpmDRpElJSUtCyZUts2LDBNpAzOTnZrkvm/vvvx7Jly/Daa6/hlVdeQYMGDfD111877R4YREREVJrT74Nxu1XFfTB47bZ8zKl8zKlczKd8zKlczr4PBv+DREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpnH4fjNut5Krckm9VlUFRFOTk5MBoNPLSKkmYU/mYU7mYT/mYU7mqIp8lx87y3OHiriswSr4JLiwszMmREBERVU85OTnw8vK6YZu77kZbiqLgwoUL8PDwgEqlkrLOkm9oPXv2rLSbd93tmFP5mFO5mE/5mFO5qiKfQgjk5OQgJCTkpr0id10PhlqtRs2aNatk3Z6ennxRSMacysecysV8ysecyiU7nzfruSjBk1xEREQkHQsMIiIiko4FhgQGgwEJCQkwGAzODuUfgzmVjzmVi/mUjzmVy9n5vOsGeRIREVHVYw8GERERSccCg4iIiKRjgUFERETSscAgIiIi6VhglNOcOXMQHh4Oo9GIyMhI7N69+4btV61ahUaNGsFoNKJ58+ZYt27dbYq0+qhIThcuXIgOHTrAx8cHPj4+iI6Ovun/4G5T0edoieXLl0OlUqFPnz5VG2A1VNGcZmZmYvTo0QgODobBYEDDhg352r9GRfM5c+ZM3HPPPXBxcUFYWBjGjRuHwsLC2xTtne/HH39E7969ERISApVKha+//vqmy2zbtg2tWrWCwWBA/fr1sWTJkqoLUNBNLV++XOj1erFo0SLx559/ihEjRghvb2+RmprqsP2OHTuERqMR77zzjvjrr7/Ea6+9JnQ6nTh48OBtjvzOVdGc9u/fX8yZM0fs27dPHDp0SAwePFh4eXmJc+fO3ebI70wVzWeJU6dOidDQUNGhQwfx73//+/YEW01UNKcmk0m0bt1a9OzZU2zfvl2cOnVKbNu2Tezfv/82R35nqmg+ly5dKgwGg1i6dKk4deqU2LhxowgODhbjxo27zZHfudatWydeffVV8eWXXwoA4quvvrph+5MnTwpXV1cRHx8v/vrrL/Hhhx8KjUYjNmzYUCXxscAoh7Zt24rRo0fbHlutVhESEiISExMdtn/88cdFr1697KZFRkaKkSNHVmmc1UlFc3o9i8UiPDw8xKefflpVIVYrlcmnxWIR999/v/j4449FXFwcC4zrVDSn8+bNE3Xr1hVms/l2hVitVDSfo0ePFp07d7abFh8fL9q3b1+lcVZX5SkwXnrpJdG0aVO7abGxsSImJqZKYuIpkpswm83Ys2cPoqOjbdPUajWio6Oxa9cuh8vs2rXLrj0AxMTElNn+blOZnF4vPz8fRUVF8PX1raowq43K5vONN95AQEAAhg0bdjvCrFYqk9M1a9agXbt2GD16NAIDA9GsWTNMmTIFVqv1doV9x6pMPu+//37s2bPHdhrl5MmTWLduHXr27HlbYv4nut3Hprvuy84qKiMjA1arFYGBgXbTAwMDcfjwYYfLpKSkOGyfkpJSZXFWJ5XJ6fVefvllhISElHqx3I0qk8/t27fjk08+wf79+29DhNVPZXJ68uRJbNmyBQMGDMC6detw/PhxjBo1CkVFRUhISLgdYd+xKpPP/v37IyMjAw888ACEELBYLHj66afxyiuv3I6Q/5HKOjZlZ2ejoKAALi4uUrfHHgyqdqZOnYrly5fjq6++gtFodHY41U5OTg4GDhyIhQsXws/Pz9nh/GMoioKAgAB89NFHiIiIQGxsLF599VXMnz/f2aFVS9u2bcOUKVMwd+5c7N27F19++SXWrl2LN99809mhUTmxB+Mm/Pz8oNFokJqaajc9NTUVQUFBDpcJCgqqUPu7TWVyWmL69OmYOnUqNm/ejHvvvbcqw6w2KprPEydO4PTp0+jdu7dtmqIoAACtVosjR46gXr16VRv0Ha4yz9Hg4GDodDpoNBrbtMaNGyMlJQVmsxl6vb5KY76TVSafEydOxMCBAzF8+HAAQPPmzZGXl4ennnoKr776KtRqfj6uqLKOTZ6entJ7LwD2YNyUXq9HREQEkpKSbNMURUFSUhLatWvncJl27drZtQeATZs2ldn+blOZnALAO++8gzfffBMbNmxA69atb0eo1UJF89moUSMcPHgQ+/fvt/3861//QqdOnbB//36EhYXdzvDvSJV5jrZv3x7Hjx+3FWsAcPToUQQHB9/VxQVQuXzm5+eXKiJKijfBr9CqlNt+bKqSoaP/MMuXLxcGg0EsWbJE/PXXX+Kpp54S3t7eIiUlRQghxMCBA8X48eNt7Xfs2CG0Wq2YPn26OHTokEhISOBlqtepaE6nTp0q9Hq9WL16tbh48aLtJycnx1m7cEepaD6vx6tISqtoTpOTk4WHh4cYM2aMOHLkiPjuu+9EQECAeOutt5y1C3eUiuYzISFBeHh4iM8//1ycPHlSfP/996JevXri8ccfd9Yu3HFycnLEvn37xL59+wQAMWPGDLFv3z5x5swZIYQQ48ePFwMHDrS1L7lM9cUXXxSHDh0Sc+bM4WWqd4IPP/xQ1KpVS+j1etG2bVvx888/2+ZFRUWJuLg4u/YrV64UDRs2FHq9XjRt2lSsXbv2Nkd856tITmvXri0AlPpJSEi4/YHfoSr6HL0WCwzHKprTnTt3isjISGEwGETdunXF22+/LSwWy22O+s5VkXwWFRWJ119/XdSrV08YjUYRFhYmRo0aJa5cuXL7A79Dbd261eH7Ykke4+LiRFRUVKllWrZsKfR6vahbt65YvHhxlcXHr2snIiIi6TgGg4iIiKRjgUFERETSscAgIiIi6VhgEBERkXQsMIiIiEg6FhhEREQkHQsMIiIiko4FBhEREUnHAoOI/hFUKhW+/vprAMDp06ehUqn4dfRETsQCg4hu2eDBg6FSqaBSqaDT6VCnTh289NJLKCwsdHZoROQk/Lp2IpKie/fuWLx4MYqKirBnzx7ExcVBpVJh2rRpzg6NiJyAPRhEJIXBYEBQUBDCwsLQp08fREdHY9OmTQCKv5o7MTERderUgYuLC1q0aIHVq1fbLf/nn3/ioYcegqenJzw8PNChQwecOHECAPDrr7+ia9eu8PPzg5eXF6KiorB3797bvo9EVH4sMIhIuj/++AM7d+6EXq8HACQmJuKzzz7D/Pnz8eeff2LcuHF48skn8cMPPwAAzp8/jwcffBAGgwFbtmzBnj17MHToUFgsFgBATk4O4uLisH37dvz8889o0KABevbsiZycHKftIxHdGE+REJEU3333Hdzd3WGxWGAymaBWqzF79myYTCZMmTIFmzdvRrt27QAAdevWxfbt27FgwQJERUVhzpw58PLywvLly6HT6QAADRs2tK27c+fOdtv66KOP4O3tjR9++AEPPfTQ7dtJIio3FhhEJEWnTp0wb9485OXl4f3334dWq8Wjjz6KP//8E/n5+ejatatde7PZjPvuuw8AsH//fnTo0MFWXFwvNTUVr732GrZt24a0tDRYrVbk5+cjOTm5yveLiCqHBQYRSeHm5ob69esDABYtWoQWLVrgk08+QbNmzQAAa9euRWhoqN0yBoMBAODi4nLDdcfFxeHSpUuYNWsWateuDYPBgHbt2sFsNlfBnhCRDCwwiEg6tVqNV155BfHx8Th69CgMBgOSk5MRFRXlsP29996LTz/9FEVFRQ57MXbs2IG5c+eiZ8+eAICzZ88iIyOjSveBiG4NB3kSUZV47LHHoNFosGDBArzwwgsYN24cPv30U5w4cQJ79+7Fhx9+iE8//RQAMGbMGGRnZ+OJJ57Ab7/9hmPHjuG///0vjhw5AgBo0KAB/vvf/+LQoUP45ZdfMGDAgJv2ehCRc7EHg4iqhFarxZgxY/DOO+/g1KlT8Pf3R2JiIk6ePAlvb2+0atUKr7zyCgCgRo0a2LJlC1588UVERUVBo9GgZcuWaN++PQDgk08+wVNPPYVWrVohLCwMU6ZMwQsvvODM3SOim1AJIYSzgyAiIqJ/Fp4iISIiIulYYBAREZF0LDCIiIhIOhYYREREJB0LDCIiIpKOBQYRERFJxwKDiIiIpGOBQURERNKxwCAiIiLpWGAQERGRdCwwiIiISLr/B82c0RxRJ1niAAAAAElFTkSuQmCC\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per obscene (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.05        1.00        \n0.00      0.06        1.00        \n0.00      0.07        0.99        \n0.01      0.08        0.98        \n0.01      0.09        0.98        \n0.03      0.11        0.96        \n0.09      0.15        0.92        \n0.26      0.20        0.85        \n0.63      0.33        0.69        \n1.00      1.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per threat (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.00        0.99        \n0.01      0.01        0.96        \n0.02      0.01        0.89        \n0.06      0.01        0.73        \n0.17      0.01        0.43        \n0.45      0.00        0.13        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per insult (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.05        1.00        \n0.00      0.05        1.00        \n0.00      0.06        0.99        \n0.01      0.07        0.99        \n0.01      0.09        0.98        \n0.04      0.11        0.96        \n0.10      0.13        0.91        \n0.27      0.18        0.81        \n0.62      0.27        0.62        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per identity_hate (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        0.99        \n0.01      0.02        0.98        \n0.02      0.02        0.91        \n0.07      0.02        0.82        \n0.19      0.02        0.57        \n0.47      0.01        0.18        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    precision, recall, thresholds = precision_recall_curve(y_test_mlsmote[:, i], y_test_pred[:, i])\n",
    "    \n",
    "    print(f\"\\nPrecision-Recall per {category} (valori campionati):\")\n",
    "    print(f\"{'Threshold':<10}{'Precision':<12}{'Recall':<12}\")\n",
    "    print(\"-\" * 34)\n",
    "    \n",
    "    sampled_indices = np.linspace(0, len(thresholds) - 1, 10, dtype=int)  # Campiona 10 valori\n",
    "    for idx in sampled_indices:\n",
    "        print(f\"{thresholds[idx]:<10.2f}{precision[idx]:<12.2f}{recall[idx]:<12.2f}\")\n",
    "    \n",
    "    plt.figure(figsize=(6, 4))\n",
    "    plt.plot(recall, precision, label='Precision-Recall Curve')\n",
    "    plt.title(f\"Precision-Recall Curve per {category}\")\n",
    "    plt.xlabel('Recall')\n",
    "    plt.ylabel('Precision')\n",
    "    plt.legend(loc='upper right')\n",
    "    plt.grid(alpha=0.3)\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"I-valori-di-val_accuracy,-Auc-Roc-e-Global-Accuracy-non-sono-bassi-ma-alcune-categorie-presentano-valori-bassissimi-di-F1-score-e-Precision.-Il-modello-tende-a-classificare-molti-commenti-innocui-come-tossici.\"><em>I valori di val_accuracy, Auc Roc e Global Accuracy non sono bassi ma alcune categorie presentano valori bassissimi di F1-score e Precision. Il modello tende a classificare molti commenti innocui come tossici.</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Creazione-di-un-secondo-modello-LSTM-usando-come-base-il-primo-modello\"><font color=\"red\">Creazione di un secondo modello LSTM usando come base il primo modello</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Sommario del Modello:\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential\"</span>\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n│ embedding_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)     │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)       │    <span style=\"color: #00af00; text-decoration-color: #00af00\">27,208,064</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ bidirectional_lstm              │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">98,816</span> │\n│ (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Bidirectional</span>)                 │                        │               │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ output_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)            │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>)              │           <span style=\"color: #00af00; text-decoration-color: #00af00\">774</span> │\n└─────────────────────────────────┴────────────────────────┴───────────────┘\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">81,922,964</span> (312.51 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,307,654</span> (104.17 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Optimizer params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">54,615,310</span> (208.34 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"functional_34\"</span>\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n│ input_layer_4 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">InputLayer</span>)      │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>)            │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ embedding_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)     │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)       │    <span style=\"color: #00af00; text-decoration-color: #00af00\">27,208,064</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ bidirectional_lstm              │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">98,816</span> │\n│ (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Bidirectional</span>)                 │                        │               │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dense_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">64</span>)             │         <span style=\"color: #00af00; text-decoration-color: #00af00\">8,256</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dropout (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dropout</span>)           │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">64</span>)             │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dense_2 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">32</span>)             │         <span style=\"color: #00af00; text-decoration-color: #00af00\">2,080</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_output_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)        │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>)              │           <span style=\"color: #00af00; text-decoration-color: #00af00\">198</span> │\n└─────────────────────────────────┴────────────────────────┴───────────────┘\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,317,414</span> (104.21 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">10,534</span> (41.15 KB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,306,880</span> (104.17 MB)\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "def load_model_safely(path):\n",
    "    try:\n",
    "        model = load_model(path)\n",
    "        return model\n",
    "    except Exception as e:\n",
    "        print(f\"Errore nel caricamento del modello: {e}\")\n",
    "        return None\n",
    "\n",
    "model_checkpoint_path = \"/home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_6__1.keras\"\n",
    "\n",
    "first_model = load_model_safely(model_checkpoint_path)\n",
    "\n",
    "if first_model is None:\n",
    "    print(\"Impossibile caricare il modello. Controllare il file del modello.\")\n",
    "else:\n",
    "\n",
    "    # Preservo i pesi già addestrati per evitare che vengano riaddestrati\n",
    "    for layer in first_model.layers:\n",
    "        layer.trainable = False  # Congelo tutti i layer esistenti\n",
    "    \n",
    "    print(\"Sommario del Modello:\")\n",
    "    first_model.summary()\n",
    "\n",
    "    # Estraggo la forma dell'input, rimuovendo la dimensione del batch\n",
    "    if isinstance(first_model.input_shape, tuple):\n",
    "        input_shape = first_model.input_shape[1:]  # Rimuove la dimensione del batch\n",
    "    else:\n",
    "        input_shape = first_model.input_shape[0][1:]  # input multipli\n",
    "    \n",
    "    # Creo un nuovo strato di input con la forma estratta\n",
    "    inputs = Input(shape=input_shape)\n",
    "    \n",
    "    # Clono i layer del modello originale (escludendo l'ultimo layer di output)\n",
    "    x = inputs\n",
    "    for layer in first_model.layers[:-1]:\n",
    "        x = layer(x)\n",
    "    \n",
    "    # Nuovi layer\n",
    "    x = Dense(64, activation='relu', name='new_dense_1')(x)\n",
    "    \n",
    "    # Layer di Dropout per ridurre l'overfitting\n",
    "    x = Dropout(0.5, name='new_dropout')(x)\n",
    "    \n",
    "    x = Dense(32, activation='relu', name='new_dense_2')(x)\n",
    "    \n",
    "    # Layer di output con 6 neuroni e attivazione sigmoid per classificazione multi-label\n",
    "    output_layer = Dense(6, activation='sigmoid', name='new_output_layer')(x)\n",
    "    \n",
    "    second_model = Model(inputs=inputs, outputs=output_layer)\n",
    "    \n",
    "    second_model.compile(\n",
    "        optimizer='adam',\n",
    "        loss='binary_crossentropy',  # Funzione di perdita per problemi multi-label\n",
    "        metrics=['accuracy']  # Metrica per valutare le prestazioni\n",
    "    )\n",
    "    \n",
    "    second_model.summary()  \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "early_stopping = EarlyStopping(\n",
    "    monitor='val_loss',        # metrica da monitorare\n",
    "    patience=3,                # numero di epoche da aspettare prima di fermarsi\n",
    "    restore_best_weights=True, # ripristina i migliori pesi\n",
    "    mode='min',                # minimizzare la loss\n",
    "    min_delta=0.001,           # cambiamento minimo da considerare come miglioramento\n",
    "    verbose=1               \n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "reduce_lr = ReduceLROnPlateau(\n",
    "    monitor='val_loss',\n",
    "    factor=0.2,\n",
    "    patience=1,           \n",
    "    min_lr=1e-6,\n",
    "    verbose=1\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "model_checkpoint_path = \"/home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_64_32_dropout0.5_6__2.keras\"\n",
    "\n",
    "# Callback per salvare il miglior modello basato sulla metrica monitorata\n",
    "model_checkpoint = ModelCheckpoint(\n",
    "    filepath=model_checkpoint_path,   # Percorso per salvare il modello\n",
    "    monitor='val_loss',               # Metrica da monitorare\n",
    "    save_best_only=True,              # Salvo solo il modello migliore\n",
    "    save_weights_only=False,          # Salvo l'intero modello (inclusa l'architettura)\n",
    "    mode='min',                       # minimizzare la val_loss\n",
    "    verbose=1                        \n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Fit-del-secondo-modello\"><font color=\"red\">Fit del secondo modello</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Epoch 1/5\n<span class=\"ansi-bold\">6312/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━</span><span class=\"ansi-white-fg\">━</span> <span class=\"ansi-bold\">0s</span> 40ms/step - accuracy: 0.6845 - loss: 0.1304\nEpoch 1: val_loss improved from inf to 0.30043, saving model to /home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_64_32_dropout0.5_6__2.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">273s</span> 43ms/step - accuracy: 0.6845 - loss: 0.1304 - val_accuracy: 0.9256 - val_loss: 0.3004 - learning_rate: 0.0010\nEpoch 2/5\n<span class=\"ansi-bold\">6312/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━</span><span class=\"ansi-white-fg\">━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.7937 - loss: 0.1024\nEpoch 2: val_loss improved from 0.30043 to 0.29876, saving model to /home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_64_32_dropout0.5_6__2.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">266s</span> 42ms/step - accuracy: 0.7937 - loss: 0.1024 - val_accuracy: 0.9316 - val_loss: 0.2988 - learning_rate: 0.0010\nEpoch 3/5\n<span class=\"ansi-bold\">6312/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━</span><span class=\"ansi-white-fg\">━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.7844 - loss: 0.1014\nEpoch 3: ReduceLROnPlateau reducing learning rate to 0.00020000000949949026.\n\nEpoch 3: val_loss did not improve from 0.29876\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">266s</span> 42ms/step - accuracy: 0.7844 - loss: 0.1014 - val_accuracy: 0.9365 - val_loss: 0.3012 - learning_rate: 0.0010\nEpoch 4/5\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.8049 - loss: 0.0999\nEpoch 4: ReduceLROnPlateau reducing learning rate to 4.0000001899898055e-05.\n\nEpoch 4: val_loss did not improve from 0.29876\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">267s</span> 42ms/step - accuracy: 0.8049 - loss: 0.0999 - val_accuracy: 0.9095 - val_loss: 0.3016 - learning_rate: 2.0000e-04\nEpoch 5/5\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.8330 - loss: 0.0977\nEpoch 5: val_loss improved from 0.29876 to 0.29588, saving model to /home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_64_32_dropout0.5_6__2.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">266s</span> 42ms/step - accuracy: 0.8330 - loss: 0.0977 - val_accuracy: 0.9022 - val_loss: 0.2959 - learning_rate: 4.0000e-05\nRestoring model weights from the end of the best epoch: 5.\nIl miglior modello è stato salvato in: /home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_64_32_dropout0.5_6__2.keras\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "history = second_model.fit(\n",
    "    X_train_balanced,\n",
    "    y_train_balanced,\n",
    "    validation_data=(X_val_mlsmote, y_val_mlsmote), # dati di validazione originali\n",
    "    epochs=5,\n",
    "    batch_size=32,\n",
    "    callbacks=[early_stopping, reduce_lr, model_checkpoint], \n",
    "    verbose=1\n",
    ")\n",
    "\n",
    "# Messaggio finale\n",
    "print(f\"Il miglior modello è stato salvato in: {model_checkpoint_path}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Valutazione-del-secondo-modello-sul-Test-Set\"><font color=\"red\">Valutazione del secondo modello sul Test Set</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nValutazione sul Test Set:\n<span class=\"ansi-bold\">748/748</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">20s</span> 27ms/step\n\nMetriche del Test Set:\n        Category  Accuracy  F1-Score  Precision\n0          toxic  0.869527  0.524151   0.402622\n1   severe_toxic  0.890709  0.069701   0.038207\n2        obscene  0.884442  0.407709   0.280247\n3         threat  0.895931  0.007965   0.004112\n4         insult  0.876379  0.346655   0.233631\n5  identity_hate  0.891544  0.022590   0.012240\n\nInferenza su alcuni esempi del Test Set:\nCommento #1:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.24 0.   0.01 0.   0.02 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #2:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #3:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #4:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #5:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #6:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #7:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.02 0.01 0.01 0.01 0.01 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #8:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.1  0.1  0.09 0.09 0.09 0.09])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #9:\n - Predetto: [1 1 1 0 1 0] (probabilità: [1.   0.65 0.99 0.33 0.93 0.47])\n - Vero: [1 1 1 0 1 0]\n--------------------------------------------------\nCommento #10:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.03 0.02 0.02 0.02 0.02 0.02])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #11:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #12:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #13:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.18 0.08 0.11 0.09 0.13 0.09])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #14:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #15:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.04 0.   0.01 0.   0.01 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print(\"\\nValutazione sul Test Set:\")\n",
    "y_test_pred = second_model.predict(X_test_mlsmote) \n",
    "y_test_pred_binary = (y_test_pred > 0.5).astype(int)\n",
    "\n",
    "test_metrics_df_2 = pd.DataFrame()\n",
    "test_metrics_df_2['Category'] = categories\n",
    "\n",
    "test_accuracies = []\n",
    "test_f1_scores = []\n",
    "test_precisions = []\n",
    "\n",
    "for i in range(len(categories)):\n",
    "    test_acc = accuracy_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_f1 = f1_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_prec = precision_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    \n",
    "    test_accuracies.append(test_acc)\n",
    "    test_f1_scores.append(test_f1)\n",
    "    test_precisions.append(test_prec)\n",
    "\n",
    "test_metrics_df_2['Accuracy'] = test_accuracies\n",
    "test_metrics_df_2['F1-Score'] = test_f1_scores\n",
    "test_metrics_df_2['Precision'] = test_precisions\n",
    "\n",
    "print(\"\\nMetriche del Test Set:\")\n",
    "print(test_metrics_df_2)\n",
    "\n",
    "\n",
    "print(\"\\nInferenza su alcuni esempi del Test Set:\")\n",
    "\n",
    "num_examples = 15\n",
    "for idx in range(num_examples):\n",
    "    comment = X_test_mlsmote[idx]\n",
    "    true_labels = y_test_mlsmote[idx]\n",
    "    predicted_probs = y_test_pred[idx]\n",
    "    predicted_labels = y_test_pred_binary[idx]\n",
    "    \n",
    "    print(f\"Commento #{idx + 1}:\")\n",
    "    print(f\" - Predetto: {predicted_labels} (probabilità: {predicted_probs.round(2)})\")\n",
    "    print(f\" - Vero: {true_labels}\")\n",
    "    print(\"-\" * 50)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Precisione Globale (Global Accuracy):</span>\n0.8889\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "global_hamming_loss = hamming_loss(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "global_accuracy_2 = 1 - global_hamming_loss\n",
    "\n",
    "print_colored(f\"Precisione Globale (Global Accuracy):\", \"blue\")\n",
    "print(f\"{global_accuracy_2:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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du1Uu3ZtPfvsszpx4oTGjh2rQoUKqUePHpKkbdu2acCAAWrbtq2eeOIJSVJMTIwqVKigl19+WTNmzEh37nHjxqlmzZqqVKmSOnXqpMKFC2v//v1asGABt9ZG2rL0GhAgg+3cudO8+OKLplChQsbLy8vkzJnTREVFmY8++sjpkrtr166ZQYMGmcKFCxtPT09ToECBW95I6u/+fvlgepdxGnPjBlFlypQxXl5epkSJEua///1vqss4ly1bZpo1a2by5s1rvLy8TN68ec2zzz5rdu7cmWqOv1/it3TpUhMVFWV8fHyMv7+/eeKJJ9K9kdTfLxO9eZnhX+8ZkZa/XsaZnvQu4+zVq5fJkyeP8fHxMVFRUWb16tVpXn45d+5cU6pUKZM9e/Y0bySVlr+Oc/78eRMREWEqVarkdMmiMcb06NHDeHh4mNWrV7tU/4cffmgKFChg7Ha7efjhh82mTZtS9d+zZ49p06aNCQ8PN56eniZfvnymSZMmZubMmY4+N7fvunXrbrXpXNoOxhgTGxtrKlasaOx2uwkODna6kdT169dN1apVTf78+U18fLzTmGPHjjWSTGxsrNO6/v1naevWraZFixYmMDDQeHt7mxIlSpgBAwa4XDvuLzZj2D8FAPv371fhwoU1YsQI9e7dO6vLAdwe50AAAADLCBAAAMAyAgQAALCMcyAAAIBl7IEAAACWESAAAIBlBAgAAGDZv/JOlD4VX83qEgDcws5lH2Z1CQDSUSDY7lI/9kAAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAsuxZXQDcU9Jv42+5/N2J32nqvF+147vBOnn2gko/8Y4uXrriWP7r//rp2xWb9d6k71yes9kj5dXxqZqqWLKgQgL9VO2ZD7R55xGnPoXzh2pojxaqXrGI7J7ZteSXbeo57GudPHvB0SfI31ejXn9aj9cqoxRjNGdZnHoPn6nEpKuOPk8+WlF9OjRQ8YJhOh1/URP/94NG/98yx/IaFYro3e7NFFkoXL7enjp47Ky++OZnfTRthcvrA2SF4UPe0uLv5qVqnzJjvvIVKOi0PHv27ArLnUePNnpCz0V3VLbsrv1JiNu4Tt/8b6p2/LFVlxIvKl+BCLV6vq3qNWjs6LNowVyNeHeA0/M8vbz0/Q/rb1lrlWo1NHTMREnS8WNH9N8vP1XchjU6e+aMQnLlUv0GjfVc207y9PR0bYMg0xAgkKZC9fs7vn/qscoa0KWxyrcY7Gi7eOmKQgJzSJJy+tr1Wpt6enei62EhLb4+Xvolbo++WbJRn7z9fOrl3l6aP+EVbdl5RI06fSRJGvhyY30z9iXVavOhjDGSpMnvRys8NEBNuoyXZ/ZsmjToBX084Dm1fSNGkvRYVClNfq+teg7/WktXb9MDhcM14e3nlHTlmibGrpIkJSZd1cTYVdqy84gSk66qRsWiGv9WayUmXdWXs36+q/UEMlvVh6LU560hTm0BgUGpll+7elVrVv+oj0a+r2zZs+u56I4ujf/H5jgVKRqp1i+0V1BwiH79+QcNG/ym/Pxy6KGatR39fP1yKCb2z4Bgs9luW6unp5fj+4P798mYFL32+tvKm7+g9u/dpVEfDNLlpCS91K23S7Ui8xAgkKYTZ/58R59wMUlGxqlNkkICb/z7yf9+ULcXHtGk2FU6de7iHc85fcE6SVLBPMFpLq9eoYgi8obooWeH6ULiZUlSx7en6tgPw1XnwUitWLNDJQrnVoOo0op6frg2/nFQktRz2Nea81EX9R89W8dOJei5xg/q25Wb9PnMnyRJ+4+c0YgvF6tX20cdAWLTjsPatOOwY+6Dx86q+SPlFVWxKAECbs/Ty0vBIaEuLW/a8hn9/MNyrf5ppcsB4rm2Lzo9bvnMC1q/drV+XLnMKUDYbLZb1nG7Wh+sXlMPVq/peJw3X34dOrBf386eQYBwA5wDgbs2Y+EG7Tl0Sm90apRunzdfelzbFwy6q3nsXtlljNGVq9cdbZevXFdKilGNCkUlSdXKFda585cc4UGSlq/ZoZQUo6plIhzjXL5y3WnspCtXlT88KN3wUr5EflUrX0Q/btx1V+sAuCMvu13Xr11zPK5fvZwWLZhraYzEixfl7+/v1JaUdEnPtWigZ5s9qgF9u2n/3t2pnrdp43o99XhttX3mCY0ZPkQJCfG3nifxovz9AyzVhsyRpQHi9OnTGj58uFq0aKHq1aurevXqatGihUaMGKFTp05lZWmwwBijAePmqf2TUSqcP+13EmfiL2rvodN3Nc/aLfuVmHRV73VvJh9vT/l6e2lozxbKnj2bwkNvvHDlDvHXqbPOe0qSk1N09vwl5f7/fZb8sk3N6pVXnQcjZbPZVKxgmLq/UE+SlCeX8wvT7oVDFL9mtH6e1leTZqxSzOzVd7UOwD/h159Xqckj1Rxfg9/olWY/Y4w2rP1V69f8ogqVH3S0FyhYSH5+OVyeb+XSRdq5basaNGnuNEbvNwZp8LCx6jfwA5mUFHXr1EanTh539Kn6UJRef/tdDR/3mV58uYc2/7ZBb/R4WcnJyWnOc+TQQc35eroaN3/K5dqQebLsEMa6devUoEED+fr6qn79+oqMjJQknThxQuPGjdPQoUO1aNEiValS5ZbjXLlyRVeuXHFqMynJsnlky7TakdrS1dv0y297NPDlJo5zDf5qYuwqx+GBO3X63EU93/cLjXvjGb38bG2lpBjNWLhBG/84qJT/f/6DK76c9bOK5A/VrLGd5Zk9m84nXtbHX63UgC6NlZKS4tS3XvsxyuFr14NlC2lIt2bae+iUZizccFfrAWS2CpWqqnuftxyPvX18nJbfDBjJ12/swXvksUZq07GLY/nk2NQnYaYnbsNajXxvgHr0G6hCRYo52kuVLa9SZcs7HpcuV17tWzfX/Nkz1e6lVyVJdR/9c69lkWKRKlwsUm2eelybNq5TpaoPOc1z+uQJ9e/RRbUfeVSNmxEg3EGWBYiuXbvq6aef1sSJE1OdWGOMUefOndW1a1etXn3rd3wffPCBBg1y3jWeLXdVeeZ5MJ1nILMMGDdPK6f00ugpSzNtjmW/blfppoMUEuin69dTlHAxSfuWvK/9i278UT9x5rxyBed0ek62bB4K9vfVidPnHW1vjZurt8fPU3iIv06du6i61UpIkvYdOeP03ANHbzz+ffdRhYXk1JsvPU6AgNvz9vFRvgIF011+M2Bk9/RUaGgul6+++LtNG9frrT5d1bl7Xz32eNNb9s2e3VPFIh/Q0SMH0+2TN19+BQQG6ejhQ04B4vSpk+r1akeVKltePfoNvKNakfGy7BDGpk2b1KNHjzTPyrXZbOrRo4fi4uJuO07//v2VkJDg9JU9d+VMqBi3s/73A5q7PE5DujXL9LnOxCcq4WKSaleNVFhwDs3/YYskac3mfQry91XFkgUcfetUjZSHh03rth5wGiMlxejoqQRdu56sVg0r69dNe3X6FieBenjYZPfivGPc+24GjNzhee44PMRtXKc3e7+iF1/uoSYuHFJITk7Wvj27FBySK90+p04e1/mEeAWH/nko9PTJE+r1SgdFPlBSfd4aIg8PTt1zF1n2ahgeHq61a9fqgQceSHP52rVrlTt37tuOY7fbZbfbndo4fJF1Bo6fr40z39T1vx3D7PxMLTWtW16Pd/4o3ecG+fuqQHiQ8oTdOA8hstCN//8TZ847rgD5T9OHtGPfcZ06d1HVyhXWyD5P6aNpK7TrwElJ0o59J7To59/18YDn1O29/8kzezaN7tdKXy/aqGOnEiRJIYF+alG/olat3yVvr+xq0+whtaxfUY91HOuo5aVWtXTo+Fnt2H9CklSzUjG99p96mjD9hwzaUoD7avdMU3Xo0l0169RLc3nchrV6q/eratHqeT1ct77OnrlxflP27J7yD7jx+zv1i4kqWaac8uYvqMSL5zVjWoxOHD+mx5u2lCQlXbqk//viEz1ct76CQ0J19PAhffbxaOXNX1BVqkVJ+jM8hIXn0Uuv9lJC/DlHDbe7ugOZL8sCRO/evdWpUydt2LBB9erVc4SFEydOaNmyZfrss880cuTIrCoPd2j3wZOaMne1Oj5V06k9JDCHihS49S9849pl9dng/zgeTx3WXtKNm1bdvCFVZKEwDe7aVMEBvjpw9KyGf7FI4/673Gmcdm9M0eh+rfTdpK5KSblxI6lew7926vPCE9X0QY8Wstlu7LVo8OJYrf/9zz0UHh42De7aVIXyhej69RTtPXxab42bq89ncgkn/v0OHdyvxMT098Yt/m6eLl++rOn/94Wm/98XjvZyFato1IQvJUkXLpzXqKGDdO7MaeXI6a/iD5TS2E//TxGFb1wx5eHhob17dmnJ9/N08cIFhYSGqXK16mrX6VV5ed24F8SGdb/qyOGDOnL4oFo3e9SphqWrN2f0asMimzEWzj7LYLGxsRo9erQ2bNjgOOs2W7Zsqly5snr27KlWrVrd0bg+FV/NyDIBZLCdyz7M6hIApKNAsP32nZTFAeKma9eu6fTpG7vAQkND7/oWpQQIwL0RIAD35WqAcIszwjw9PZUnT56sLgMAALiI01kBAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgWXZXOgUHB2vnzp0KDQ1VUFCQbDZbun3Pnj2bYcUBAAD35FKAGD16tHLmzClJGjNmTGbWAwAA7gE2Y4zJ6iIymk/FV7O6BAC3sHPZh1ldAoB0FAi2u9TPpT0Q58+fd3lif39/l/sCAIB7k0sBIjAw8JbnPUiSMUY2m03JyckZUhgAAHBfLgWIFStWZHYdAADgHuJSgKhdu3Zm1wEAAO4hLgWItFy6dEkHDx7U1atXndrLlSt310UBAAD3ZjlAnDp1Su3atdP333+f5nLOgQAA4N/P8p0oX3vtNcXHx2vNmjXy8fHRwoULNWXKFBUvXlzz5s3LjBoBAICbsbwHYvny5Zo7d66qVKkiDw8PRURE6NFHH5W/v78++OADNW7cODPqBAAAbsTyHojExESFhYVJkoKCgnTq1ClJUtmyZbVx48aMrQ4AALglywGiRIkS2rFjhySpfPnymjRpko4cOaKJEycqT548GV4gAABwP5YPYXTv3l3Hjh2TJA0cOFANGzbUtGnT5OXlpZiYmIyuDwAAuKG7/iyMS5cuafv27SpYsKBCQ0Mzqq67wmdhAO6Nz8IA3Jern4Vh+RDGTVevXtWOHTvk5eWlSpUquU14AAAAmc9ygLh06ZI6dOggX19flS5dWgcPHpQkde3aVUOHDs3wAgEAgPuxHCD69++vTZs2aeXKlfL29na0169fX7GxsRlaHAAAcE+WT6KcM2eOYmNj9dBDDzl9Qmfp0qW1Z8+eDC0OAAC4J8t7IE6dOuW4D8RfJSYm3vYjvwEAwL+D5QBRpUoVLViwwPH4Zmj4/PPPVb169YyrDAAAuC3LhzDef/99NWrUSH/88YeuX7+usWPH6o8//tAvv/yiH374ITNqBAAAbsbyHoiaNWsqLi5O169fV9myZbV48WKFhYVp9erVqly5cmbUCAAA3IzlPRCSVLRoUX322Wep2mfOnKmnnnrqrosCAADuzdIeiOvXr2vr1q3auXOnU/vcuXNVvnx5Pf/88xlaHAAAcE8uB4itW7eqWLFiKl++vEqWLKmWLVvqxIkTql27ttq3b69GjRpxGScAAPcJlw9hvP766ypWrJjGjx+v6dOna/r06dq2bZs6dOighQsXysfHJzPrBAAAbsTlD9MKCwvT4sWLVaFCBSUkJCgoKEhTpkzRf/7zn8yu0TI+TAtwb3yYFuC+MvzDtE6fPq28efNKkgICAuTn56eHHnrozqoDAAD3NJcPYdhsNl24cEHe3t4yxshmsykpKUnnz5936ufv75/hRQIAAPficoAwxigyMtLpccWKFZ0e22w2JScnZ2yFAADA7bgcIFasWJGZdQAAgHuIywGidu3amVkHAAC4h1i+lTUAAAABAgAAWEaAAAAAlrl8I6l7yeXrWV0BgFu5yC8p4LZCc7h2eiR7IAAAgGUuxYyWLVsqJiZG/v7+atmy5S37zpo1K0MKAwAA7sulABEQECCbzeb4HgAA3N8snQNhjNGhQ4eUK1cut/70TQ6vAu6NcyAA95Up50AYY1SsWDEdPnz4jooCAAD/DpYChIeHh4oXL64zZ85kVj0AAOAeYPkqjKFDh6pPnz7aunVrZtQDAADuAZbvAxEUFKRLly7p+vXr8vLySnUuxNmzZzO0wDvB4VXAvXEOBOC+XD0HwuUP07ppzJgxVp8CAAD+ZbgTJYB/HHsgAPeVaXsgJCk5OVlz5szRtm3bJEmlS5dW06ZNlS1btjsZDgAA3GMs74HYvXu3Hn/8cR05ckQlSpSQJO3YsUMFChTQggULVLRo0Uwp1Are3ADujT0QgPtydQ+E5QDx+OOPyxijadOmKTg4WJJ05swZvfDCC/Lw8NCCBQusV5vBeG0C3BsBAnBfmRYg/Pz89Ouvv6ps2bJO7Zs2bVJUVJQuXrxoZbhMwWsT4N4IEID7yrRP47Tb7bpw4UKq9osXL8rLy8vqcAAA4B5kOUA0adJEnTp10po1a2SMkTFGv/76qzp37qymTZtmRo0AAMDNWD6EER8fr+joaH377bfy9PSUJF2/fl1NmzZVTEyMW3xaJ3tHAffGIQzAfWXaORA37dq1S9u3b5cklSxZUsWKFbuTYTIFr02AeyNAAO4r0wOEO+O1CXBvBAjAfWXojaR69uzp8sSjRo1yuS8AALg3uRQgfvvtN5cGs9lsd1UMAAC4N3AIA8A/jkMYgPvKtPtAAAAA3NGHaa1fv14zZszQwYMHdfXqVadls2bNypDCAACA+7K8B+J///ufatSooW3btmn27Nm6du2afv/9dy1fvtwt7gEBAAAyn+UA8f7772v06NH69ttv5eXlpbFjx2r79u1q1aqVChYsmBk1AgAAN2M5QOzZs0eNGzeWJHl5eSkxMVE2m009evTQp59+muEFAgAA92M5QAQFBTk+TCtfvnzaunWrpBu3uL506VLGVgcAANyS5ZMoa9WqpSVLlqhs2bJ6+umn1b17dy1fvlxLlixRvXr1MqNGAADgZly+D8TWrVtVpkwZnT17VpcvX1bevHmVkpKi4cOH65dfflHx4sX11ltvKSgoKLNrvi0uMQfcG/eBANxXhn8WhoeHh6pWraqOHTuqdevWypkz510VmJl4bQLcGwECcF8ZfiOpH374QaVLl1avXr2UJ08eRUdH68cff7zjAgEAwL3L8q2sExMTNWPGDMXExOjHH39UsWLF1KFDB0VHRys8PDyz6rSENzeAe2MPBOC+/pGP8969e7cmT56sqVOn6vjx42rYsKHmzZt3p8NlGF6bAPdGgADc1z8SIKQbeySmTZum/v37Kz4+XsnJyXczXIbgtQlwbwQIwH25GiDu6LMwJGnVqlX68ssv9c0338jDw0OtWrVShw4d7nQ4AABwD7EUII4ePaqYmBjFxMRo9+7dqlGjhsaNG6dWrVrJz88vs2oEAABuxuUA0ahRIy1dulShoaFq06aN2rdvrxIlSmRmbQAAwE25HCA8PT01c+ZMNWnSRNmyZcvMmgAAgJu765Mo3RHnZwHujZMoAfeV4TeSAgAAuIkAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsy57VBeDeNuCNfpo3d3aq9m+/W6yCERGO5d1e66UOL3ZyLF++bKl6dHtFm37f4fJcR44c1uOP1UvVPvWrWJUrX0GS1KHtf7R+3dpUfR6uVVvjP/lUkrR0yWJ9PeN/2vb770pIiFfszDl6oGRJl+sA3FVU5dK3XN6+08t6/InmeuqJxxxt/gEBKvFAab3craciH3D992Dl8iWaM3OGdmz/XecTEjT5q5mKLPHn848dPeI0z18NGTpKjzzaQLt2btd/Yz7X5rjfFB9/Tnny5FPzJ1up1XP/ceq/cf1afTRquPbt3a2w3OGK7vCSGjdt4XKtyBwECNy1qJoPa/C7Hzi1BQUHO7632+2a/OVnerrVM/IPCLjr+T79IkZFixZzPA4IDHR8P2rMR7p27ZrjcXxCvFq1bKZHH2voaEtKuqSKFSupQYNGGjTwrbuuB3AX8xatdHy/bPFCfT5xvKbPmu9o8/H1VUJ8vCRp7CdfqHCRojp58oTGjPhAvbq9pK++ma+cOf1dmutyUpLKVaioRx5toGHvDky1PCx3uFM9kjR31tf6aupkPRRVU5K0Y9sfCgoK0dtDhiosd7i2bo7TsHffkUc2Dz31zPOSpKNHDqtP95fV/MlWGvjeMK1f+6uGvTtQoaG5VK1GTQtbBxmNAIG75uXlpdBcudJdXu2hGjp06IC++GySevTue9fzBQQEpjvfX8OEJC38foG8vb31aIM/A8QTTZtLurFHA/g3CQn98/fCL0cO2Ww2pzZJjgDhHxCgkNBcCgnNpVdf663O7V/QH1s2u/xHuWHjppJu7GlIS7Zs2VLNvWrlMtV7tKF8ff0kSU2atXRani9/AW3dHKcfli91BIg538QqT7586trzxmtHocJFtTnuN8V+9X8EiCzGORDIdNmyeahr956a/tV/deL48XT7lS9dQnNnz7rteN1f7aI6D1dX9AvPauXyZbfsO3vWN2rYqLF8fX0t1w3cL+x2b0nStes39t59MeljPdnk0QydY/u237Vrx/ZUoeHvLl686LSncuvmTary4ENOfapVj9LWzZsytD5YR4DAXVv1w0o9VKWi46t3j26p+tSr/6hKPFBSEz4el+44hQoXVo6cOdNd7uvrq159+mnE6LEaP2GSKlaqrNe6vZJuiNiyebN279qpFk8+bX2lgPvEhQvnNfnzifLx9VWp0mUl3diTly9/gQydZ/6cb1SocBGVLV8x3T5bNv2mZYsXqmmLP39nz545reDgUKd+QcEhSky8qCuXL2dojbDGrQ9hHDp0SAMHDtSXX36Zbp8rV67oypUrTm0mm112uz2zy8P/V/XBanpzwDuOxz6+Pmn2e61nb73YPlrRbTukuXzu/IW3nCcoKFht2rZzPC5TtpxOnTqpmMlfqM4jqU+unD1rpopHRqpsuXIurAVwf+nc7gV5eNiUlJSkvPkKaPAHHyo45MYf6qeeed5xCCEjXLl8WUsWfqe2HTun22fv7l3q17Or2nfqomrVozJsbmQet94DcfbsWU2ZMuWWfT744AMFBAQ4fY0Y9sEtn4OM5ePjo4IREY6vXLnC0uxXuUpV1YiqqXFjPsywucuWLa9DBw+mar906ZIWfb9ALVo+lWFzAf8mg4eOVMz0WVq4crW+nrdQNWrWyrS5VixbrMuXk9SwSdM0l+/bu1vdunRQ05ZPpwoZwSGhOnv2tFPbubNn5OeXQ3Zv70yrGbeXpXsg5s2bd8vle/fuve0Y/fv3V8+ePZ3aTDb2Prir7j16qdWTzRVRqHCGjLdj+7Y0T6hcsmihrl69qsZPpP2CBdzvwnKHK3+Bgv/IXPPnzlLN2nUVFBScatnePbvVrXN7NWrSVC+90j3V8jLlymv1Tz86ta379ReVKVc+0+qFa7I0QDRv3lw2m03GmHT72Gy2W45ht6c+XHH5eoaUh0xQPLKEHm/yhKZPm5pqWbMmDdXttV6qVz/tk7fmzZktT09Pxz0bli1dojmzv9HAwe+m6jt71kzVrVdfgYFBqZYlxMfr2LFjOnXqpCRp//59kqTQ0NBbXk0C3C9mxk7TqhXLNG5i+oePzyfE6/jxYzp96pQk6eCB/ZKkkJBQp6svDh86oLiN6zVy3Cepxti7e5e6dm6vatWj1Pr5aJ05fWMsj2zZHGGj+ZPP6JvY6fp47Eg1adpSG9at0fKlizRizISMWl3coSwNEHny5NGECRPUrFmzNJfHxcWpcuXK/3BVyGwvv9pNi77/LlX7/n37dPHChVs+99OJE3T02FFlz5ZNhQoX0fCRo50u0bwxzl79tnGDJn6W9ovfyhXL9fZb/R2PX+/dQ5LU+eVX1eWVrlZXB/jXSYiP15HDh27Z58cfVuj9QX/eR2Vg/96SbtysqsNLrzja58+drbCw3HrwodTnNaxYtljx585q0XffatF33zraw/Pk1Tfzl0iS8ubLrxFjJ2jcqGH6evp/lSssXK+/NYhLON2Azdzq7X8ma9q0qSpUqKDBgwenuXzTpk2qWLGiUlJSLI3LHgjAvV3klxRwW6E5XNu3kKV7IPr06aPExMR0lxcrVkwrVqz4BysCAACuyNI9EJmFNzeAe2MPBOC+XN0D4daXcQIAAPdEgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACW2YwxJquLAG7lypUr+uCDD9S/f3/Z7fasLgfAX/D7ef8iQMDtnT9/XgEBAUpISJC/v39WlwPgL/j9vH9xCAMAAFhGgAAAAJYRIAAAgGUECLg9u92ugQMHcoIW4Ib4/bx/cRIlAACwjD0QAADAMgIEAACwjAABAAAsI0AAAADLCBBwax9//LEKFSokb29vVatWTWvXrs3qkgBIWrVqlZ544gnlzZtXNptNc+bMyeqS8A8jQMBtxcbGqmfPnho4cKA2btyo8uXLq0GDBjp58mRWlwbc9xITE1W+fHl9/PHHWV0KsgiXccJtVatWTVWrVtX48eMlSSkpKSpQoIC6du2qfv36ZXF1AG6y2WyaPXu2mjdvntWl4B/EHgi4patXr2rDhg2qX7++o83Dw0P169fX6tWrs7AyAIBEgICbOn36tJKTk5U7d26n9ty5c+v48eNZVBUA4CYCBAAAsIwAAbcUGhqqbNmy6cSJE07tJ06cUHh4eBZVBQC4iQABt+Tl5aXKlStr2bJljraUlBQtW7ZM1atXz8LKAACSlD2rCwDS07NnT0VHR6tKlSp68MEHNWbMGCUmJqpdu3ZZXRpw37t48aJ2797teLxv3z7FxcUpODhYBQsWzMLK8E/hMk64tfHjx2vEiBE6fvy4KlSooHHjxqlatWpZXRZw31u5cqXq1q2bqj06OloxMTH/fEH4xxEgAACAZZwDAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEg07Rt21bNmzd3PK5Tp45ee+01l577zjvvqEKFChlaT0xMjAIDAzN0TOB+xZ0ogftQ27ZtNWXKFEmSp6enChYsqDZt2uiNN95Q9uwZ9xE5bdu2VXx8vObMmSNJOnv2rDw9PZUzZ87bPvfixYu6cuWKQkJCMqyepKQkXbhwQWFhYRk2JnC/4sO0gPtUw4YNNXnyZF25ckXfffedXnnlFXl6eqp///5O/a5evSovL68MmTM4ONjlvjly5FCOHDkyZN6bfHx85OPjk6FjAvcrDmEA9ym73a7w8HBFRESoS5cuql+/vubNm+c47PDee+8pb968KlGihCTp0KFDatWqlQIDAxUcHKxmzZpp//79jvGSk5PVs2dPBQYGKiQkRH379tXfd3D+9RDGypUrZbPZUn21bdtWUupDGCkpKRo8eLDy588vu92uChUqaOHChY7l+/fvl81m06xZs1S3bl35+vqqfPnyWr16taMPhzCAjEOAACDpxrvzq1evSpKWLVumHTt2aMmSJZo/f76uXbumBg0aKGfOnPrxxx/1888/K0eOHGrYsKHjOR9++KFiYmL05Zdf6qefftLZs2c1e/bsdOerUaOGjh075vhavny5vL29VatWrTT7jx07Vh9++KFGjhypzZs3q0GDBmratKl27drl1O/NN99U7969FRcXp8jISD377LO6fv16Bm0lADcRIID7nDFGS5cu1aJFi/TII49Ikvz8/PT555+rdOnSKl26tGJjY5WSkqLPP/9cZcuWVcmSJTV58mQdPHhQK1eulCSNGTNG/fv3V8uWLVWyZElNnDhRAQEB6c7r5eWl8PBwhYeHy9PTUx07dlT79u3Vvn37NPuPHDlSr7/+ulq3bq0SJUpo2LBhqlChgsaMGePUr3fv3mrcuLEiIyM1aNAgHThwQLt3786QbQXgTwQI4D41f/585ciRQ97e3mrUqJGeeeYZvfPOO5KksmXLOp33sGnTJu3evVs5c+Z0nJsQHBysy5cva8+ePUpISNCxY8dUrVo1x3OyZ8+uKlWq3LaOa9eu6cknn1RERITGjh2bZp/z58/r6NGjioqKcmqPiorStm3bnNrKlSvn+D5PnjySpJMnT962DgDWcBIlcJ+qW7euPvnkE3l5eSlv3rxOV1/4+fk59b148aIqV66sadOmpRonV65cd1VHly5ddOjQIa1duzZDrgDx9PR0fG+z2STdOH8CQMZiDwRwn/Lz81OxYsVUsGDB2/7hrlSpknbt2qWwsDAVK1bM6SsgIEABAQHKkyeP1qxZ43jO9evXtWHDhluOO2rUKM2YMUNz58695eWa/v7+yps3r37++Wen9p9//lmlSpVyYW0BZDQCBIDbev755xUaGqpmzZrpxx9/1L59+7Ry5Up169ZNhw8fliR1795dQ4cO1Zw5c7R9+3a9/PLLio+PT3fMpUuXqm/fvhoxYoRCQ0N1/PhxHT9+XAkJCWn279Onj4YNG6bY2Fjt2LFD/fr1U1xcnLp3754ZqwzgNjiEAeC2fH19tWrVKr3++utq2bKlLly4oHz58qlevXry9/eXJPXq1UvHjh1TdHS0PDw81L59e7Vo0SLdQPDTTz8pOTlZnTt3VufOnR3t0dHRiomJSdW/W7duSkhIUK9evXTy5EmVKlVK8+bNU/HixTNlnQHcGneiBAAAlnEIAwAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGX/D4tiw6rEUzuAAAAAAElFTkSuQmCC\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per toxic:\n[[19093  2552]\n [  571  1720]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per severe_toxic:\n[[21222  2467]\n [  149    98]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per obscene:\n[[20218  2445]\n [  321   952]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per threat:\n[[21435  2422]\n [   69    10]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per insult:\n[[20192  2575]\n [  384   785]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per identity_hate:\n[[21310  2421]\n [  175    30]]\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "conf_matrices = multilabel_confusion_matrix(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "if conf_matrices.shape[0] != len(categories):\n",
    "    print(\"Errore: Il numero di confusion matrix non corrisponde al numero di categorie.\")\n",
    "else:\n",
    "    for i, category in enumerate(categories):\n",
    "        plt.figure(figsize=(6, 4))\n",
    "        \n",
    "        conf_matrix = conf_matrices[i]\n",
    "        \n",
    "        labels = np.array([['TN', 'FP'], ['FN', 'TP']])\n",
    "        annotated_matrix = np.empty_like(conf_matrix, dtype=object)\n",
    "        for row in range(conf_matrix.shape[0]):\n",
    "            for col in range(conf_matrix.shape[1]):\n",
    "                annotated_matrix[row, col] = f\"{labels[row, col]}: {conf_matrix[row, col]}\"\n",
    "        \n",
    "        sns.heatmap(conf_matrix, annot=annotated_matrix, fmt='', cmap='Blues', cbar=False)\n",
    "        plt.title(f\"Confusion Matrix per {category}\")\n",
    "        plt.xlabel(\"Predizioni\")\n",
    "        plt.ylabel(\"Valori Reali\")\n",
    "        plt.show()\n",
    "        \n",
    "        print(f\"Confusion Matrix per {category}:\")\n",
    "        print(conf_matrix)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "from sklearn.metrics import roc_auc_score, roc_curve, auc\n",
    "\n",
    "# Calcolo AUC per ogni categoria\n",
    "for i, category in enumerate(categories):\n",
    "    fpr, tpr, _ = roc_curve(y_test_mlsmote[:, i], y_test_pred[:, i])\n",
    "    roc_auc = auc(fpr, tpr)\n",
    "    \n",
    "    plt.figure(figsize=(6, 4))\n",
    "    plt.plot(fpr, tpr, label=f'AUC = {roc_auc:.2f}')\n",
    "    plt.plot([0, 1], [0, 1], 'k--', label='Random Guessing')\n",
    "    plt.title(f\"ROC Curve per {category}\")\n",
    "    plt.xlabel('False Positive Rate')\n",
    "    plt.ylabel('True Positive Rate')\n",
    "    plt.legend(loc='lower right')\n",
    "    plt.grid(alpha=0.3)\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per toxic (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.10        1.00        \n0.00      0.11        1.00        \n0.00      0.12        0.99        \n0.00      0.14        0.98        \n0.01      0.17        0.97        \n0.03      0.20        0.94        \n0.10      0.26        0.90        \n0.32      0.35        0.82        \n0.79      0.51        0.60        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per severe_toxic (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.02        1.00        \n0.00      0.02        1.00        \n0.00      0.02        1.00        \n0.02      0.03        0.98        \n0.10      0.04        0.92        \n0.47      0.04        0.42        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per obscene (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.05        1.00        \n0.00      0.06        1.00        \n0.00      0.07        0.99        \n0.00      0.08        0.99        \n0.00      0.09        0.98        \n0.01      0.12        0.97        \n0.04      0.15        0.96        \n0.18      0.21        0.90        \n0.68      0.32        0.67        \n1.00      1.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per threat (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.01        1.00        \n0.00      0.01        0.97        \n0.02      0.01        0.84        \n0.09      0.01        0.54        \n0.42      0.00        0.14        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per insult (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.05        1.00        \n0.00      0.05        1.00        \n0.00      0.06        1.00        \n0.00      0.07        0.99        \n0.00      0.09        0.98        \n0.01      0.11        0.97        \n0.04      0.14        0.95        \n0.20      0.19        0.87        \n0.66      0.25        0.56        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per identity_hate (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.02        1.00        \n0.00      0.02        0.96        \n0.02      0.02        0.89        \n0.11      0.02        0.64        \n0.43      0.01        0.19        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    precision, recall, thresholds = precision_recall_curve(y_test_mlsmote[:, i], y_test_pred[:, i])\n",
    "    \n",
    "    print(f\"\\nPrecision-Recall per {category} (valori campionati):\")\n",
    "    print(f\"{'Threshold':<10}{'Precision':<12}{'Recall':<12}\")\n",
    "    print(\"-\" * 34)\n",
    "    \n",
    "    # Indici campionati per valori distribuiti\n",
    "    sampled_indices = np.linspace(0, len(thresholds) - 1, 10, dtype=int)  # Campiona 10 valori\n",
    "    for idx in sampled_indices:\n",
    "        print(f\"{thresholds[idx]:<10.2f}{precision[idx]:<12.2f}{recall[idx]:<12.2f}\")\n",
    "    \n",
    "    plt.figure(figsize=(6, 4))\n",
    "    plt.plot(recall, precision, label='Precision-Recall Curve')\n",
    "    plt.title(f\"Precision-Recall Curve per {category}\")\n",
    "    plt.xlabel('Recall')\n",
    "    plt.ylabel('Precision')\n",
    "    plt.legend(loc='upper right')\n",
    "    plt.grid(alpha=0.3)\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"I-valori-di-val_accuracy,-Auc-Roc-e-Global-Accuracy-non-sono-bassi-ma-alcune-categorie-presentano-valori-bassissimi-di-F1-score-e-Precision.-Il-modello-tende-a-classificare-molti-commenti-innocui-come-tossici.\"><em>I valori di val_accuracy, Auc Roc e Global Accuracy non sono bassi ma alcune categorie presentano valori bassissimi di F1-score e Precision. Il modello tende a classificare molti commenti innocui come tossici.</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Creazione-di-un-terzo-modello-LSTM-usando-come-base-il-primo-modello\"><font color=\"red\">Creazione di un terzo modello LSTM usando come base il primo modello</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Sommario del Modello:\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential\"</span>\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n│ embedding_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)     │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)       │    <span style=\"color: #00af00; text-decoration-color: #00af00\">27,208,064</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ bidirectional_lstm              │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">98,816</span> │\n│ (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Bidirectional</span>)                 │                        │               │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ output_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)            │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>)              │           <span style=\"color: #00af00; text-decoration-color: #00af00\">774</span> │\n└─────────────────────────────────┴────────────────────────┴───────────────┘\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">81,922,964</span> (312.51 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,307,654</span> (104.17 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Optimizer params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">54,615,310</span> (208.34 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"functional_52\"</span>\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n│ input_layer_7 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">InputLayer</span>)      │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>)            │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ embedding_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)     │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)       │    <span style=\"color: #00af00; text-decoration-color: #00af00\">27,208,064</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ bidirectional_lstm              │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">98,816</span> │\n│ (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Bidirectional</span>)                 │                        │               │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dense_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">256</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">33,024</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dropout (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dropout</span>)           │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">256</span>)            │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dense_2 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">32,896</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dropout_1 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dropout</span>)         │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dense_3 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">64</span>)             │         <span style=\"color: #00af00; text-decoration-color: #00af00\">8,256</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dropout_2 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dropout</span>)         │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">64</span>)             │             <span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_dense_4 (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)             │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">32</span>)             │         <span style=\"color: #00af00; text-decoration-color: #00af00\">2,080</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ new_output_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)        │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>)              │           <span style=\"color: #00af00; text-decoration-color: #00af00\">198</span> │\n└─────────────────────────────────┴────────────────────────┴───────────────┘\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,383,334</span> (104.46 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">76,454</span> (298.65 KB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,306,880</span> (104.17 MB)\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "def load_model_safely(path):\n",
    "    try:\n",
    "        model = load_model(path)\n",
    "        return model\n",
    "    except Exception as e:\n",
    "        print(f\"Errore nel caricamento del modello: {e}\")\n",
    "        return None\n",
    "\n",
    "model_checkpoint_path = \"/home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_6__1.keras\"\n",
    "\n",
    "first_model = load_model_safely(model_checkpoint_path)\n",
    "\n",
    "if first_model is None:\n",
    "    print(\"Impossibile caricare il modello. Controllare il file del modello.\")\n",
    "else:\n",
    "\n",
    "    # Preservo i pesi già addestrati per evitare che vengano riaddestrati\n",
    "    for layer in first_model.layers:\n",
    "        layer.trainable = False  # Congelo tutti i layer esistenti\n",
    "    \n",
    "    print(\"Sommario del Modello:\")\n",
    "    first_model.summary()\n",
    "\n",
    "    # Estraggo la forma dell'input, rimuovendo la dimensione del batch\n",
    "    if isinstance(first_model.input_shape, tuple):\n",
    "        input_shape = first_model.input_shape[1:]  # Rimuovo la dimensione del batch\n",
    "    else:\n",
    "        input_shape = first_model.input_shape[0][1:]  # input multipli\n",
    "    \n",
    "    # Creo un nuovo strato di input con la forma estratta\n",
    "    inputs = Input(shape=input_shape)\n",
    "    \n",
    "    # Clono i layer del modello originale (escludendo l'ultimo layer di output)\n",
    "    x = inputs\n",
    "    for layer in first_model.layers[:-1]:\n",
    "        x = layer(x)\n",
    "    \n",
    "    # ReLU aggiunge non-linearità al modello accelerando la convergenza\n",
    "    x = Dense(256, activation='relu', name='new_dense_1')(x)\n",
    "    \n",
    "    # Layer di Dropout per ridurre l'overfitting\n",
    "    x = Dropout(0.5, name='new_dropout')(x)\n",
    "\n",
    "    x = Dense(128, activation='relu', name='new_dense_2')(x)\n",
    "\n",
    "    x = Dropout(0.5, name='new_dropout_1')(x)\n",
    "\n",
    "    x = Dense(64, activation='relu', name='new_dense_3')(x)\n",
    "    \n",
    "    x = Dropout(0.5, name='new_dropout_2')(x)\n",
    "    \n",
    "    x = Dense(32, activation='relu', name='new_dense_4')(x)\n",
    "    \n",
    "    # Layer di output con 6 neuroni e attivazione sigmoid per classificazione multi-label\n",
    "    output_layer = Dense(6, activation='sigmoid', name='new_output_layer')(x)\n",
    "    \n",
    "    thirth_model = Model(inputs=inputs, outputs=output_layer)\n",
    "    \n",
    "\n",
    "    thirth_model.compile(\n",
    "        optimizer='adam',  \n",
    "        loss='binary_crossentropy',  # Funzione di perdita per problemi multi-label\n",
    "        metrics=['accuracy']  \n",
    "    )\n",
    "\n",
    "    thirth_model.summary()   \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "early_stopping = EarlyStopping(\n",
    "    monitor='val_loss',       # metrica da monitorare\n",
    "    patience=3,               # numero di epoche da aspettare prima di fermarsi\n",
    "    restore_best_weights=True, # ripristina i migliori pesi\n",
    "    mode='min',              # minimizzare la loss\n",
    "    min_delta=0.001,         # cambiamento minimo da considerare come miglioramento\n",
    "    verbose=1              \n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "reduce_lr = ReduceLROnPlateau(\n",
    "    monitor='val_loss',\n",
    "    factor=0.2,\n",
    "    patience=2,             \n",
    "    min_lr=1e-6,\n",
    "    verbose=1\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "model_checkpoint_path = \"anti_hater_model_stratify_400_256_128_64_32_dropout0.5_6__3.keras\"\n",
    "\n",
    "model_checkpoint = ModelCheckpoint(\n",
    "    filepath=model_checkpoint_path,   # Percorso per salvare il modello\n",
    "    monitor='val_loss',               # Metrica da monitorare\n",
    "    save_best_only=True,              # Salvo solo il modello migliore\n",
    "    save_weights_only=False,          # Salvo l'intero modello (inclusa l'architettura)\n",
    "    mode='min',                       # minimizzare la val_loss\n",
    "    verbose=1                        \n",
    ")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Fit-del-terzo-modello\"><font color=\"red\">Fit del terzo modello</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Epoch 1/10\n<span class=\"ansi-bold\">6312/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━</span><span class=\"ansi-white-fg\">━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.5496 - loss: 0.1317\nEpoch 1: val_loss improved from inf to 0.36338, saving model to anti_hater_model_stratify_400_256_128_64_32_dropout0.5_6__3.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">263s</span> 42ms/step - accuracy: 0.5496 - loss: 0.1317 - val_accuracy: 0.9337 - val_loss: 0.3634 - learning_rate: 0.0010\nEpoch 2/10\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.7276 - loss: 0.1039\nEpoch 2: val_loss improved from 0.36338 to 0.29900, saving model to anti_hater_model_stratify_400_256_128_64_32_dropout0.5_6__3.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">264s</span> 42ms/step - accuracy: 0.7276 - loss: 0.1039 - val_accuracy: 0.9352 - val_loss: 0.2990 - learning_rate: 0.0010\nEpoch 3/10\n<span class=\"ansi-bold\">6312/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━</span><span class=\"ansi-white-fg\">━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.7599 - loss: 0.1054\nEpoch 3: val_loss did not improve from 0.29900\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">263s</span> 42ms/step - accuracy: 0.7599 - loss: 0.1054 - val_accuracy: 0.5988 - val_loss: 0.3403 - learning_rate: 0.0010\nEpoch 4/10\n<span class=\"ansi-bold\">6312/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━</span><span class=\"ansi-white-fg\">━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.8286 - loss: 0.1035\nEpoch 4: ReduceLROnPlateau reducing learning rate to 0.00020000000949949026.\n\nEpoch 4: val_loss did not improve from 0.29900\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">262s</span> 41ms/step - accuracy: 0.8286 - loss: 0.1035 - val_accuracy: 0.9694 - val_loss: 0.3085 - learning_rate: 0.0010\nEpoch 5/10\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 39ms/step - accuracy: 0.9264 - loss: 0.1027\nEpoch 5: val_loss did not improve from 0.29900\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">262s</span> 41ms/step - accuracy: 0.9264 - loss: 0.1027 - val_accuracy: 0.9387 - val_loss: 0.3232 - learning_rate: 2.0000e-04\nEpoch 5: early stopping\nRestoring model weights from the end of the best epoch: 2.\n<span class=\"ansi-blue-fg\">Il miglior modello è stato salvato in:</span>\nanti_hater_model_stratify_400_256_128_64_32_dropout0.5_6__3.keras\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "history = thirth_model.fit(\n",
    "    X_train_balanced,\n",
    "    y_train_balanced,\n",
    "    validation_data=(X_val_mlsmote, y_val_mlsmote),\n",
    "    epochs=10,\n",
    "    batch_size=32,\n",
    "    callbacks=[early_stopping, reduce_lr, model_checkpoint], \n",
    "    verbose=1\n",
    ")\n",
    "\n",
    "print_colored(f\"Il miglior modello è stato salvato in:\", \"blue\")\n",
    "print(model_checkpoint_path)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Valutazione-del-terzo-modello-sul-test-set\"><font color=\"red\">Valutazione del terzo modello sul test set</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nValutazione sul Test Set:\n<span class=\"ansi-bold\">748/748</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">20s</span> 26ms/step\n\nMetriche del Test Set:\n        Category  Accuracy  F1-Score  Precision\n0          toxic  0.863929  0.514533   0.390675\n1   severe_toxic  0.886990  0.025225   0.013845\n2        obscene  0.879763  0.406108   0.275399\n3         threat  0.892421  0.006942   0.003580\n4         insult  0.871950  0.334997   0.224419\n5  identity_hate  0.887909  0.016135   0.008723\n\nInferenza su alcuni esempi del Test Set:\nCommento #1:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.24 0.01 0.05 0.01 0.04 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #2:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.04 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #3:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #4:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.01 0.   0.01 0.   0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #5:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #6:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.03 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #7:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.04 0.03 0.02 0.03 0.02 0.03])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #8:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.23 0.18 0.16 0.18 0.17 0.19])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #9:\n - Predetto: [1 0 1 0 1 0] (probabilità: [1.   0.45 0.96 0.28 0.85 0.39])\n - Vero: [1 1 1 0 1 0]\n--------------------------------------------------\nCommento #10:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.07 0.06 0.04 0.08 0.03 0.06])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #11:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.01 0.   0.01 0.   0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #12:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #13:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.3  0.15 0.19 0.15 0.2  0.17])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #14:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #15:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.1  0.01 0.03 0.02 0.03 0.02])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print(\"\\nValutazione sul Test Set:\")\n",
    "y_test_pred = thirth_model.predict(X_test_mlsmote)  \n",
    "y_test_pred_binary = (y_test_pred > 0.5).astype(int)  \n",
    "\n",
    "test_metrics_df_3 = pd.DataFrame()\n",
    "test_metrics_df_3['Category'] = categories\n",
    "\n",
    "test_accuracies = []\n",
    "test_f1_scores = []\n",
    "test_precisions = []\n",
    "\n",
    "for i in range(len(categories)):\n",
    "    test_acc = accuracy_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_f1 = f1_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_prec = precision_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    \n",
    "    test_accuracies.append(test_acc)\n",
    "    test_f1_scores.append(test_f1)\n",
    "    test_precisions.append(test_prec)\n",
    "\n",
    "test_metrics_df_3['Accuracy'] = test_accuracies\n",
    "test_metrics_df_3['F1-Score'] = test_f1_scores\n",
    "test_metrics_df_3['Precision'] = test_precisions\n",
    "\n",
    "print(\"\\nMetriche del Test Set:\")\n",
    "print(test_metrics_df_3)\n",
    "\n",
    "\n",
    "print(\"\\nInferenza su alcuni esempi del Test Set:\")\n",
    "\n",
    "num_examples = 15\n",
    "for idx in range(num_examples):\n",
    "    comment = X_test_mlsmote[idx]\n",
    "    true_labels = y_test_mlsmote[idx]\n",
    "    predicted_probs = y_test_pred[idx]\n",
    "    predicted_labels = y_test_pred_binary[idx]\n",
    "    \n",
    "    print(f\"Commento #{idx + 1}:\")\n",
    "    print(f\" - Predetto: {predicted_labels} (probabilità: {predicted_probs.round(2)})\")\n",
    "    print(f\" - Vero: {true_labels}\")\n",
    "    print(\"-\" * 50)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Precisione Globale (Global Accuracy):</span>\n0.8805\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "global_hamming_loss = hamming_loss(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "global_accuracy_3 = 1 - global_hamming_loss\n",
    "\n",
    "print_colored(f\"Precisione Globale (Global Accuracy):\", \"blue\")\n",
    "print(f\"{global_accuracy_3:.4f}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Confronto-tra-i-modelli\"><font color=\"red\">Confronto tra i modelli</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Categoria toxic\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.8697     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.5272     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.4039    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8695     </span><span class=\"ansi-black-fg\">   F1-Score: 0.5242     </span><span class=\"ansi-black-fg\">   Precision: 0.4026    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8639     </span><span class=\"ansi-black-fg\">   F1-Score: 0.5145     </span><span class=\"ansi-black-fg\">   Precision: 0.3907    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8805    \n</span>\n<span class=\"ansi-blue-fg\">Categoria severe_toxic\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.8975     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0634     </span><span class=\"ansi-black-fg\">   Precision: 0.0350    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8907     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.0697     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.0382    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8870     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0252     </span><span class=\"ansi-black-fg\">   Precision: 0.0138    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8805    \n</span>\n<span class=\"ansi-blue-fg\">Categoria obscene\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.8877     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.4232     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.2911    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8844     </span><span class=\"ansi-black-fg\">   F1-Score: 0.4077     </span><span class=\"ansi-black-fg\">   Precision: 0.2802    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8798     </span><span class=\"ansi-black-fg\">   F1-Score: 0.4061     </span><span class=\"ansi-black-fg\">   Precision: 0.2754    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8805    \n</span>\n<span class=\"ansi-blue-fg\">Categoria threat\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.9023     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0076     </span><span class=\"ansi-black-fg\">   Precision: 0.0040    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8959     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.0080     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.0041    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8924     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0069     </span><span class=\"ansi-black-fg\">   Precision: 0.0036    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8805    \n</span>\n<span class=\"ansi-blue-fg\">Categoria insult\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.8794     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.3581     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.2420    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8764     </span><span class=\"ansi-black-fg\">   F1-Score: 0.3467     </span><span class=\"ansi-black-fg\">   Precision: 0.2336    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8720     </span><span class=\"ansi-black-fg\">   F1-Score: 0.3350     </span><span class=\"ansi-black-fg\">   Precision: 0.2244    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8805    \n</span>\n<span class=\"ansi-blue-fg\">Categoria identity_hate\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.8969     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.0276     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.0150    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8915     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0226     </span><span class=\"ansi-black-fg\">   Precision: 0.0122    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8879     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0161     </span><span class=\"ansi-black-fg\">   Precision: 0.0087    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8805    \n</span>\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    print_colored(f\"Categoria {category}\\n\".ljust(16), \"blue\", end=\"\")\n",
    "    \n",
    "    # Primo Modello\n",
    "    print_colored(f\"   Primo     Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy = test_metrics_df['Accuracy'][i]\n",
    "    f1_score = test_metrics_df['F1-Score'][i]\n",
    "    precision = test_metrics_df['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {accuracy:<10.4f} \", bg_color=\"blue\" if accuracy == max(accuracy, test_metrics_df_2['Accuracy'][i], test_metrics_df_3['Accuracy'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score:<10.4f} \", bg_color=\"blue\" if f1_score == max(f1_score, test_metrics_df_2['F1-Score'][i], test_metrics_df_3['F1-Score'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision:<10.4f}\", bg_color=\"blue\" if precision == max(precision, test_metrics_df_2['Precision'][i], test_metrics_df_3['Precision'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_1:<10.4f}\", \"black\")\n",
    "\n",
    "    # Secondo Modello\n",
    "    print_colored(f\"   Secondo   Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_2 = test_metrics_df_2['Accuracy'][i]\n",
    "    f1_score_2 = test_metrics_df_2['F1-Score'][i]\n",
    "    precision_2 = test_metrics_df_2['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {accuracy_2:<10.4f} \", bg_color=\"blue\" if accuracy_2 == max(accuracy, accuracy_2, test_metrics_df_3['Accuracy'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score_2:<10.4f} \", bg_color=\"blue\" if f1_score_2 == max(f1_score, f1_score_2, test_metrics_df_3['F1-Score'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision_2:<10.4f}\", bg_color=\"blue\" if precision_2 == max(precision, precision_2, test_metrics_df_3['Precision'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_1:<10.4f}\", \"black\")\n",
    "\n",
    "    # Terzo Modello\n",
    "    print_colored(f\"   Terzo     Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_3 = test_metrics_df_3['Accuracy'][i]\n",
    "    f1_score_3 = test_metrics_df_3['F1-Score'][i]\n",
    "    precision_3 = test_metrics_df_3['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {accuracy_3:<10.4f} \", bg_color=\"blue\" if accuracy_3 == max(accuracy, accuracy_2, accuracy_3) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score_3:<10.4f} \", bg_color=\"blue\" if f1_score_3 == max(f1_score, f1_score_2, f1_score_3) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision_3:<10.4f}\", bg_color=\"blue\" if precision_3 == max(precision, precision_2, precision_3) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_3:<10.4f}\\n\", \"black\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3><em>In blu le metriche con il valore più alto</em><br/><em>Ho provato a colorare di bianco il testo su background blu ma è poco leggibile in quanto non è bianco puro ma color panna.</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Indici per le categorie\n",
    "x = range(len(categories))\n",
    "\n",
    "# Larghezza delle barre\n",
    "width = 0.3\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.bar(x, test_metrics_df['F1-Score'], width=width, label='Primo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + width for i in x], test_metrics_df_2['F1-Score'], width=width, label='Secondo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + 2 * width for i in x], test_metrics_df_3['F1-Score'], width=width, label='Terzo Modello', align='center', alpha=0.7)\n",
    "\n",
    "plt.xticks([i + width for i in x], categories, fontsize=14, rotation=45, ha='right', color=\"#b81414\")\n",
    "plt.yticks(fontsize=14, color=\"#b81414\")\n",
    "plt.xlabel(\"Categorie\", fontsize=16, color=\"black\")\n",
    "plt.ylabel('F1-Score', fontsize=16, color=\"black\")\n",
    "plt.title('Confronto F1-Score tra Modelli', fontsize=18)\n",
    "plt.legend()\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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P2GCtvfvr5MrVqhUq1ZmIGVNS5Nb6dK65bPPVOLOOxW7dKl2DBp0+YOCJGtqqtkXA4NvPobVav68SI6NVcI//yhu61ZlJCVlaZd65owuHTok96Cg/5+o2jB05LPPlLh/v8o+/LCabtwon+rVHX4McJzMgVRafLwkmSOyJV0Oph57TOHDhun8pk06MGGC4rZuNbd3K1FCty9ZIv9bb1XZhx92/AHgurry71gb74gIuQcHq+bbb6tcjx6K375d2/r1U1JMjCzOzubvqbitW3X+11+zbc8/rgLA1RFKodCYv5S3bVP8zp2ypqXJsFrlHhwsZ29vxW3blrW9xSJrWpqky8FU+DPPyO+WW+TN5MM3LVtQcCXbLXmXDh683C7TH4aZgyn3kBD9PXSoTq9Zc/2LRbFhTUvT8S+/VOw33yglNvb/b/FMTZWTq6uMjAy5Bwbqlk8/VYk77lDs0qXaOWSIjIwMObm5mf3wweDmknkUXfS0afrzkUe0qVUrbb73Xm1s3lzR06Yp+fhxSZfDBo+QEJ3/7TcdnTtX1rQ0nfj6ax2dN0/eVaowiuE/wvYz4NDkydrWu7cuHT5sLr8ymAodMEBnfv5Zh95/Xxf++MPsw61UKTVatYoA8yZjZGSYP08S/vlH5zZt0smVK5V+8aI5EkqSak+erHKPPmoGUymxsZKkU99/r52DB+vIZ58pIzm5SI4BAG5UzCmFQmUb8i5JriVLyqNMGfnfdpuOL1won2rVVG/WLMnJSe5lypgTSGaWnpAgF19fR5cNBzu9Zs3l66NsWXmUKaNLhw/rj4cekt8tt6jeZ59J+v+n8plPt0lP15k1a3Tk009V+4MP5FG2bBEfBRzBNrIh/eJF/d65s+K3b5f/rbfq9qVL5ezpaV4ftusl5fRp7Rg4UOfWr1e5Hj1Ue/Lkoj4EXGe2ie8DGjRQUPv2sqak6MyPPyph926VbtVKVUaNknd4uM5t3KjtTz6p1NOn5Va6tNLOnZNb6dJq8NVXBAz/IekJCdo7erSOzpun4PvuU9XISPMhLJlHUiUeOKCtffoocd8+Bd93n0IHDcp2WxZuDpkD7oPvvadj8+cr+fhxGRkZ8qtTR+X79FHIgw/Kxdvb3GbX8OE6Om+e3MuUUcmmTXV+40ZlJCfrju+/l9e/dwgAAPKHUAqF6vjixTJSUpR46JAu7t2rpOhoJR8/rozERBkZGXLx85PFyUnelSvLo3x5eYWHyz04WL61avHH3n/Ewffe04EJEyRJLj4+8gwNlYu/v+K3bpXfrbeq6quvyrtyZVmcnLIFlNbUVBlWK5OG3sRymh/ImpYmJ1dXpScm6vdOnRS/fbvKPfqoqo8bJxdv7+zB1MmT2jVsmKq+9hphw03u9A8/aPuTTyqofXtVevpp+daoIcNq1fFFi/T300/Lu2pVNfz2W7mVKCFJSti9+/KTG61WuYeEKGzQID5A3uRy+plyKTpaMZ99puhp0xR4772q9vrrWYIp6fLoqb2RkTq9erUS9+9XUPv2qvvJJ3L28HD4MeD6yXx97B0zRoc/+kgl7rhDwfffLxcfHx2cNElGRobKPfKIwp56KsuclvvGjtWJxYuVkZws74gI1Z02TZ7ly2d5ch8AIG+EUriurOnpurhnj6KnTdOJr75SyIMPKj0hQQm7dys9Lk5pFy7Ixd9fd65ezQeD/wBrerrOrF6tlJMnlXr2rOK3b1fy8eNKu3BBSUeOSJKcPDxkcXKSR9my8qtXT57lysklIECBd91FwHCTy/yv1YbVqvT4eLn4+2f5QJmemKgt992nhH/+UYXevVU1MjLHYIonMf437H39dR2dPVu3LVqkgNtuk2EYOrVqlfaPG6e0uDjd8d138qxQQdb0dMkwzNs9Lc7OfHD8D8j8cyDx4EHJYpFXpUqyWCxKiolR9PTpOjJjRrZgymbLAw/I4//au+/oqKq9jePfmcyk90Y6JQm9KV0sgIoNvWJDKdIEEfWiomIBpKlYUBQEBKQI6iuISC/qBVS8dClSEiAkIUAKISGVJFPeP0LGhKLixQTD81nrrgtzSvYh48w+z9n7t8PD8W7alMCbb3bUspPqJ3n2bA6OG0dYt25E9u2LZ2wslvx8fu7QgcKkJExeXtQcOPC8YCovPh67xYJreDhmHx89MBMR+QvUG5O/5NwbPkt+PkaT6bzlkY0mE96NG+NZty52q5WYYcNwi4rCWlCAraSE3F9/xb1OHVxDQyv7EqQSnPuE2mgyEXzHHY6/2ywWDAYD+QkJJH38Mcc+/5ywhx7CXlLC6Z07SV+1Cmt+Pk7u7oTed19VXIJUkvKfKcc+/5y05cvJ3rYNl7AwvBo2pN7o0bgEBWHy8KD18uVs6dKFo3PnAvwWTJW7GVAgVf2c+71jPXOGrI0bcQkLw7dFC2wlJWR8+y0Hx46tEEgBFCYmYsnNxbt5czh7Dt04Vm/l3y/Js2eTPGMG7tHR1Bs1Co/oaNwiI6k5cGDp9hkzsNtsxL7yCl4NGgCQvmoVxSdPUnPgQGrcdVeVXYf8/QpTUjixaBHezZoR2adPaSCVl8emW2/FduYMscOHc+yzz0icOhW7zUbtp592BFOe5eqg2m02fa6IiPwFCqXkkpXv6B1ftIjM//yHrC1bMPv5EXDjjUT06IFbVFTpaIWzN4kuISEAZG/bVrrNbMbs7o5/+/ZVeSnyNyofENiKi7EVFWG32TD7+FTYz+DkhGdsLE5ubhhdXIjq3x+vBg2wlZRgzc+nODMTs58fzv7+Gv1STdntdsfv9dC775IwYQJuUVEE3nwzhUePcuKrr8jZtYt6o0bhf/31mDw9ab1iBVvuuqs0mDIaqTtiRIWn11K9lP9v/+T69QR26ICTqyuu4eGc/uUXLHl5nN6+vWIgFRXlOH7P2ZvIa+fPdzw8UeH76qv8Z8rhCRNImDgRn2uvJfS++/CIjnbsVxZMGYxGkj/5hMKkJPxvuAGD0Vi6ErDNhnfTplV1GVJJLDk52C0Waj75JJ5162ItKGDrv/5FyenT1H3tNUK7dsWzbl12DRjA8YULMRiN1Bo8+LwSA+qfiIj8NQql5JJUuHl85x0SJk7E5OWFa2go+XFx5OzcyamffqLm449To0sXjGYzAN5NmmAwGsk7cADA8bpUT+UDqZT588lcv57cAwcwGI2E3ncffu3a4demDUaTyTGFxqtRI6z5+eT88kvpk2q7HbOvL2Zf39JzKpCqtsrCgeMLFpDw/vuEPfQQNR9/HK+GDbHk5RE/ejRH587lyKRJBNx4IzaLxTFiamvXrhydPRujiwv1Ro9W0FBNlS9CfGj8eOqNGUOtQYPwiI4mbfly9jz1FHn79mHJy6PNihUVAqnkWbMoTE4mql8/0CiGq0LZ50DyrFkcnjCB8O7dqfn44xecfucWGUlU//64hIY6pvMZzGbco6JoPnu2Y7SdVF9eDRvS4M038bnmGmwWC/HjxpEXH0/d4cMJvfdejM7OeMTEYDSbKTl1isMTJmDy8qLW4MFV3XQRkWpBoZRckrKOXspnn3H43XeJ6NWLyEcfxbtpU3J27eLYl19yfOFCDr31FkazmeC77sJgMODk7o7J15eCI0eq+Ark72a32x2B1IERI0j+5BNM3t64hoVRcPgwB998E4+YGGr/+9+Ed+vmqOniER2NwWikOCsLAKOzc4XzKpCqvux2O9jtpC5bhmtYWOlouYYNsVutZG3eTOaGDbiGhtJk8uQKU4RNnp60WryYHY88QvgjjyiQqobKh9HZO3aQ/MknhPfogf911wFQ6+mnSV26lPSVKzF5edFm1Srca9d2HJ++ejVHZ8/GNSSEsIcfVg2pq0hhcjIp8+bh1bgxNR97rEIglbV5M8WZmVgLCgj5179wi4oiqm9fQrt2JfOHH3AOCsKzfn1cz47ylurhQg+3yl7zueYaAGyFhWRv2YJXo0bUfPxxx36uERG4hIUR1bcvGWvXUuOeeyq17SIi1Zl6Z3JJ7HY7tsJCUhcvxr1WLWo98YRjKLx3s2a4hofjERPDwXHjSJo5E7/27XH288MlNBQnd3fy4uNL6wg5OekGspoq+70mzZhB0scfU+uJJwjv0QPPunU5vXMnGd9+y+F33iF+9GiMZrOjVpTZ3x+DszO5e/ZUZfOlChgMBopPneLUTz8Rcu+9eDdtit1mI33NGuLHjMGSl1dhOlbOnj141q+P0WwuDaaWLtXnSTVVdgN55sQJcn/9FaPJRM3HHsOrUSNsFgtmb28avvsue599ljMnTnDs888Jvf9+nNzcOPH11xxfsABLbi6tly7FLTy8iq9GKpMlN5eChITSGkFnF8nIT0gorQ00ZQp2mw3sdk589RXXzJuH0cUFlxo1CHvwwSpuuVxO5y6CAVCQmEjJ6dO4hYfj5OlZYUXfM8eOkRcXh//11/92rM1GyqefUnLqFAEdOhDVv3/puVXUXETkslAoJec5tzh1heLBBgOWnByyt27Fr107PKKjSzt2BgMGgwHnwEBq3HUXp7dv5/jChRz/8ktqDRoEBgOBHTsS2aePnlRXc3a7nZLsbNKWLcO9Vi0i+/VzrGjk07w5Ps2b4xoWxt5nnyVpxgy8mzXDIzoaj+honNzdKc7M1FS9q5DBZMJgMmHNzcVWVMTJDRs4OHYslpyc8+oD7X32WfxvvJF6I0eWHqtAqlpLnDaNpGnT8LnmGnyuvRavRo2w22yO7xK/du1o/MEH7HvxRRKnTCF55szS7WYzng0bcu3nn1coRixXB0tuLtbCQk6uW0dAx46c3r6dtGXLyD98mOA778S/fXuOL1jAyf/8h2OffUZknz5V3WS5jHL37cPk5VW6+mZJiaNsxMHx40n59FOKT57ErWZNAm66iZhhw3AJCgLAo149fJo3L+3HfvklgR07kvHttxydMweP6GhcgoMdP0OBlIjI5aF0QCooHwZY8vIweXo6vnRPbdyIf/v2mLy9cQ4MxJKTA+B4isTZG0OXGjUI796d4wsXkh8fD5Suutbw7bf1BX4VMBgMWAsKyIuLw7d1a0cgVT7sDHvgAXL37SN5xgxydu/GIzoaS34+gR07EjNsmAKpaqz8Z0zZe6KsAL577dqc3rWL5E8+4einn2LJyaHNqlUVAqkjkyZRkJBAzUGDquoSpBLZSkpwcnXFVlRE2ooVeMTEUJKdjdnX1/H+MZpM+LdvT7tvv+X4okWcOXYMe3Exfm3b4nPttTgHBlb1Zcjf6LwHaWf/7te2LbWffpojkyax/aGHMBiNeMTG0uL//g+vxo0x+/jgf911bLzxRix5eVV4BXK55R04wM8dOuB//fU0/vBD3CIiADj01lskvPcevi1bEtipE7m//krKp5+Sf+gQzaZNcyzKU3vIEPa//DK/DhmC2dcXS04OrpGRNJkyBZOX13nvORER+d8olJIKym4Wdw8ahGtEBHWGDMHk5UX8mDEcmTyZa+bPx/+663ANDydr0yaSZ80iql+/34Kps/WEPOrWxejsjPXMmd/OrUCqWjh3FJOtuNhR/6lsVJ3BaMTg5ERRWhq2oiIMZrMjtAQwurgQcNNNJM+YQeYPP1CjSxdMHh40+egjDEajo/i5VC/l3zsZ331H9ubNRPbti2tYGAA1H3+cfUOHcvCNN3Dy9KTtqlWOUBMgbcUKjn35JV6NGxNw001Vcg1SuYxmM6EPPIDRzY0jEydSkJjIicWLCX/kkdIpN2XBptWKk7s7kb16VXWTpRKV/0wpPnkSg7Nz6SIZZ1d5rTtiBB4xMZw5fhy3yEiCOnd2LJ4BkL5mDQaTCc969aqi+fI38axfn4AOHchcv579L71E/ddfxzU0lNRlywjv3p3oF17ALTwcu83G7oEDSV26lJ39+tFs1ixcQ0Lwa9eO5p98QtLHH2PJz8ctKoragwfjEhKiKXsiIn8D3fXJeQqSksjasgXLt9/iGh5OYWIiiVOnEtGrFx4xMZg8PYkZNoytXbuSNH06zkFBhNx9d4WgImPNGuw2Gz7XXluFVyKXW/nVF3N278a7aVNHIJU4ZQrutWsTePPNmP388G3dmvSVK8n47jtq3HWX43i71YrRZMKvTRsAnNzcHMPqy86tQKr6KX/zmPDBByR9/DHFJ0/iGhlJ5KOPAuB/3XWE3HsvqUuW4BETg7WggOKsLMze3hydO5fkmTMpOX2a5rNnO6ZaSPVxsWm7Jk9Patx5J9hsHHzjDZI+/hi3yEgCbrrpt8+OszeJ5UcwaDRD9Vb+/ZI8axYnvvqKkqwsXMPDiRo4kODOnQEIf+SRCx6fvmYNqYsX4920Kd7NmlVau+XvVfZQq+WCBfzSpw/pK1diMBqJ6NULe0kJkX364BYe7pjS13T6dIwuLhxfuJBd/frR7JNPcA0NxbtpU5p89BFAhfBbgZSIyOWnOTJyHreICK6dNw+vhg2JGzmSxKlTCe/enZiXXsKjTh3sNhv+7dtTb8wYChMTiRsxgiOTJzvqN5xYvJjkmTNxDQsj+Pbbq/py5DIqu8HbfOedbL3vPrL++18A9r/8MnGjRlF47BjY7Ti5ulKjSxcAfn36aTJ//LH0BGfrwNgsFo4vWACAV4MGwNkV2KTacgRSH37IwddfJ7BjR9quXesIpABcQ0Op9eSThHbtSu6ePWy6/XY233EHP7ZpQ9yoUWC302rRogsu6y7/bOUDhrwDB8iLiyOn3KIHJi8vanTpQuwrr2DJySF+9GgyN2zAVlJS4TzlQygFUtVb2fvl8Hvvsf+llyg4cgSjqyuZP/zALz17kvzJJxc9NnHaNOJHjeJMaiqNP/ywQp0g+Wcr62MAXDNnDsF33kn66tUcfvddDE5OuEVGloZLJlPp/xuNNPnoI8IefJDsbdvY1b8/RampQOno7/IUSImI/D0Mdt0JykXsHTqUlLMr0kQNGEDMiy+WTpc4e/Ngyc/n2BdfcOCVVwBwq1kT7HaKT57E5OVFiwULHIGDVC8Hx48n4b338KxfH/fatUlftYpaTz5JVP/+jtoNAIfeftvREWz03nv4tW2Le+3aHPv8c45MmQJA62++Uc2Xq8Spn39m12OP4duqFXVHjnSs3HmuovR0cn/9leTZs7FkZ2Py8sL/xhupcffdWkGtmshPSMAlKKi0Pku5QOrIRx+VTpnJzcVutRL56KPUefZZnAMCgNLi1WnLlxM/dizOAQHUfe21CiOmpPo6dxU1u91O3v797OjZk8AOHYh67DG8GjbkxOLFJEycSN7+/dQbM6Z0sZWzxxcmJ/NLnz4UHjmCZ/36NJ40SUXwq6nyZQB+6d2b9FWrMJhMtF292rHC67mr8u158kmOL1yIR2wsrRYvVlgpIlJJFErJBVny8tj3wgvYbTbyDhygMDmZOs88Q0SvXjj7+1fYN3vHDo7Onk1+fDwGsxnfFi0qrLgm1Uf56TBH581j39ChYDAQcvfdNP7wQ5zc3SvUFgNIeP99Dr39NnarFZOXF05ubhRnZuIaEUGrRYtwi4rSantXieRPPuHAyJFcM2cOQbfeWtXNkSpSePQoP7ZujV/btlzz6aeYvLyA0kAqfvRoPBs0wOfaa8ncsIEzKSkE3XYb9UaPxqNOHaBiMOVSowYxL75I4K23atpvNVWclYWznx9QcURd/uHDGJ2d2XzHHTSfMwffli0dx5xct46Db75Jzs6dFYKp4lOnODJ5MiYPD8K7d8c1NLTyL0gqTflgatfjj5O6eDE+LVrQdNo03GvWvGAwtaNXL7I2beL6jRsVSomIVBKFUnJRlrNLsxefOsWep54iPz6eOs89VxpM+flV+LJXHY+rR1knLnHaNOJGjgRKR8k1mTzZUSfKbreDzebo5JUVtc784QdcQkLwatiQyD59cKlRQzUargJlnwk7+/Yl49tvuW7DBjyio8/73Z83EqLcdn2uVB+Fx44RP2oUqUuWEHTbbTSZPBm7zcaORx7BIzqa2s88g2dsLHkHD3J0zhyOzppFQIcO1B83zjG6zpKbS9rKlewdMgSfa6+lxcKFmDw8qvjK5HLL+fVXdj32GFH9+lFz4EDH68mzZrH/pZfwu+46jGYzLRcuBCqGECfXr+fgG2+cF0zZbbbS2oYaXXdVKP+e2Nm/P2nLlhHUuTMN3nyzdCrfBYKp4lOncPb31wMzEZFKok9auSiTlxfOgYF41q1Lo3fewaNuXRLef5+UTz+l+OTJ3zp+//kPKXPnqibQVaJsdTzPunVp8NZb1BkyhMKkJPY++yyZGzaU7mMwwNn9AIJuuYXYV1+l1ZIlXDN3LtEvvKBAqho777Pg7N/do6OxFReTe7ZW0IUCKVtREXuefJKitLQK2xVIVR9u4eHUHTWK8O7dyVizhr3PPUdRaipFaWmE3Hefo2aYZ2wstQYPpuagQWSuX0/ciBHkHz4MlH4/Bd9xB40/+ojGkyYpkKqmitLSKEhIIGfXrgqr+ToHBuJWsybZW7dSkJjoqAFUNq0PILBDB2JfeQXv5s2Je+01Dr/3Xuk+RqMCqatI+RpTzT/5hOA77yRj7Vr2v/wyhUePOlaPLnsQAiiQEhGpZBopJX9azu7d7H3+efIPHqT2U08R0bMneXFxHBg5krx9++iwd69WxLqK2K1W7HY7RpPJMe3GIyaGBuPHE3Djjb+tVnO2zpjZ2xuji0vpsRr1Um2V78iX5ORg9vZ2bEv95ht2DRyIb6tWNHz3XUfNubJVkACOzp3LvhdeoNnMmYTcc0/lX4BcdueOpLVbLBjNZgpTUjj87rsc+/xzPGJiAGi9fHnpDWG5wPrM8eMkzZhB0rRppSOmXn/dMZVPnyXVX/aOHbiFh+NSowa5e/fi1agRAOmrVhE/bhz5Bw8SO3w4df79b6D0MwiDwfG+yPzhB/Y9/zxFGRncuGOHYyqgXF0q1Jg6uypfUOfONBg/HreICH2WiIhUIYVScklydu9m/0svkb1tG+61amEtKMBus9FiwQK8Gzeu6uZJJSsfQCROmULcqFF4xMRQ/403COzQAYD01as5sWgR4Y88QmCnTlXYWvm7lX8/HP/qK1LmzyfsgQeI6NnTsc+v//43xxcsILxHDyJ798a7aVPHtvS1azn4+us4ubpyzbx5qudRDZR/T1jy8jB5ejq25ezahdnPj8PvvUfaihVYc3Np/umnBHfufN55yoKp5E8+KV2qffJk3GvVqqzLkCvAkcmTOfT22zR4/XUievUCSr9fDowYQWFSEg3GjyeqXz/g/GDq1MaNuEZEqNblVe5CwZRfmzY0nT5d9cVERKqQqoLKJfFu2pSm06cTP2oUefHxeMTGUnfUKC3RfpVyDHs3Gqk1eDAAcaNGsW/oUOqOGIH1zBmOTJpEYXIy9caOreLWyt+pfPiQ8P77HJkyBbOvL5bc3Ar7RQ0YQHFmJinz5pH13/8S8eijuNesSdamTaQtX44lP5/WS5cqkKomyt4TuwcNwjUigjpDhmDy8iJuzBgSJ0+m9fLl1Hn2WQCO/9//kTxjBr4tWjhW2yvjGhZGzYEDsebnk7ZsGQZNv7rquNeqhd1qJeGDD8BoJKJHD4Jvvx0MBg4MH87+l14CIKpfP8d3k53Sqb/+7dtXbePlilA2lc9oMnHNnDlsvf9+Tm/bpumcIiJVTCOl5C+z5OZiMJtxcnWt6qZIFaswYqpcAXSDyYRbZCQtFiyosNKNVF9HJk0ifuxYwh56iFpPPOGYalN+akRefDxHZ80iedYsx3FOHh54NWhAo/ffx7NevSppu/w9CpKS2Nq1K5bTp4kdPpzCxEQSp04lomdPaj31FB516lB49CiHJ0zg2OefE3TbbTSdMsWxKl95Z1JTMTg5aar4VSrj22/Z9dhjmP38iH7hBSJ69AAgfc0aDgwffsERU/rOqX7+13qU5UdMFWdm4hwQoPeKiEgVUigll0zz7uVCynfo0lauJPfXX8FgILJXL1xCQlTU/CqQ9d//smvAAHxbtyb21VcdK6VBacFi65kzuAQH4+TmBkDmhg2UZGVx5vhxfFq2xCM6+rwRMvLPZ7dayTtwgP0vvcTpnTuxFRUR3r07sa++iktQkOOzo3yNqd8LpuTqlrF2LbsGDPjdYKreqFGO0btSfaV89hl+bdtW+K75syqs7qpASkSkSmn6nlwyBVJyIeWn8tW4805q3HmnY5sCqatD/qFDFKWnU+Puux03CZb8fFLmzSNl7lwKjx3Dv107wh5+mNCuXQm46aYqbrFUBoOTE16NGuFRty5ZmzdjdHHB7O//W+Bkt2O323GLiCD6+ecBOPb55+wePFjBlJwnqHNnms2Ywa4BAzj8zjsApVP5brsNg8HA7sGDiR87lvDu3TH5+KjPUk2lfvMNe599lmu/+AKP6OhL7mdUWN1VgZSISJXSp7CIXDYX69gpkLo6nDl+3PHn4lOnOPH11+zs04e4kSMxuLjg26oVWZs3kzxzJsWZmVXYUqlslrw8rAUFhHTtinudOhydPZukjz+m+NSp30YrlAumwrt3J2PNGnb07IklL6+KWy9XmrJgqiQri8PvvEPKZ585Xm/68ce037gRs6+vAqlqzDUqCic3N5KnT/9LD77KTxQpOX36cjdPREQugabviQhw8eHrmq4pf6TsPXJ65052P/44xZmZmLy9KUpLw+zrS73Ro/Fr1w6X4GAODB/O0dmzab18OX6tW1d106USWXJzsRUVUXzqFHueeor8+HjqPPccEb164eznV6HOS+GxY8S/9hoZ335L+59/xi08vIpbL1eisql8zsHB1HriCUctKan+bEVF7OjZk1M//UTLr77Cv337Pz0Nr3y/JuO77zj5n/8Qcu+9+k4SEakiCqVEpMJTxjPHj1OckYHB2RlnPz9cQkIu/XzlOnyq1VC9/N7v01pYyMl16zj2xRdYsrPxadGCWoMGVXgP7X7iCTI3bOC6detwqVGjspotV5icXbvY+8IL5B88SJ1nniGiRw+cAwOB0ptEa34+Pi1aYDSZ/tJnkFw9Mr79lh09euBZvz6tly/H7O1d1U2Sv1nZ91DWpk1se/BBIvv0of6fXOG3fP/k5Pr1xI8aRe7+/dywZQvuNWv+nc0WEZGLUCglcpUrHzIcfu89jn3xBYVJSQCY/fyIGTaMGnff/adXuyrf4cvasgVrXh6+bdpg8vD4ey5A/la2khLHctnlw8v0VavI3b+fgsOH8WzYEL927fC99lrHcXarFYzGCqPs0let4sCIEXg1bkyTyZMxeXpW7sXIFSVn9272Pv88+QcPUvupp4jo2ZO8uDgOjBhB3v79dNy/X4Xv5U85uW4drhEReMbGVnVT5DIq3z8p+/459yHajh49KEhMpNXixfg0b/775zs3kBozhsKkJFotWYJ348Z/67WIiMjFKZQSEQDiRo8m8aOPCOjQgZB77sGSk0PaihXk7NpF2EMPUefZZ3GLjPzdc5zb4ds/bBgmHx9aLlyI2cenMi5DLqPTu3aRtmwZkb17V/jdH54wwVFgGIOh9CbBaKTuyJGEdO2Ka2goUPH9cOyLL0icOpXizExaL136l1ZLkuonZ/du9r/0EtnbtuFeqxbWggLsNhstFizQTaKIAJA4bRp2i4XwRx45L6hOmT+fvc89R4M33ySqf/8/VYqgLJAqOHKE1suW6bNGRKSKKZQSEVKXLOHXIUMIve8+aj31FB516gBw5KOPiB89Go+6dWm3di1O7u4XPce5Hb6DY8dScOQIrRYvxrtZs0q5Drl8bMXF7Bo4kPSVK6n91FNE9u+PW3g4x778kn0vvECNLl0Ie/BB3KKiSFu6lKOffkrRiRPUHDSI2k89hXNgILbiYorS0jgwfDjZ27Zh8vLimjlz8Kxfv6ovT64ghSkpxI8aRV58PG6RkdQdNUojXkSuIhWm/Nvt2K1WR325Uxs3sqN7d6yFhbhGRBDRowf+7dvj17YtAMWZmWy+807sNhttVq684KhuBVIiIlc2U1U3QESqXtamTRjMZiIefRSPOnWwFReTvmoVyTNn4l6rFq2XLMHJ3f234fPnFD+/WIevzfLleDVqVFWXJf8Do7MzdUeMAJuNxKlTsVut1Bo8mIKEBPzatCH6+ecd4WWdZ5/Fu1kzEj78kKRp03CPjiayVy+gtD7QmZQUgm+/ndr//rdqdsh53CIiaDZzJpbcXAxmM06urlXdJBGpJOX7D8UnT+IcGIjhbCB14uuvcalRg5t27SJpxgwy16/n0FtvgcFARK9eBN18M8F33EGNLl04MmkSJ7//nvCHHz5vtJSjf7JuHQfHjVMgJSJyhdFIKZGrzLmdNWthIZvuuAMnV1farl6NraSEtOXLiR8zBoPRSNs1axwFiE9t3IjRza1i7SA9gazW8hMSiBs+nJPr1hH12GOc/P57gjp3pt6oUec90U5fvZo9gwdjt9tpu3YtnrGxWM+coSgtDZegoN8daSdXL63wKSKbbrsNg5MTzefMwSU4mH0vvMDRuXNp8tFHhD34IFC64l7aypWcWLSIrJ9/xpKXR2CnTgTceCNxo0YRdNttXDtv3gXPf2rjRg6MGEHB4cO0WblSD8xERK4gWhJL5CpSPpDKWLuW4pMncXJzwyUoiKL0dPIPH+bkd99dMJACODBiBAdefRVrYWHp+RRIVXsedepQ//XXCejQgeSZMynKyMDk5VW60W7HaDJR9mwj+PbbCe/ZE2t+vqNYvpOrK+41ayqQkotSICUiBrOZ7G3bOPDKK+x5+mmOzp1Lzccfx799e8c+RhcXQrt2pem0abRdu5bwhx8m//Bh4kaNAiBjzRrSli+/4PkLU1Kw5ObSesUKBVIiIlcYhVIiV5GyQOrAiBHseeopTnzzDQA+LVpwJiWFQ2+9xf5XXsHg5HReIJU4bRpFqamE3H03RheX0vOds6xyYWKiAqlqpCxscq9dm/rjxhF8xx1YTp8mZf588g4ccLyfDAYDtuJiAPyvuw6AgoSEqmm0iIhc8Uqys7GVlDj+3mb5ckK6diV16VKOf/klEY8+SuzLL+MaFubYp+w7ycndHY+YGBq++y5t16wh9pVXCOzUCYPRyKmNGy/488K7daPtqlXqn4iIXIEUSolcBew2m+PPmT/8QOrixYR07Upgp04ARPbujW/LlqR+8w3W/Hyu/eKLCoHUicWLOTp7Nu61ahHWrVuF6X/Fp06R8umnFCYn02rpUnX4/uHKv1fKj2DxiI6m7ogR1LjrLs4cO0bSzJkUJicDYLNYMDo7A6WrqQG4a3U9ERG5gOxt29hy992kr1yJ3WrFbrUCOFZuBShMSvptVPbZ7WXfSQajEbvdjtHZGWd/f+o88wwN3nyTgI4dSZk/n9z9+yv8vLLvtfL9GhERuXKo0LnIVaAsRLLk5lKUmgpAZJ8+jkLVzkFBRPbvj/XMGQoTE0n9+mt827TBNTycY59/zomvvsLg5ETT6dNxDgioMA3Q2d+fiJ49iX3lFTxiYqrmAuWyKP97zd6+nYKEBAoSEvBq1AivJk1wr12beuPGYS0sJGXePGyFhdQcNAjvJk2A0ppSqYsX4167tqZHiIjIeew2G/mHD5MXF0fWli0E33UXRpMJW3ExLiEh1Hn2WU7v2EHmhg38ejZscouIuGjx8rIFWNxr1yb4jjs4+f335OzciVeDBo4SA+WPExGRK48KnYtcJQ6OH8+RDz8k6JZbMPn40GTSJOC3Dp2tqIj0tWtJnjGDrE2bHMc5eXjg07w5jSdNKu0Ynt0fVKC4Oinf4U/44AMSp0yhJCvLsd2zfn0ie/cmqn9/zhw/zt6hQzn5/fc4ubsTcu+95B04gCUnB2tBAdd+8QVeDRpU1aWIiMgVzJKbS87u3Xg1aYLZ25v8Q4dwq1WrNEA627/4pXdv0letIui222gwfjxu4eGlo3LPLqxhyc111Dcs65fkHTzIxvbtiR46lJhhw6rs+kRE5NJopJTIVaD8MPf01avxrF+fotRUXEJCMDg5lW53caFGly4E3XwzqUuWUHzyJLbiYvzatsWrcWPMPj4VAilQgeLqpCyQOjJ5Mgdff53gO+8k7KGHsBcXc/qXX0iaPp39L7+MJSeHOs8+S8N33iHutddIW7aM0zt24F6nDnWeeQavhg1xi4qq4qsREZErlcnLy1HA/PCECSTNmEGTDz8koGNHRx/jmrlzHcEUQIPXX8ctKgq71UrG99+T9d//Enr//Xg3bozByQlLXh6pS5YA4FKuDpWIiFz5FEqJVHNlI2DqDBmCk5sbybNmcSYlhawtWwi55x6gNFwqG/Xk5O5O+COPXPg85QIpqX5ydu0icepUgm65hbojRzqmd4bcey8BHTqwo3t3Dr75Js5BQY4pm9jtpC1fTo277ybottsUVIqIyAXZ7XYo15ewWSw4BwQAEP/669Q1GAjo0AGj2QxUDKZsRUU0eOMNcvfu5dD48RSlp1P7yScd5y5ISCBt+XKC77iDyF69Kv/iRETkL9P0PZFq5ty6CxW2Wa0kffwxCR9+iNFkovmnn+J77bWV3EK5UqWtWMHOvn1pOm0aoffd53gvlQWW6atXs7NfP/zatKH53LmYvLzIP3SIw2+9RfSLL+JZt25VX4KIiFwhfq8/krNnD95NmmAtKCBt+XLiRo3C7O9PvddeqxBMAezs35+0ZcswurhgMBpxDg6m5cKFuNeqVeFnZKxdS1Dnzn/4s0VE5MqiT2uRasRutTo6YQWJiWRv3UrmTz9RnJXlGOkUNXAgdYYMwXrmDDt79yZ7+/YqbrVUtbJnE4VJSUBprQ4AylY6OjuSLrBTJ4Jvv51TGzeSHxeHwWDAMzaWJlOnKpASEZEKyvoju594guRZsxyv/zpkCNsfeojcvXtxcncn+M47qfvaa5ScOkXc6NFkrl+PraTEsX/zTz4hZtgwQrt2JfTBB2m9bBnutWphs1hKH5ycXV1PgZSIyD+Tpu+JVBPlp9cdnjCBY//3f46QwTkwkKj+/Qn517/wiIkhasAAMBg4/O677OzTh+Zz52rE1FWsbMqdd7NmAJzesYPI3r0rTOsEMDo74928OWnLl1OUnu44vvwTbRERkTLZW7dyYtEisrdtwzUsjMwff+TYF18Q2bevY+qeydOTGnfdBUD86NHEjR5NPagwYip66FDgt6LmdqvVUfT83ABKgZSIyD+LPrVFqomyTljcmDEceust3GvVotH779Ng/Hi8GjfmyIcfcmD4cPLi4jCaTNQcMIDo55/HWljIrsceI2vz5iq+Aqlq3s2a4du6Nce++IJjX34JcF4wVXT8OCZPT9wiI6uyqSIi8g/g26oV137+OcUZGex58kmSZ8yg9lNPEfPii7iEhDj2KwumLjZiqmxEb9nDN9W4FBGpPhRKiVQjaStWcPSTTwjv3p0G48cT0aMHEb16EXrvvVgLCynOyMA1PBwo7dDVHDCAmBdf5ExKCgdefbXCcHm5+pg8PWn4zjsYTCZ+ffppjs6bh7WgwBFIZXz3HRnff49Xo0ZaYU9ERP6UoFtuwbdlSyy5uZi8vXGpUcMxSsputTr2OzeYin/9dTLWri2dpqdFNEREqi1N3xOpRrK3bMFgMhHVvz8e0dHYSkpIW76cQ+++i1vNmrRYsACTp2dp+GSzYXRxIap/f5zc3Ai8+WZNwxK8GjSgzapVbL3nHvYNHUrakiV4NW5MSXY2mT/8gDU/n4affYbZ17eqmyoiIv8A+YcPY7fZCLz5Zk5t3EjS9OmYfH0J79atdCpeuUU1yoIpg8HAnqefJnnmTAJvvhlMumUREamutPqeSDVgs1gA2HznndgKC2n/449Yz5whfdUq4seMwWA00nbtWseTydy9eynJzsavbdsKQ+DLajWI5MXHc+jNNzn5n/9gLSzE7O+Pd+PG1H/jDRU1FxGRiyo/5RtK+xYFiYm41KhB9tat7OzTB7O/P7Evv0zYQw8Bpf0YY7ngyZKfz8nvv8e3VStcQ0Mr/RpERKTyKJQS+Qe6WHi06/HHyfr5Z65bt47TO3awb9iw0kBqzRqcAwMd+/3cqRPO/v5cM38+Tq6uldl0+QexFRdTkJTEmZQU3CIjcQ4OxuztXdXNEhGRK9S5/RNbScl5o7DTV61i96BBmAMCiH3pJUcwZbdaOfXTT9itVgI6dnQEW3pgJiJSvWksrMg/UFnnLH7MGHxbtyb49tsB8IiJIXXxYvY8+SR5Bw5gMJtps2JFhUAqcepUitLSCPnXvzRdT36X0dkZz9hYPGNjq7opIiJyhSu/CvDRuXM5vX07hSkphD30EAE33eQY8RR8xx00/fhjdj/+OAfHj8dutxPerRsnv/+efS++iMnLi7Zt2+Lk7g6oqLmISHWnkVIi/0B2u53T27ez+c47CXvoIRpNmIDRxQVbURGbbr+d3L17Mfv60nbNGtxr13Ycl/rNNxx8802cAwK45tNPK4RVIiIiIv+ruFGjSJwyBSc3N6yFhQDU6NKFmoMG4de6tWO/9NWr2f3449iKi/Fu3pwzR49icHKi5eLFeNSpU1XNFxGRSqZQSuQfbEfPnpzesYM2K1Y4wqesLVvYN3QoeXFxhPfoQdgDD2B0cyP1669J/eYbDE5OtF6xAreICEdxUREREZG/onwNqfRVq9jz5JOE3HsvUf37U5KdXboy8KxZ+F9/PdFDh+LXrp3j2KwtW9j7zDNgt+MaEUGj99/HLSLivBpTIiJSfSmUEvkHKusApsybx96hQwl/+GEavvceRpMJu9VKzp497HvxRXJ27ixd0cZmw+Tlhc8119Bo4sTSQEo1GkREROR/UD6QKs7K4ujs2aSvXEmzGTMcD8uKs7JImTOHQ2+9hV/79sQ8/3yFYKokOxsonTLu5O6u/omIyFVGoZTIFe7cVWzKsxYUsOmOO7Dk5NDq669xr13bsb/dZiN1yRKK0tKwFRXh27Il3k2bYvLyUodPRERELpv4sWPJ2bULg5MTXk2aUHf48ApFzi15eSTPnMmh8ePPC6bK93N+r88jIiLVk8bFilzByk+vsxUVYXRxcWyzlZTg5O5O7aeeYs+TT3Lsyy+JfeklDAaDY9h7aNeuFz6nAikRERG5DCy5uVhyc0tXzrPZHPUqjWazox9j8vQk6rHHADg0fjyHnZyobbEQcMMNFUIoBVIiIlcfFZMRuYKVBVIHRoxgW7duZG/fTnFWFoDj6aPPNdfgFhXFsc8+I2fPntJtZ+swlB8IWfZn1ZASERGRy8Xk5UXtIUOoM3QoTm5uZG/bxqmffwZwlBAAHMFU7Kuvkrl+PSmffoqtuLgqmy4iIlcAjZQSucIVnzrFqR9/JHffPrbddx++bdoQ/vDDhNx7LxgMeMTEEPXYY8SNHEn2tm14N2nieDKpp48iIiJyuThKBJwzzc4tPJzwbt2wl5RwZPJkkqZNw+zjg1ejRo5gqmzEVGSfPhjd3Ai+/XaMzs5VeDUiInIlUE0pkStY+c5fxurVZHz3HSnz5gEQ2KkTgR07Etm/P0VpaWzv1g1LdjZt1qzBLTy8ilsuIiIi1Un5epRFqalYCwuxW624hoXh5O4OQGFyMkfnziVxyhSCbruNmBdewKtRo9LjL7Dir2pcioiIQimRK8iFOmznyvzhB9JXriR1yRKKMzPxbtqUqH79SF22jOzNm4l99VUi+/XTyCgRERG5LMr3T45MnkzqN9+Qf+gQAL6tW1Pj7ruJ7NULgMKjRzk6Z86FgykVMhcRkXMolBK5QpR/Wpi2ciW5v/5K7t69+LZqhXfz5gRcf71jX5vFQlFaGgnvv0/mhg2cOX4cl8BAzpw4Qcg999D044/15FFEREQuq7hRo0icMgXfli3xbd0aDAaOzpoFQOiDD9Lo3XcBOHPiBMkzZ5I4ZQrBd9xB7SFD8GnWrCqbLiIiVyjVlBK5ApRfES9u9GiOzp4NdjtOnp5krFkDBgP1xo6l5tmVawxGI27h4TR44w2KMzM5Ons2JxYvxi0qitgRIxRIiYiIyGV1fOFCkmfOJLJPH2o98QTutWsD4BwYSPzo0WRt3IglPx+ThweuoaFE9e+PwcmJhIkTMXl74/Xuu46FWERERMpopJTIFeTwhAkceustInr2JLx7d3xbtiT1m2+IGzOGMykpNHz3XSIffRQ4fwh87v79uIaFYfbxwWaxqOMnIiIi/7OyW4W9Q4aQ8d13tPzqK7waNsRmsZC6ZAmHxo8HoO2aNTj7+2M9cwYnV1egdCrfia+/JvT++3GLiKiyaxARkSuX1oYXuULkHz5Myvz5BN1yC7Weegrfli2x2+04eXhgLSjANSKCGnfd5di/rAB62VLLXg0aYPbxwW6zKZASERGRS5L5448kTpt23usGgwFrfj6nf/kFj+jo0kCqpIS0Zcs4OG4c2Gy0XbUKZ39/AAqTksj6738BcIuMpPbTT+MWEYHdaq3U6xERkX8GhVIiV4gzKSmcOXaM8B498KhTB1tJCamLF7Nv2DBMHh60+/ZbnAMCsJ45Q1FqKlDaUTy3MPofFUoXERERKa8kO5v4sWOJGzmSpOnTz9/BYMBgMmGzWABIW76c+DFjMBiNpSOkAgMBsJWUsPuJJ0hdvhxbSUnpoWf7JSotICIiF6K7V5EqcKFZsyVZWQCYfX2Bsx2+sWMxGAylHb6AAACseXnsHTqUnD17Kq29IiIiUn2ZfX2JefFFfFu25MDw4RVGTNltNkweHvi3b8/p7dvZ/+qrHBw3DoPRSJtVqxyBFEDS9OmcSUnBs149DBq1LSIif4JCKZFKZrfZHLWgis8GUQCms2FU1ubNpC5ZcsEnkFBaCD1n1y6MZnOltltERESqn7IHZUG33EL0iy/i3bw5cSNHkjh1KvDbSKeAm27CYDKRPGMGtqIibty+HZfgYMc5Upcs4eicOXjWr0+NLl0q1L0UERG5GD3CEKlEdqvVMXw9Zf58Mn/4Ae8mTaj99NP4tW6NX5s2pavUeHri5O5O29WrHYGU3W7n+BdfcGrjRgI6dsStZs2qvBQRERGpBgwGA7aSEoxmM4EdOuDk6krc6NHEvfYaBrPZsfJv0K23UnfkSOJGjqQoI4PUZcvwatgQs58fyTNmcHzBAuwWC02mTsXZ37/0IZxKCoiIyB9QKCVSSew2myOQih8zhuTZs3ENDSW0a1cAnNzdCX3wQQqOHKEoI4Mmo0ZVGCF1/MsvSZg4ESc3N2JffRUnN7fzVuATERERuRR2q9Ux+jp91SqK0tOxWywYjEYOvPIKBqORqH79AKg1aBAGk4lDb7zBrv79MTg5OR64eTdvTrPp03ELD6/wEE5EROT3GOwXKm4jIn+bg+PHc2TiRCJ69yayTx+8GjSoEC4dnjCBI5MmYXBywq9dOzzr1ydn1y5ydu3C5O1Nq6+/xi0qSh0+ERER+Z+U73/EvfYaKfPm4R4Tg1tEBLbiYjLWrgWg/tix1Hz8ccdx2du3k7t3Lzm7d2P28cH37Ghvs6+v+iciInJJFEqJVKKT69ezq18/gu+6i5gXXsAtKsqxrfDYMZxcXHAODCRt+XJSv/mG1KVLAXCvXZuAG2+kztChuIaEqMMnIiIif9m5U+uOzpnDvhdfJGrAAGoNGoRbZCQAxxcsIGHiRPIPHaL+uHHUHDjwks4rIiLyRzR9T6QS5e3bhyUvj8hHH3WMdrIWFJA0fTrHv/ySwmPH8Gvblgavv06zmTOJSUjAYDDgEhqKwWTCaDIpkBIREZFLlr19O/kHDxL+8MPnBUdZmzZh9vUlokcP3CIjHX2NsIcewuzry74XX+TA8OEYzGai+vYFfiuQbjAYHCOuFEiJiMilUiglUolKsrMBsOTlAXB84UKOffYZWZs34928Ob41anDqxx/5dcgQWi9dikedOuedQ4GUiIiIXIrirCy23X8/1oIC3CIj8W/fHigNluzFxeTu34/JxweP2NjSA8oFTUGdO1Pn+HH2vfgi+4cNw26xUHPAgAo1LVXfUkRE/io9zhCpRGEPPYTByYnt3bqxvnFjfv33vylMSaH5nDm0+PxzWi9bRuDNN3P6l1/I2b27qpsrIiIi1YCznx+NJ04k9P778W7a1PG6wWDA4OyMZ2wshUlJZG7YUPq60Vg6AspmAyD0wQfxatwYt5o1OfDqqxydN69KrkNERKofjZQSqUQeMTG0++47Dr75JgBejRtT8/HHcfbzc+xjcHLCIyYG99q1q6qZIiIiUs2E3HsvwV26YDSZSJg4EbOvL5F9+mAwGPC/4QZSly4lafp03KKi8KxbF/itRpTBaKQ4I4OADh3wjI0lsEOHqr0YERGpNhRKiVQyr0aNaP7JJxicncFur1B/4cTixZzesYPAjh1x8vSswlaKiIhIdWM0mcg7eJCDb7yBS0gIRhcXwh95hMjevTn188+kLVlC8owZpasDN2qE0VR6q5C6ZAkmT0+in38e1/BwjCYTNovFsV1EROSv0up7IleI5NmzSZo6FQwGWi1ZUrrKXrmlmkVEREQuh/S1a9nzxBOYvLyIGTaM8EceIS8ujgPDh5O5YQNejRpRc8AAPBs25NRPP5Eyfz5Orq60WrIEs49PVTdfRESqEYVSIlXIbrORvXkzRyZP5vSOHTgHBXHtZ59VWPlGRERE5HLLWLuWXQMGYPLxoe7IkYQ98AAFR45wZPJkUs6pGeVepw4tFy4s7Z+cndInIiJyOSiUEqli2du380uvXoTcey91nnkGl+BgBVIiIiLyt6sQTI0YQdiDDwKQvmYNhcnJnDlxorSG1C234BIUpP6JiIhcdgqlRK4AJdnZGF1dcXJ1VYdPREREKk1ZMGX29S2dyte9+wX3U/9ERET+DgqlRK4gqiElIiIilc0RTPn5EfPyy4R361bVTRIRkauEQikRERERkatcxtq17B48GFtREU0mTybkX/+q6iaJiMhVQFUKRURERESuckGdO9N44kRcw8PxbdOmqpsjIiJXCY2UEhERERERAKxnzqjGpYiIVBqFUiIiIiIiIiIiUuk0fU9ERERERERERCqdQikREREREREREal0CqVERERERERERKTSKZQSEREREREREZFKp1BKREREREREREQqnUIpERERERERERGpdAqlRERERERERESk0imUEhERERERERGRSqdQSkRE5G/07bff0rdvX+rWrYu3tzcuLi6EhoZy66238v7775ORkVHVTfxHmTNnDgaDgT59+lR1U0RERETkf6RQSkRE5G9w8uRJbr31Vjp37sycOXMoKSmhY8eO3H///TRo0ICff/6Z5557jjp16rB58+b/6Wd16NABg8HA+vXrL0/jRUREREQqgamqGyAiIlLdnD59muuvv564uDjq16/P9OnTueGGGyrsU1RUxNy5c3nttdc4ceJEFbX0n6dr1660bdsWHx+fqm6KiIiIiPyPFEqJiIhcZk8//TRxcXHUqlWLjRs34u/vf94+Li4uDBw4kH/9619kZ2dXfiP/oXx8fBRIiYiIiFQTmr4nIiJyGSUkJPD5558D8N57710wkCqvRo0a1KtXD4Dc3FxmzJjBfffdR2xsLB4eHnh4eNCkSRNeffXV88Kr9evXYzAY2LBhAwAdO3bEYDA4/jdnzpwK+2dlZfHaa6/RvHlzvLy8cHd3p0mTJowbN46CgoILts9isTBhwgQaN26Mq6srwcHBPPjgg+zbt+8P6zutWbOGLl26EBwcjLOzM2FhYXTr1o1t27ZdcP/y0xB//PFH7r77boKCgjAajY5r+aOfefz4cZ577jkaNGiAu7s7Xl5etGrVismTJ2OxWC54jIiIiIhUDY2UEhERuYyWL1+O1WrF19eXe+6555KO3bVrFwMHDiQoKIh69erRokULsrKy2L59O2+88QYLFixg06ZNBAQEABASEkLv3r1ZvXo1aWlp3HbbbYSEhDjOFxMT4/jzvn37uP322zl69CihoaFcf/31mM1mtmzZwogRI1i0aBHr16+vMArJZrPRtWtXli9fjrOzMx06dMDPz4+tW7fSqlUr+vXrd9FrGTFiBOPGjcNgMHDdddcRFRXF/v37WbBgAYsWLWL69OkXPX7hwoVMmzaN+vXrc8stt3Dq1ClcXFz+8N/vhx9+4N577yUrK4tatWpx6623UlRUxJYtW3j66adZtmwZy5cvx2w2/+G5RERERKQS2EVEROSy6dWrlx2wd+rU6ZKPPXr0qP27776zW63WCq/n5+fbH330UTtgHzx48HnH3XTTTXbAvm7duguet6CgwB4dHW0H7MOHD7cXFRVVOPcjjzxiB+x9+/atcNwHH3xgB+yhoaH2AwcOOF63WCz2IUOG2AE7YO/du3eF41atWmUH7K6urva1a9dW2DZz5kw7YDebzfZff/31gtcB2D/66KMLXsvs2bMv+DNPnDhhDwgIsBsMBvuUKVMq/BuePHnS3qlTJztgHz169AXPKyIiIiKVT9P3RERELqOMjAwAgoODL/nYiIgIbr75ZozGil/P7u7uTJ06FZPJxMKFCy/5vHPnzuXw4cN06dKFsWPH4uzsXOHc06dPJzg4mHnz5pGVleXY9sEHHwAwatQoxxRDACcnJ95++23Cw8Mv+PPeffddAAYPHsytt95aYVv//v3p0qULJSUljvOfq1OnTgwePPiSrnHixIlkZmby5JNP8sQTT1T4NwwICODTTz/FbDYzefJk7Hb7JZ1bRERERP4emr4nIiJyhfn555/58ccfSU5OpqCgwBGiODs7k5GRQVZWFn5+fn/6fCtWrACgW7duF9zu6elJy5YtWblyJVu3bqVz586kpKSQkJAAQPfu3c87xtnZmQceeOC8YMlisbBx40aAi9Z96t+/P8uXL2fdunUX3P7AAw/8qesq74+uMTw8nNjYWPbt28fBgwepW7fuJf8MEREREbm8FEqJiIhcRkFBQQCkp6df8rHp6encf//9/PTTT7+7X05OziWFUmXhUq9evejVq9fv7ls20islJQWAwMBAPD09L7hvrVq1znstMzOTM2fOAFC7du0LHhcdHQ3AsWPH/vR5/0jZNd5www1/uG9GRoZCKREREZErgEIpERGRy6hFixbMmzePHTt2YLVacXJy+tPHPvbYY/z000+0a9eO0aNH06xZM/z8/ByFucPCwjhx4sQlTz+z2WwA3H777dSoUeN3961Zs2aFvxsMhovu+3vb/hdubm6XfEzZNT7wwAN4eHj87r5lheJFREREpGoplBIREbmMunTpwnPPPUd2djZLly6la9euf+q4/Px8Vq5cidFoZOXKlfj6+p63PTU19S+1KTIykgMHDtC/f/8/PTWurF5URkYG+fn5Fwx6EhMTz3stICAAFxcXioqKSEhIoGnTpuftUzaq6WI1qf6KyMhIDh48yLBhw2jZsuVlO6+IiIiI/H1U6FxEROQyio6O5pFHHgFg6NChnDp16nf3T09PJy4ujtOnT2O1WvH29j4vkAKYP3/+RUdIlRUut1gsF9x+xx13ALBgwYI/exlERkY6ptF98cUX520vLi5m0aJF571uMpm4/vrrAZgzZ84Fzz1r1iwAOnbs+Kfb80f+yjWKiIiISNVSKCUiInKZTZo0iZiYGI4cOcL1119/wRpRxcXFzJo1i2uuuYb9+/dTo0YN/Pz8yM7OZt68eRX23bRpEy+//PJFf15ERAQAe/fuveD2gQMHUrNmTRYuXMiwYcPIzc09b5/U1FRmzJhR4bV///vfALz22mvEx8c7XrfZbLz88sscPXr0gj9v6NChAEydOpXvv/++wrY5c+awdOlSzGYzQ4YMueg1XaoXXngBX19f3nvvPSZMmEBxcfF5+xw5coT58+dftp8pIiIiIv8bg13rIouIiFx26enpdOvWjfXr1wOlRb+bNm2Ku7s7aWlpbNmyhby8PLy9vfn2229p3bo1EydO5NlnnwWgTZs21KlTh+TkZH7++Wd69uzJDz/8QFJSEkeOHKlQDHzFihV06dIFZ2dnOnfuTHBwMAaDgX79+nHdddcBpYFVly5dSExMxNfXl6ZNmxIREUFBQQHx8fHs37+f4ODgClMErVYrd999N6tWrcLFxYWOHTvi6+vL1q1bOX78OH379mXKlCkMGDCA6dOnV7j+ESNGMG7cOAwGA+3btycqKooDBw6wY8cOnJycmD59Ov369atwTIcOHdiwYQPr1q2jQ4cOF/x3nTNnDn379qV3797njcT64YcfuP/++zl58iTBwcE0btyY0NBQTp8+zf79+zl8+DBt2rRh06ZNf+E3KiIiIiKXm2pKiYiI/A2Cg4NZt24dq1ev5osvvuDnn3/m+++/p6ioiICAANq1a8ddd91Fr1698Pf3B+CZZ56hdu3avP322+zbt4+9e/dSv359PvroIwYNGnTR1ezuuusuZsyYwdSpU/nPf/5DQUEBANdff70jlGrUqBG7d+9m2rRpLF68mN27d/Pf//6XwMBAIiIieP7558+rf+Xk5MSSJUuYOHEic+bMYd26dXh5eXHDDTfwzTffsHjxYqB0hb5zjR07lvbt2zNp0iQ2b97Mpk2bCAwM5MEHH+T555+ndevWl+3fusyNN97I3r17mTx5MitWrGDr1q0UFRURHBxMVFQUPXv25P7777/sP1dERERE/hqNlBIREZG/pFOnTqxbt45FixZx3333VXVzREREROQfRjWlRERE5KJ27tx5Xn2m4uJiRo0axbp16wgODubOO++sotaJiIiIyD+Zpu+JiIjIRT3zzDPs3LmTZs2aERoaSlZWFnv27OHEiRO4uroyd+5cXF1dq7qZIiIiIvIPpOl7IiIiclGfffYZn332Gbt37yYzMxO73U5YWBgdO3Zk6NChNGzYsKqbKCIiIiL/UAqlRERERERERESk0qmmlIiIiIiIiIiIVDqFUiIiIiIiIiIiUukUSomIiIiIiIiISKVTKCUiIiIiIiIiIpVOoZSIiIiIiIiIiFQ6hVIiIiIiIiIiIlLpFEqJiIiIiIiIiEilUyglIiIiIiIiIiKVTqGUiIiIiIiIiIhUuv8HGTlfioX/bmkAAAAASUVORK5CYII=\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Indici per le categorie\n",
    "x = range(len(categories))\n",
    "\n",
    "# Larghezza delle barre\n",
    "width = 0.3\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.bar(x, test_metrics_df['Accuracy'], width=width, label='Primo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + width for i in x], test_metrics_df_2['Accuracy'], width=width, label='Secondo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + 2 * width for i in x], test_metrics_df_3['Accuracy'], width=width, label='Terzo Modello', align='center', alpha=0.7)\n",
    "\n",
    "plt.title('Confronto Accuracy tra Modelli', fontsize=18)\n",
    "plt.xticks([i + width for i in x], categories, fontsize=14, rotation=45, ha='right', color=\"#b81414\")\n",
    "plt.yticks(fontsize=14, color=\"#b81414\")\n",
    "plt.xlabel(\"Categorie\", fontsize=16, color=\"black\")\n",
    "plt.ylabel('Accuracy', fontsize=16, color=\"black\")\n",
    "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5), fontsize=12)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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      ]
     }
    }
   ],
   "source": [
    "# Indici per le categorie\n",
    "x = range(len(categories))\n",
    "\n",
    "# Larghezza delle barre\n",
    "width = 0.3\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.bar(x, test_metrics_df['Precision'], width=width, label='Primo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + width for i in x], test_metrics_df_2['Precision'], width=width, label='Secondo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + 2 * width for i in x], test_metrics_df_3['Precision'], width=width, label='Terzo Modello', align='center', alpha=0.7)\n",
    "\n",
    "plt.title('Confronto Precision tra Modelli', fontsize=18)\n",
    "plt.xticks([i + width for i in x], categories, fontsize=14, rotation=45, ha='right', color=\"#b81414\")\n",
    "plt.yticks(fontsize=14, color=\"#b81414\")\n",
    "plt.xlabel(\"Categorie\", fontsize=16, color=\"black\")\n",
    "plt.ylabel('Precision', fontsize=16, color=\"black\")\n",
    "\n",
    "plt.legend()\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "# Indici per le categorie\n",
    "x = range(len(categories))\n",
    "\n",
    "# Larghezza delle barre\n",
    "width = 0.3\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.bar(x, global_accuracy_1, width=width, label='Primo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + width for i in x], global_accuracy_2, width=width, label='Secondo Modello', align='center', alpha=0.7)\n",
    "plt.bar([i + 2 * width for i in x], global_accuracy_3, width=width, label='Terzo Modello', align='center', alpha=0.7)\n",
    "\n",
    "plt.title('Confronto Global accuracy tra Modelli', fontsize=18)\n",
    "plt.xticks([i + width for i in x], categories, fontsize=14, rotation=45, ha='right', color=\"#b81414\")\n",
    "plt.yticks(fontsize=14, color=\"#b81414\")\n",
    "plt.xlabel(\"Categorie\", fontsize=16, color=\"black\")\n",
    "plt.ylabel('Global Accuracy', fontsize=16, color=\"black\")\n",
    "\n",
    "plt.legend(loc='center left', bbox_to_anchor=(1, 0.5), fontsize=12)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Dai-risultati-ottenuti-si-pu%C3%B2-notare-che-il-primo-modello-anche-essendo-il-pi%C3%B9-semplice-ha-performance-migliori,-di-poco-superiori-al-secondo-ma-decisamente-migliori-del-terzo-il-quale-anche-avendo-una-struttura-pi%C3%B9-complessa-non-riesce-a-catturare-le-dinamiche-dei-dati-in-modo-efficace,-risultando-meno-accurato-e-meno-robusto-nella-classificazione\"><em>Dai risultati ottenuti si può notare che il primo modello anche essendo il più semplice ha performance migliori, di poco superiori al secondo ma decisamente migliori del terzo il quale anche avendo una struttura più complessa non riesce a catturare le dinamiche dei dati in modo efficace, risultando meno accurato e meno robusto nella classificazione</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Applico-una-funzione-focal-loss-al-primo-modello-per-ridurre-l'impatto-delle-classi-di-maggioranza-sul-calcolo-della-perdita.\"><font color=\"red\">Applico una funzione focal loss al primo modello per ridurre l'impatto delle classi di maggioranza sul calcolo della perdita.</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"D%C3%A0-maggiore-peso-ai-campioni-che-il-modello-fatica-a-classificare-correttamente.\"><em>Dà maggiore peso ai campioni che il modello fatica a classificare correttamente.</em></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "load_model_path = '/home/gap/Scrivania/Filtro_anti_hater/anti_hater_model_stratify_400_128_6__1.keras' \n",
    "model_reload_1 = load_model(load_model_path)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "def focal_loss(alpha=0.25, gamma=2.0):\n",
    "    def loss(y_true, y_pred):\n",
    "        y_true = tf.cast(y_true, tf.float32)\n",
    "        y_pred = tf.clip_by_value(y_pred, 1e-8, 1 - 1e-8)\n",
    "        ce_loss = -y_true * tf.math.log(y_pred)\n",
    "        focal = alpha * tf.pow(1 - y_pred, gamma) * ce_loss\n",
    "        return tf.reduce_mean(tf.reduce_sum(focal, axis=-1))\n",
    "    return loss\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "model_reload_1.compile(\n",
    "    optimizer='adam',\n",
    "    loss=focal_loss(alpha=0.25, gamma=2.0),\n",
    "    metrics=['accuracy']\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\">Model: \"sequential\"</span>\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">┏━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━┓\n┃<span style=\"font-weight: bold\"> Layer (type)                    </span>┃<span style=\"font-weight: bold\"> Output Shape           </span>┃<span style=\"font-weight: bold\">       Param # </span>┃\n┡━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━┩\n│ embedding_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Embedding</span>)     │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">400</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)       │    <span style=\"color: #00af00; text-decoration-color: #00af00\">27,208,064</span> │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ bidirectional_lstm              │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">128</span>)            │        <span style=\"color: #00af00; text-decoration-color: #00af00\">98,816</span> │\n│ (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Bidirectional</span>)                 │                        │               │\n├─────────────────────────────────┼────────────────────────┼───────────────┤\n│ output_layer (<span style=\"color: #0087ff; text-decoration-color: #0087ff\">Dense</span>)            │ (<span style=\"color: #00d7ff; text-decoration-color: #00d7ff\">None</span>, <span style=\"color: #00af00; text-decoration-color: #00af00\">6</span>)              │           <span style=\"color: #00af00; text-decoration-color: #00af00\">774</span> │\n└─────────────────────────────────┴────────────────────────┴───────────────┘\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Total params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,307,654</span> (104.17 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">27,307,654</span> (104.17 MB)\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedHTMLCommon jp-RenderedHTML jp-OutputArea-output\" data-mime-type=\"text/html\" tabindex=\"0\">\n<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"><span style=\"font-weight: bold\"> Non-trainable params: </span><span style=\"color: #00af00; text-decoration-color: #00af00\">0</span> (0.00 B)\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "model_reload_1.summary()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "reduce_lr = ReduceLROnPlateau(\n",
    "    monitor='val_loss',\n",
    "    factor=0.2,\n",
    "    patience=2,             \n",
    "    min_lr=1e-6,\n",
    "    verbose=1\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "early_stopping = EarlyStopping(\n",
    "    monitor='val_loss',       # metrica da monitorare\n",
    "    patience=3,               # numero di epoche da aspettare prima di fermarsi\n",
    "    restore_best_weights=True, # ripristina i migliori pesi\n",
    "    mode='min',              # minimizzare la loss\n",
    "    min_delta=0.001,         # cambiamento minimo da considerare come miglioramento\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "model_checkpoint_path = \"anti_hater_model_reload__1.keras\"\n",
    "\n",
    "model_checkpoint = ModelCheckpoint(\n",
    "    filepath=model_checkpoint_path,   # Percorso per salvare il modello\n",
    "    monitor='val_loss',               # Metrica da monitorare\n",
    "    save_best_only=True,              # Salvo solo il modello migliore\n",
    "    save_weights_only=False,          # Salvo l'intero modello (inclusa l'architettura)\n",
    "    mode='min',                       # minimizzare la val_loss\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Epoch 1/10\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 144ms/step - accuracy: 0.6887 - loss: 0.0831\nEpoch 1: val_loss improved from inf to 0.29047, saving model to anti_hater_model_reload__1.keras\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">929s</span> 147ms/step - accuracy: 0.6887 - loss: 0.0831 - val_accuracy: 0.9000 - val_loss: 0.2905 - learning_rate: 8.0000e-06\nEpoch 2/10\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 142ms/step - accuracy: 0.6953 - loss: 0.0815\nEpoch 2: val_loss did not improve from 0.29047\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">917s</span> 145ms/step - accuracy: 0.6953 - loss: 0.0815 - val_accuracy: 0.8984 - val_loss: 0.2989 - learning_rate: 8.0000e-06\nEpoch 3/10\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 142ms/step - accuracy: 0.6923 - loss: 0.0820\nEpoch 3: ReduceLROnPlateau reducing learning rate to 1.6000001778593287e-06.\n\nEpoch 3: val_loss did not improve from 0.29047\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">914s</span> 145ms/step - accuracy: 0.6923 - loss: 0.0820 - val_accuracy: 0.9004 - val_loss: 0.2987 - learning_rate: 8.0000e-06\nEpoch 4/10\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 143ms/step - accuracy: 0.6902 - loss: 0.0812\nEpoch 4: val_loss did not improve from 0.29047\n<span class=\"ansi-bold\">6313/6313</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">924s</span> 146ms/step - accuracy: 0.6902 - loss: 0.0812 - val_accuracy: 0.8999 - val_loss: 0.3015 - learning_rate: 1.6000e-06\nEpoch 4: early stopping\nRestoring model weights from the end of the best epoch: 1.\nIl modello è stato salvato in: anti_hater_model_reload__1.keras\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "history = model.fit(\n",
    "    X_train_balanced,\n",
    "    y_train_balanced,\n",
    "    validation_data=(X_val_mlsmote, y_val_mlsmote), # Usa i dati di validazione originali\n",
    "    epochs=10,\n",
    "    batch_size=32,\n",
    "    callbacks=[early_stopping, reduce_lr, model_checkpoint], \n",
    "    verbose=1\n",
    ")\n",
    "\n",
    "print(f\"Il modello è stato salvato in: {model_checkpoint_path}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Valutazione-del-quarto-modello-(primo-modello-+-focal-loss)-sul-test-set\"><font color=\"red\">Valutazione del quarto modello (primo modello + focal loss) sul test set</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nValutazione sul Test Set:\n<span class=\"ansi-bold\">748/748</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">20s</span> 27ms/step\n\nMetriche del Test Set:\n        Category  Accuracy  F1-Score  Precision\n0          toxic  0.866227  0.510547   0.392849\n1   severe_toxic  0.893006  0.064304   0.035341\n2        obscene  0.882771  0.407767   0.278788\n3         threat  0.898438  0.006539   0.003378\n4         insult  0.874081  0.347619   0.232686\n5  identity_hate  0.891920  0.024142   0.013083\n\nInferenza su alcuni esempi del Test Set:\nCommento #1:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.14 0.   0.01 0.   0.02 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #2:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.02 0.   0.   0.   0.   0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #3:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.02 0.   0.01 0.   0.01 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #4:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.02 0.01 0.01 0.01 0.01 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #5:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #6:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.03 0.   0.   0.   0.01 0.  ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #7:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.03 0.03 0.03 0.03 0.03 0.03])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #8:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.26 0.24 0.29 0.22 0.19 0.21])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #9:\n - Predetto: [1 1 1 0 1 0] (probabilità: [1.   0.65 0.98 0.32 0.96 0.49])\n - Vero: [1 1 1 0 1 0]\n--------------------------------------------------\nCommento #10:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.15 0.14 0.12 0.21 0.16 0.16])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #11:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.05 0.06 0.05 0.05 0.05 0.05])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #12:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0. 0. 0. 0. 0. 0.])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #13:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.21 0.08 0.12 0.09 0.12 0.1 ])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #14:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.01 0.01 0.01 0.01 0.01 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\nCommento #15:\n - Predetto: [0 0 0 0 0 0] (probabilità: [0.07 0.01 0.02 0.01 0.02 0.01])\n - Vero: [0 0 0 0 0 0]\n--------------------------------------------------\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print(\"\\nValutazione sul Test Set:\")\n",
    "y_test_pred = model_reload_1.predict(X_test_mlsmote)  # Predizioni sul test set\n",
    "y_test_pred_binary = (y_test_pred > 0.5).astype(int)  # Converto probabilità in etichette binarie\n",
    "\n",
    "test_metrics_df_reload_1 = pd.DataFrame()\n",
    "test_metrics_df_reload_1['Category'] = categories\n",
    "\n",
    "test_accuracies = []\n",
    "test_f1_scores = []\n",
    "test_precisions = []\n",
    "\n",
    "for i in range(len(categories)):\n",
    "    test_acc = accuracy_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_f1 = f1_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    test_prec = precision_score(y_test_mlsmote[:, i], y_test_pred_binary[:, i])\n",
    "    \n",
    "    test_accuracies.append(test_acc)\n",
    "    test_f1_scores.append(test_f1)\n",
    "    test_precisions.append(test_prec)\n",
    "\n",
    "test_metrics_df_reload_1['Accuracy'] = test_accuracies\n",
    "test_metrics_df_reload_1['F1-Score'] = test_f1_scores\n",
    "test_metrics_df_reload_1['Precision'] = test_precisions\n",
    "\n",
    "print(\"\\nMetriche del Test Set:\")\n",
    "print(test_metrics_df_reload_1)\n",
    "\n",
    "\n",
    "print(\"\\nInferenza su alcuni esempi del Test Set:\")\n",
    "\n",
    "num_examples = 15\n",
    "for idx in range(num_examples):\n",
    "    comment = X_test_mlsmote[idx]\n",
    "    true_labels = y_test_mlsmote[idx]\n",
    "    predicted_probs = y_test_pred[idx]\n",
    "    predicted_labels = y_test_pred_binary[idx]\n",
    "    \n",
    "    print(f\"Commento #{idx + 1}:\")\n",
    "    print(f\" - Predetto: {predicted_labels} (probabilità: {predicted_probs.round(2)})\")\n",
    "    print(f\" - Vero: {true_labels}\")\n",
    "    print(\"-\" * 50)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Precisione Globale (Global Accuracy):</span>\n0.8805\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "global_hamming_loss = hamming_loss(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "global_accuracy_reload_1 = 1 - global_hamming_loss\n",
    "\n",
    "print_colored(f\"Precisione Globale (Global Accuracy):\", \"blue\")\n",
    "print(f\"{global_accuracy_reload_1:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per toxic:\n[[19064  2581]\n [  621  1670]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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r+7S+rt27UrXtnPnThUtWlSSHFPonp6eGf673Cw/Pz+1adNGbdq00eXLl9WqVSu9/vrrGjRokMLCwuTv76/U1FSXtt2yZUs988wzjtMYO3fu1KBBg5z6lChRQufPn8/yvmT38cjoZyEsLEy+vr7X/Vl3c3NTVFSUo23IkCHatm2bRo8erQEDBmjgwIGaMGFCptstUaKE5TchyF2cwkC26N+/v/z8/NS5c2cdO3Ys3fI9e/Zo/Pjxkq5OwUvSuHHjnPqMGTNGktS0adNsq6tEiRJKTEzUr7/+6mg7evSovvjiC6d+p0+fTrfutQcqXbp0KcOxIyIiVLlyZc2YMcMppGzdulWLFy927GdOqFevnoYNG6aJEycqPDz8uv3c3d3TzW58+umn6c6JXws6GYUtqwYMGKADBw5oxowZGjNmjIoWLarY2NjrHse/mzdvnlN969at09q1a9WkSRNJUoECBXTfffdpypQpOnr0aLr1rz0TJCtOnTrl9NrLy0sxMTEyxujKlStyd3fXI488orlz52b4x+7v2w4KClLjxo01Z84cffLJJ/Ly8kr3gKbWrVtrzZo1+vbbb9ONd+bMGaWkpGRac3YfDz8/v3Q/B+7u7mrUqJHmz5/vOJUkXQ39H330kWrXru04lbl27VqNHj1aPXv2VJ8+fdSvXz9NnDhR3333XabbfeSRR7R58+Z0v5uStRk63DrMQCBblChRQh999JHatGmjsmXLOj2J8scff9Snn37qeO59pUqVFBsbq6lTp+rMmTOqW7eu1q1bpxkzZqhly5aqV69ettXVtm1bDRgwQA8//LC6d++u5ORkvfvuuypdurTTRYRDhw7VqlWr1LRpU0VHR+v48eOaNGmSChcurNq1a193/FGjRqlJkya655571KlTJ124cEFvv/22AgMDMz21cLPc3Nz08ssv37Bfs2bNNHToUHXo0EE1a9bUli1bNGvWLKcL4aSr/35BQUGaPHmy/P395efnpxo1arh87cA1y5cv16RJkzRkyBDdeeedkqTp06frvvvu0+DBgzVy5MgbjlGyZEnVrl1b3bp106VLlzRu3Djlz5/faYr/nXfeUe3atVWhQgV16dJFxYsX17Fjx7RmzRodOnRImzdvtlT3NY0aNVJ4eLhq1aqlggULatu2bZo4caKaNm3quEh4xIgRWrFihWrUqKEuXbooJiZGp0+f1saNG7V06dJ0YbRNmzZ66qmnNGnSJDVu3Djdw8769eunBQsWqFmzZmrfvr2qVq2qpKQkbdmyRZ999pn27dvnNFuUkew8HlWrVtXSpUs1ZswYRUZGqlixYqpRo4Zee+01LVmyRLVr19azzz4rDw8PTZkyRZcuXXL8u168eFGxsbEqVaqUXn/9dUlSXFycvvzyS3Xo0EFbtmy57qxcv3799Nlnn+mxxx5Tx44dVbVqVZ0+fVoLFizQ5MmTValSJZf3AbdIrt3/gX+knTt3mi5dupiiRYsaLy8v4+/vb2rVqmXefvttp1vMrly5YuLi4kyxYsWMp6eniYqKyvRBUn/399sHr3cbpzFXHxBVvnx54+XlZcqUKWM+/PDDdLdxLlu2zLRo0cJERkYaLy8vExkZaR5//HGnW+uu9yCppUuXmlq1ahkfHx8TEBBgHnrooes+SOrvt4leu83wr8+MyMhfb+O8nuvdxtmnTx8TERFhfHx8TK1atcyaNWsyvP1y/vz5JiYmxnh4eGT4IKmM/HWcs2fPmujoaHPnnXeaK1euOPXr1auXcXNzc3roUGb1v/XWWyYqKsrxTILNmzen679nzx7Trl07Ex4ebjw9PU2hQoVMs2bNzGeffeboc+34rl+/PrND5zBlyhRTp04dkz9/fmO3202JEiVMv379TGJiolO/Y8eOmeeee85ERUUZT09PEx4ebho0aGCmTp2absyzZ88aHx8fI8l8+OGHGW733LlzZtCgQaZkyZLGy8vLhIaGmpo1a5rRo0eby5cvpzs+GXHleLhi+/btpk6dOo6a//4gqcaNG5t8+fIZX19fU69ePcdzIoy5+u/s7u5u1q5d6zTmzz//bDw8PEy3bt0cbRk9SOrUqVPm+eefN4UKFTJeXl6mcOHCJjY2Nt0ts8gbbMYwNwQg9+3bt0/FihXTqFGj1Ldv39wuB8ANcA0EAACwjGsgAOBfICEhIdPlPj4+CgwMvEXV4J+AAAEA/wJ//YTcjMTGxio+Pv7WFIN/BAIEgDyhaNGi3K6Xg5YsWZLp8sjIyFtUCf4puIgSAABYxkWUAADAMgIEAACw7B95DYRPledzuwQAmdi57K3cLgHAdUSF2F3qxwwEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALPPI7QKQN134ZWKmy1+b/LVmLvhJO74equOnz6ncQ6/qfPIlx/KfPhmoL1f8qtenfO3S9jw83PTqsw+pce1yKlY4v86ev6jla7dr8IQFOnoi0dGvf6fGanJvOVUsXViXU1IUUae/0zgVShdS3w73q2blEsof5Kf9R07r/c9+0Dsfr3Tq17ZJNfVq31Alowoo8fwFLV79u14cN0+nE5MkSd++10N1qpVKV+c3329Vq+6TXdonIDeMHPayFn+9IF37jDlfqVBUEaflHh4eKlAwQvc3eUhPxHaWu4drfxI2bVyvuZ/M1I7ftyo56bwKRUWr9ZPt1aBx0wz7r1jyjV5/ZYBq1qmnoW+Od7QbYzTjvUn6esFcnT93TuUqVlaP/i+rcFS0JCnh6GF9OG2qNm1Yq9OnTil/WJgaNm6qJ9o/LU9PT6uHBtmMAIEMFW04yPH9o42qanC3pqr08FBH2/nkS8oflE+S5O9rV892DfTaZNfCQkZ8vb1UuWyURrz3jX7deVjBAb4a3e9RfTruGdV+cqSjn5enuz5f8ovW/rpXsS3vSTdOlbJROnH6nDq8PEOHEv7U3ZWK652XH1dqWpomz14lSbqnUnG9P6yd+r81Vwu/26pCBQI14aW2mjT4cbXt+74kqW2f9+Tl6e4YNyTQT+tmD9LnS37J8j4Ct0r1u2up38vDnNoCg4LTLb9y+bLWrvleb48eLncPDz0R29ml8X//dZOKlyittk91VHBIfv20+ju9OfQl+fnl09216zr1TTh6WFPefksVKt+ZbpzZH07XF59+pP6DX1NEZCFNnzpRA3t21bSP5snLbteBfXtlTJp6DnhFkYWLaN8fuzTmjThdvHBBz3Tvm4Ujg+xEgECGjp065/g+8fwFGRmnNknKH3T1v+9+8p26P1VfU2av0ok/z2dpe2fPX1Szbs6zHr1GzNEPs/orKjxYBxP+lCRHSHnqoRoZjvN/839yer3v8CnVqFhMLepXcgSIGhWLaf+RU5r08XeSpP1HTumDuavVp31Dx3p/nk12GuexxlWVfPEyAQK3BU8vL4XkD3VpefNWbbT6u+Va88NKlwPEE+27OL1u1eYp/bxujb5fucwpQKSmpuqNIYMU2/lZbdm8UefP/+//IcYYfT77Qz3Zvotq1aknSRrwyut6rGk9rV61XPXub6K77qmtu+6p7VgnslBhHdy/T19+MYcAkQdwDQRu2pxFG7Tn4Am9+HST6/Z56ZkHtX1hnKVxA/x9lJaWpjPnLtxUfYH5vJ0Cwdpf96pweLAa146RJBUI8dfDDStr0Q+/X3eM2JY19em3G5V88fJN1QLkRV52u1KuXHG8bnhPRX27cL6lMZLOn1dAQIBT24fTJisoOERNmrdK1//okcM6feqk7qx+t6MtXz5/lY2poN+3br7+dpLOKyAg0FJtyBm5OgNx8uRJTZs2TWvWrFFCQoIkKTw8XDVr1lT79u0VFhaWm+XBRcYYDZ6wQHPHP6MJs1Zo76GT6fqcOnNefxxM3349di8Pvda9heYs2qBzSRezXNvdlYrp0UZV9XD3dx1tazb/oQ4vztDMER3l7eUpT093ffXdFvUcMTvDMaqVi1b5UpHqFjcry3UAt9JPq1epWf3/zdLddXdtvTL8rXT9jDHauH6tfl77o1o++rijPapIUfn55XN5eyuXfqud27aq14DBjrYtmzfqmy+/0JT/+zTDdf48dfX/B8Eh+Z3ag0Ly6/SpUxmuc/jgAc379GM980Jvl2tDzsm1ALF+/Xo1btxYvr6+atiwoUqXLi1JOnbsmCZMmKARI0bo22+/VbVq1TId59KlS7p06ZJTm0lLlc3N/TprICcsXbNNP/6yR0Oebab2L8anWz559irHKYQb8fBw04cjO8lms6n78Iz/qLsipkSE5ox9Wq9P/VrLftruaL+jeLhG939Ub0z9RkvWbFN4aKCG92ypt19qq25xH6UbJ7blPdqy87B+/m1/lmsBbqXKd1ZXj34vO157+/g4Lb8WMFJTUpSWZlS/URO169zNsXz67PQXYV7Ppg3rNPr1weo1cIiKFi8pSUpOStKbcS+q96AhTtde3IyTx49pUK9uqlv/fjVt8Wi2jImbk2sB4oUXXtBjjz2myZMny2azOS0zxqhr16564YUXtGbNmkzHeeONNxQX5zw17l6wujwj7sr2mpG5wRMWaOWMPho7Y2mWx/DwcNOsNzupSESwmjz9dpZnH+4oHq6vp7ygaXN/1Jvvf+u0rF+HRlqzaY/G/t8ySdLWXUeUfOGSlk3vrbh3vlLCybOOvr7eXnqscVUNe3dhlvcJuNW8fXxUKKrIdZdfCxgenp4KDQ1z+e6Lv9u88We93O8Fde3RX40ebO5oP3L4oBKOHtHL/bo72kxamiSpUe0qiv9kgYL/ew3Gn6dPKX/o/2abz5w+pRKlyzht5+SJ4+rzfGfFVKikXgOHZKlWZL9cCxCbN29WfHx8uvAgSTabTb169VKVKlVuOM6gQYPUu7fzdFaBewdkW51w3c+/7df85Zs0rHuLLK1/LTyUKBKmB56e4Lil0qqyxcP1zdTumvXlWr36zpfplvv6eCklJdWpLTXNSFK6n8dW91eR3ctDH3+9Pku1AHnRjQKGKzZtXK+X+z6vLs/2UrOWzjMCRaKL6b0P5zq1TZ86UReSkvRsrwEKKxguDw8PheQP1S8/r1XJ0ndIunp9w7bft+ihVq0d6508fkx9nu+s0neUVb+Xh8nNjUv38opcCxDh4eFat26d7rjjjgyXr1u3TgULFrzhOHa7XXa73amN0xe5Z8jEr7Txs5eUkur8B7prmzpqXq+SHuz6dobreXi46aNRnVXljii16jFZ7m42FczvL0k6nZisK//9gx8VHqzgAF9FRQTL3c1NFUsXkiTtOXhCSRcuK6ZEhL6Z2l1Lf9ymCR8ud4yRmmZ08r93iCz8bosmDX5CXR6rrSU/blNEaKBG9XtE67fsc3rmhCS1b3mPvlz5a5bDDHA76tCmuTp166Ha9zXIcPmmDev0ct/n9XDrJ3VvvYY6/d/rGTw8PBUQGCgvu13FSjg/RyVfvqu/i39tb9XmKc2Kn6pCUUUUHlFI8e+9o/yhYapVp76k/4aH5zqpQHiEnnm+jxLP/OlYN7O7THBr5FqA6Nu3r55++mlt2LBBDRo0cISFY8eOadmyZXrvvfc0evTo3CoPWbT7wHHNmL9GnR+t7dSePyifikdd/xc+MixID91XUZK0bvYgp2WNOo/X9xt2SZIGd2uq/zT/31Xba//b91qfhxtWUYEQfz3R7C490ex/p7H2HzmlO5penfr88Mu18vfzVtc2dTWiVyslnr+glet26OXxzledl4ouoFp3llTTrpk/VAv4pzl4YJ+Skq5/S/birxfo4sWL+vj/PtDH//eBo71ilWoaM2may9tp81QHXbxwQWNHDNX58+dUvmIVjRj7rrz++6Zww/qfdPjQAR0+dEBtW9zvtO7SNb9a3CtkN5sxxuTWxmfPnq2xY8dqw4YNSv3vO1Z3d3dVrVpVvXv3VuvWrW8wQsZ8qjyfnWUCyGY7l6W/IwBA3hAVYr9xJ+VygLjmypUrOnny6hRYaGjoTT+ilAAB5G0ECCDvcjVA5IknUXp6eioiIiK3ywAAAC7iclYAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABY5uFKp5CQEO3cuVOhoaEKDg6WzWa7bt/Tp09nW3EAACBvcilAjB07Vv7+/pKkcePG5WQ9AADgNmAzxpjcLiK7+VR5PrdLAJCJncveyu0SAFxHVIjdpX4uzUCcPXvW5Q0HBAS43BcAANyeXAoQQUFBmV73IEnGGNlsNqWmpmZLYQAAIO9yKUCsWLEip+sAAAC3EZcCRN26dXO6DgAAcBtxKUBkJDk5WQcOHNDly5ed2itWrHjTRQEAgLzNcoA4ceKEOnTooG+++SbD5VwDAQDAP5/lJ1H27NlTZ86c0dq1a+Xj46NFixZpxowZKlWqlBYsWJATNQIAgDzG8gzE8uXLNX/+fFWrVk1ubm6Kjo7W/fffr4CAAL3xxhtq2rRpTtQJAADyEMszEElJSSpQoIAkKTg4WCdOnJAkVahQQRs3bsze6gAAQJ5kOUCUKVNGO3bskCRVqlRJU6ZM0eHDhzV58mRFRERke4EAACDvsXwKo0ePHjp69KgkaciQIXrggQc0a9YseXl5KT4+PrvrAwAAedBNfxZGcnKytm/friJFiig0NDS76ropfBYGkLfxWRhA3uXqZ2FYPoVxzeXLl7Vjxw55eXnpzjvvzDPhAQAA5DzLASI5OVmdOnWSr6+vypUrpwMHDkiSXnjhBY0YMSLbCwQAAHmP5QAxaNAgbd68WStXrpS3t7ejvWHDhpo9e3a2FgcAAPImyxdRzps3T7Nnz9bdd9/t9Amd5cqV0549e7K1OAAAkDdZnoE4ceKE4zkQf5WUlHTDj/wGAAD/DJYDRLVq1bRw4ULH62uh4f3339c999yTfZUBAIA8y/IpjOHDh6tJkyb6/ffflZKSovHjx+v333/Xjz/+qO+++y4nagQAAHmM5RmI2rVra9OmTUpJSVGFChW0ePFiFShQQGvWrFHVqlVzokYAAJDHWJ6BkKQSJUrovffeS9f+2Wef6dFHH73pogAAQN5maQYiJSVFW7du1c6dO53a58+fr0qVKunJJ5/M1uIAAEDe5HKA2Lp1q0qWLKlKlSqpbNmyatWqlY4dO6a6deuqY8eOatKkCbdxAgDwL+HyKYwBAwaoZMmSmjhxoj7++GN9/PHH2rZtmzp16qRFixbJx8cnJ+sEAAB5iMsfplWgQAEtXrxYlStXVmJiooKDgzVjxgz95z//yekaLePDtIC8jQ/TAvKubP8wrZMnTyoyMlKSFBgYKD8/P919991Zqw4AANzWXD6FYbPZdO7cOXl7e8sYI5vNpgsXLujs2bNO/QICArK9SAAAkLe4HCCMMSpdurTT6ypVqji9ttlsSk1Nzd4KAQBAnuNygFixYkVO1gEAAG4jLgeIunXr5mQdAADgNmL5UdYAAAAECAAAYBkBAgAAWObyg6RuJxdTcrsCAABuT94uXh3JDAQAALDMpZzRqlUrxcfHKyAgQK1atcq07+eff54thQEAgLzLpQARGBgom83m+B4AAPy7WboGwhijgwcPKiwsLE9/+ibXQAAAkDU5cg2EMUYlS5bUoUOHslITAAD4h7AUINzc3FSqVCmdOnUqp+oBAAC3Act3YYwYMUL9+vXT1q1bc6IeAABwG7D8HIjg4GAlJycrJSVFXl5e6a6FOH36dLYWmBVcAwEAQNa4eg2Eyx+mdc24ceOsrgIAAP5heBIlAABwyLEZCElKTU3VvHnztG3bNklSuXLl1Lx5c7m7u2dlOAAAcJuxPAOxe/duPfjggzp8+LDKlCkjSdqxY4eioqK0cOFClShRIkcKtYIZCAAAssbVGQjLAeLBBx+UMUazZs1SSEiIJOnUqVN66qmn5ObmpoULF1ouNrsRIAAAyJocCxB+fn766aefVKFCBaf2zZs3q1atWjp//ryV4XIEAQIAgKzJsU/jtNvtOnfuXLr28+fPy8vLy+pwAADgNmQ5QDRr1kxPP/201q5dK2OMjDH66aef1LVrVzVv3jwnagQAAHmM5VMYZ86cUWxsrL788kt5enpKklJSUtS8eXPFx8fniU/r5BQGAABZk2PXQFyza9cubd++XZJUtmxZlSxZMivD5AgCBAAAWZPjASIvI0AAAJA12fogqd69e7u84TFjxrjcFwAA3J5cChC//PKLS4PZbLabKgYAANweOIUBAAAccuw5EAAAAFn6MK2ff/5Zc+bM0YEDB3T58mWnZZ9//nm2FAYAAPIuyzMQn3zyiWrWrKlt27bpiy++0JUrV/Tbb79p+fLleeIZEAAAIOdZDhDDhw/X2LFj9eWXX8rLy0vjx4/X9u3b1bp1axUpUiQnagQAAHmM5QCxZ88eNW3aVJLk5eWlpKQk2Ww29erVS1OnTs32AgEAQN5jOUAEBwc7PkyrUKFC2rp1q6Srj7hOTk7O3uoAAECeZPkiyjp16mjJkiWqUKGCHnvsMfXo0UPLly/XkiVL1KBBg5yoEQAA5DEuPwdi69atKl++vE6fPq2LFy8qMjJSaWlpGjlypH788UeVKlVKL7/8soKDg3O65hviORAAAGRNtn8Whpubm6pXr67OnTurbdu28vf3v5n6chQBAgCArMn2B0l99913KleunPr06aOIiAjFxsbq+++/z2p9AADgNmb5UdZJSUmaM2eO4uPj9f3336tkyZLq1KmTYmNjFR4enlN1WsIMBAAAWXNLPs579+7dmj59umbOnKmEhAQ98MADWrBgQVaHyzYECAAAsuaWBAjp6ozErFmzNGjQIJ05c0apqak3M1y2IEAAAJA1rgaILH0WhiStWrVK06ZN09y5c+Xm5qbWrVurU6dOWR0OAADcRizNQBw5ckTx8fGKj4/X7t27VbNmTXXq1EmtW7eWn59fTtZpCTMQAABkTbbPQDRp0kRLly5VaGio2rVrp44dO6pMmTJZrQ8AANzGXA4Qnp6e+uyzz9SsWTO5u7vnZE0AACCPu+mLKPMiTmEAAJA12f4gKQAAgGsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMgIEAACwjAABAAAsI0AAAADLCBAAAMAyAgQAALCMAAEAACwjQAAAAMsIEAAAwDICBAAAsIwAAQAALCNAAAAAywgQAADAMo/cLgC3t8EvDtSC+V+ka//y68UqEh3tWN69Zx916vK0Y/nyZUvVq/tz2vzbDpe3denSJb0WN0S///6b9v6xR3Xq3qdxb09y6rN+3Vp17tAu3brLVv6g0LAwSVJS0nm9M2G8li9bqtOnT+mOsjHqP/BFla9Q0eVagNtRpXJlMl3e9dnn1bzlw3qwUQNHW2BgkMqWK6eevfuqbNkYl7eVnJSkcWPf0orlS5V45owKFSqsx5/6j1q3edzR5+SJExrz1kj99OOPSkpOUtGixdTl6a5q2Kix9Z3DLUeAwE2rVfteDX3tDae24JAQx/d2u13Tp72nx1q3UUBgYJa3k5qaKru3XU88+R8tXfJtpn3nL1ykfH75HK9D8ud3fP/qKy9r965den3ESIWFFdDCrxbomc4d9PmCr1WwYMEs1wfkdctW/uD4/ttFX2vSxAma/9UiR5uvr6/+PPOnJGnqB/EqUaKkjh1L0JtvvK7nnumieV99o4CAAJe2NXrkCK1b+5OGjxilyEKFtGb1ag1/LU4FwgrovvpXA8pLLw7QubNnNX7iuwoODtbXC79Uvz499dGcuZbCCnIHpzBw07y8vBQaFub05e7u7lhe4+6aCg0N1QfvTbmp7fj6+urlV+L0yGOtFRoalmnfkJD8TvW4uV39Ub948aKWLVmsXn36qWq16ioSHa1uz72gqCLR+vSTj26qPiCv++vvRL58/rLZbE5tvn5+jr6BgUEKDQtTufIV1Ltvf506dVJbft3s8rY2bfpFD7Voqep31VChQoX1aOs2Kl3mDm3d8qujz+ZfftHjTz6lChUrqnBUlJ7u+qz8/QO07bffsnW/kTMIEMhx7u5ueqFHb3380Yc6lpBw3X6VypXR/C8+z5ZttnmkpRrUra1nOnfQLxs3ONpTU1OuzmTY7U797Xa7fvllY7ZsG/insXt7S5KuXLkiSXr3nbfV5P76ma5TuXIVfbdiuY4dOyZjjNat/Un79+3VPbVqO/pUqlJF3y76RolnzigtLU3ffL1Qly5fUrXqd+XcziDbcAoDN23Vdyt1d7Uqjte1771Xo8dOcOrToOH9KnNHWU16Z4Lihg3PcJyixYopn7//TdUSFhaml4fEqVy58rp8+bI+n/upOndopw8/nqOyMeXk55dPlSpX0dTJk1SseHHlzx+qb77+Sr9u3qSoIkVuatvAP9HZs2c1dfIk+fr6qsJ/rxMKCgpW4aioTNcb+NJgDR0yWI3q15GHh4dsNpuGxL2mqtWqO/qMemuc+vfppTq1asjDw0Pe3t4aO36iikRH5+g+IXvk6QBx8OBBDRkyRNOmTbtun0uXLunSpUtObcbdnu4dJnJO9btq6KXBrzpe+/j6ZNivZ+++6tIxVrHtO2W4/K/nYrOqaLHiKlqsuON15Sp36tDBg5r5f/EaPmKUJOn1N0ZqyOAXdX+9OnJ3d9cdZWP0wINNte13pk2Ba2KfaiubzU0XLiSrcFSURr41TvlDQyVJjz/5lB5/8qlM1/941kz9+usmjZ/4riIjI7Xh5581/LU4hRUooLvvqSlJeuft8Tp37qymfhCvoKBgrVi+VP379NT0/5ulUqUzv+ATuS9PB4jTp09rxowZmQaIN954Q3FxcU5tLw0eopdfeTWHq8M1Pj4+Lr1jqFqtumrWqq0J495S85atbkFlV5WvUEG/bPzf6YmoIkU0bcaHSk5OVlLSeYWFFVC/Pj1VuHDm76iAf5M3R49ViRIlFRgU5PKFk9dcvHhRE8aN1dgJE1Wn7n2SpNJl7tCOHds0Y/oHuvuemjp44IA++ehDzZ3/lUqWLCVJKnPHHdq44Wd98vEsDR4yNLt3CdksVwPEggULMl3+xx9/3HCMQYMGqXfv3k5txp3Zh7yqR68+av1IS0UXLXbLtrlj+3bHLZx/5evrK19fX51NTNSa1T+oZ+9+t6wmIK8LD4/I8mm9lJQUpaRckZubzandzc1dacZIki5evHC1zeaWro9JM1naLm6tXA0QLVu2lM1mkzHX/2Gx2WzXXSZdvfjt76crLqZkS3nIAaVKl9GDzR7Sx7NmplvWotkD6t6zjxo0vP+66+/ZvVtXrlxRYuIZJSUlafu2bZKkO8qWlSR9+H/xKlS4sEqUKKVLly/pi88+1bq1P2nye/+bxVr9w/eSMYouVkwHDxzQ2NEjVbRYcbV4+NbNigC3s49nfajly5bovWkzMlyeL18+Vat+l8aMHiW73VsRkZHasH69vlowT337D5R09XRjkSLRGhb3inr3HaCgoCAtX75UP61Zrbcn3dwdW7g1cjVAREREaNKkSWrRokWGyzdt2qSqVave4qqQ0559vru+/ebrdO379u7V+XPnMl33+W5P68iRw47XbR5tKUmOB1JduXJFb418U8ePH5O3t49KlS6tKe9P11017nasc/78OU0YN0bHEhIUGBikBvc30gs9esnT0zMb9g745ztz5k8dOngw0z5vjhqj8ePGaNCAvjqbmKiIyEg9372XHvvvg6Q8PT01cfJUjR/zlro/31XJyckqElVEw4aP0L116t6K3cBNspnM3v7nsObNm6ty5coaOjTjc12bN29WlSpVlJaWZmlcZiAAAMgabxenFnJ1BqJfv35KSkq67vKSJUtqxYoVt7AiAADgilydgcgpzEAAAJA1rs5A8CRKAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWGYzxpjcLgLIzKVLl/TGG29o0KBBstvtuV0OgL/g9/PfiwCBPO/s2bMKDAxUYmKiAgICcrscAH/B7+e/F6cwAACAZQQIAABgGQECAABYRoBAnme32zVkyBAu0ALyIH4//724iBIAAFjGDAQAALCMAAEAACwjQAAAAMsIEAAAwDICBPK0d955R0WLFpW3t7dq1KihdevW5XZJACStWrVKDz30kCIjI2Wz2TRv3rzcLgm3GAECedbs2bPVu3dvDRkyRBs3blSlSpXUuHFjHT9+PLdLA/71kpKSVKlSJb3zzju5XQpyCbdxIs+qUaOGqlevrokTJ0qS0tLSFBUVpRdeeEEDBw7M5eoAXGOz2fTFF1+oZcuWuV0KbiFmIJAnXb58WRs2bFDDhg0dbW5ubmrYsKHWrFmTi5UBACQCBPKokydPKjU1VQULFnRqL1iwoBISEnKpKgDANQQIAABgGQECeVJoaKjc3d117Ngxp/Zjx44pPDw8l6oCAFxDgECe5OXlpapVq2rZsmWOtrS0NC1btkz33HNPLlYGAJAkj9wuALie3r17KzY2VtWqVdNdd92lcePGKSkpSR06dMjt0oB/vfPnz2v37t2O13v37tWmTZsUEhKiIkWK5GJluFW4jRN52sSJEzVq1CglJCSocuXKmjBhgmrUqJHbZQH/eitXrlS9evXStcfGxio+Pv7WF4RbjgABAAAs4xoIAABgGQECAABYRoAAAACWESAAAIBlBAgAAGAZAQIAAFhGgAAAAJYRIAAAgGUECAA5pn379mrZsqXj9X333aeePXu6tO6rr76qypUrZ2s98fHxCgoKytYxgX8rnkQJ/Au1b99eM2bMkCR5enqqSJEiateunV588UV5eGTfR+S0b99eZ86c0bx58yRJp0+flqenp/z9/W+47vnz53Xp0iXlz58/2+q5cOGCzp07pwIFCmTbmMC/FR+mBfxLPfDAA5o+fbouXbqkr7/+Ws8995w8PT01aNAgp36XL1+Wl5dXtmwzJCTE5b758uVTvnz5smW71/j4+MjHxydbxwT+rTiFAfxL2e12hYeHKzo6Wt26dVPDhg21YMECx2mH119/XZGRkSpTpowk6eDBg2rdurWCgoIUEhKiFi1aaN++fY7xUlNT1bt3bwUFBSl//vzq37+//j7B+ddTGCtXrpTNZkv31b59e0npT2GkpaVp6NChKly4sOx2uypXrqxFixY5lu/bt082m02ff/656tWrJ19fX1WqVElr1qxx9OEUBpB9CBAAJF19d3758mVJ0rJly7Rjxw4tWbJEX331la5cuaLGjRvL399f33//vVavXq18+fLpgQcecKzz1ltvKT4+XtOmTdMPP/yg06dP64svvrju9mrWrKmjR486vpYvXy5vb2/VqVMnw/7jx4/XW2+9pdGjR+vXX39V48aN1bx5c+3atcup30svvaS+fftq06ZNKl26tB5//HGlpKRk01ECcA0BAviXM8Zo6dKl+vbbb1W/fn1Jkp+fn95//32VK1dO5cqV0+zZs5WWlqb3339fFSpUUNmyZTV9+nQdOHBAK1eulCSNGzdOgwYNUqtWrVS2bFlNnjxZgYGB192ul5eXwsPDFR4eLk9PT3Xu3FkdO3ZUx44dM+w/evRoDRgwQG3btlWZMmX05ptvqnLlyho3bpxTv759+6pp06YqXbq04uLitH//fu3evTtbjhWA/yFAAP9SX331lfLlyydvb281adJEbdq00auvvipJqlChgtN1D5s3b9bu3bvl7+/vuDYhJCREFy9e1J49e5SYmKijR4+qRo0ajnU8PDxUrVq1G9Zx5coVPfLII4qOjtb48eMz7HP27FkdOXJEtWrVcmqvVauWtm3b5tRWsWJFx/cRERGSpOPHj9+wDgDWcBEl8C9Vr149vfvuu/Ly8lJkZKTT3Rd+fn5Ofc+fP6+qVatq1qxZ6cYJCwu7qTq6deumgwcPat26ddlyB4inp6fje5vNJunq9RMAshczEMC/lJ+fn0qWLKkiRYrc8A/3nXfeqV27dqlAgQIqWbKk01dgYKACAwMVERGhtWvXOtZJSUnRhg0bMh13zJgxmjNnjubPn5/p7ZoBAQGKjIzU6tWrndpXr16tmJgYF/YWQHYjQAC4oSeffFKhoaFq0aKFvv/+e+3du1crV65U9+7ddejQIUlSjx49NGLECM2bN0/bt2/Xs88+qzNnzlx3zKVLl6p///4aNWqUQkNDlZCQoISEBCUmJmbYv1+/fnrzzTc1e/Zs7dixQwMHDtSmTZvUo0ePnNhlADfAKQwAN+Tr66tVq1ZpwIABatWqlc6dO6dChQqpQYMGCggIkCT16dNHR48eVWxsrNzc3NSxY0c9/PDD1w0EP/zwg1JTU9W1a1d17drV0R4bG6v4+Ph0/bt3767ExET16dNHx48fV0xMjBYsWKBSpUrlyD4DyBxPogQAAJZxCgMAAFhGgAAAAJYRIAAAgGUECAAAYBkBAgAAWEaAAAAAlhEgAACAZQQIAABgGQECAABYRoAAAACWESAAAIBl/w/skX31K13cvAAAAABJRU5ErkJggg==\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per severe_toxic:\n[[21287  2402]\n [  159    88]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per obscene:\n[[20164  2499]\n [  307   966]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per threat:\n[[21497  2360]\n [   71     8]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per insult:\n[[20119  2648]\n [  366   803]]\n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>Confusion Matrix per identity_hate:\n[[21317  2414]\n [  173    32]]\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "conf_matrices = multilabel_confusion_matrix(y_test_mlsmote, y_test_pred_binary)\n",
    "\n",
    "if conf_matrices.shape[0] != len(categories):\n",
    "    print(\"Errore: Il numero di confusion matrix non corrisponde al numero di categorie.\")\n",
    "else:\n",
    "    for i, category in enumerate(categories):\n",
    "        plt.figure(figsize=(6, 4))\n",
    "        \n",
    "        conf_matrix = conf_matrices[i]\n",
    "        \n",
    "        labels = np.array([['TN', 'FP'], ['FN', 'TP']])\n",
    "        annotated_matrix = np.empty_like(conf_matrix, dtype=object)\n",
    "        for row in range(conf_matrix.shape[0]):\n",
    "            for col in range(conf_matrix.shape[1]):\n",
    "                annotated_matrix[row, col] = f\"{labels[row, col]}: {conf_matrix[row, col]}\"\n",
    "        \n",
    "        sns.heatmap(conf_matrix, annot=annotated_matrix, fmt='', cmap='Blues', cbar=False)\n",
    "        plt.title(f\"Confusion Matrix per {category}\")\n",
    "        plt.xlabel(\"Predizioni\")\n",
    "        plt.ylabel(\"Valori Reali\")\n",
    "        plt.show()\n",
    "        \n",
    "        print(f\"Confusion Matrix per {category}:\")\n",
    "        print(conf_matrix)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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\"/>\n</div>\n</div>\n<div 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e4X5I0OGDEGfPn0AQOkHN1/q1KmDGjVqYNq0aXj9+jWMjY3x22+/KZ1f4uTkBACYOHEi3N3doaWlhQEDBsDV1RWjR4/GsmXLEBkZiY4dO0JHRwePHj1CSEgINmzYIL8WUk6o8Q4WQr5afgttMfZp0Z8aNWqwGjVqKCySJZPJWGBgIHNxcWHGxsZMV1eX1atXjy1cuJClpqbm+1qHDh1iHTt2ZBUrVmTa2trM2tqa9e/fn4WFhRUq1vT0dLZ69WrWrFkzZmhoyEQiEfvmm2/YhAkT2OPHjxXq7tu3j1WvXp2JRCLWuHFjFhoaWuBCW/lJTk5menp6DADbt2+f0jopKSls1qxZrGbNmkwkEjEzMzPWqlUrtnr1aiaRSAq8ptwLbTVs2JCJxWJWp04dFhISUqTXKcw1KYvh81s9b9++zVxdXQu10NbZs2eZu7s7MzExYbq6uqxGjRps6NCh7Pr16/I6OQttfU7ZracXL15kTk5OTCQSFbjQFmOfFj779ttv5f9Gn19HVlYWMzU1ZSYmJiwjI6PQbZL72gDk+ffIaefAwEB52f3795mbmxszNDRkZmZmbOTIkezWrVt56kmlUjZhwgRmbm7OBAJBnmvavn07c3JyYnp6eszIyIg1aNCAzZgxg71580bl+IlmEzCmpM+XEEIKwc7ODvXr18fRo0fVHUqZJJVKYWNjg+7du2PXrl3qDocQldAcDEIIKaUOHz6MhIQEhYmXhGgKmoNBCCGlzJUrV3D79m0sXrwYTZo0gaurq8LzEokE79+/L/AcJiYmdDcHUStKMAghpJTZunUr9u3bh8aNGyMoKCjP8xcvXkTbtm0LPEdgYCCGDh1aPAESUgg0B4MQQjTMhw8fcOPGjQLr1KtXD9bW1iUUESF5UYJBCCGEEN7RJE9CCCGE8K7czcHgOA5v3ryBkZGRysv6EkIIIeUZYwwpKSmwsbGBUFhwH0W5SzDevHkDW1tbdYdBCCGEaKyXL1+iSpUqBdYpdwlGzjbcL1++zLMdc1FxHIeEhASYm5t/MaMjhUNtyj9qU35Re/KP2pRfxdGeycnJsLW1lX+WFqTcJRg5wyLGxsa8JhiZmZkwNjamXwqeUJvyj9qUX9Se/KM25VdxtmdhphjQvyAhhBBCeEcJBiGEEEJ4RwkGIYQQQnhHCQYhhBBCeEcJBiGEEEJ4RwkGIYQQQnhHCQYhhBBCeKfWBOPff/9F9+7dYWNjA4FAgMOHD3/xmLCwMDg6OkIsFqNmzZpKtzImhBBCiHqpNcFIS0tDo0aNsHnz5kLVj4mJQdeuXdG2bVtERkZi8uTJGDFiBEJDQ4s5UkIIIYSoQq0reXbu3BmdO3cudH1/f3/Y29tjzZo1AIC6deviwoULWLduHdzd3YsrTEIIIaRAjDFkZMvUHYYCjuOQkS0DY0wtr69RS4VfunQJbm5uCmXu7u6YPHlyvsdkZWUhKytL/jg5ORnAp4bnOI6XuDiOA2OMt/MRatPiQG3KL01qz9L44acMx3FIl0iRminRqKXCGQP6b7+M+7Ep6g5Fqdvz28NQl5/dw1V5v2tUghEXFwdLS0uFMktLSyQnJyMjIwN6enp5jlm2bBkWLlyYpzwhIQGZmZm8xMVxHJKSksAY06hfitKM2pR/1Kb8Kkx7MsaQKVVvAsIYMCYkCtEJGWqNg5SM7HevkHrvDCq0GSzfLyQhIQHpYh1ezp+SUvgkSqMSjKKYNWsWfHx85I9zdoIzNzfndbMzgUBAOwDyiNqUf9Sm/PpSezLG0G/bZdx48bHkgyNq4WBthOBRLVGIfcB4J5PJsHHDeixZvxBZWVlYM7Iz+vUfgMTERNhaW0JLS4uX19HV1S10XY1KMKysrBAfH69QFh8fD2NjY6W9FwAgFoshFovzlAuFQl7/yAoEAt7PWd5Rm/KP2jSvog4fcByHTOmnH2XNmS6RlarkwsHaGCFjnNXy4VdYmr5du56OVqF2GeXb/fv3MWzYMFy5cgXAp6kDHdu3g6GuCOkibWhpafHWnqqcR6MSDGdnZxw/flyh7OTJk3B2dlZTRIQQTZSTVDAG9PW/hPuxycX6etfnukFfxM83yKJS14efKjiOg56OFvRF2hqZYJQ0qVSK1atXw8/PDxKJBCYmJli7di28vLwgEAjUPj9IrQlGamoqHj9+LH8cExODyMhIVKxYEVWrVsWsWbPw+vVr7NmzBwAwZswYbNq0CTNmzMCwYcNw5swZHDx4EMeOHVPXJRBCNAxjDH38L+HG8w8l8npNq5mikoGo1H+4E83z448/Ijg4GADQtWtXbNu2DZUrV1ZzVP9Ra4Jx/fp1tG3bVv44Z66Ep6cngoKCEBsbixcvXsift7e3x7FjxzBlyhRs2LABVapUwc6dO+kWVUJIoYc60iWyPMlFUYYPCtudrwk9B0QzjR07FidPnsS6deswePDgUvc+U2uC8d133xV4f66yVTq/++47REREFGNUhBB1Kep8iKIOdeQMXRQlCaDufFLSbt++jYcPH6Jfv34AAFdXVzx79gxGRkZqjkw5jZqDQQgpe0p6PkQOGrogmkIikWDZsmVYsmQJRCIRnJycUKNGDQAotckFQAkGIUSN+J4PocpQBw1dEE0QEREBLy8v3Lp1CwDQrVs3GBgYqDmqwqEEgxCiNnzNh8hBSQMpKyQSCZYsWYJly5ZBKpWiUqVK2LRpE/r3768x73FKMAghJSb3HAvGgG4bL8if+5r5EISUJdnZ2XB2dsbNmzcBAH369MGmTZvyrGRd2lGCQQgpNp8nFPnNsXCwNqb5EIT8n46ODrp164aXL19i8+bN6Nu3r7pDKhJKMAghxaKw8yscrI1xdEJrSi5IuXb16lXo6+ujfv36AIA5c+bA29sb5ubmao6s6CjBIIQUi4zsvPMrgLxzLGhIhJRnmZmZ8PPzw+rVq9GoUSNcuXIFOjo6EIlEGp1cAJRgEEJ4lHtIJF3y33oWuZfKpoSCkE8uXbqEYcOG4eHDhwCAunXrIjMzEzo6/Ox8qm6UYBBCeMFxDN02XlA6x0Jf9GlBKkIIkJGRgXnz5mHt2rVgjMHKygrbtm3D999/r+7QeEW/8YSQr8ZY/slF02qm0NNR70ZfhJQWr169Qvv27REdHQ0AGDJkCNatW4eKFSuqOTL+UYJBCPkqjDG8S5PIkwt7M4P/T9r89DwNiRDyH2tra5iZmSE1NRXbt29H165d1R1SsaEEgxBSZMruFDk6oTUMxPSnhZAc4eHhaNKkCfT19aGlpYVff/0VxsbGqFChgrpDK1a0Qw8hpMg+v1OkaTVT+WROQsq71NRUTJgwAa1bt8a8efPk5VWrVi3zyQVAPRiEkK+QezPk63PdaLEsQv7v7NmzGD58OGJiYgB8SjYYY+Xq94N6MAghhcYYQ7pEinSJFGlZUoWlvvVFNNeCkJSUFIwbNw7t2rVDTEwMqlatitDQUGzbtq3c/X5QDwYhRKnca1p8elzwUt90pwgp765fv44+ffrg+fPnAIAxY8ZgxYoVMDY2VnNk6kEJBiEkD1W2Uaelvgn5xMrKCh8+fICdnR127dqFdu3aqTsktaIEgxAil9NroWwb9Ry01Dch/7l79658/5AqVarg77//RsOGDWFoaKjmyNSPEgxCCID8V+LMvcw3QAkFIQCQlJSEqVOnYteuXTh+/Dg6d+4MAGjVqpWaIys9aJInIeXU5xM22689lye5aFrNFJUMRNAXact/KLkg5d3x48dRr1497Nq1CwKBADdv3lR3SKUS9WAQUg4VNMci90qc1FtByH8+fPiAKVOmYPfu3QCAb775BgEBAWjdurWaIyudKMEgpBzJ6bXIlLJ8t1I/OqE1hEJKKgjJLTQ0FF5eXoiNjYVAIMCUKVOwePFi6Ovrqzu0UosSDELKuJyJmzIZB89fHiA6IUPhedpKnZAvS09PR2xsLGrXro2AgACaa1EIlGAQUoZ96XbTnDkWlFQQkldsbCysra0BAD179sS+ffvQq1cv6OnpqTkyzUAJBiFlmLLbTR2sjRAyphXNsSAkH4mJiZg4cSJCQ0Nx//59WFpaAgAGDRqk5sg0CyUYhJQhuVffZAwKS3lfnd0OaUnvUdXGClpatOomIcocOnQI48ePx9u3b6GlpYUzZ87ghx9+UHdYGokSDELKiPzWsQA+Td6sZCACl049FoQo8/btW3h7eyMkJAQAUL9+fQQGBqJp06Zqjkxz0ToYhJQBjBWcXNBS3oTk7+DBg6hXrx5CQkKgpaWFuXPn4vr165RcfCXqwSBEg+Ve2jsnuci9jgXw3zwLjmMFnImQ8issLAyJiYlo2LAhAgMD4ejoqO6QygRKMAjRUPndIXJ0QmsYiOlXm5D8MMaQlpYm3y9kxYoVsLe3x6RJkyASidQcXdlBQySEaJicxbLepUnyJBdNq5kq7BtCCFEUGxuLnj17okePHmDsU6+ekZERpk+fTskFz+hrDiEaJL9ei5zFsui2U0KUY4xh3759mDRpEj58+AAdHR1ERETQcEgxoh4MQkq53JuS5ddrkbMhGSUXhOT1+vVrdO/eHUOGDMGHDx/g6OiIGzduUHJRzKgHg5BSrKBbT6nXgpCCMcYQFBSEKVOmICkpCSKRCH5+fpg+fTp0dHTUHV6ZRwkGIaVA7gWy/iv7tFBWTGJanvq0xDchX5adnY01a9YgKSkJzZo1Q2BgIOrVq6fusMoNSjAIUbMv7RcC5H/rKSFEEWMMHMdBS0sLIpEIgYGBOHPmDKZOnQptbfrIK0nU2oSoQe4eC2X7heRGW6gTUjgvXrzAyJEj8d1332HWrFkAgGbNmqFZs2Zqjqx8ogSDkBJWmHkVuVFvBSEFY4xh+/btmDZtGlJTU3H16lWMHz8exsbG6g6tXKMEg5ASVNCS3jSvghDVxcTEYMSIEThz5gwAwMXFBQEBAZRclAKUYBBSgjKyv7ykNyHkyziOw9atWzFz5kykpaVBT08Py5Ytg7e3N+0WXEpQgkFICWK5tgOhJb0JKbpnz55h6tSpyMrKQps2bRAQEICaNWuqOyySC/11I6SE5My9yEGdFYSohjEm7+WrXr06VqxYAS0tLYwbNw5CIa0bWdrQvwghJSBn7kXOmhYO1sbQ06FuXEIK69GjR2jXrh2uXLkiL5s0aRK8vb0puSil6F+FkGLGGMO7NImSuRfUhUHIl8hkMqxbtw6NGjVCWFgYJkyYIN+kjJRuNERCSDH5tIeIDH39LyncNUJrWhBSOFFRURg2bBguXrwIAGjfvj127txJybmGUHsPxubNm2FnZwddXV20aNECV69eLbD++vXrUbt2bejp6cHW1hZTpkxBZmZmCUVLSOFwHEPXny+gnl+oQnJB26kT8mUymQyrVq1C48aNcfHiRRgZGWHbtm04efIk7Ozs1B0eKSS19mAEBwfDx8cH/v7+aNGiBdavXw93d3dERUXBwsIiT/1ffvkFvr6+CAgIQKtWrRAdHY2hQ4dCIBBg7dq1argCQvJSttaFg7UxQsY4Q19Et6IS8iV//PEHZsyYAQDo2LEjduzYgapVq6o5KqIqtSYYa9euxciRI+Hl5QUA8Pf3x7FjxxAQEABfX9889S9evAgXFxcMHDgQAGBnZ4cffvhBYdIPISXt843K0iV517qgxIKQwuvduzd69+6NLl26wMvLi353NJTaEgyJRIIbN27I14sHAKFQCDc3N1y6dEnpMa1atcK+fftw9epVNG/eHE+fPsXx48cxePDgfF8nKysLWVlZ8sfJyZ/+8HMcB47jeLkWjuPkG+wQfmhKm3Icw/ebw3E/NkXp80fGt4KejhCMMbVPTNOUNtUU1J78uXv3LubPn4+AgAD578rBgwcBoFT87miq4niPqnIutSUYiYmJkMlksLS0VCi3tLTEw4cPlR4zcOBAJCYmonXr1mCMQSqVYsyYMZg9e3a+r7Ns2TIsXLgwT3lCQgJvczc4jkNSUhIYY3S7FE9Ke5t+6rXg4PnLA7z8mKW0TkMbA6R+fIe0UvLtq7S3qaah9vx62dnZ2Lx5M9auXYvs7GzMmDEDU6dOpTblSXG8R1NSlH+ZUkaj7iIJCwvD0qVLsWXLFrRo0QKPHz/GpEmTsHjxYsybN0/pMbNmzYKPj4/8cXJyMmxtbWFubs7bWvUcx0EgEMDc3Jx+KXhSmtuUMYZ+2y7jxouP8jK7Svr4y9tFYfGs0rb0d2luU01E7fl1bt++jWHDhiEiIgIA0LVrV8yfPx86OjrUpjwpjveorq5uoeuqLcEwMzODlpYW4uPjFcrj4+NhZWWl9Jh58+Zh8ODBGDFiBACgQYMGSEtLw6hRozBnzhylDSgWiyEWi/OUC4VCXt/AAoGA93OWd6W1TdOypArJhSZtp15a21RTUXuqTiKRYNmyZViyZAmkUilMTU3x888/Y9CgQWCM4e3bt9SmPOL7ParKedT2LygSieDk5ITTp0/LyziOw+nTp+Hs7Kz0mPT09DwXl7OpDY3RkeLGGENallRhue/rc91wbKJmJBeElAbz5s3DggULIJVK4eHhgfv37+PHH38sVb19hB9qHSLx8fGBp6cnmjZtiubNm2P9+vVIS0uT31UyZMgQVK5cGcuWLQMAdO/eHWvXrkWTJk3kQyTz5s1D9+7dafc8UqwYY+jjfwk3nn+QlzlYG9P26oSoaOrUqfjzzz+xYMEC9O/fn35/yjC1Jhj9+/dHQkIC5s+fj7i4ODRu3BgnTpyQT/x88eKFQo/F3LlzIRAIMHfuXLx+/Rrm5ubo3r07fvrpJ3VdAiknMrJleZILWu6bkC+7ceMGfvvtNyxduhQAYGFhgXv37tGXwnJAwMrZ2EJycjJMTEyQlJTE6yTPt2/fwsLCgsYNeVLa2jQtS4p6fqEAPg2LaGLPRWlrU01H7VmwrKwsLFq0CCtWrIBMJsNvv/2GXr16FXgMtSm/iqM9VfkM1ai7SAhRB8YY+vr/tzYLLZpFSMGuXbuGoUOH4v79+wA+9Va3adNGzVGRkkYpIiFfkJH938qctM06IfnLzMyEr68vWrZsifv378PCwgK//fYbDhw4AHNzc3WHR0oY9WAQ8gW5BxFDxjhT7wUh+fDw8EBo6KehxIEDB+Lnn39GpUqV1BwVURfqwSCkAJ8Pj1BuQUj+pkyZAmtraxw+fBj79++n5KKcox4MQvLBGMO7NAkNjxCSj/DwcMTGxqJPnz4AAHd3dzx+/Bj6+vpqjoyUBpRgEKKEsnUvaHiEkE/S09MxZ84cbNiwAYaGhmjevLl8O3VKLkgOSjAIUSJdorjuRdNqptAXUe8FIf/++y+GDRuGJ0+eAPi0tbqRkZGaoyKlESUYhHzm83kXmrruBSF8SktLw6xZs7Bx40YAQOXKlbFjxw507txZzZGR0ooSDEI+ky5RvC2VkgtS3mVkZKBx48Z4/PgxAGDEiBFYvXo1TExM1BwZKc3oLhJCcvm894LmXRAC6OnpwcPDA7a2tjhx4gR27NhByQX5IkowCMnl894LmndByqvTp0/j4cOH8seLFi3C3bt34e7ursaoiCahBIOQ/6PeC0I+7TUxevRouLm5wcvLCzKZDMCnXgy+9m8i5QPNwSDk/z5fEpx6L0h5888//2DEiBF4+fIlAMDR0RESiQR6enpqjoxoIkowCPk/WhKclFdJSUmYOnUqdu3aBQCwt7dHQEAAvvvuO/UGRjQaJRiEgJYEJ+VXdHQ02rVrh9evXwMAJk6ciKVLl8LAwEDNkRFNRwkGKfdoSXBSntnb28PS0hJ6enoICAigbdUJb74qwcjMzISuri5fsRBS4mhJcFIenTx5Et9++y3EYjF0dHTw+++/w9zcnJb5JrxS+S4SjuOwePFiVK5cGYaGhnj69CkAYN68efLxO0I0RUY2LQlOyo/3799j8ODB6NixIxYvXiwvr1atGiUXhHcqJxhLlixBUFAQVq5cCZFIJC+vX78+du7cyWtwhJSk63PdqPeClFmHDx+Gg4MD9u3bB6FQKL/9lJDionKCsWfPHmzfvh2DBg2CltZ/3/QaNWqksCgLIZog950j+iItSi5ImZOYmIiBAweiZ8+eiI+PR506dRAeHo5ly5apOzRSxqmcYLx+/Ro1a9bMU85xHLKzs3kJipCS8PmdI4SUNefOnUO9evXw66+/QigUwtfXFxEREWjZsqW6QyPlgMqTPB0cHHD+/HlUq1ZNofzQoUNo0qQJb4ERUtw+X1iL7hwhZY2trS1SU1NRr149BAYGolmzZuoOiZQjKicY8+fPh6enJ16/fg2O4/D7778jKioKe/bswdGjR4sjRkKKBS2sRcoaxhgiIiLg6OgIAKhevTpOnToFR0dHiMViNUdHyhuVh0h69OiBv/76C6dOnYKBgQHmz5+PBw8e4K+//kKHDh2KI0ZCeEcLa5GyJj4+Hn369IGTkxPCwsLk5c7OzpRcELUo0joYbdq0wcmTJ/mOhZAS8/muqTQ8QjQVYwwHDhyAt7c33r9/D21tbdy7d4+W+SZqp3IPRvXq1fHu3bs85R8/fkT16tV5CYqQ4sRxDN02XpA/puERoqliY2PRs2dPDBw4EO/fv0fjxo1x7do1jB8/Xt2hEaJ6gvHs2TOl909nZWXJ17InpLRi7FNyEZOYBoB2TSWaKyQkBPXq1cOff/4JHR0dLFq0CFevXkXjxo3VHRohAFQYIjly5Ij8/0NDQ2FiYiJ/LJPJcPr0adjZ2fEaHCF8y33niL2ZAY5OaE29F0QjSSQSfPjwAY6OjggKCkKDBg3UHRIhCgqdYHh4eAAABAIBPD09FZ7T0dGBnZ0d1qxZw2twhPAt950jRye0hlBIyQXRDIwxvHr1Cra2tgCAgQMHQltbG7169YKOjo6aoyMkr0InGBzHAfi08961a9dgZmZWbEERUhw+n3tBHRdEU7x69QqjRo3CzZs3cf/+fVSsWBECgQD9+/dXd2iE5EvlORgxMTGUXBCNw3EM7deeU5h7QXeOkNKOMYZdu3ahXr16+Pvvv/Hx40dcukSrzxLNUKTbVNPS0nDu3Dm8ePECEolE4bmJEyfyEhghfPl8YifNvSCa4MWLFxg5ciT++ecfAEDLli0REBCAunXrqjkyQgpH5QQjIiICXbp0QXp6OtLS0lCxYkUkJiZCX18fFhYWlGCQUif3mhf2ZgY47eNKcy9IqbZ9+3ZMmzYNKSkp0NXVxZIlSzB58mSFDSYJKe1UHiKZMmUKunfvjg8fPkBPTw+XL1/G8+fP4eTkhNWrVxdHjIQU2ecrdtLETqIJLl68iJSUFLi4uODWrVuYOnUqJRdE46icYERGRmLq1KkQCoXQ0tJCVlYWbG1tsXLlSsyePbs4YiSkyD5fsZPWvCClEcdxSE5Olj9et24dNm/ejHPnzqFWrVpqjIyQolM5wdDR0YFQ+OkwCwsLvHjxAgBgYmKCly9f8hsdIV/h894LWrGTlEZPnz5F+/btMXDgQLD/30dtamqKcePGUa8F0Wgqz8Fo0qQJrl27hm+++Qaurq6YP38+EhMTsXfvXtSvX784YiSkSKj3gpRmHMdh8+bN8PX1RXp6OvT19REdHY3atWurOzRCeKFyD8bSpUthbW0NAPjpp59gamqKsWPHIiEhAdu2beM9QEKKgvYbIaXZ48eP8d1332HixIlIT0/Hd999h9u3b1NyQcoUlXswmjZtKv9/CwsLnDhxgteACPlatN8IKa1kMhk2btyI2bNnIyMjAwYGBli5ciXGjBkjH3ompKzg7R198+ZNdOvWja/TEVIkjDG8S5PQfiOkVMrKysLmzZuRkZGBdu3a4e7duxg3bhwlF6RMUqkHIzQ0FCdPnoRIJMKIESNQvXp1PHz4EL6+vvjrr7/g7u5eXHES8kWMMfTxv4Qbzz/Iy+i2VKJuMpkMAoEAQqEQ+vr6CAwMxP379zFy5EhKfEmZVui0edeuXejcuTOCgoKwYsUKtGzZEvv27YOzszOsrKxw9+5dHD9+vDhjJaRA6RKZQnLRtJopDY0QtXrw4AFat26NjRs3ystat26NUaNGUXJByrxCJxgbNmzAihUrkJiYiIMHDyIxMRFbtmzBnTt34O/vT8vXErX6/JbU63PdaGInURupVIoVK1agSZMmuHz5MlasWIHMzEx1h0VIiSp0gvHkyRP07dsXANCrVy9oa2tj1apVqFKlSrEFR0hhfX5LaiUDESUXRC3u3buHVq1awdfXF1lZWejcuTOuXr0KXV1ddYdGSIkqdIKRkZEBfX19AIBAIIBYLJbfrkqIOtEtqaQ0yM7Oxk8//QRHR0dcu3YNJiYmCAwMxLFjx+iLGCmXVJrkuXPnThgaGgL41AUYFBSUZ+t2VTc727x5M1atWoW4uDg0atQIGzduRPPmzfOt//HjR8yZMwe///473r9/j2rVqmH9+vXo0qWLSq9Lyga6JZWUFtHR0ViwYAGkUim6deuGbdu2wcbGRt1hEaI2hU4wqlatih07dsgfW1lZYe/evQp1BAKBSglGcHAwfHx84O/vjxYtWmD9+vVwd3dHVFQULCws8tSXSCTo0KEDLCwscOjQIVSuXBnPnz9HhQoVCv2apGzJyJbRLalEbXKW9gaAevXqYfny5bC0tMSgQYPofUjKvUInGM+ePeP9xdeuXYuRI0fCy8sLAODv749jx44hICAAvr6+eeoHBATg/fv3uHjxInR0dAAAdnZ2vMdFNBPdkkpKUmRkJIYPH45du3bB0dERADB16lQ1R0VI6aHySp58kUgkuHHjBmbNmiUvEwqFcHNzw6VLl5Qec+TIETg7O2P8+PH4888/YW5ujoEDB2LmzJn5bgqUlZWFrKws+eOcHQs5jgPHcbxcC8dxYIzxdj5S+DaVyf57njH+/k3LInqf8kMikWDp0qVYtmwZpFIppk+fjpMnT6o7rDKB3qP8Ko72VOVcakswEhMTIZPJYGlpqVBuaWmJhw8fKj3m6dOnOHPmDAYNGoTjx4/j8ePHGDduHLKzs+Hn56f0mGXLlmHhwoV5yhMSEni7bYzjOCQlJYExRivy8eRLbcoYQ0Y2B89fHsjLEhISoKdD8y/yQ+/Tr3f79m1MmTIF9+/fBwB07NgRK1euxNu3b9UcWdlA71F+FUd7pqSkFLqu2hKMouA4DhYWFti+fTu0tLTg5OSE169fY9WqVfkmGLNmzYKPj4/8cXJyMmxtbWFubg5jY2Pe4hIIBDA3N6dfCp4U1KaMMfTbdhk3XnyUlzlYG6GqjRWNexeA3qdFl5WVhSVLlmDFihWQyWQwMzPDxo0b4erqSu3JI3qP8qs42lOV263VlmCYmZlBS0sL8fHxCuXx8fGwsrJSeoy1tTV0dHQUhkPq1q2LuLg4SCQSiESiPMeIxWKIxeI85UKhkNc3cM5SwPRLwZ/82jRdIv0suTCm+ReFRO/Tojlw4ACWLl0KAOjXrx82bdqESpUq4e3bt9SePKP3KL/4bk9VzqO2f0GRSAQnJyecPn1aXsZxHE6fPg1nZ2elx7i4uODx48cKY0DR0dGwtrZWmlyQsu/6XDccm0jJBSlenp6e6NWrFw4dOoTg4GCYm5urOyRCSr0iJRhPnjzB3Llz8cMPP8jHHv/++2/cu3dPpfP4+Phgx44d2L17Nx48eICxY8ciLS1NflfJkCFDFCaBjh07Fu/fv8ekSZMQHR2NY8eOYenSpRg/fnxRLoOUAfoiLRoWIby7fPkyunfvjvT0dACfvrX99ttv6N27t5ojI0RzqJxgnDt3Dg0aNMCVK1fw+++/IzU1FQBw69atfOdB5Kd///5YvXo15s+fj8aNGyMyMhInTpyQT/x88eIFYmNj5fVtbW0RGhqKa9euoWHDhpg4cSImTZqk9JZWQghRVUZGBqZPnw4XFxccPXpUPixCCFGdynMwfH19sWTJEvj4+MDIyEhe3q5dO2zatEnlALy9veHt7a30ubCwsDxlzs7OuHz5ssqvQ8qOXGsbEcKb8PBwDBs2DNHR0QCAwYMHK0wQJ4SoRuUejDt37qBnz555yi0sLJCYmMhLUITk5/NdUwn5Wunp6ZgyZQratGmD6Oho2NjY4K+//sKePXtQsWJFdYdHiMZSOcGoUKGCwrBFjoiICFSuXJmXoAjJT+6lwR2sjWndC/LVfHx8sH79ejDGMHToUNy9exfdunVTd1iEaDyVE4wBAwZg5syZiIuLg0AgAMdxCA8Px7Rp0zBkyJDiiJEQpWjXVMKHefPmoX79+jh+/DgCAwNhamqq7pAIKRNUTjCWLl2KOnXqwNbWFqmpqXBwcMC3336LVq1aYe7cucURIyFyuedfUG5BiiIsLEzhb1XlypVx+/ZtdO7cWY1REVL2qDzJUyQSYceOHZg3bx7u3r2L1NRUNGnSBN98801xxEeIHM2/IF8jNTUVM2fOxJYtWwAAbdq0gbu7OwBQTxghxUDlBOPChQto3bo1qlatiqpVqxZHTIQoRfMvSFGdPn0aI0aMkO8KPWbMmHwX9COE8EPlIZJ27drB3t4es2fPlm/4Q0hJyD08QvMvSGEkJydjzJgxcHNzw7Nnz1CtWjWcOnUKW7du5W0vIkKIcionGG/evMHUqVNx7tw51K9fH40bN8aqVavw6tWr4oiPEAAAxzF023hB/phyC/IljDF07NgR27ZtAwCMGzcOd+7cQfv27dUcGSHlg8oJhpmZGby9vREeHo4nT56gb9++2L17N+zs7NCuXbviiJGUcxzH0H7tOcQkpgGg4RFSOAKBAL6+vrC3t8fZs2exefNmhcUBCSHF66t2U7W3t4evry8aNWqEefPm4dy5c3zFRQiAT99Cu28KlycX9mYGODqhNQ2PEKVOnDiBzMxMeHh4AAA8PDzQuXNnpTsqE0KKV5F3Uw0PD8e4ceNgbW2NgQMHon79+jh27BifsRGiMLHT3swAp31caedUkseHDx/g5eWFzp07Y/jw4YiLi5M/R8kFIeqhcg/GrFmzcODAAbx58wYdOnTAhg0b0KNHD+jr6xdHfKScyz2x8+gE2pad5HX06FGMHj0ab968gUAggKenJ03gJKQUUDnB+PfffzF9+nT069cPZmZmxRETIQA+DY/03/7fxnY0KkJye//+PSZPnoy9e/cCAGrVqoWAgAC4uLioOTJCCFCEBCM8PLw44iAkj0wph/uxKQBoYidRlJSUhPr16yM2NhZCoRA+Pj5YtGgR9PT01B0aIeT/CpVgHDlyBJ07d4aOjg6OHDlSYN3vv/+el8AIyY3WvSC5mZiYoGfPnjhz5gwCAwPRsmVLdYdECPlMoRIMDw8PxMXFwcLCQj47WxmBQACZTMZXbITIUW5B/vjjDzRq1AjVq1cHAKxcuRJaWlrQ1dVVc2SEEGUKdRcJx3GwsLCQ/39+P5RcEEL4lpCQgAEDBqBXr14YPnw4OI4DABgYGFByQUgppvJtqnv27EFWVlaecolEgj179vASFCGA4h0kpHwKCQlBvXr1EBwcDC0tLbi4uNAXGUI0hMoJhpeXF5KSkvKUp6SkwMvLi5egCGGMYUxIlLrDIGoSHx+PPn36oF+/fkhISECDBg1w5coVLFmyBDo6OuoOjxBSCCrfRcIYUzrZ7tWrVzAxMeElKEIysmWITsgAQHeQlDeRkZFwc3PDu3fvoK2tjdmzZ2POnDkQiUTqDo0QooJCJxhNmjSBQCCAQCBA+/btoa3936EymQwxMTHo1KlTsQRJyje6g6R8qVu3LqysrFClShUEBQWhcePG6g6JEFIEhU4wcu4eiYyMhLu7OwwNDeXPiUQi2NnZoXfv3rwHSMqn3PMvKLco2xhj+PPPP9G1a1fo6OhALBbj+PHjsLa2puEQQjRYoRMMPz8/AICdnR369+9Ps7dJsfl8BU9Sdr158wajR4/G0aNH8dNPP2H27NkAgKpVq6o5MkLI11J5kqenpyclF6RYfdrgLGcFTyOaf1EGMcawe/du1KtXD0ePHoWOjg71VhBSxhSqB6NixYqIjo6GmZkZTE1NCxwPf//+PW/BkfIp9/BI8KiWNP+ijHn16hVGjRqFv//+GwDQtGlTBAYGon79+mqOjBDCp0IlGOvWrYORkZH8/+kPPikujDH09b8kf0xvtbLl6NGjGDRoEJKTkyESibBo0SJMnTpVYdI4IaRsKNRvtaenp/z/hw4dWlyxEPL/4ZFkAEAtcz0aHiljatasiaysLLRo0QKBgYGoW7euukMihBQTledg3Lx5E3fu3JE//vPPP+Hh4YHZs2dDIpHwGhwp3/z71qbeMg3HGMPly/9N2K1Tpw7Onz+P8PBwSi4IKeNUTjBGjx6N6OhoAMDTp0/Rv39/6OvrIyQkBDNmzOA9QFJ+UW6h2Z49e4YOHTrAxcVFIclo1qwZtLSoZ4qQsk7lBCM6Olq+8E1ISAhcXV3xyy+/ICgoCL/99hvf8ZFyhvYf0Xwcx2HLli2oX78+Tp8+DbFYjMePH6s7LEJICSvSUuE5uxmeOnUK3bp1AwDY2toiMTGR3+hIucJxDN02XlB3GOQrPH36FMOHD0dYWBgAoE2bNti1axe++eYb9QZGCClxKvdgNG3aFEuWLMHevXtx7tw5dO3aFQAQExMDS0tL3gMk5QNjn5KLmMQ0AJ/Wv9DVVvntSdRo586daNCgAcLCwqCvr4+ff/4ZYWFhlFwQUk6p/Bd8/fr1uHnzJry9vTFnzhzUrFkTAHDo0CG0atWK9wBJ+ZD77hF7MwMcGe9CEzw1UHp6OlxdXXH79m1MmDABQiEliYSUVyoPkTRs2FDhLpIcq1atoolbhBdHJ7SGUEjJRWknk8nw4sUL2NvbAwCGDx+OSpUqoUePHpRYEEJUTzBy3LhxAw8ePAAAODg4wNHRkbegSPlGHRelX1RUFIYNG4YXL17g3r17MDY2hkAgQM+ePdUdGiGklFA5wXj79i369++Pc+fOoUKFCgCAjx8/om3btjhw4ADMzc35jpEQUkrIZDKsX78ec+fORWZmJgwNDREREQFXV1d1h0YIKWVU7secMGECUlNTce/ePbx//x7v37/H3bt3kZycjIkTJxZHjKQcoNtTS7+HDx+idevWmDZtGjIzM9GhQwfcvXuXkgtCiFIq92CcOHECp06dUliFz8HBAZs3b0bHjh15DY6UfYwxpEtkdHtqKcYYw6pVqzB//nxkZWXB2NgYa9euxbBhw2giLiEkXyonGBzHKd1WWUdHR74+BiGFwRhDH/9LuPH8g7zMwdoYejpaYNSlUWoIBAJcv34dWVlZ6NSpE7Zv3w5bW1t1h0UIKeVUHiJp164dJk2ahDdv3sjLXr9+jSlTpqB9+/a8BkfKtnSJLE9ycXRCa/pWXApkZ2cjKSlJ/njTpk3YvXs3jh8/TskFIaRQVE4wNm3ahOTkZNjZ2aFGjRqoUaMG7O3tkZycjI0bNxZHjKQM+nxb9utz3XBsIt2eWhrcvn0bLVu2xIgRI+RlFhYWGDJkCCV/hJBCU3mIxNbWFjdv3sTp06flt6nWrVsXbm5uvAdHyq7cC2s5WBujkoGIPrzULDs7G8uXL8fixYuRnZ2Np0+f4uXLl9RjQQgpEpUSjODgYBw5cgQSiQTt27fHhAkTiisuUo6EjHGm5ELNIiMj4eXlhcjISADA999/D39/f1hbW6s3MEKIxir0EMnWrVvxww8/4Pr163j06BHGjx+P6dOnF2dspIzKuXMkB+UW6iORSODn54dmzZohMjISFStWxP79+3H48GFKLgghX6XQCcamTZvg5+eHqKgoREZGYvfu3diyZUtxxkbKoJw7R5ouOaXuUAiAzMxMBAUFQSqVolevXrh37x4GDhxIPUqEkK9W6ATj6dOn8PT0lD8eOHAgpFIpYmNjvzqIzZs3w87ODrq6umjRogWuXr1aqOMOHDgAgUAADw+Pr46BlIyMbMU7R5pWM4WeDu1hU5IkEon8NmBjY2MEBgbiwIEDOHToEKysrNQcHSGkrCh0gpGVlQUDA4P/DhQKIRKJkJGR8VUBBAcHw8fHB35+frh58yYaNWoEd3d3vH37tsDjnj17hmnTpqFNmzZf9fpEfa7PdaP5FyUsMjISTZs2xY4dO+Rl7dq1Q//+/enfgRDCK5Umec6bNw/6+vryxxKJBD/99BNMTEzkZWvXrlUpgLVr12LkyJHw8vICAPj7++PYsWMICAiAr6+v0mNkMhkGDRqEhQsX4vz58/j48aNKr0nUJ/f6WfoiLfpQKyGZmZlYsGABVq9eDZlMhlWrVmHYsGHQ1i7yfoeEEFKgQv91+fbbbxEVFaVQ1qpVKzx9+lT+WNUPC4lEghs3bmDWrFnyMqFQCDc3N1y6dCnf4xYtWgQLCwsMHz4c58+fL/A1srKykJWVJX+cnPzp1kiO43hbeZTjODDGaCXTL+A4hq4/n8/1OP9/A2pT/ly+fBkjRoyQ31Y+YMAAbNiwAUKhkNr3K9B7lH/UpvwqjvZU5VyFTjDCwsKKEkuBEhMTIZPJYGlpqVBuaWmJhw8fKj3mwoUL2LVrl/x2ui9ZtmwZFi5cmKc8ISEBmZmZKsesDMdxSEpKAmMMQqHKa5eVC4wxeP7yAM/efRpSq2Wuh5QP75CaT1JKbfr1MjIysGrVKmzbtg0cx8Hc3Bzz5s1D7969wXHcF4chScHoPco/alN+FUd7pqSkFLquRvWPpqSkYPDgwdixYwfMzMwKdcysWbPg4+Mjf5ycnAxbW1uYm5vD2NiYl7g4joNAIIC5uTn9UuQjXSJFdMKn5MKukj6OT/q2wFU7qU2/3vXr1+XJxY8//og1a9ZAJpNRm/KE3qP8ozblV3G0p66ubqHrqjXBMDMzg5aWFuLj4xXK4+Pjlc5mf/LkCZ49e4bu3bvLy3K6a7S1tREVFYUaNWooHCMWiyEWi/OcSygU8voGFggEvJ+zLGCMISNbhkzpf5Mvjk1sA23tL985Qm2qOsaYfKiyefPmWLp0KerVq4du3brJey2oTflD71H+UZvyi+/2VOU8ak0wRCIRnJyccPr0afmtphzH4fTp0/D29s5Tv06dOrhz545C2dy5c5GSkoINGzbQksaljLLdUgFaWKu4nD9/HuPGjcPBgwdRt25dAMDMmTPVHBUhpLxS+xCJj48PPD090bRpUzRv3hzr169HWlqa/K6SIUOGoHLlyli2bBl0dXVRv359heMrVKgAAHnKifp9vuYFQOteFIe0tDTMnj0bGzduBGMMc+bMwe+//67usAgh5ZzaE4z+/fsjISEB8+fPR1xcHBo3bowTJ07IJ36+ePGCusrKgOtz3aAv0oKeDt2ayqdz585h2LBh8ru5hg0bhjVr1qg5KkIIKWKCcf78eWzbtg1PnjzBoUOHULlyZezduxf29vZo3bq1yufz9vZWOiQCfPnulaCgIJVfj5Q8fZEW9EVqz2fLjNTUVPj6+mLz5s0APu1yvGPHDri7u6s5MkII+UTlroHffvsN7u7u0NPTQ0REhHyNiaSkJCxdupT3AAkheQUEBMiTi1GjRuHu3buUXBBCShWVE4wlS5bA398fO3bsgI6OjrzcxcUFN2/e5DU4Qohy48aNQ+/evXHq1Cls27aNt1uuCSGELyonGFFRUfj222/zlJuYmNCS3YQUk3/++QddunSR9xhqa2vj0KFDaN++vZojI4QQ5VROMKysrPD48eM85RcuXED16tV5CYqUDbn3HSFFk5SUhJEjR8Ld3R1///031q1bp+6QCCGkUFROMEaOHIlJkybhypUrEAgEePPmDfbv349p06Zh7NixxREj0UAcx9Bt4wV1h6HRTpw4gfr162Pnzp0AgAkTJuQ7GZoQQkoblaf1+/r6guM4tG/fHunp6fj2228hFosxbdo0TJgwoThiJBqGsU/JRUxiGgDAwdqY1r5QwcePH+Hj44PAwEAAQI0aNRAQEKB0aJIQQkorlRMMgUCAOXPmYPr06Xj8+DFSU1Ph4OAAQ0PD4oiPaBjGGN6lSXA/9tOutfZmBjg6oTWtfaGCcePG4ddff4VAIMCkSZPw008/QV9fX91hEUKISoq8MIFIJIKDgwOfsRANp2xp8KMTWhe4qRnJ66effkJUVBR+/vlnuLi4qDscQggpEpUTjLZt2xb4bfTMmTNfFRDRXJ8vDd60min0RTQ08iVHjhzB9evXsWjRIgCAvb09rl+/Tr0+hBCNpnKC0bhxY4XH2dnZiIyMxN27d+Hp6clXXETDXZ/rhkoGIvqQLMC7d+8wadIk7N+/HwDQoUMHtGnTBgCo3QghGk/lBCO/2+QWLFiA1NTUrw6IlA36ItpzpCC///47xo0bh/j4eAiFQkyfPh3NmjVTd1iEEMIb3nYR+/HHHxEQEMDX6YgGonUvviwhIQEDBgxA7969ER8fDwcHB1y6dAnLly+Hrq6uusMjhBDe8Lb71KVLl+gPZDnGGENf/0vqDqNU4zgOrq6uePDgAbS0tDBz5kzMnz8fYrFY3aERQgjvVE4wevXqpfCYMYbY2Fhcv34d8+bN4y0wolnSJTL5ram07oVyQqEQ8+bNw7JlyxAYGAgnJyd1h0QIIcVG5QTDxMRE4bFQKETt2rWxaNEidOzYkbfAiOb4fNXOkDHONP8Cn5Lv4OBgGBoaolu3bgCAAQMGoE+fPgobBRJCSFmkUoIhk8ng5eWFBg0awNTUtLhiIhpE2aqddGsqEBcXh7Fjx+Lw4cOwtLTEvXv3UKlSJQgEAkouCCHlgkqTPLW0tNCxY0faNZXIZWTLaNXOXBhj2L9/PxwcHHD48GFoa2tj7NixMDIyUndohBBSolQeIqlfvz6ePn0Ke3v74oiHaJjcd46U91U737x5gzFjxuCvv/4CADRp0gSBgYFo1KiRmiMjhJCSp/JtqkuWLMG0adNw9OhRxMbGIjk5WeGHlA+MMaRlSRXmXpTjjgvEx8ejfv36+Ouvv6Cjo4PFixfjypUrlFwQQsqtQvdgLFq0CFOnTkWXLl0AAN9//71CVzhjDAKBADKZjP8oSamibM+R8n7niKWlJTw8PHDnzh0EBgaifv366g6JEELUqtAJxsKFCzFmzBicPXu2OOMhGuDzPUccrI3L3dwLxhiCgoLQoUMHVKlSBQCwceNGiMViaGvztrwMIYRorEL/JWT/H2x3dXUttmCIZsg976I87jny4sULjBo1CqGhoejcuTOOHTsGgUAAAwMDdYdGCCGlhkpzMMrThwhR7vMVO8vTniOMMezYsQP169dHaGgoxGIx2rVrJ0++CSGE/EelvtxatWp98cPk/fv3XxUQKd1y35ZanuZdPHv2DCNHjsSpU6cAAK1atUJAQABq166t5sgIIaR0UinBWLhwYZ6VPEn5wRhDuuS/SbzlZcXOixcvwt3dHampqdDT08PSpUsxYcIEaGmVj+SKEEKKQqUEY8CAAbCwsCiuWEgppuzOkXKQWwD4tJ6FtbU1LC0tERAQgG+++UbdIRFCSKlX6DkY5eGbKsnf53eONK1mWmaHRziOw4EDB+S3XOvp6eHMmTM4d+4cJReEEFJIKt9FQkhZvnPk8ePHGD58OP7991/ExsZiypQpACC/FZUQQkjhFDrB4DiuOOMgGqQs3jnCcRw2btyIWbNmISMjAwYGBjA0NFR3WIQQorFoRSBSKGW5Ays6OhrDhg1DeHg4AKBdu3bYuXMn7bdDCCFfQeW9SEj58/naF2XJr7/+ikaNGiE8PByGhobw9/fHqVOnKLkghJCvRD0Y5IvK8toXDg4OkEql6NChA3bs2IFq1aqpOyRCCCkTqAeDqETT176QSqW4cOG/HWAbNWqEq1evIjQ0lJILQgjhESUYRCUanFvg3r17aNWqFdq2bYuIiAh5eZMmTTQ6aSKEkNKIEgzyRZo+wVMqlWLp0qVwdHTEtWvXYGBggJcvX6o7LEIIKdNoDgYpkKZP8Lxz5w68vLxw48YNAEDXrl2xbds2VK5cWc2REUJI2UY9GKRAmjzBc/Xq1XBycsKNGzdQoUIF7NmzB3/99RclF4QQUgKoB4MUmqZN8BSJRMjOzsb3338Pf39/WFtbqzskQggpNyjBIIVW2nMLiUSCly9fokaNGgAAb29vfPPNN+jUqZNGJUaEEFIW0BAJydfn27OXZhEREWjWrBnc3d2RlpYGABAKhejcuTMlF4QQogaUYBClcrZnb7rklLpDKVBWVhbmzZuHZs2a4fbt20hKSsLDhw/VHRYhhJR7NERClEqXlP7t2a9fv46hQ4fi3r17AIB+/fph06ZNMDc3V3NkhBBCKMEgeXx+a2pp255dKpVi/vz5WLlyJWQyGczNzbFlyxb06dNH3aERQgj5PxoiIXl8fmtqaUouAEBLSwt37tyBTCbDDz/8gPv371NyQQghpQz1YJA8cq/cWVpuTc3IyEB2djaMjY0hEAiwbds2XL16FR4eHuoOjRBCiBKlogdj8+bNsLOzg66uLlq0aIGrV6/mW3fHjh1o06YNTE1NYWpqCjc3twLrE9V8PjxSCnILXLp0CU2aNMGECRPkZTY2NpRcEEJIKab2BCM4OBg+Pj7w8/PDzZs30ahRI7i7u+Pt27dK64eFheGHH37A2bNncenSJdja2qJjx454/fp1CUdeNpWmlTvT09Mxbdo0uLi4ICoqCidPnkRiYqLa4iGEEFJ4ak8w1q5di5EjR8LLywsODg7w9/eHvr4+AgIClNbfv38/xo0bh8aNG6NOnTrYuXMnOI7D6dOnSzjysk+dwyPnz5+Hm5sb1q1bB8YYPD09ce/ePZiZmaklHkIIIapR6xwMiUSCGzduYNasWfIyoVAINzc3XLpUuA220tPTkZ2djYoVKyp9PisrC1lZWfLHycmfvp1zHAeO474i+v9wHAfGGG/nUxfGGFIzs3M95q+NCistLQ1z5szBpk2bwBhD5cqV4e/vjy5dugCAxrexOpWV92lpQe3JP2pTfhVHe6pyLrUmGImJiZDJZLC0tFQot7S0LPRiSTNnzoSNjQ3c3NyUPr9s2TIsXLgwT3lCQgIyMzNVD1oJjuOQlJQExhiEQrV3CqmMMYaMbA5jQqIQnZAhL09ISCjxIZIPHz4gODgYjDH06tULS5Ysgampab5DZqTwNP19WtpQe/KP2pRfxdGeKSkpha6r0XeRLF++HAcOHEBYWBh0dXWV1pk1axZ8fHzkj5OTk2Frawtzc3MYGxvzEgfHcRAIBDA3N9e4XwrGGPptu4wbLz4qlDtVM0VVG6sSGSJJT0+Hnp4eBAIBLCwsEBQUBI7j4OjoqJFtWlpp8vu0NKL25B+1Kb+Koz3z+6xVRq0JhpmZGbS0tBAfH69QHh8fDysrqwKPXb16NZYvX45Tp06hYcOG+dYTi8UQi8V5yoVCIa9vYIFAwPs5S0K6RKqQXDhYGyNkjDP0RVolklycOXMGw4cPx6JFizB48GAAQOfOncFxHN6+fauRbVqaaer7tLSi9uQftSm/+G5PVc6j1n9BkUgEJycnhQmaORM2nZ2d8z1u5cqVWLx4MU6cOIGmTZuWRKhlVu41L67PdcOxia1hINYu9uQiJSUFY8eORfv27fHs2TP5ZE5CCCFlg9pTRB8fH+zYsQO7d+/GgwcPMHbsWKSlpcHLywsAMGTIEIVJoCtWrMC8efMQEBAAOzs7xMXFIS4uDqmpqeq6BI31+ZoXJdVrcerUKdSvXx/+/v4AgHHjxuHcuXOlYkEvQggh/FD7HIz+/fsjISEB8+fPR1xcHBo3bowTJ07IJ36+ePFCoUtm69atkEgkeZaG9vPzw4IFC0oydI2XLinZNS+SkpIwffp07NixAwBgb2+PXbt2oW3btsX6uoQQQkqe2hMMAPD29oa3t7fS58LCwhQeP3v2rPgDKgc+770oiTUvbt++LU8uvL29sWzZMhgaGhbraxJCCFGPUpFgkJL3ee+Fvqh4ei9kMhm0tD6du02bNli6dClatWoFV1fXYnk9QgghpYPa52CQkldSvRfHjh1D3bp18eTJE3nZrFmzKLkghJBygBKMcujz/Ub47r348OEDPD090a1bNzx69AiLFy/m9fyEEEJKP0owyhnGGNIlMvljvnsvjhw5AgcHB+zZswcCgQBTp07Fli1beDs/IYQQzUBzMMoRjmPotvGCvPcC4G879nfv3mHSpEnYv38/AKB27doIDAwscD0TQgghZRf1YJQTjOVNLppWM+Xt1tRt27Zh//79EAqFmDFjBiIiIii5IISQcox6MMqJ3PMu7M0McHRCa14X1po2bRoiIyMxbdo0NG/enJdzEkII0VzUg1FO5F6F++iEr18OPCQkBJ06dUJ29qft3UUiEQ4ePEjJBSGEEACUYJQLOXMvcnxNp8Xbt2/Rt29f9OvXD6Ghodi+fTsPERJCCClraIikjMuZexGTmAag6EuCM8YQHBwMb29vvHv3DlpaWpg9ezZGjBjBd8iElCkcx0Eikag7DI3AcRyys7ORmZlJu6nyoKjtKRKJeGl/SjDKOGVzL1QdGomLi8O4cePwxx9/AAAaNWqEwMBANGnShPd4CSlLJBIJYmJiwHGcukPRCIwxcByHlJQU2vyQB0VtT6FQCHt7e4hEoq96fUowyrjP514Ihar/0o4YMQLHjh2DtrY25s6di1mzZn31G4+Qso4xhtjYWGhpacHW1pa+kRcCYwxSqRTa2l83R4x8UpT25DgOb968QWxsLKpWrfpV/w6UYJRhny8JXtT3yZo1a/D+/Xts3boVjRo14ik6Qso2qVSK9PR02NjYQF9fX93haARKMPhV1PY0NzfHmzdvIJVKoaOjU+TXpwSjDPt8SfDCzL1gjGHPnj149uwZ/Pz8AHxaNCs8PJx+4QlRgUz2acVc6u0jmibnPSuTySjBIMrlHh4pzJLgr1+/xqhRo3D8+HEIBAJ069YNTk5OAEDJBSFFRL87RNPw9Z6lQcEyiDGGtCxpoW9NZYwhMDAQ9erVw/HjxyESibB06VIaDiGEEFJk1INRxjDG0Mf/Em48/yAvK2h45OXLlxg5ciRCQ0MBAM2bN0dgYCAcHBxKJF5CCCFlE/VglDEZ2bI8yUV+t6ZmZ2fDxcUFoaGhEIvFWLlyJcLDwym5IITg0qVL0NLSQteuXfM8FxYWBoFAgI8fP+Z5zs7ODuvXr1coO3v2LLp06YJKlSpBX18fDg4OmDp1Kl6/fl1M0QOZmZkYP348KlWqBENDQ/Tu3Rvx8fEFHiMQCJT+rFq1Sl4nOjoaPXr0gJmZGYyNjdG6dWucPXu22K5Dk1GCUYZ8vhX79bluODYx/1tTdXR04OfnB2dnZ0RGRmL69OnQ1qZOLUIIsGvXLkyYMAH//vsv3rx5U+TzbNu2DW5ubrCyssJvv/2G+/fvw9/fH0lJSVizZg2PESuaMmUK/vrrL4SEhODcuXN48+YNevXqVeAxsbGxCj8BAQEQCATo3bu3vE63bt0glUpx5swZ3LhxA40aNUK3bt0QFxdXbNeiqejTpIxQNjTy+WZmHMdh27ZtqFGjBjp27AgAGDZsGIYOHQotLX52VSWEKMcYQ0a27MsVi4GejmobG6ampiI4OBjXr19HXFwcgoKCMHv2bJVf99WrV5g4cSImTpyIdevWycvt7Ozw7bffKu0B4UNSUhJ27dqFX375Be3atQMABAYGom7durh8+TJatmyp9DgrKyuFx3/++Sfatm2L6tWrAwASExPx6NEj7Nq1Cw0bNgQALF++HFu2bMHdu3fzHF/eUYJRRnw+NPL5VuwxMTEYPnw4zp49iypVquDevXswNjaGQCCg5IKQEpCRLYPD/FC1vPb9Re7QFxX+z/3BgwdRp04d1K5dGz/++CMmT56MWbNmqXx3QUhICCQSCWbMmKH0+QoVKuR7bOfOnXH+/Pl8n69WrRru3bun9LkbN24gOzsbbm5u8rI6deqgatWquHTpUr4JRm7x8fE4duwYdu/eLS+rVKkSateujT179sDR0RFisRjbtm2DhYWF/I478h9KMMoAZUMjlQxEEAgE4DgOW7Zsga+vL9LS0qCnp4fp06fD0NBQjRETQkqzXbt24ccffwQAdOrUCUlJSTh37hy+++47lc7z6NEjGBsbw9raWuUYdu7ciYyMjHyfL2h9hri4OIhEojwJjKWlZaGHMnbv3g0jIyOFYRWBQIBTp07Bw8MDRkZGEAqFsLCwwIkTJ2Bqalqo85YnlGBouIKGRp48eYJhw4bh33//BQB8++232LVrF2rWrKmucAkpt/R0tHB/kbvaXruwoqKicPXqVfneQ9ra2ujfvz927dqlcoLBGCvymgqVK1cu0nF8CQgIwKBBg6CrqysvY4xh/PjxsLCwwPnz56Gnp4edO3eie/fuuHbtWpESqbKMEgwNl9/QyLNnz9CwYUOkp6fDwMAAK1aswNixY2k/BELURCAQqDRMoS67du2CVCqFjY2NvIwxBrFYjE2bNsHExATGxsYAPs11+LyX4OPHjzAxMQEA1KpVC0lJSYiNjVX5w/drhkisrKwgkUjw8eNHhfji4+MLNU/i/PnziIqKQnBwsEL5mTNncPToUXz48EHeBlu2bMHJkyexe/du+Pr6FuLKyo/S/24nBcq9WmfuoRE7Ozt8//33iI+Px65du2Bvb6++IAkhGkEqlWLPnj1Ys2aNfCJ4Dg8PD/z6668YM2YMvvnmGwiFQty4cQPVqlWT13n69CmSkpJQq1YtAECfPn3g6+uLlStXKkzyzPF5ApDb1wyRODk5QUdHB6dPn5bfARIVFYUXL17A2dk53+Ny7Nq1C05OTnkWG0xPTweAPF/UhEIh7ZirBCUYGozjmHy1TsbJELR9CwYPGghLS0sAn35JdHV1qdeCEFIoOd/Ohw8fLu+FyNG7d2/s2rULY8aMgZGREUaMGIGpU6dCW1sbDRo0wMuXLzFz5ky0bNkSrVq1AgDY2tpi3bp18Pb2RnJyMoYMGQI7Ozu8evUKe/bsgaGhYb63qn7NEImJiQmGDx8OHx8fVKxYEcbGxpgwYQKcnZ0VJnjWqVMHy5YtQ8+ePeVlycnJCAkJURqXs7MzTE1N4enpifnz50NPTw87duxATEyM0vVCyj1WziQlJTEALCkpibdzymQyFhsby2QyGW/n/PJrcuy7VWdZtZlHmc0If1bBrh4DwHr37l1iMRQndbRpWUdtyq8vtWdGRga7f/8+y8jIKOHIiq5bt26sS5cuSp+7cuUKA8Bu3brFGPt0fX5+fqxOnTpMT0+P2dvbs1GjRrGEhIQ8x548eZK5u7szU1NTpqury+rUqcOmTZvG3rx5o1CP4zgmkUgYx3FffS0ZGRls3LhxzNTUlOnr67OePXuy2NhYhToAWGBgoELZtm3bmJ6eHvv48aPS8167do117NiRVaxYkRkZGbGWLVuy48ePf3W8xaGo7VnQe1eVz1ABY7k72cu+5ORkmJiYICkpST6G9rU4jsPbt29hYWFRIr0FjDF0/fkC7r3+gORrh5F0YR+YNBtGRkZYs2YNRowYofEbLJV0m5YH1Kb8+lJ7ZmZmIiYmBvb29goTBUn+GG3XzquitmdB711VPkNpiEQDZWTLEHnnLt4dXw9JbDSAT7eSbd++Hba2tmqOjhBCCKEEQyOdOnkSsUETAZkUJiYmWLduHYYOHUoZPyGEkFKDEgwN1KJlS2gZVITIvBqunwxBTftqXz6IEEIIKUE0EKsBsrOzsXv3buRMlzEyMoLV4NUw7z0fNmpejIYQQghRhhKMUu7WrVto0aIFhg4diu3btwP4tPaFtmFFGhIhhBBSalGCUUpJJBIsXLgQTZs2RUREBExNTaFnaIS0LKl87QtCCCGktKI5GKXQzZs3MdTLC3du3wYAdO/hgTQnT8y/o4P5d/7bjdHB2lilPQYIIYSQkkIJRimzdetWjPeeAMbJINQzRsUOY3CrdhsI0hSHQxysjXF0QmsaJiGEEFIqUYJRSjDGkJEtQ426DcAYg37t1qjYYQy0DCrI6zhYGyNkjDMEgk+7I1JyQQghpLSiBEPNsrKycPHiJay6rYX7sckAAGuvnyEyt8P1uW7QF/03BEJJBSGkrBOJRPj9998V9gch/1mwYAEOHz6MyMhIdYfyRTTJU42uXr0KR0dHtO/QEZF37srLReZ2aFrNFJUMRNAXact/KLkghBS3nEX7BAIBdHR0YG9vjxkzZiAzM1PdoRW7uLg4TJo0CTVr1oSuri4sLS3h4uKCrVu3yndSVbdp06bh9OnT6g6jUKgHQw0yMzPh5+eH1atXg+M4CPUrQJb2AfZ16v5/XgX1VhBC1KdTp04IDAxEdnY2bty4AU9PTwgEAqxYsULdoRWbp0+fwsXFBRUqVMDSpUvRoEEDiMVi3LlzB9u3b0flypXx/fffqztMGBoawtDQUN1hFAr1YJSwS5cuoXHjxli5ciU4joNFEzfYjNgCvWqNcHRCaxiIqbeCkLIsLS0t35/PewkKqpuRkVGoukUhFothZWUFW1tbeHh4wM3NDSdPnpQ//+7dO/zwww+oXLky9PX10aBBA/z6668K5/juu+8wceJEzJgxAxUrVoSVlRUWLFigUOfRo0f49ttvoaurCwcHB4XXyHHnzh20a9cOenp6qFSpEkaNGoXU1FT580OHDoWHhweWLl0KS0tLVKhQAYsWLYJUKsX06dNRsWJFVKlSBYGBgQVe87hx46CtrY3r16+jX79+qFu3LqpXr44ePXrg2LFj6N69OwDg2bNnEAgECkMUHz9+hEAgQFhYmLzs7t276Ny5MwwNDWFpaYnBgwcjMTFR/vyhQ4fQoEED+XW5ubnJ/73CwsLQvHlzGBgYoEKFCnBxccHz588BfBoiady4cZ7rX716NaytrVGpUiWMHz8e2dnZ8jqxsbHo2rUr9PT0YG9vj19++QV2dnZYv359gW3ytSjBKCGMMczwnQUXFxdERUVBbFwR5r3mQa/jZGjpGcPB2lhhvgUhpGzK+Qaq7Kd3794KdS0sLPKt27lzZ4W6dnZ2Sut9rbt37+LixYsQiUTysszMTDg5OeHYsWO4e/cuRo0ahcGDB+Pq1asKx+7evRsGBga4cuUKVq5ciUWLFsmTCI7j0KtXL4hEIly5cgX+/v7w9fVVOD4tLQ3u7u4wNTXFtWvXEBISglOnTsHb21uh3pkzZ/DmzRv8+++/WLt2Lfz8/NCtWzeYmpriypUrGDNmDEaPHo1Xr14pvcZ3797hn3/+wfjx42FgYKC0jipf+j5+/Ih27dqhSZMmuH79Ok6cOIH4+Hj069cPwKcP/B9++AHDhg3DgwcPEBYWhl69esl3P/Xw8ICrqytu376NS5cuYdSoUQW+/tmzZ/HkyROcPXsWu3fvRlBQEIKCguTPe3p64s2bNwgLC8Nvv/2G7du34+3bt4W+niJTaZP4MkCVvewLSyaTsdjYWCaTyZQ+z3Ec67UlnFVwHcoAMIP67ViVib+yajOPsmozj7LO6/9lMhnHWzxlwZfalKiO2pRfX2rPjIwMdv/+fZaRkaFQDiDfny5duijU1dfXz7euq6urQl0zMzOl9VTl6enJtLS0mIGBAROLxQwAEwqF7NChQwUe17VrVzZ16lT5Y1dXV9a6dWuFOs2aNWMzZ85kjDEWGhrKtLW12evXr+XPHz9+nAFgv//+O2OMse3btzNTU1OWmpoqr3Ps2DEmFApZXFycPN5q1aop/DvUrl2btWnTRv5YKpUyAwMD9uuvvyqN/fLlywqvm6NSpUrMwMCAGRgYsBkzZjDGGIuJiWEAWEREhLzehw8fGAB29uxZxhhjixcvZh07dlQ418uXLxkAFhUVxW7cuMEAsGfPnuWJ5d27dwwACwsLUxqrn58fa9SokfxxzvVLpVJ5Wd++fVn//v0Zx3Hs9u3bDAC7du2a/PlHjx4xAGzdunVKXyO/9y5jqn2G0hyMYpSWloY3b97A1Loqbjz/AOPmPSG2rgXdag0B/Hfbqb6I5lsQUl7k7t7/nJaWYi9mQd8yhULFDuhnz559VVy5tW3bFlu3bkVaWhrWrVsHbW1thd4VmUyGpUuX4uDBg3j9+jUkEgmysrKgr6+vcJ6GDRsqPLa2tpZf04MHD2BrawsbGxv5887Ozgr1Hzx4gEaNGin0Kri4uIDjOERFRcHS0hIAUK9ePYX2sLS0RP369eWPtbS0UKlSJZW/tV+9ehUcx2HQoEHIysoq9HG3bt3C2bNnlfYgPXnyBB07dkT79u3RoEEDuLu7o2PHjujTpw9MTU1RsWJFDB06FO7u7ujQoQPc3NzQr18/WFtb5/t69erVU3jvWFtb486dOwCA6OhoaGtrw9HRUf58zZo1YWpqWujrKSpKMHjG/r+exYXz5zF21EjEp0lR6cd1EGiLIBBq4e4OH/lQCE3kJKT8ya8LviTrFuZcNWvWBAAEBASgUaNG2LVrF4YPHw4AWLVqFTZs2ID169ejQYMGMDAwwOTJkyGRSBTOo6Ojo/BYIBCA4zje4izodVR57Zo1a0IgECAqKkqhvHr16gAAPT09eVlOIsP+v/kkAIX5DsCnJLJ79+5KJ8VaW1tDS0sLJ0+exMWLF/HPP/9g48aNmDNnDq5cuQJ7e3sEBgZi4sSJOHHiBIKDgzF37lycPHkSLVu2LPT1F0c7q6pUzMHYvHkz7OzsoKurixYtWuQZx/tcSEgI6tSpA11dXTRo0ADHjx8voUgLxnEM7qv+gZVzT7i7tcPTp0+QmZ4G6cd4AMhz6yklF4SQ0k4oFGL27NmYO3eufGJpeHg4evTogR9//BGNGjVC9erVER0drdJ569ati5cvXyI2NlZedvny5Tx1bt26pTBZNTw8HEKhELVr1/6Kq1JUqVIldOjQAZs2bfrixFhzc3MAUIj78zUpHB0dce/ePdjZ2aFmzZoKPzmJoEAggIuLCxYuXIiIiAiIRCL88ccf8nM0adIEs2bNwsWLF1G/fn388ssvRbq2WrVqQSqVIiIiQl72+PFjfPjwoUjnU4XaE4zg4GD4+PjAz88PN2/eRKNGjeDu7p5vV9bFixfxww8/YPjw4YiIiICHhwc8PDxw9+5dpfVLCmMMLpM34uxST6TcPAoAMGzkDpvhm9GoQT3cW+j+/1U4KakghGiWvn37QktLC5s3bwYAfPPNN/Jv4A8ePMDo0aMRHx+v0jnd3NxQq1YteHp64tatWzh//jzmzp2rUGfQoEHQ1dWFp6cn7t69i7Nnz2LChAkYPHiwfHiEL1u2bIFUKkXTpk0RHByMBw8eICoqCvv27cPDhw/lQxB6enpo2bIlli9fjgcPHuDcuXN54h4/fjzev3+PH374AdeuXcOTJ08QGhoKLy8vyGQyXLlyBUuXLsX169fx4sUL/P7770hISEDdunURExODWbNm4dKlS3j+/Dn++ecfPHr0CHXr1i3SddWpUwdubm4YNWoUrl69ioiICIwaNQp6enrF/nmk9gRj7dq1GDlyJLy8vODg4AB/f3/o6+sjICBAaf0NGzagU6dOmD59OurWrYvFixfD0dERmzZtKuHIP2GM4UNKGqZMn4mrm6dAmhQPcQVLHDn6N+KvHsXDFb1wbOKn208puSCEaCJtbW14e3tj5cqVSEtLw9y5c+Ho6Ah3d3d89913sLKygoeHh0rnFAqF+OOPP5CRkYHmzZtjxIgRWLJkiUIdfX19hIaG4v3792jWrBn69OmD9u3bF8vf+xo1aiAiIgJubm6YNWsWGjVqhKZNm2Ljxo2YNm0aFi9eLK8bEBAAqVQKJycnTJ48OU/cNjY2CA8Ph0wmQ8eOHdGgQQNMnjwZFSpUgFAohLGxMf7991906dIFtWrVwty5c7FmzRp07twZ+vr6ePjwIXr37o1atWph1KhRGD9+PEaPHl3ka9u9ezcsLS3x7bffomfPnhg5ciSMjIygq6tb5HMWhoDlHkgqYRKJBPr6+jh06JDCm9PT0xMfP37En3/+meeYqlWrwsfHB5MnT5aX+fn54fDhw7h161ae+llZWQqTc5KTk2Fra4sPHz7A2Nj4q68hXSJFPb9/8DZ4HjKfR8KwSRdEndgDK7Pin0BTlnEch4SEBJibm+eZzEaKhtqUX19qz8zMTDx79gz29vbF/oe8LMnOzs4zp4AUnbL2fPXqFapWrYqTJ0+iffv2eY7JzMxETEyMfOpCbsnJyTA1NUVSUtIXP0PVOskzMTERMpksT1eXpaUlHj58qPSYuLg4pfXj4uKU1l+2bBkWLlyYpzwhIYGXpW8zsmUQCASo1HkCsj/GoYVzKwhkkpK5x7gM4zgOSUlJYIzRhyFPqE359aX2zM7OBsdxkEqlkEqlaohQ8zDGIJPJAKi27gRRLqc9z549i7S0NNSvXx9xcXGYNWsW7Ozs0KpVK6XvTalUCo7j8O7duzzJSUpKSqFfv8zfRTJr1iz4+PjIH+f0YJibm/PSg8EYw+357ZGYmAgzMzMYiHXoF4MHHMdBIBDQt20eUZvy60vtmZmZiZSUFGhra0Nbu8z/qeUV9WDwizGG+fPn4+nTpzAyMkKrVq2wf/9+hbtjctPW1oZQKESlSpXy9GCo0hun1ne9mZkZtLS08kwOio+Ph5WVldJjrKysVKovFoshFovzlAuFQt7+yBrqCpAu0oahroj+cPNIIBDw+u9EqE35VlB7CoVC+aZh9KWjcBhj8raiNvt6Oe3p7u6OTp06Ffq4nPessve2Kn871PpXRiQSwcnJSWFnOI7jcPr06TwLruRwdnbOs5PcyZMn861PCCGEkJKn9n47Hx8feHp6omnTpmjevDnWr1+PtLQ0eHl5AQCGDBmCypUrY9myZQCASZMmwdXVFWvWrEHXrl1x4MABXL9+Hdu3b1fnZRBCiFJqnEdPSJHw9Z5Ve4LRv39/JCQkYP78+YiLi0Pjxo1x4sQJ+UTOFy9eKHTJtGrVCr/88gvmzp2L2bNn45tvvsHhw4cVloUlhBB1y1k3QSKR5DvWTUhplLMi6+dL16tKrbepqkNycjJMTEwKdYtNYXEch7dv38LCwoLGtnlCbco/alN+fak9GWN48eIFsrOzYWNjQ21eCOz/u4lqa9O6QXwoSntyHIc3b95AR0cHVatWzXOcKp+hau/BIISQskggEMDa2hoxMTF4/vy5usPRCIwxcBwnnyBLvk5R21MoFCpNLlRFCQYhhBQTkUiEb775Js8mYES5nLUXKlWqRD0+PChqe4pE/NwRSQkGIYQUI6FQSCt5FhLHcdDR0YGuri4lGDxQd3vSvyAhhBBCeEcJBiGEEEJ4RwkGIYQQQnhX7uZg5NyVm5yczNs5OY5DSkoKjRvyiNqUf9Sm/KL25B+1Kb+Koz1zPjsLs8JFuUswcnaCs7W1VXMkhBBCiGZKSUmBiYlJgXXK3UJbOYuIGBkZ8Xafdc4OrS9fvuRt8a7yjtqUf9Sm/KL25B+1Kb+Koz0ZY0hJSSnU4nHlrgdDKBSiSpUqxXJuY2Nj+qXgGbUp/6hN+UXtyT9qU37x3Z5f6rnIQYNchBBCCOEdJRiEEEII4R0lGDwQi8Xw8/ODWCxWdyhlBrUp/6hN+UXtyT9qU36puz3L3SRPQgghhBQ/6sEghBBCCO8owSCEEEII7yjBIIQQQgjvKMEghBBCCO8owSikzZs3w87ODrq6umjRogWuXr1aYP2QkBDUqVMHurq6aNCgAY4fP15CkWoOVdp0x44daNOmDUxNTWFqago3N7cv/huUN6q+R3McOHAAAoEAHh4exRugBlK1TT9+/Ijx48fD2toaYrEYtWrVot/9XFRtz/Xr16N27drQ09ODra0tpkyZgszMzBKKtvT7999/0b17d9jY2EAgEODw4cNfPCYsLAyOjo4Qi8WoWbMmgoKCii9ARr7owIEDTCQSsYCAAHbv3j02cuRIVqFCBRYfH6+0fnh4ONPS0mIrV65k9+/fZ3PnzmU6Ojrszp07JRx56aVqmw4cOJBt3ryZRUREsAcPHrChQ4cyExMT9urVqxKOvHRStT1zxMTEsMqVK7M2bdqwHj16lEywGkLVNs3KymJNmzZlXbp0YRcuXGAxMTEsLCyMRUZGlnDkpZOq7bl//34mFovZ/v37WUxMDAsNDWXW1tZsypQpJRx56XX8+HE2Z84c9vvvvzMA7I8//iiw/tOnT5m+vj7z8fFh9+/fZxs3bmRaWlrsxIkTxRIfJRiF0Lx5czZ+/Hj5Y5lMxmxsbNiyZcuU1u/Xrx/r2rWrQlmLFi3Y6NGjizVOTaJqm35OKpUyIyMjtnv37uIKUaMUpT2lUilr1aoV27lzJ/P09KQE4zOqtunWrVtZ9erVmUQiKakQNYqq7Tl+/HjWrl07hTIfHx/m4uJSrHFqqsIkGDNmzGD16tVTKOvfvz9zd3cvlphoiOQLJBIJbty4ATc3N3mZUCiEm5sbLl26pPSYS5cuKdQHAHd393zrlzdFadPPpaenIzs7GxUrViyuMDVGUdtz0aJFsLCwwPDhw0siTI1SlDY9cuQInJ2dMX78eFhaWqJ+/fpYunQpZDJZSYVdahWlPVu1aoUbN27Ih1GePn2K48ePo0uXLiUSc1lU0p9N5W6zM1UlJiZCJpPB0tJSodzS0hIPHz5UekxcXJzS+nFxccUWpyYpSpt+bubMmbCxscnzy1IeFaU9L1y4gF27diEyMrIEItQ8RWnTp0+f4syZMxg0aBCOHz+Ox48fY9y4ccjOzoafn19JhF1qFaU9Bw4ciMTERLRu3RqMMUilUowZMwazZ88uiZDLpPw+m5KTk5GRkQE9PT1eX496MIjGWb58OQ4cOIA//vgDurq66g5H46SkpGDw4MHYsWMHzMzM1B1OmcFxHCwsLLB9+3Y4OTmhf//+mDNnDvz9/dUdmkYKCwvD0qVLsWXLFty8eRO///47jh07hsWLF6s7NFJI1IPxBWZmZtDS0kJ8fLxCeXx8PKysrJQeY2VlpVL98qYobZpj9erVWL58OU6dOoWGDRsWZ5gaQ9X2fPLkCZ49e4bu3bvLyziOAwBoa2sjKioKNWrUKN6gS7mivEetra2ho6MDLS0teVndunURFxcHiUQCkUhUrDGXZkVpz3nz5mHw4MEYMWIEAKBBgwZIS0vDqFGjMGfOHAiF9P1YVfl9NhkbG/PeewFQD8YXiUQiODk54fTp0/IyjuNw+vRpODs7Kz3G2dlZoT4AnDx5Mt/65U1R2hQAVq5cicWLF+PEiRNo2rRpSYSqEVRtzzp16uDOnTuIjIyU/3z//fdo27YtIiMjYWtrW5Lhl0pFeY+6uLjg8ePH8mQNAKKjo2FtbV2ukwugaO2Znp6eJ4nISd4YbaFVJCX+2VQsU0fLmAMHDjCxWMyCgoLY/fv32ahRo1iFChVYXFwcY4yxwYMHM19fX3n98PBwpq2tzVavXs0ePHjA/Pz86DbVz6japsuXL2cikYgdOnSIxcbGyn9SUlLUdQmliqrt+Tm6iyQvVdv0xYsXzMjIiHl7e7OoqCh29OhRZmFhwZYsWaKuSyhVVG1PPz8/ZmRkxH799Vf29OlT9s8//7AaNWqwfv36qesSSp2UlBQWERHBIiIiGAC2du1aFhERwZ4/f84YY8zX15cNHjxYXj/nNtXp06ezBw8esM2bN9NtqqXBxo0bWdWqVZlIJGLNmzdnly9flj/n6urKPD09FeofPHiQ1apVi4lEIlavXj127NixEo649FOlTatVq8YA5Pnx8/Mr+cBLKVXfo7lRgqGcqm168eJF1qJFCyYWi1n16tXZTz/9xKRSaQlHXXqp0p7Z2dlswYIFrEaNGkxXV5fZ2tqycePGsQ8fPpR84KXU2bNnlf5dzGlHT09P5urqmueYxo0bM5FIxKpXr84CAwOLLT7arp0QQgghvKM5GIQQQgjhHSUYhBBCCOEdJRiEEEII4R0lGIQQQgjhHSUYhBBCCOEdJRiEEEII4R0lGIQQQgjhHSUYhBBCCOEdJRiElDFBQUGoUKGCusMoMoFAgMOHDxdYZ+jQofDw8CiReAghRUMJBiGl0NChQyEQCPL8PH78WN2hISgoSB6PUChElSpV4OXlhbdv3/Jy/tjYWHTu3BkA8OzZMwgEAkRGRirU2bBhA4KCgnh5vfwsWLBAfp1aWlqwtbXFqFGj8P79e5XOQ8kQKa9ou3ZCSqlOnTohMDBQoczc3FxN0SgyNjZGVFQUOI7DrVu34OXlhTdv3iA0NPSrz53f9t25mZiYfPXrFEa9evVw6tQpyGQyPHjwAMOGDUNSUhKCg4NL5PUJ0WTUg0FIKSUWi2FlZaXwo6WlhbVr16JBgwYwMDCAra0txo0bh9TU1HzPc+vWLbRt2xZGRkYwNjaGk5MTrl+/Ln/+woULaNOmDfT09GBra4uJEyciLS2twNgEAgGsrKxgY2ODzp07Y+LEiTh16hQyMjLAcRwWLVqEKlWqQCwWo3Hjxjhx4oT8WIlEAm9vb1hbW0NXVxfVqlXDsmXLFM6dM0Rib28PAGjSpAkEAgG+++47AIq9Atu3b4eNjY3CNukA0KNHDwwbNkz++M8//4SjoyN0dXVRvXp1LFy4EFKptMDr1NbWhpWVFSpXrgw3Nzf07dsXJ0+elD8vk8kwfPhw2NvbQ09PD7Vr18aGDRvkzy9YsAC7d+/Gn3/+Ke8NCQsLAwC8fPkS/fr1Q4UKFVCxYkX06NEDz549KzAeQjQJJRiEaBihUIiff/4Z9+7dw+7du3HmzBnMmDEj3/qDBg1ClSpVcO3aNdy4cQO+vr7Q0dEBADx58gSdOnVC7969cfv2bQQHB+PChQvw9vZWKSY9PT1wHAepVIoNGzZgzZo1WL16NW7fvg13d3d8//33ePToEQDg559/xpEjR3Dw4EFERUVh//79sLOzU3req1evAgBOnTqF2NhY/P7773nq9O3bF+/evcPZs2flZe/fv8eJEycwaNAgAMD58+cxZMgQTJo0Cffv38e2bdsQFBSEn376qdDX+OzZM4SGhkIkEsnLOI5DlSpVEBISgvv372P+/PmYPXs2Dh48CACYNm0a+vXrh06dOiE2NhaxsbFo1aoVsrOz4e7uDiMjI5w/fx7h4eEwNDREp06dIJFICh0TIaVase3TSggpMk9PT6alpcUMDAzkP3369FFaNyQkhFWqVEn+ODAwkJmYmMgfGxkZsaCgIKXHDh8+nI0aNUqh7Pz580woFLKMjAylx3x+/ujoaFarVi3WtGlTxhhjNjY27KefflI4plmzZmzcuHGMMcYmTJjA2rVrxziOU3p+AOyPP/5gjDEWExPDALCIiAiFOp9vL9+jRw82bNgw+eNt27YxGxsbJpPJGGOMtW/fni1dulThHHv37mXW1tZKY2CMMT8/PyYUCpmBgQHT1dWVb4W9du3afI9hjLHx48ez3r175xtrzmvXrl1boQ2ysrKYnp4eCw0NLfD8hGgKmoNBSCnVtm1bbN26Vf7YwMAAwKdv88uWLcPDhw+RnJwMqVSKzMxMpKenQ19fP895fHx8MGLECOzdu1fezV+jRg0An4ZPbt++jf3798vrM8bAcRxiYmJQt25dpbElJSXB0NAQHMchMzMTrVu3xs6dO5GcnIw3b97AxcVFob6Liwtu3boF4NPwRocOHVC7dm106tQJ3bp1Q8eOHb+qrQYNGoSRI0diy5YtEIvF2L9/PwYMGAChUCi/zvDwcIUeC5lMVmC7AUDt2rVx5MgRZGZmYt++fYiMjMSECRMU6mzevBkBAQF48eIFMjIyIJFI0Lhx4wLjvXXrFh4/fgwjIyOF8szMTDx58qQILUBI6UMJBiGllIGBAWrWrKlQ9uzZM3Tr1g1jx47FTz/9hIoVK+LChQsYPnw4JBKJ0g/KBQsWYODAgTh27Bj+/vtv+Pn54cCBA+jZsydSU1MxevRoTJw4Mc9xVatWzTc2IyMj3Lx5E0KhENbW1tDT0wMAJCcnf/G6HB0dERMTg7///hunTp1Cv3794ObmhkOHDn3x2Px0794djDEcO3YMzZo1w/nz57Fu3Tr586mpqVi4cCF69eqV51hdXd18zysSieT/BsuXL0fXrl2xcOFCLF68GABw4MABTJs2DWvWrIGzszOMjIywatUqXLlypcB4U1NT4eTkpJDY5SgtE3kJ+VqUYBCiQW7cuAGO47BmzRr5t/Oc8f6C1KpVC7Vq1cKUKVPwww8/IDAwED179oSjoyPu37+fJ5H5EqFQqPQYY2Nj2NjYIDw8HK6urvLy8PBwNG/eXKFe//790b9/f/Tp0wedOnXC+/fvUbFiRYXz5cx3kMlkBcajq6uLXr16Yf/+/Xj8+DFq164NR0dH+fOOjo6IiopS+To/N3fuXLRr1w5jx46VX2erVq0wbtw4eZ3PeyBEIlGe+B0dHREcHAwLCwsYGxt/VUyElFY0yZMQDVKzZk1kZ2dj48aNePr0Kfbu3Qt/f/9862dkZMDb2xthYWF4/vw5wsPDce3aNfnQx8yZM3Hx4kV4e3sjMjISjx49wp9//qnyJM/cpk+fjhUrViA4OBhRUVHw9fVFZGQkJk2aBABYu3Ytfv31Vzx8+BDR0dEICQmBlZWV0sXBLCwsoKenhxMnTiA+Ph5JSUn5vu6gQYNw7NgxBAQEyCd35pg/fz727NmDhQsX4t69e3jw4AEOHDiAuXPnqnRtzs7OaNiwIZYuXQoA+Oabb3D9+nWEhoYiOjoa8+bNw7Vr1xSOsbOzw+3btxEVFYXExERkZ2dj0KBBMDMzQ48ePXD+/HnExMQgLCwMEydOxKtXr1SKiZBSS92TQAgheSmbGJhj7dq1zNramunp6TF3d3e2Z88eBoB9+PCBMaY4CTMrK4sNGDCA2draMpFIxGxsbJi3t7fCBM6rV6+yDh06MENDQ2ZgYMAaNmyYZ5Jmbp9P8vycTCZjCxYsYJUrV2Y6OjqsUaNG7O+//5Y/v337dta4cWNmYGDAjI2NWfv27dnNmzflzyPXJE/GGNuxYweztbVlQqGQubq65ts+MpmMWVtbMwDsyZMneeI6ceIEa9WqFdPT02PGxsasefPmbPv27fleh5+fH2vUqFGe8l9//ZWJxWL24sULlpmZyYYOHcpMTExYhQoV2NixY5mvr6/CcW/fvpW3LwB29uxZxhhjsbGxbMiQIczMzIyJxWJWvXp1NnLkSJaUlJRvTIRoEgFjjKk3xSGEEEJIWUNDJIQQQgjhHSUYhBBCCOEdJRiEEEII4R0lGIQQQgjhHSUYhBBCCOEdJRiEEEII4R0lGIQQQgjhHSUYhBBCCOEdJRiEEEII4R0lGIQQQgjhHSUYhBBCCOHd/wAfpNOPkMgpiQAAAABJRU5ErkJggg==\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    fpr, tpr, _ = roc_curve(y_test_mlsmote[:, i], y_test_pred[:, i])\n",
    "    roc_auc = auc(fpr, tpr)\n",
    "    \n",
    "    plt.figure(figsize=(6, 4))\n",
    "    plt.plot(fpr, tpr, label=f'AUC = {roc_auc:.2f}')\n",
    "    plt.plot([0, 1], [0, 1], 'k--', label='Random Guessing')\n",
    "    plt.title(f\"ROC Curve per {category}\")\n",
    "    plt.xlabel('False Positive Rate')\n",
    "    plt.ylabel('True Positive Rate')\n",
    "    plt.legend(loc='lower right')\n",
    "    plt.grid(alpha=0.3)\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per toxic (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.10        1.00        \n0.00      0.11        1.00        \n0.01      0.12        0.99        \n0.01      0.14        0.98        \n0.03      0.17        0.96        \n0.07      0.20        0.93        \n0.16      0.25        0.87        \n0.37      0.34        0.78        \n0.75      0.53        0.61        \n1.00      1.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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1w5GRka4fv06Nm3ahPnz56Nr166wtLTE3LlzMXDgQDRq1Ag9e/aEjY0Nzp49i5SUlDwvdwwcOBCPHz9G69atUaFCBdy6dQsLFy6Eh4cHatSokes2RkZGmDVrFvr37w9vb2/06NFDvNXPxcUFo0eP1mVKRKNGjcK8efMQHByM9evX4+uvv8bWrVvx3nvvoV+/fvD09ERycjLOnz+PzZs3IyoqCra2tmjVqhV69+6NBQsW4Pr162jfvj00Gg0OHTqEVq1aYeTIkWjXrp3YszNkyBAkJSVh+fLlsLe3L3CPQV5sbGzwxx9/oGPHjvDw8NCayfP06dP47bff4OXlJa4/cOBADB06FB999BHatm2Ls2fPYufOnbC1tS3QcY2MjPDhhx9i/fr1SE5OxuzZs3Oss3jxYjRv3hx16tTBoEGDULlyZcTExODYsWO4c+eOOA/E67i5uaF58+YYNmwY0tLSMG/ePJQtW1brEpYUx8lNlSpVYG1tjaVLl8LCwgJmZmZo0qQJXF1d8/XevXz5MiZNmoR+/fqhU6dOAJ7f3urh4SGOW8rLggUL0Lx5czRo0ACDBw+Gq6sroqKiEBISwqnL9Z18N7AQ5ZR9e92JEydeu17fvn0FMzOzPF//6aefBE9PT8HExESwsLAQ6tSpI3zzzTfCvXv3tNbbunWr0LRpU8HExESwtLQUGjduLPz2229ax3n5NtXNmzcL7dq1E+zt7QWVSiVUrFhRGDJkiHD//n1xnVdvU822YcMGoX79+oJarRbKlCkj9OrVS+u2xNedV2BgoJCfX9fs2wC///77XF/v16+fYGBgINy4cUMQBEFITEwUxo0bJ7i5uQkqlUqwtbUVmjZtKsyePVtIT08Xt8vMzBS+//57wd3dXVCpVIKdnZ3QoUMH4dSpU1q5rFu3rmBsbCy4uLgIs2bNElauXCkAECIjI8X1CnubarZ79+4Jo0ePFqpVqyYYGxsLpqamgqenpzBjxgwhPj5eXC8rK0sYO3asYGtrK5iamgq+vr7CjRs38rxN9XXvud27dwsABIVCIdy+fTvXdW7evCn06dNHKFeunGBkZCQ4OTkJ7733nrB58+bXns/LP7MffvhBcHZ2FtRqtdCiRQvh7NmzhTpOfn+PXvbXX38JNWvWFAwNDXP8PF733s3MzBQaNWokVKhQQXj69KnWPufPny8AEDZs2KB1rq/+rC9cuCB06dJFsLa2FoyNjYXq1asLkyZNynfsVDwpBIH9UEREcomKioKrqyu+//57jBkzRu5wiCTDMRhEREQkORYYREREJDkWGERERCQ5jsEgIiIiybEHg4iIiCTHAoOIiIgkV+om2tJoNLh37x4sLCz4tD4iIqICEAQBiYmJcHR0zPEsqFeVugLj3r17cHZ2ljsMIiIivXX79u0cT7N+VakrMCwsLAA8T46lpaUk+9RoNIiLi4Odnd0bKzrKH+ZUesyptJhP6TGn0tJFPhMSEuDs7Cx+lr5OqSswsi+LWFpaSlpgpKamwtLSkr8UEmFOpcecSov5lB5zKi1d5jM/Qwz4EyQiIiLJscAgIiIiybHAICIiIsmVujEYRFS6ZWVlISMj4633o9FokJGRgdTUVI4XkAhzKq3C5tPIyAgGBgZvfXwWGERUaiQlJeHOnTuQ4gkJgiBAo9EgMTGRc+pIhDmVVmHzqVAoUKFCBZibm7/V8VlgEFGpkJWVhTt37sDU1BR2dnZv/QEmCAIyMzNhaGjID0OJMKfSKkw+BUFAXFwc7ty5g6pVq75VTwYLDCIqFTIyMiAIAuzs7GBiYvLW++OHofSYU2kVNp92dnaIiopCRkbGWxUYsl7kOnjwIDp16gRHR0coFAr8+eefb9xm//79aNCgAdRqNdzc3LB69Wqdx0lEJQc/uIheT6rfEVkLjOTkZNSrVw+LFy/O1/qRkZHw8/NDq1atEB4eji+//BIDBw7Ezp07dRwpERERFYSsl0g6dOiADh065Hv9pUuXwtXVFT/88AMAoEaNGjh8+DDmzp0LX19fXYX5RufuxONq9FO0s7CBjZlatjiIiIiKC70ag3Hs2DH4+Photfn6+uLLL7/Mc5u0tDSkpaWJywkJCQCe376j0WgkiWvpgZvYcTEGf199ijX9G0uyz9JOo9GII6BJGqU9p9nnn/0lhez9SLW/4kSpVGLLli3o3LmzpOu+SXHP6f79+9G6dWs8fvwY1tbWWL16NUaPHo0nT57IHVquCpPP7N+R3D4nC/L3Q68KjAcPHsDBwUGrzcHBAQkJCXj27FmuA7eCgoIwderUHO1xcXFITU2VJK7Y+GQAwN3HyYiNjZVkn6WdRqNBfHw8BEHg/fASKe05zcjIgEajQWZmJjIzM996f4IgICsrC4Bux3UMGDAA//vf/wA8n5+gYsWK6NWrFwICAmBoqLs/4dHR0bCxsclXrgqy7uu8KadVq1bFrVu3AAAmJiaoXLkyPv/8c3z22WdvddyCyI4v+32U/YH7pnPfv38/5syZg+PHj+PZs2eoVKkS2rdvj1GjRsHJyUknsRb2PZp9Xo8ePYKRkZHWa4mJifnej14VGIUxbtw4+Pv7i8vZT4Kzs7OT7GFno9sq0HvVSRgaGsLe3l6SfZZ2Go0GCoWCT1WUUGnPaWpqKhITE2FoaCjpB/Orf4ClplQq0b59e6xcuRJpaWkIDQ3FyJEjoVarMW7cuBzrp6enQ6VSvfVx3/Qo7sKumx+vy+nUqVMxaNAgpKSkYNOmTRg6dCicnZ0LdLn9bWTfVZH9Psr+XXrde2rZsmUYMWIE+vTpg82bN8PFxQXR0dFYu3Yt5s+fjzlz5hQqlvz+rAv6Hs0+r7Jly8LY2FjrtVeXX0ev/sqUK1cOMTExWm0xMTGwtLTM87YztVotPjn15SeoKpVKyb4UL/2xlnK/pf1LoVDIHkNJ+yrtOVUoFOIXADzLyCr0V0p6pta/BfkCoBXL676y/46VL18eLi4uGD58OHx8fLBt2zYoFAr0798fXbp0wcyZM+Hk5AR3d3coFArcuXMH3bt3h42NDcqWLYvOnTvj1q1bWvtetWoVateuDWNjYzg6OuLzzz8XX1Mqlfjrr7+gUCiQkZGBzz//HI6OjjAxMYGLiwuCg4NzXVehUODChQto06YNTE1NYWtriyFDhiA5OVl8PTvmH374AY6OjrC1tcXIkSORkZEhnnNeubC0tET58uVRpUoVBAQEoEyZMtizZ4+4Tnx8PAYNGgR7e3tYWVmhTZs2OHfunNZ+/v77bzRu3BgmJiaws7PDhx9+KL72yy+/oFGjRuJxevXqhbi4uBxxvG755a+7d+9i1KhR+OKLL7Bq1Sq0atUKrq6u8Pb2xooVKxAYGAiFQoGpU6eifv36WtvOnz8frq6uOfL28s96woQJeOedd3Ic18PDA9OmTRPjW7FiBWrWrAkTExPUqFEDS5YseeN7L6/fo/zSqx4MLy8vhIaGarXt3r0bXl5eMkVERPrqWUYWak6W5w60S9N8Yaoq/J9fExMTPHr0SFwOCwuDpaUldu/eDeD55SBfX194eXnh0KFDMDQ0xLfffov27dvj3LlzUKlUWLJkCfz9/REcHIwOHTogPj4eR44cyfV4CxYswNatW7Fx40ZUrFgRt2/fxu3bt3NdNzk5WTz2iRMnEBsbi4EDB2LkyJFa0wrs27cP5cuXx759+3Djxg10794d9erVQ//+/fOVA41Ggz/++ANPnjzR+l/8xx9/DBMTE2zfvh1WVlZYtmwZ2rRpg2vXrqFMmTIICQlBly5dMGHCBKxduxbp6elanysZGRmYPn06qlevjtjYWPj7+6Nfv345Pnvya9OmTUhPT8c333yT6+vW1tYF2t+rP2vg+VCAmzdvokqVKgCAixcv4ty5c9i8eTMAYN26dZg8eTIWLVqE+vXr48yZMxg0aBDMzMzQt2/fQp1XfshaYCQlJeHGjRvicmRkJMLDw1GmTBlUrFgR48aNw927d7F27VoAwNChQ7Fo0SJ88803+Oyzz7B3715s3LgRISEhcp0CEVGREQQBYWFh2LlzJz7//HOx3czMDD///LP4QfvLL79Ao9Hg559/Fv8Hu2rVKlhbW2P//v1o164dvv32W3z11VcYNWqUuJ9GjRrletzo6GhUrVoVzZs3h0KhQKVKlfKM8ddff0VqairWrl0LMzMzAMCiRYvQqVMnzJo1SxxHZ2Njg0WLFsHAwADu7u7w8/PD3r1731hgjB07FhMnTkRaWhoyMzNRpkwZDBw4EABw+PBhHD9+HLGxsVCrn9/RN3v2bPz555/YvHkzBg8ejBkzZuCTTz7RGptXr1498fuXx3NUrlwZCxYsQKNGjZCUlFSoqbOvX78u9oZI4dWfNfA8/l9//RWTJk0C8LygaNKkCdzc3JCZmYkpU6bghx9+wIcffggAcHV1xaVLl7Bs2bKSW2CcPHkSrVq1Epezx0r07dsXq1evxv379xEdHS2+7urqipCQEIwePRrz589HhQoV8PPPP8t6iyoR6ScTIwNcmlb4vx1vM+ukiVHBZkf8+++/YW5uLg5U7dmzJ6ZMmSK+XqdOHa0PnLNnz+LGjRuwsLDQ2k9qaipu3ryJ2NhY3Lt3D23atMnX8fv164e2bduievXqaN++Pd577z20a9cu13UvX76MevXqicUFADRr1gwajQZXr14VC4xatWppzRJZvnx5nD9/HgAwc+ZMBAUFia9dunQJFStWBAB8/fXX6NevH+7fv4+vv/4aw4cPh5ubm3jeSUlJKFu2rFZMz549w82bNwEA4eHhGDRoUJ7neurUKUyZMgVnz57FkydPxEGc0dHRqFmzZr7y9TJBECQdBPzqzxoAevXqhZUrV2LSpEkQBAG//fab+HmanJyMmzdvYsCAAVrnnZmZCSsrK8niyo2sBUbLli1fe+tMbrN0tmzZEmfOnNFhVERUGigUire6TCEIAjKVKJJprVu1aoUlS5ZApVLB0dExx4DClz/Mgee9w56enli3bl2OfRVmkG+DBg0QGRmJ7du3Y8+ePejWrRt8fHzELvjCeHXgoUKhED/Mhw4diu7du4uvOTo6it/b2trCzc0Nbm5u2LRpE+rUqYOGDRuiZs2aSEpKQvny5bF///4cx8u+FPG6aeKzL+/4+vpi3bp1sLOzQ3R0NHx9fZGenl6o86xWrRri4+Nx//791/ZiKJXKHJ+HuT3199WfNQD06NEDY8eOxenTp/Hs2TPcvn1bzF9SUhIAYPny5WjSpInWdlI8MfV19GoMBhFRaWRmZib+Lz0/GjRogA0bNsDe3j7Pu+VcXFwQFham1Yv8OpaWlujevTu6d++Orl27on379nj8+DHKlCmjtV6NGjWwevVqJCcnix+GR44cgVKpRPXq1fN1rDJlyuTohciNs7MzunfvjnHjxuGvv/5CgwYN8ODBAxgaGsLFxSXXberWrYuwsLBcL8VcuXIFjx49QnBwMJydnQE872l/G127dkVAQAC+++47zJ07N8frT58+hbW1Nezs7PDgwQOtHo/w8PB8HaNChQrw9vbGunXr8OzZM7Rt2xb29vYQBAEODg5wdHREREQEevXq9VbnUlB6dRcJERG9Wa9evWBra4sPPvgAhw4dQmRkJPbv348vvvgCd+7cAQDxuvyCBQtw/fp1nD59GgsXLsx1f3PmzMFvv/2GK1eu4Nq1a9i0aRPKlSuX6wDFXr16wdjYGH379sWFCxewb98+fP755+jdu3eOeYykMGrUKGzbtg0nT56Ej48PvLy80LlzZ+zatQtRUVE4evQoJkyYIBYKgYGB+O233xAYGIjLly/j/PnzmDVrFgCgYsWKUKlUWLhwISIiIrB161ZMnz79reJzdnbG3LlzMX/+fAwYMAAHDhzArVu3cOTIEQwZMkTcf8uWLREXF4fvvvsON2/exOLFi7F9+/Z8H6dXr15Yv349Nm3alKOQmDJlCoKCgrBgwQJcu3YN58+fx6pVqwp9e2x+scAgIiphTE1NcfDgQVSsWBEffvghatSogQEDBiA1NVXs0ejbty/mzZuHH3/8EbVq1cJ7772H69ev57o/CwsLfPfdd2jYsCEaNWqEqKgohIaG5nqpxdTUFDt37sTjx4/RqFEjdO3aFW3atMGiRYt0cq41a9ZEu3btMHnyZCgUCoSGhuLdd99F//79Ua1aNXzyySe4deuWWNy0bNkSmzZtwtatW+Hh4YHWrVvj+PHjAJ5fPlq9ejU2bdqEmjVrIjg4GLNnz37rGIcPH45du3bh7t276NKlC9zd3TFw4EBYWlpizJgxAJ73/Pz4449YvHgx6tWrh+PHj4uv5UfXrl3x6NEjpKSk5JhRdeDAgfj555+xatUq1KlTB97e3li9ejVcXV3f+txeRyEU1/lYdSQhIQFWVlaIj4+XbKKtw9fj8OmK46jmYI5do70l2Wdpp9FoEBsbC3t7+wJfL6bclfacpqamIjIyEq6urgWaLCgvfLS49JhTaRU2n6/7XSnIZ2jp+ytDREREOscCg4iIiCTHAoOIiIgkxwKDiIiIJMcCg4hKlVI2rp2owKT6HWGBQUSlQvashYWdkZGotMj+HXnbmT45kycRlQqGhoYwNTVFXFwcjIyM3vpWXd5SKT3mVFqFyadGo0FcXBxMTU1zTElfUCwwiKhUUCgUKF++PCIjI3Hr1q233p8gCNBoNFAqlfwwlAhzKq3C5lOpVKJixYpv/TNggUFEpYZKpULVqlUluUyi0Wjw6NEjlC1btlROXKYLzKm0CptPlUolSf5ZYBBRqaJUKiWZyVOj0cDIyAjGxsb8MJQIcyotufPJnyARERFJjgUGERERSY4FBhEREUmOBQYRERFJjgUGERERSY4FBhEREUmOBQYRERFJjgUGERERSY4FBhEREUmOBQYRERFJjgUGERERSY4FBhEREUmOBQYRERFJjgUGERERSY4FBhEREUmOBQYRERFJjgVGKZWakYX4Zxlyh0FERCUUC4xS6J+IR3CftAP1pu7Cw6S0164b/SgFG05E41l6VhFFR0REJYGh3AFQ0REEAb/8cwtTt10S21p9vx9ftKkKlaEStZ2s8G3IJdQobwk7czUu3I1H2JVYAMDY388DAGo5WuL3YU1hbGQgyzkQEZF+YIFRCgiCgEyNgMCtF/Hrv9FaryWmZWJG6GWttjPRT/Pc18V7CWgavBenJ7XVRahERFRCsMAo4R4lpaHvquO4cDcBAKBQAAHt3aEyVGr1ZOSlbU0H7L4Uo9X2ODkdF+7Go6qDOQyVShgoFTqJnYiI9BcLjBLq3tNnCD1/H78ej0ZEXLLYvvRTT/jWKgeNRkCWRsC5O/E4desJ7j59hu8+qovq5Sxw7m48ajtaomIZU5Q1V0OjEaBUKnDxXjz8FhwGALy38LC4z2ZuZbFu4DuFivNZehaiH6egejmLtzthIiIqVlhglEDRj1Lw7vf7crRvHOKFxq5lAABKpQIDW1QG8PwSSpZGgKHB8zG/9ZyttbZT/tdDUcvRCkoFoBG093vkxiP8FX4XH3g4QRAEJDzLhJWpkfj6lQcJmLL1Ih4np8Orcll8UN8JNcpZYt2/tzB39zUkp2ehkYsNNg1tiiyNAEEQwE4RIiL9xgJDzxy4Fod7T5/BpawZypipcvzPPzYxFZ+u+Ferbd+YlnCyNoHKMPebhhQKBQwN8veJfmZyO3yz+SwOXIuD2tBAvNV11PpwPIhPxbZz98TLMaFftMCao1HYcPK2uP21mCSsOXYrx35PRD2B+6TtSM3QAABUhkrsHeaRr5iIiKj4YYGhRw5ei0Pflce12i5O9YWp6vkdHYlpmeiz4jiiH6cAAJq72SLowzpwLmMqWQxWJkZY1ruhuOw79yCuxiQCAIK2X9Fat+OCQ6/dVwUbE7xbzU4ceJpdXABAeqYGzReeRvhkH1ibqqUKn4iIiggLjGIuOS0To9aHY9/VWGS9em0CwO+n7+Dw9Ye4/CABTtYmuPIgEbbmavw+zAuVyprpPL41nzXGO0Fh4nJlWzNEPHwx5qN+RWtM9KsBz0plEJ+SgWUHb2LZwQjM7FIbHzaoACMDJVIzsrDl9F20r1UOpioDbDlzV9zeY9oerOjbEG1qOOj8XIiISDoKQRByfmqVYAkJCbCyskJ8fDwsLS0l2efh63H4dMVxVHMwx67R3pLsM9vIX0/j73P3872+2lCJTUO9ULeCtaRxvE5iagZWHYnCO5XLorFrGSSnZSJ4+xU0rVIW7WuXg0JRsAEVD5PS0PDbPVptK/s1hIezDSyNDbH9wgPsvhSDb7vURmp6FuwtjbXWzX5LF/S4JZ1Go0FsbCzs7e2hVHKOvbfFfEqPOZWWLvJZkM9Q9mAUUynpmfh+59UcxcXCHvVRv6I1fOceRHIus2t+17VukRYXAGBhbIQv2lQVl83UhpjeuXah92drrsbFKe3QcvY+xCU9H+Px2eqTOdbbevae+H2PxhXx2/EXc3y4l7PAji/fLXQMRET0dlgiFlP9Vp7AqiNRWm1dPSvgvbrlUcHGFNamqhzbfFjfCR94OBVRhLplojLAtoF1873+y8UFAFx5kAjv7/flOhV69KMUpKRnvnWMRESUN/ZgFENPktNxPOqxuLxxiBcaVrKBQvGi239Ot3ro/tM/KGumwvYvWyAiLhlN/rsFtSSJmNkBEQ9TcDMuCfuvxqGWoyW61HfC9L8vwdXWTBxYWtZMhUfJ6Xinchn8E/E8d7cepaDht3vw9+fN4WZvjm1n72HlkShcvv/8LpebMztykjAiIh1hgVEMrT4aJX7vXMZEnLviZU0ql0XYV95wsjaBsZEB7C2Mc6xTUrjZm8PN3hy+tcqJbcEfPe/dGOJdBSnpmTBVvXgrD/3fKey4+EBcfnlSsJdVGR+K3wa9A5WhAgeuxqF/M1fYmOXsGSIiooJjgVHMxKdkYM2xKABAryYVMdGvZp7rVrEzL6KoireXiwsAWNrbE09T0uExbbdWewUbE/RsUhHf7bgqtvVY/o/4/YK9NzCylRs613eCmz1zS0T0NlhgFCPHIx+j27JjAICKZUwx7YPa7MIvJGtTFSKDOuL7nVcRfvspBjR3Rcvq9jBQKtD7nUqoM2VXrtst2ncDi/bdAPB8RtPe71TCe3XL8+mxREQFxAKjGMkuLgCg9zuVWFy8JYVCgW/au+dotzA2QlSwHx4lpeF+fCrKWxnD85XbYgHg7O2nOHv7KWaGXubTY4mICoh3kRQTT1PStZY/blhBpkhKj7LmatR2skJZczUiZnbEHn9vVM3l0sjj5HS4BITg73P3ctkLERHlhj0YxcS2l+Z08G9bLdfbUEl3lEoF3OzNsdv/xURp5+48xfuLjojLI389g5G/nkGPxs74ql112JpzCnMiorywB6OY2HTqDgBgol8NrUmrSD51K1jj8NhWOdp/O34bDb/dg5Mv3UpMRETaZC8wFi9eDBcXFxgbG6NJkyY4fvz4a9efN28eqlevDhMTEzg7O2P06NFITU0tomilp9EI6LPyOM7diYeBUoEu9UvGRFklRQUbU0QF+2FYyyo5Xuu69BgGrjmJzCxNLlsSEZVushYYGzZsgL+/PwIDA3H69GnUq1cPvr6+iI2NzXX9X3/9FQEBAQgMDMTly5exYsUKbNiwAePHjy/iyKXz9/n7OHgtDgDQtEpZlGW3e7E0tr07ooL9EBXshyp2Lx4it+dyDNwmbEfUSw94IyIimQuMOXPmYNCgQejfvz9q1qyJpUuXwtTUFCtXrsx1/aNHj6JZs2bo2bMnXFxc0K5dO/To0eONvR7F1ZnoJ/jitzPisl+d8jJGQ/k1r3v9HG0tZ+/HJz8dQ3IapyAnIgJkHOSZnp6OU6dOYdy4cWKbUqmEj48Pjh07lus2TZs2xS+//ILjx4+jcePGiIiIQGhoKHr37p3ncdLS0pCW9uJ5FAkJz6eJ1mg00Gik6doWXtpPQfbZ5cejWss+Newli0nfaTQaCIJQLPNRy9ECETM7QBAEVJmwQ2z/J+IxagXuRMTMDjJGl7finFN9xHxKjzmVli7yWZB9yVZgPHz4EFlZWXBwcNBqd3BwwJUrV3LdpmfPnnj48CGaN28OQRCQmZmJoUOHvvYSSVBQEKZOnZqjPS4uTrKxG0+exgMAMjMz87y887IbD5/h018uabV9+W4FZCY/RSx72gE8fxPHx8dDEIRi/djmAyPr47fTMVh69MVdQJXHbxe//+XTmnCzNZEjtBz0Jaf6gvmUHnMqLV3kMzExMd/r6tVtqvv378fMmTPx448/okmTJrhx4wZGjRqF6dOnY9KkSbluM27cOPj7+4vLCQkJcHZ2hp2d3RufZZ9fNvHPJ8QyNDSEvb39G9dvt3R3jrYv2teRJJaSQqPRQKFQwM7Ortj/ofnGsRyGt62FulNz/lxfLSSzdWtYAe+4lkG7Wg45pjrXFX3KqT5gPqXHnEpLF/k0Ns7/c69kKzBsbW1hYGCAmJgYrfaYmBiUK1cu120mTZqE3r17Y+DAgQCAOnXqIDk5GYMHD8aECRNyTaBarYZanXPgpFKplCzhipf2k599JqRqX6ff4/8uf5lyoVAoJP056ZKliQrhk9ti86k7WHogItfHxL9s48k72HjyDrAJmP+JBz7wKJq7h/Qpp/qA+ZQecyotqfNZkP3I9hNUqVTw9PREWFiY2KbRaBAWFgYvL69ct0lJSclxcgYGz58RIQiC7oKVUFpmltZy3QpWcLO3kCkakpK1qQoDW1TGyYk+iAr2w7qBTcTXFIrndwnlZtT6cPzvn1uYt+ea3ryPiYjeRNZLJP7+/ujbty8aNmyIxo0bY968eUhOTkb//v0BAH369IGTkxOCgoIAAJ06dcKcOXNQv3598RLJpEmT0KlTJ7HQKO4u3kvQWl76qadMkZCuNXOzRVSwn1abIAgQBCAtU4Ph605h39XntyhP+vMCAGDenuto5GKDKe/XgqutWZFdPiEikpqsf726d++OuLg4TJ48GQ8ePICHhwd27NghDvyMjo7W6rGYOHEiFAoFJk6ciLt378LOzg6dOnXCjBkz5DqFAjt96wkAoLmbLX556X+4VDooFAooFICJygA/922EKuNDc6xzIuoJ/BYcFpdHtnLDGN/qRRkmEdFbUwilrE82ISEBVlZWiI+Pl2yQ5+Hrcfh0xXFUczDHrtHeea6XkJqBuv89Jvxr3+oY0cpNkuOXRBqNBrGxsbC3ty/x12KfpWfByEAB90k7kKnJ/dexRnlL/NTbE85lTAt9nNKU06LAfEqPOZWWLvJZkM9Q9r8WoVEvTarl4WwtXyBUrJionl/euzGzIzQaAYmpmbh4Lx49f/5XXOfy/QS0+G4fAKC1uz1W9mskS6xERPnFErEIZV9vB4BajtL0nlDJolQqYGVqhKb/jd8Y2949xzp7r8QiPiVDhuiIiPKPBYZM+Dh2yo9hLasgKtgPX7R20ypK603bJWNURERvxgKjiKRmZL15JaI8+LerjpAvWmi1uQSEYNgvp3hrKxEVSywwisiuSy8mFPvfgMYyRkL67Mr09lrL2y88wG/Hb8sUDRFR3lhgFIEjNx6KT011tTVDi6p2MkdE+srYyAC/vnJ78/g/ziMu8fUzhxIRFTUWGDp29OZD9HrpboBylvmfx50oN9kDQO0tXkyB32jGHlyLyf9DiIiIdI0Fho5tO3tfa7km7x4hibw6JqPd3IMYt+U87sc/kykiIqIXWGDo2L2n2n/sK9uZyRQJlTR2FuocU5H/djwaXkF74RIQIlNURETPscDQsSsPtJ890qyKrUyRUEkVFeyHerlM3OY2PhQ3YhN5lwkRyYIzeepYTMKLwXcqQyVcbNmDQdL7a0QzZGZpcCLqCXos/wcAkKkR4DPnoLjO9W/b57U5EZHk2IOhYy8PxDvwdUv5AqESz9BACa8qZWFslPuvddWJOxCXlM4eDSIqEuzB0LFn/02wtcf/XZS3MpE5GioNrkzvgCyNgN9P38GlewlYfTRKfK3Tz+cx9f0s9G3qKl+ARFQqsAdDhxJTM5CYmgkALC6oSBkoFejW0BlT3q+FC1N9tV4L3HpJpqiIqDRhgaFDyw5EiN+bqdlZRPIwVxvi2rcd4OFsJba5BITAJSAEN2KTZIyMiEoyFhg6tGjfDblDIALwfIDxir4Nc7T7zDmA//1zS4aIiKikY4FBVErYmKpw+IsG+O6jOlrtk/68AJeAEA7+JCJJscAgKkUMlQp09ayAqGA/jG3vrvWa67hQnLvzVJ7AiKjEYYGhIxlZGvF7lSHTTMXPsJZVcgwAfX/REXyw6LBMERFRScJPPh15kpwufl/dwULGSIjyZq42zFFknL0TD5eAEBy+/hAp6ZkyRUZE+o4Fho48THpRYHzVrpqMkRC9nrnaEFHBfviwgZNW+6cr/kXNyTux/ni0TJERkT5jgaEjj5KfTxFuZWKEltXtZY6G6M3mdPPAzi/fzdEesOU87zQhogJjgaEjj/7rwajFx7OTHqlezgJRwX64Mr09qtqbi+3Zd5rEJKTKGB0R6RMWGDryMOl5D0ZZc/Ub1iQqfoyNDBA6qkWO9iYzw5CUxnEZRPRmLDB05NF/gzzLmqlkjoSocIwMlGJvxstqB+7EwWtxMkVFRPqCBYaOPPqvB8PWnAUG6TdjI4McRUaflcfhEhCCu0+fyRQVERV3LDB05ElKBgDA2pQFBuk/YyMDRAX7oZqDuVZ7s+C9GLflPNIzNXlsSUSlFQsMHYl/ll1gGMkcCZF0do32xi8Dmmi1/XY8GtUmbpcpIiIqrlhg6Ej8fz0YViYsMKhkaV7VFlHBfgj+UPuZJskc/ElEL2GBoSP3/rs2zQKDSqpPGlfUGptRK3AnXAJC8CCet7ISEQsMnTh68yES//vfnLUJx2BQyWVsZJCj7Z2gMGRp+GRWotKOBYYOBP51UfyePRhU0p2b0g7OZUy02qqMD8WqI5EyRURExQELDB14+dY9C2NDGSMh0j1LYyMc+qY19vh7a7VP3XZJpoiIqDhggaEDKelZ4vdKpULGSIiKjpu9OW7M6ADbl2avdQkIkTEiIpITCwwikoyhgRJ7x2j3ZLDIICqdWGAQkaQsjY0Q9pV2kbHp5G2ZoiEiubDAICLJVbEzx8mJPuLy15vP4cLdeBkjIqKixgJDB8pbGQMA2rjbyxwJkXxszdVoX6ucuPzewsMyRkNERY0Fhg7Y/Pf8kd5elWSOhEheS3t7ai27BIRg86k7OHXrCZ6mpMsUFREVBd5DqQNJ/02yxVtUiYCoYD+tgZ5jNp3Ven3fmJZwtTUr6rCISMfYgyGxZ+lZiH6cAgCwMOYkW0QAcgz6fFmr2ftx9MbDIoyGiIoC/4stsR/33xC/N1czvUTA80GfUcF+AIC0zCxkZAmoHbhTfL3nz//C1dYM+8a0lClCIpIaezAkduVBovi9OS+REOWgNjSAudoQUcF+qGDzYorxyIfJcAkIQY1JOxB++ymWHriJmAQ+OI1IX/ETUGKxiWni92YqppfodQ6PbY0TUY/x8dJjYtuzjCx0XnwEABC8/YrYfjawHZ/tQ6RHCvUJmJWVhdWrVyMsLAyxsbHQaDRar+/du1eS4PTRw5cKDANOE070Ro1cyuDXgU3Q8+d/X7tevam78LVvdQzzrsIp+In0QKEKjFGjRmH16tXw8/ND7dq1oVDwlz3bw6S0N69ERFqautmKYzRSM54/yycjS4MBq0/ieNRjcb3vd15F5MNkzP64nixxElH+FarAWL9+PTZu3IiOHTtKHY/eS8vUvHklIsqTsZGB+O/GoV5IzciC+6Qd4uubT93B4Hcro6q9Of9zQ1SMFWqQp0qlgpubm9SxEBHlYGxkgKhgP3Ss82JW0HZzD8J1XCgesceQqNgqVIHx1VdfYf78+RAEQep49F4tR0u5QyAqkRZ8Uj9Hm+e3e2SIhIjyo1CXSA4fPox9+/Zh+/btqFWrFoyMtEd2b9myRZLg9FE1BwtcvJeAse3d5Q6FqEQxNFCK4zRenhl07OZzmNW1rlxhEVEeClVgWFtbo0uXLlLHUiI8S38+QI1zYBDpzj/j2uCdoDAAwIaTt7Hh5G180doN3tXt4FmpjMzRERFQyAJj1apVkgWwePFifP/993jw4AHq1auHhQsXonHjxnmu//TpU0yYMAFbtmzB48ePUalSJcybN6/YDDhN+W8EvOl/A9WISHrlrIwR0MFda56MBXtvYMHeG1rr+dZywLLeDYs6PCLCW87kGRcXh8OHD+Pw4cOIi4sr8PYbNmyAv78/AgMDcfr0adSrVw++vr6IjY3Ndf309HS0bdsWUVFR2Lx5M65evYrly5fDycnpbU5DUqn/9WCYqFhgEOnSUO8quPZtB1QsY5rnOjsvxmDDiWgk//cAQiIqOoXqwUhOTsbnn3+OtWvXipNsGRgYoE+fPli4cCFMTfP+hX/ZnDlzMGjQIPTv3x8AsHTpUoSEhGDlypUICAjIsf7KlSvx+PFjHD16VBz34eLiUphT0IlrMUmo42QFADBhDwaRzqkMlTj4TSsAQPyzDHy89CiuxSRprTP29/MY+/t5VLAxwaFvWvHWVqIiUqgCw9/fHwcOHMC2bdvQrFkzAM8Hfn7xxRf46quvsGTJkjfuIz09HadOncK4cePENqVSCR8fHxw7dizXbbZu3QovLy+MGDECf/31F+zs7NCzZ0+MHTsWBga5f6CnpaUhLe3FrWwJCQkAAI1Gk2MG0sJ6nPxi/9n/U1IbKiTbf2mk0WggCAJzKKGSnlMLtQF2jGohLn+w+CjO340Xl+88eQbXcaFY+mkDtKvp8NbHK+n5lANzKi1d5LMg+ypUgfH7779j8+bNaNmypdjWsWNHmJiYoFu3bvkqMB4+fIisrCw4OGj/ojs4OODKlSu5bhMREYG9e/eiV69eCA0NxY0bNzB8+HBkZGQgMDAw122CgoIwderUHO1xcXFITZXmQUq3HjwSv09KTQcApCYlIDY2S5L9l0YajQbx8fEQBAFKJZ/JJ4XSltPlH7shOT0Llx4k4/Mt18X2ob+cBgAcG9XgrXozSls+iwJzKi1d5DMxMfHNK/2nUAVGSkpKjsIAAOzt7ZGSklKYXeaLRqOBvb09fvrpJxgYGMDT0xN3797F999/n2eBMW7cOPj7+4vLCQkJcHZ2hp2dHSwtpZmzwsw8Wfz+vyEYcHSwhb29hST7L400Gg0UCgXs7Oz4h0YipTWnrhUAv4ZuGLflPDacvCO2/3o+AaN9qhZ6v6U1n7rEnEpLF/k0NjbO97qFKjC8vLwQGBiItWvXigd79uwZpk6dCi8vr3ztw9bWFgYGBoiJidFqj4mJQbly5XLdpnz58jAyMtK6HFKjRg08ePAA6enpUKlUObZRq9VQq9U52pVKpWQJV+DF/4Ke/XcXiZnaiL8gb0mhUEj6c6LSndNZXetheuc6qDZxOwBg4d4bGNHKTZyavDBKcz51hTmVltT5LMh+CnXE+fPn48iRI6hQoQLatGmDNm3awNnZGUePHsX8+fPztQ+VSgVPT0+EhYWJbRqNBmFhYXkWKc2aNcONGze0rgFdu3YN5cuXz7W4KCqalyY0zX4Wydv80SIi3VAZKtGyup247D5pB2ckJtKRQhUYtWvXxvXr1xEUFAQPDw94eHggODgY169fR61atfK9H39/fyxfvhxr1qzB5cuXMWzYMCQnJ4t3lfTp00drEOiwYcPw+PFjjBo1CteuXUNISAhmzpyJESNGFOY0JCMg5x8o3qZKVDyt6NtIa7l24E7xCa5EJJ1CTzdpamqKQYMGvdXBu3fvjri4OEyePBkPHjyAh4cHduzYIY7viI6O1uqOcXZ2xs6dOzF69GjUrVsXTk5OGDVqFMaOHftWcbwtTS7/AVIbsnuPqDgyUCpwY0YHuE14fqkkOf3501qzpyEnImnku8DYunUrOnToACMjI2zduvW1677//vv5DmDkyJEYOXJkrq/t378/R5uXlxf++eeffO+/SLxSYCgVgKGS99oTFVeGBkos6lkfI389I7Z1mH8Isz6qgzpOVpwrg0gC+S4wOnfujAcPHsDe3h6dO3fOcz2FQoGsrNLV3ah55RquylDJP1BExdx7dR3Rxt0BNSbvAABcvp+A9xcdAQAc+qYVnF8zQygRvVm++/GzbxHN/j6vr9JWXAA5OjCgMuDlESJ9YKIywOKeDXK0t/hunwzREJUskn0SPn36VKpd6Z1XezDUvIOESG/41S2PqGC/HGMwXAJCMGjtSd5lQlRIhSowZs2ahQ0bNojLH3/8McqUKQMnJyecPXtWsuD0xat/f9iDQaSfLk9rr7W8+1IMGs0Iy2NtInqdQn0SLl26FM7OzgCA3bt3Y8+ePdixYwc6dOiAr7/+WtIA9cGr/8PhHSRE+slEZYCLU31R1uzFvDoPk9LgEhDCngyiAirUbaoPHjwQC4y///4b3bp1Q7t27eDi4oImTZpIGqA+yNGDwQKDSG+ZqQ1xalJbXItJRLu5B8V213Gh8KnhgBldasPBMv/TJROVVoX6JLSxscHt27cBADt27ICPjw+A5/+TL42DPHOMwWCBQaT3qjlY5LhksudyDJrMDMMPu67KFBWR/ijUJ+GHH36Inj17om3btnj06BE6dOgAADhz5gzc3NwkDVAf5LiLhAUGUYlgojJAZFBHVHfQfnDhwr038PPhSJmiItIPhfoknDt3LkaOHImaNWti9+7dMDc3BwDcv38fw4cPlzRAffDqTJ5qQ95FQlRSKBQK7Bz9LqKC/dCjsbPYPjP0CgZtuCJjZETFW6HGYBgZGWHMmDE52kePHv3WAemlXCbaIqKS5xtfd/x2/La4fP5+sozREBVvsk8VXhK82oPB21SJSiYbMxWigv1wIuoxPl56TO5wiIo1ThUugVfHYKiNWGAQlWQuZc3E7yuP3w4bUyOcmtgWSj6DiEjEqcIlkONZJOzBICrR7CzUWstPUjIw4c8LMkVDVDzxk1ACuT3sjIhKtqNjW8H4pd/1345H486TFBkjIipeCvVJ+MUXX2DBggU52hctWoQvv/zybWPSO69OtKXkk1SJSrxyVsbYP7I+pr1fU2xrPmsfJv91gbN+EqGQBcbvv/+OZs2a5Whv2rQpNm/e/NZB6ZusV0Z5bjhxO481iaik+fSdSrA1fzG1+Npjt7DqSJR8AREVE4UqMB49egQrK6sc7ZaWlnj48OFbB6VvXi0w0rM0MkVCRHI4McEHHeuUE5en/X1JxmiIiodCFRhubm7YsWNHjvbt27ejcuXKbx2Uvsl89T5VIipVFAoFfuzliffqlhfbhvzvpIwREcmvUBNt+fv7Y+TIkYiLi0Pr1q0BAGFhYfjhhx8wb948KePTC5pXCgwjA47BICqNvutaF3+fuw8A2HkxBk+S02Hz0pNZiUqTQvVgfPbZZ/jhhx+wYsUKtGrVCq1atcIvv/yCJUuWYNCgQVLHWOy92oNhqipU3UZEes5UZYh/x7cRl+tP342IuCQZIyKST6Hvpxw2bBju3LmDmJgYJCQkICIiAn369JEyNr3x6m2q5moWGESllYOlMaxMjMTl1j8cwNEbpW9sGlGhC4zMzEzs2bMHW7ZsEW/JunfvHpKSSl+1/moPhpmaDzsjKs0OftNKa7nnz//CJSAELgEheJZe+iYjpNKpUAXGrVu3UKdOHXzwwQcYMWIE4uLiAACzZs3K9SFoJd2rd5HwEglR6WZlYoSoYD+Mbe+e47Uak3eg8+IjyODdZlTCFarAGDVqFBo2bIgnT57AxMREbO/SpQvCwsIkC05f1KugfcuuZyUbmSIhouJkWMsqiAr2w3cf1dVqD7/9FBP/4NTiVLIVqsA4dOgQJk6cCJVKe3S0i4sL7t69K0lg+qR/Uxft5WYuua5HRKVTt0bOiAr2w7LenmLbhpO3ebmESrRCFRh5PdTszp07sLCweOug9M2rT1A0NuIYDCLKybdWOfw54sUsyDUm74BLQIiMERHpTqEKjHbt2mnNd6FQKJCUlITAwEB07NhRqtj0lhGfpkpEefBwtkY5S2Ottr4rj+NRUppMERHpRqE+CWfPno0jR46gZs2aSE1NRc+ePcXLI7NmzZI6Rr3DibaI6HX+Gd8Gh8e+uNPkwLU4eH67R8aIiKRXqNsdnJ2dcfbsWWzYsAFnz55FUlISBgwYgF69emkN+iyt2INBRG9SwcYUy/s0xKC1L6YUT0rL5Dw6VGIU+J2ckZEBd3d3/P333+jVqxd69eqli7j0mqGSPRhE9GZtazogYmZHVB4fCgA4dvMR2tZ0kDkqImkU+L/aRkZGSE1N1UUsJYZCwQKDiPLn5UHig9aeRNclR2WMhkg6herLHzFiBGbNmoXMzEyp4yEiKnXauNuL35+89YR3llCJUKiLfSdOnEBYWBh27dqFOnXqwMzMTOv1LVu2SBIcEVFpsLxPQwRtv4zlhyLFNpeAEFyZ3p63vZPeKlSBYW1tjY8++kjqWIiISiWlUoEJfjUxxrc6qk/cIba7T9qB8MltYW3KR76T/ilQgaHRaPD999/j2rVrSE9PR+vWrTFlyhTeOfKS2k6WcodARHpKbWiAK9Pbw33SiyLDY9puOFoZY//XraAy5B1qpD8K9G6dMWMGxo8fD3Nzczg5OWHBggUYMWKErmLTSwZK/gEgosIzNjJAVLCfVtu9+FRUm7gd/VcdF59eTVTcFejTcO3atfjxxx+xc+dO/Pnnn9i2bRvWrVsHjYZPBczGObaISApRwX7YNfpdrbZ9V+Pw9eZzMkVEVDAFKjCio6O1pgL38fGBQqHAvXv3JA9MX9V05CUSIpJGNQcLXJrmiw8bOIltm0/dQeVxvMuEir8CFRiZmZkwNtaeQ9/IyAgZGRmSBqWPVvdwx6AWrhjb3l3uUIioBDFVGWJONw+s7NdQbNMIz+8ySUjl314qvgo0yFMQBPTr1w9qtVpsS01NxdChQ7VuVS2Nt6m6O5jh3TquUHIMBhHpQGt3B5yc6IOGLz2zpO6UXdjj/y7c7EvfU6yp+CvQp2Hfvn1hb28PKysr8evTTz+Fo6OjVhsREUnP1lyNGzM6aLX5zDmInw7elCkiorwVqAdj1apVuoqDiIjywdBAicigjnAdFyq2zQy9ghrlLdGiqp2MkRFpY38+EZGeUSgUiAr2w9JPG4htvVcch0tACPZeiUHUw2Tezkqy43OBiYj0VPva5dG/mQtWHYkS2z5b/eLx778P84JnpTIyREbEHgwiIr0W2KkWFvaon+trHy05xp4Mkg17MIiI9Fyneo7oVM8RAJCeqcGQ/53EvqtxAIB+q05gzWeN5QyPSin2YBARlSAqQyVW9X9RUBy4FodL9xJkjIhKKxYYREQl0NaRzcTvOy44hPF/nEd6Jh/rQEWHBQYRUQlUt4I1/OqUF5d//Tca1SZuR1JapoxRUWnCAoOIqIRa3KuB1nNMAKB24E788s8tDv4knWOBQURUgs3p5pHj8e8T/7ygNVEXkS4UiwJj8eLFcHFxgbGxMZo0aYLjx4/na7v169dDoVCgc+fOug2QiEjPRQX7oUFFa622k1GP5QmGSgXZC4wNGzbA398fgYGBOH36NOrVqwdfX1/Exsa+druoqCiMGTMGLVq0KKJIiYj025bhzXA2sJ243HXpMbgEhODULRYaJD3ZC4w5c+Zg0KBB6N+/P2rWrImlS5fC1NQUK1euzHObrKws9OrVC1OnTkXlypWLMFoiIv1mZWKEzh6OWm0fLXleaHAAKElJ1om20tPTcerUKYwbN05sUyqV8PHxwbFjx/Lcbtq0abC3t8eAAQNw6NCh1x4jLS0NaWlp4nJCwvP7wTUaDTQaaW7Z0mg0EARBsv0Rc6oLzKm09Dmfc7rVw5RONeExfY9We+3AnQCAf8e1hp2Fusjj0uecFke6yGdB9iVrgfHw4UNkZWXBwcFBq93BwQFXrlzJdZvDhw9jxYoVCA8Pz9cxgoKCMHXq1BztcXFxSE1NLXDMudFoNIiPj4cgCFAqZe8UKhGYU+kxp9IqCfn850tPZGkENFtwWqu9SdBeBPq6oEONskUaT0nIaXGii3wmJibme129mio8MTERvXv3xvLly2Fra5uvbcaNGwd/f39xOSEhAc7OzrCzs4OlpaUkcWk0GigUCtjZ2fGXQiLMqfSYU2mVpHxGzOyAsMsxGPS/F4XG1J1RmLozCp+3qoLPW7vB0ED351iScloc6CKfxsbG+V5X1gLD1tYWBgYGiImJ0WqPiYlBuXLlcqx/8+ZNREVFoVOnTmJbdneNoaEhrl69iipVqmhto1aroVbn7OpTKpWSvoEVCoXk+yztmFPpMafSKkn5bFurPKKC/fDLP7cw8c8LYvvCfTfxy7/RODO53Wu2lk5JymlxIHU+C7IfWX+CKpUKnp6eCAsLE9s0Gg3CwsLg5eWVY313d3ecP38e4eHh4tf777+PVq1aITw8HM7OzkUZPhFRifPpO5UQGdQRtRxf9PA+ScnAwWtxMkZF+kj2SyT+/v7o27cvGjZsiMaNG2PevHlITk5G//79AQB9+vSBk5MTgoKCYGxsjNq1a2ttb21tDQA52omIqHAUCgVCvmiB+JQM1Ju2CwDQZ+Vx3JjRoUgulVDJIPs7pXv37pg9ezYmT54MDw8PhIeHY8eOHeLAz+joaNy/f1/mKImISh8rUyN83tpNXK47dZeM0ZC+UQilbEL6hIQEWFlZIT4+XtJBnrGxsbC3t+d1Q4kwp9JjTqVVWvIpCEKOacVfnXpcKqUlp0VFF/ksyGcof4JERJQnhUKBQ9+00mqrNnE7UtI5KRe9HgsMIiJ6Lecyprg8rb24nJ6pQc3JO5GlKVUd4FRALDCIiOiNTFQG+HNEM622KuND8eP+GzJFRMUdCwwiIsoXD2drnJ+iPR/GdzuuouP8Q3iWniVTVFRcscAgIqJ8szA2wo0ZHfDBSw9Mu3Q/ATUm75AxKiqOWGAQEVGBGBooMf+T+pj/iYdW+94rMblvQKWS7BNtERGRfvrAwwmt3O1Rd8rz+TE+W30SAOBkbYIu9Z3wVbtqUCgUcoZIMmIPBhERFZqlsRG+altNq+3u02dYtO9GjvkzqHRhgUFERG/l8zZVERnUEd0b5nwe1PB1p2SIiIoDFhhERPTWFAoFZnWti6hgP0QGdRTbQ88/QN0pO2WMjOTCAoOIiCT1/GFpzcXlhNRMuASEoJQ9maLUY4FBRESSq+VohSMBrbXaXMeF4uztp/IEREWOBQYREemEk7UJImZ21Gr7YPERLNp7XaaIqCixwCAiIp1RKhW4Mr29VtvsXddw4W68TBFRUWGBQUREOmVsZICoYD+s+ayx2PbewsOYEXJJxqhI11hgEBFRkfCuZod+TV3E5eWHIjFtG4uMkooFBhERFZkp79fCr4OaiMsrj0TCJSAEj5PTZYyKdIEFBhERFammVWyxbWRzrbYG03fjeORjmSIiXWCBQURERa5OBSvcmNFBq+2T5f8iNpE9GSUFCwwiIpKFoYESUcF+mOhXQ2x7f8V5XL6fIGNUJBUWGEREJKuBLSqjip2ZuOy38AiiHibLGBFJgQUGERHJLuyrlujzTiVxueXs/fIFQ5JggUFERMXClPdropyFSlyuMj4UmVkaGSOit8ECg4iIio0tn9UWv8/SCHCbsJ1Fhp5igUFERMWGUqFAyOfNtNrcJmzHzbgkmSKiwmKBQURExUqN8paIDOoIY6MXH1FtfjiAL9efkTEqKigWGEREVOwoFApcmd4BY9pVE9v+DL8Hl4AQXI9JlDEyyi8WGEREVGyNbF0VGwa/o9XWdu5BZGkEmSKi/GKBQURExVqTymURGdQRrd3txbYq40Nx/g4f+V6cscAgIqJiT6FQYGW/RlptnRYdRvWJ25HBu0yKJRYYRESkNyKDOqKM2Yu5MtIyNag6YTt+PhQhY1SUGxYYRESkNxQKBU5PaovfhzXVav825DJcAkKQkp4pU2T0KhYYRESkdzwr2SAq2A/zP/HQaq85eSc8pu1C/1XHcffpM3mCIwAsMIiISI994OGEc1PaabU9TcnAvqtxaBa8F5fu8cmscmGBQUREes3S2AhRwX5Y+1njHK91XHAIruNCcPBaHG9tLWKGcgdAREQkhXer2SEq2A8AMOR/J7HzYgwAQBCAPiuPAwAcrYxxaGxrGCgVssVZWrAHg4iISpxlvRviwNctc7Tfi09FlfGhqDd1F9Iys4o+sFKEPRhERFQiVSprJvZonLr1BB8tOSq+Fv8sA9Un7kB1Bwus+awxylkZyxVmicUeDCIiKvE8K9kgYmZH/DZIe9rxqzGJeCcoDC4BIei36rhM0ZVMLDCIiKhUUCoV8KryfNrxSe/VzPH6/qtx+Gz1CRkiK5lYYBARUamiUCgwoLkrooL9EBnUEXO71xNf23slFi4BIbj9OEXGCEsGjsEgIqJSS6FQoEv9CqhXwRqtfzggtrf4bh+A55dWxnd0h2elMnKFqLfYg0FERKVeZTtz3JzZEa/evfp8cOgxuASEYMvpO/IEp6dYYBAREQEwUCoQEeSHw2NboW1NB1ibGmm97r/xLFwCQvj01nziJRIiIqKXVLAxxfI+DQEAmVkafLzsGM5EPxVfrzphOz5p5IygD+tAoeCEXXlhDwYREVEeDA2U+GN4M9yY0UGrff2J23AdF4rD1x/KFFnxxwKDiIjoDQwNlDgzqS1aVLXVav90xb/YfSlGpqiKN14iISIiygcbMxX+N6AJAGD5wQjMCL0MABi09iQA4JcBTdD8lQKkNGMPBhERUQENercyvu1cW6vt0xX/wiUgBIv2XoeGT25lgUFERFQYn75TCav7N0IVOzOt9tm7rqHy+FA8Sy/dD1NjgUFERFRILavbI+yrljg+vg3Kmqm0XqsxeUepLjKKRYGxePFiuLi4wNjYGE2aNMHx43k/cGb58uVo0aIFbGxsYGNjAx8fn9euT0REpGv2lsY4NaktImZ21GqvMXkHElIzZIpKXrIXGBs2bIC/vz8CAwNx+vRp1KtXD76+voiNjc11/f3796NHjx7Yt28fjh07BmdnZ7Rr1w53794t4siJiIi0KZUK8RHx2X7YeVWmaOSlEARB1pEoTZo0QaNGjbBo0SIAgEajgbOzMz7//HMEBAS8cfusrCzY2Nhg0aJF6NOnT47X09LSkJaWJi4nJCTA2dkZT548gaWlpSTnoNFoEBcXBzs7OyiVstdsJQJzKj3mVFrMp/RKWk6rTtyBrP8Ge1awMcHuL1tAbWRQZMfXRT4TEhJgY2OD+Pj4N36Gynqbanp6Ok6dOoVx48aJbUqlEj4+Pjh27Fi+9pGSkoKMjAyUKZP7g2iCgoIwderUHO1xcXFITU0tXOCv0Gg0iI+PhyAIJeKXojhgTqXHnEqL+ZReScvpqk/c0efX57ey3nnyDDUCdwEAjo5qAGURzACqi3wmJibme11ZC4yHDx8iKysLDg4OWu0ODg64cuVKvvYxduxYODo6wsfHJ9fXx40bB39/f3E5uwfDzs5O0h4MhUJRYqru4oA5lR5zKi3mU3olLaf29sCBMfbwnn1Aq73p/NPYOOQdNKxko9Pj6yKfxsbG+V5XryfaCg4Oxvr167F///48T1qtVkOtVudoVyqVkr6BFQqF5Pss7ZhT6TGn0mI+pVfSclrJ1hxRwX5ISstE7cCdYnu3Zf8gMqijzp9lInU+C7IfWX+Ctra2MDAwQEyM9jSrMTExKFeu3Gu3nT17NoKDg7Fr1y7UrVtXl2ESERG9FXO1IaKC/TCqTVWxzXVcKJ4kp8sYlW7JWmCoVCp4enoiLCxMbNNoNAgLC4OXl1ee23333XeYPn06duzYgYYNGxZFqERERG9tdNtqWsv1p+/GyajHMkWjW7L3Qfn7+2P58uVYs2YNLl++jGHDhiE5ORn9+/cHAPTp00drEOisWbMwadIkrFy5Ei4uLnjw4AEePHiApKQkuU6BiIgo3yKDtOfK6Lr0GKpN3I6MLI1MEemG7AVG9+7dMXv2bEyePBkeHh4IDw/Hjh07xIGf0dHRuH//vrj+kiVLkJ6ejq5du6J8+fLi1+zZs+U6BSIionxTKJ7PldHVs4LYlp6pQdUJ22WMSnqyz4NR1BISEmBlZZWve3jzS6PRIDY2Fvb29iVmYJLcmFPpMafSYj6lVxpzevfpMzQL3isut6puh1X9G0uyb13ksyCfoaXjJ0hERFQMOVmbaM38ue9qHFwCQvDrv9EyRiUNFhhEREQy2/nlu1rL4/84j6DQyzJFIw0WGERERDKrXs4CETM7YkqnmmLbsoMRGLz2pIxRvR0WGERERMWAUqlAv2auWNH3xfQLuy7FYNaO/M1sXdywwCAiIipG2tRwwJGA1uLykv03ERGnf1MxsMAgIiIqZpysTbBr9ItxGa1/OACXgBDsuRTzmq2KFxYYRERExVA1BwtUd7DQahu49iTO3XkqT0AFxAKDiIiomNo5+l1EBfthiHdlse39RUew/2qsjFHlDwsMIiKiYm5chxoY/O6LIqPfqhP47XjxniuDBQYREZEeGN+xBjrVcxSXx205j+I8GTcLDCIiIj2xsEd99PWqJC43/HaPjNG8HgsMIiIiPTLl/Vri94+S0/EoKU3GaPLGAoOIiEiPKBQKbB7qJS57FtNeDBYYREREeqahSxmt5eDtxW+2TxYYREREeihiZkfx+6UHbuJ6TKKM0eTEAoOIiEgPKZUK/Dmimbjcdu5BtJ93EOmZGhmjeoEFBhERkZ7ycLbGJ42cxeUrDxLxb+QjGSN6gQUGERGRHgv+qC7OBrYTl3uvOC5jNC+wwCAiItJzViZGWstbTt+RKZIXWGAQERGVAGcnv+jF8N94FksO3JQxGhYYREREJYKVqRG+aFNVXP5+5zUZo2GBQUREVGL4t62Gn/s0FJcP3nwqWywsMIiIiEqQltXtxO9/OfVAtjhYYBAREZUghgZKtPqvyDh3L1m2OFhgEBERlTBNKpcVv49+nCJLDCwwiIiISpj+zVwAAHXKm0EjCLLEYCjLUYmIiEhn1IYGiJjZAbGxsbAvayZLDOzBICIiIsmxwCAiIiLJscAgIiIiybHAICIiIsmxwCAiIiLJscAgIiIiybHAICIiIsmxwCAiIiLJscAgIiIiybHAICIiIsmxwCAiIiLJlbpnkQj/PfQlISFBsn1qNBokJibC2NgYSiVrNikwp9JjTqXFfEqPOZWWLvKZ/dkp5OMBaqWuwEhMTAQAODs7yxwJERGRfkpMTISVldVr11EI+SlDShCNRoN79+7BwsICCoVCkn0mJCTA2dkZt2/fhqWlpST7LO2YU+kxp9JiPqXHnEpLF/kUBAGJiYlwdHR8Y69IqevBUCqVqFChgk72bWlpyV8KiTGn0mNOpcV8So85lZbU+XxTz0U2XuQiIiIiybHAICIiIsmxwJCAWq1GYGAg1Gq13KGUGMyp9JhTaTGf0mNOpSV3PkvdIE8iIiLSPfZgEBERkeRYYBAREZHkWGAQERGR5FhgEBERkeRYYOTT4sWL4eLiAmNjYzRp0gTHjx9/7fqbNm2Cu7s7jI2NUadOHYSGhhZRpPqjIDldvnw5WrRoARsbG9jY2MDHx+eNP4PSpqDv0Wzr16+HQqFA586ddRugHipoTp8+fYoRI0agfPnyUKvVqFatGn/3X1LQfM6bNw/Vq1eHiYkJnJ2dMXr0aKSmphZRtMXfwYMH0alTJzg6OkKhUODPP/984zb79+9HgwYNoFar4ebmhtWrV+suQIHeaP369YJKpRJWrlwpXLx4URg0aJBgbW0txMTE5Lr+kSNHBAMDA+G7774TLl26JEycOFEwMjISzp8/X8SRF18FzWnPnj2FxYsXC2fOnBEuX74s9OvXT7CyshLu3LlTxJEXTwXNZ7bIyEjByclJaNGihfDBBx8UTbB6oqA5TUtLExo2bCh07NhROHz4sBAZGSns379fCA8PL+LIi6eC5nPdunWCWq0W1q1bJ0RGRgo7d+4UypcvL4wePbqIIy++QkNDhQkTJghbtmwRAAh//PHHa9ePiIgQTE1NBX9/f+HSpUvCwoULBQMDA2HHjh06iY8FRj40btxYGDFihLiclZUlODo6CkFBQbmu361bN8HPz0+rrUmTJsKQIUN0Gqc+KWhOX5WZmSlYWFgIa9as0VWIeqUw+czMzBSaNm0q/Pzzz0Lfvn1ZYLyioDldsmSJULlyZSE9Pb2oQtQrBc3niBEjhNatW2u1+fv7C82aNdNpnPoqPwXGN998I9SqVUurrXv37oKvr69OYuIlkjdIT0/HqVOn4OPjI7YplUr4+Pjg2LFjuW5z7NgxrfUBwNfXN8/1S5vC5PRVKSkpyMjIQJkyZXQVpt4obD6nTZsGe3t7DBgwoCjC1CuFyenWrVvh5eWFESNGwMHBAbVr18bMmTORlZVVVGEXW4XJZ9OmTXHq1CnxMkpERARCQ0PRsWPHIom5JCrqz6ZS97Czgnr48CGysrLg4OCg1e7g4IArV67kus2DBw9yXf/Bgwc6i1OfFCanrxo7diwcHR1z/LKURoXJ5+HDh7FixQqEh4cXQYT6pzA5jYiIwN69e9GrVy+Ehobixo0bGD58ODIyMhAYGFgUYRdbhclnz5498fDhQzRv3hyCICAzMxNDhw7F+PHjiyLkEimvz6aEhAQ8e/YMJiYmkh6PPRikd4KDg7F+/Xr88ccfMDY2ljscvZOYmIjevXtj+fLlsLW1lTucEkOj0cDe3h4//fQTPD090b17d0yYMAFLly6VOzS9tH//fsycORM//vgjTp8+jS1btiAkJATTp0+XOzTKJ/ZgvIGtrS0MDAwQExOj1R4TE4Ny5crluk25cuUKtH5pU5icZps9ezaCg4OxZ88e1K1bV5dh6o2C5vPmzZuIiopCp06dxDaNRgMAMDQ0xNWrV1GlShXdBl3MFeY9Wr58eRgZGcHAwEBsq1GjBh48eID09HSoVCqdxlycFSafkyZNQu/evTFw4EAAQJ06dZCcnIzBgwdjwoQJUCr5/+OCyuuzydLSUvLeC4A9GG+kUqng6emJsLAwsU2j0SAsLAxeXl65buPl5aW1PgDs3r07z/VLm8LkFAC+++47TJ8+HTt27EDDhg2LIlS9UNB8uru74/z58wgPDxe/3n//fbRq1Qrh4eFwdnYuyvCLpcK8R5s1a4YbN26IxRoAXLt2DeXLly/VxQVQuHympKTkKCKyizeBj9AqlCL/bNLJ0NESZv369YJarRZWr14tXLp0SRg8eLBgbW0tPHjwQBAEQejdu7cQEBAgrn/kyBHB0NBQmD17tnD58mUhMDCQt6m+oqA5DQ4OFlQqlbB582bh/v374ldiYqJcp1CsFDSfr+JdJDkVNKfR0dGChYWFMHLkSOHq1avC33//Ldjb2wvffvutXKdQrBQ0n4GBgYKFhYXw22+/CREREcKuXbuEKlWqCN26dZPrFIqdxMRE4cyZM8KZM2cEAMKcOXOEM2fOCLdu3RIEQRACAgKE3r17i+tn36b69ddfC5cvXxYWL17M21SLg4ULFwoVK1YUVCqV0LhxY+Gff/4RX/P29hb69u2rtf7GjRuFatWqCSqVSqhVq5YQEhJSxBEXfwXJaaVKlQQAOb4CAwOLPvBiqqDv0ZexwMhdQXN69OhRoUmTJoJarRYqV64szJgxQ8jMzCziqIuvguQzIyNDmDJlilClShXB2NhYcHZ2FoYPHy48efKk6AMvpvbt25fr38XsPPbt21fw9vbOsY2Hh4egUqmEypUrC6tWrdJZfHxcOxEREUmOYzCIiIhIciwwiIiISHIsMIiIiEhyLDCIiIhIciwwiIiISHIsMIiIiEhyLDCIiIhIciwwiIiISHIsMIioRFAoFPjzzz8BAFFRUVAoFHwcPZGMWGAQ0Vvr168fFAoFFAoFjIyM4Orqim+++Qapqalyh0ZEMuHj2olIEu3bt8eqVauQkZGBU6dOoW/fvlAoFJg1a5bcoRGRDNiDQUSSUKvVKFeuHJydndG5c2f4+Phg9+7dAJ4/mjsoKAiurq4wMTFBvXr1sHnzZq3tL168iPfeew+WlpawsLBAixYtcPPmTQDAiRMn0LZtW9ja2sLKygre3t44ffp0kZ8jEeUfCwwiktyFCxdw9OhRqFQqAEBQUBDWrl2LpUuX4uLFixg9ejQ+/fRTHDhwAABw9+5dvPvuu1Cr1di7dy9OnTqFzz77DJmZmQCAxMRE9O3bF4cPH8Y///yDqlWromPHjkhMTJTtHIno9XiJhIgk8ffff8Pc3ByZmZlIS0uDUqnEokWLkJaWhpkzZ2LPnj3w8vICAFSuXBmHDx/GsmXL4O3tjcWLF8PKygrr16+HkZERAKBatWrivlu3bq11rJ9++gnW1tY4cOAA3nvvvaI7SSLKNxYYRCSJVq1aYcmSJUhOTsbcuXNhaGiIjz76CBcvXkRKSgratm2rtX56ejrq168PAAgPD0eLFi3E4uJVMTExmDhxIvbv34/Y2FhkZWUhJSUF0dHROj8vIiocFhhEJAkzMzO4ubkBAFauXIl69ephxYoVqF27NgAgJCQETk5OWtuo1WoAgImJyWv33bdvXzx69Ajz589HpUqVoFar4eXlhfT0dB2cCRFJgQUGEUlOqVRi/Pjx8Pf3x7Vr16BWqxEdHQ1vb+9c169bty7WrFmDjIyMXHsxjhw5gh9//BEdO3YEANy+fRsPHz7U6TkQ0dvhIE8i0omPP/4YBgYGWLZsGcaMGYPRo0djzZo1uHnzJk6fPo2FCxdizZo1AICRI0ciISEBn3zyCU6ePInr16/jf//7H65evQoAqFq1Kv73v//h8uXL+Pfff9GrV6839noQkbzYg0FEOmFoaIiRI0fiu+++Q2RkJOzs7BAUFISIiAhYW1ujQYMGGD9+PACgbNmy2Lt3L77++mt4e3vDwMAAHh4eaNasGQBgxYoVGDx4MBo0aABnZ2fMnDkTY8aMkfP0iOgNFIIgCHIHQURERCULL5EQERGR5FhgEBERkeRYYBAREZHkWGAQERGR5FhgEBERkeRYYBAREZHkWGAQERGR5FhgEBERkeRYYBAREZHkWGAQERGR5FhgEBERkeT+Dwk47l3Mi4lMAAAAAElFTkSuQmCC\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per severe_toxic (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.02        1.00        \n0.01      0.02        1.00        \n0.02      0.02        0.99        \n0.06      0.03        0.96        \n0.18      0.04        0.82        \n0.47      0.04        0.38        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per obscene (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.05        1.00        \n0.00      0.06        1.00        \n0.00      0.07        0.99        \n0.01      0.08        0.98        \n0.01      0.09        0.98        \n0.03      0.11        0.96        \n0.09      0.15        0.92        \n0.26      0.20        0.85        \n0.63      0.33        0.69        \n1.00      1.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per threat (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.00        1.00        \n0.00      0.00        0.99        \n0.01      0.01        0.96        \n0.02      0.01        0.89        \n0.06      0.01        0.73        \n0.17      0.01        0.43        \n0.45      0.00        0.13        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per insult (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.05        1.00        \n0.00      0.05        1.00        \n0.00      0.06        0.99        \n0.01      0.07        0.99        \n0.01      0.09        0.98        \n0.04      0.11        0.96        \n0.10      0.13        0.91        \n0.27      0.18        0.81        \n0.62      0.27        0.62        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre>\nPrecision-Recall per identity_hate (valori campionati):\nThreshold Precision   Recall      \n----------------------------------\n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        1.00        \n0.00      0.01        0.99        \n0.01      0.02        0.98        \n0.02      0.02        0.91        \n0.07      0.02        0.82        \n0.19      0.02        0.57        \n0.47      0.01        0.18        \n1.00      0.00        0.00        \n</pre>\n</div>\n</div>\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedImage jp-OutputArea-output\" tabindex=\"0\">\n<img alt=\"No description has been provided for this image\" class=\"\" 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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    precision, recall, thresholds = precision_recall_curve(y_test_mlsmote[:, i], y_test_pred[:, i])\n",
    "    \n",
    "    print(f\"\\nPrecision-Recall per {category} (valori campionati):\")\n",
    "    print(f\"{'Threshold':<10}{'Precision':<12}{'Recall':<12}\")\n",
    "    print(\"-\" * 34)\n",
    "    \n",
    "    sampled_indices = np.linspace(0, len(thresholds) - 1, 10, dtype=int)  # Campiona 10 valori\n",
    "    for idx in sampled_indices:\n",
    "        print(f\"{thresholds[idx]:<10.2f}{precision[idx]:<12.2f}{recall[idx]:<12.2f}\")\n",
    "    \n",
    "    plt.figure(figsize=(6, 4))\n",
    "    plt.plot(recall, precision, label='Precision-Recall Curve')\n",
    "    plt.title(f\"Precision-Recall Curve per {category}\")\n",
    "    plt.xlabel('Recall')\n",
    "    plt.ylabel('Precision')\n",
    "    plt.legend(loc='upper right')\n",
    "    plt.grid(alpha=0.3)\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"I-valori-di-val_accuracy,-Auc-Roc-e-Global-Accuracy-non-sono-bassi-ma-alcune-categorie-presentano-valori-bassissimi-di-F1-score-e-Precision.-Il-modello-tende-a-classificare-molti-commenti-innocui-come-tossici.\"><em>I valori di val_accuracy, Auc Roc e Global Accuracy non sono bassi ma alcune categorie presentano valori bassissimi di F1-score e Precision. Il modello tende a classificare molti commenti innocui come tossici.</em></h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Confronto-tra-modelli\"><font color=\"red\">Confronto tra modelli</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Categoria toxic\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.5272     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.5272     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.4039    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8695     </span><span class=\"ansi-black-fg\">   F1-Score: 0.5242     </span><span class=\"ansi-black-fg\">   Precision: 0.4026    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.2909     </span><span class=\"ansi-black-fg\">   F1-Score: 0.1494     </span><span class=\"ansi-black-fg\">   Precision: 0.0844    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8662     </span><span class=\"ansi-black-fg\">   F1-Score: 0.5105     </span><span class=\"ansi-black-fg\">   Precision: 0.3928    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria severe_toxic\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.0634     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0634     </span><span class=\"ansi-black-fg\">   Precision: 0.0350    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8907     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.0697     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.0382    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.6331     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0247     </span><span class=\"ansi-black-fg\">   Precision: 0.0127    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8930     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0643     </span><span class=\"ansi-black-fg\">   Precision: 0.0353    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria obscene\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.4232     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.4232     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.2911    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8844     </span><span class=\"ansi-black-fg\">   F1-Score: 0.4077     </span><span class=\"ansi-black-fg\">   Precision: 0.2802    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8436     </span><span class=\"ansi-black-fg\">   F1-Score: 0.2306     </span><span class=\"ansi-black-fg\">   Precision: 0.1561    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8828     </span><span class=\"ansi-black-fg\">   F1-Score: 0.4078     </span><span class=\"ansi-black-fg\">   Precision: 0.2788    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria threat\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.0076     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0076     </span><span class=\"ansi-black-fg\">   Precision: 0.0040    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8959     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.0080     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.0041    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.0954     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0072     </span><span class=\"ansi-black-fg\">   Precision: 0.0036    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8984     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0065     </span><span class=\"ansi-black-fg\">   Precision: 0.0034    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria insult\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.3581     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.3581     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.2420    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8764     </span><span class=\"ansi-black-fg\">   F1-Score: 0.3467     </span><span class=\"ansi-black-fg\">   Precision: 0.2336    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.9159     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0214     </span><span class=\"ansi-black-fg\">   Precision: 0.0247    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8741     </span><span class=\"ansi-black-fg\">   F1-Score: 0.3476     </span><span class=\"ansi-black-fg\">   Precision: 0.2327    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria identity_hate\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg ansi-blue-bg\">   Accuracy: 0.0276     </span><span class=\"ansi-black-fg ansi-blue-bg\">   F1-Score: 0.0276     </span><span class=\"ansi-black-fg ansi-blue-bg\">   Precision: 0.0150    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8915     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0226     </span><span class=\"ansi-black-fg\">   Precision: 0.0122    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.3409     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0105     </span><span class=\"ansi-black-fg\">   Precision: 0.0053    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8919     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0241     </span><span class=\"ansi-black-fg\">   Precision: 0.0131    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    print_colored(f\"Categoria {category}\\n\".ljust(16), \"blue\", end=\"\")\n",
    "    \n",
    "    # Primo Modello\n",
    "    print_colored(f\"   Primo     Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy = test_metrics_df['Accuracy'][i]\n",
    "    f1_score = test_metrics_df['F1-Score'][i]\n",
    "    precision = test_metrics_df['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {f1_score:<10.4f} \", bg_color=\"blue\" if accuracy == max(accuracy, test_metrics_df_2['Accuracy'][i], test_metrics_df_3['Accuracy'][i], test_metrics_df_reload_1['Accuracy'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score:<10.4f} \", bg_color=\"blue\" if f1_score == max(f1_score, test_metrics_df_2['F1-Score'][i], test_metrics_df_3['F1-Score'][i], test_metrics_df_reload_1['F1-Score'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision:<10.4f}\", bg_color=\"blue\" if precision == max(precision, test_metrics_df_2['Precision'][i], test_metrics_df_3['Precision'][i], test_metrics_df_reload_1['Precision'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_1:<10.4f}\", \"black\")\n",
    "\n",
    "    # Secondo Modello\n",
    "    print_colored(f\"   Secondo   Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_2 = test_metrics_df_2['Accuracy'][i]\n",
    "    f1_score_2 = test_metrics_df_2['F1-Score'][i]\n",
    "    precision_2 = test_metrics_df_2['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {accuracy_2:<10.4f} \", bg_color=\"blue\" if accuracy_2 == max(accuracy, accuracy_2, test_metrics_df_3['Accuracy'][i], test_metrics_df_reload_1['Accuracy'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score_2:<10.4f} \", bg_color=\"blue\" if f1_score_2 == max(f1_score, f1_score_2, test_metrics_df_3['F1-Score'][i], test_metrics_df_reload_1['F1-Score'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision_2:<10.4f}\", bg_color=\"blue\" if precision_2 == max(precision, precision_2, test_metrics_df_3['Precision'][i], test_metrics_df_reload_1['Precision'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_1:<10.4f}\", \"black\")\n",
    "\n",
    "    # Terzo Modello\n",
    "    print_colored(f\"   Terzo     Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_3 = test_metrics_df_3['Accuracy'][i]\n",
    "    f1_score_3 = test_metrics_df_3['F1-Score'][i]\n",
    "    precision_3 = test_metrics_df_3['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {accuracy_3:<10.4f} \", bg_color=\"blue\" if accuracy_3 == max(accuracy, accuracy_2, accuracy_3, test_metrics_df_reload_1['Accuracy'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score_3:<10.4f} \", bg_color=\"blue\" if f1_score_3 == max(f1_score, f1_score_2, f1_score_3, test_metrics_df_reload_1['F1-Score'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision_3:<10.4f}\", bg_color=\"blue\" if precision_3 == max(precision, precision_2, precision_3, test_metrics_df_reload_1['Precision'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_3:<10.4f}\", \"black\")\n",
    "\n",
    "    # Quarto Modello\n",
    "    print_colored(f\"   Quarto    Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_reload_1 = test_metrics_df_reload_1['Accuracy'][i]\n",
    "    f1_score_reload_1 = test_metrics_df_reload_1['F1-Score'][i]\n",
    "    precision_reload_1 = test_metrics_df_reload_1['Precision'][i]\n",
    "    print_colored(f\"   Accuracy: {accuracy_reload_1:<10.4f} \", bg_color=\"blue\" if accuracy_reload_1 == max(accuracy, accuracy_2, accuracy_3, test_metrics_df_reload_1['Accuracy'][i]) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   F1-Score: {f1_score_reload_1:<10.4f} \", bg_color=\"blue\" if f1_score_reload_1 == max(f1_score, f1_score_2, f1_score_3, f1_score_reload_1) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Precision: {precision_reload_1:<10.4f}\", bg_color=\"blue\" if precision_reload_1 == max(precision, precision_2, precision_3, precision_reload_1) else \"\", color=\"black\", end=\"\")\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_reload_1:<10.4f}\\n\", \"black\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Stesso-confronto,-ho-usato-il-testo-bianco-su-sfondo-blu-ma-il-testo-%C3%A8-poco-leggibile.\"><em>Stesso confronto, ho usato il testo bianco su sfondo blu ma il testo è poco leggibile.</em></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Categoria toxic\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Accuracy: 0.8697     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   F1-Score: 0.5272     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Precision: 0.4039    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8695     </span><span class=\"ansi-black-fg\">   F1-Score: 0.5242     </span><span class=\"ansi-black-fg\">   Precision: 0.4026    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.2909     </span><span class=\"ansi-black-fg\">   F1-Score: 0.1494     </span><span class=\"ansi-black-fg\">   Precision: 0.0844    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8662     </span><span class=\"ansi-black-fg\">   F1-Score: 0.5105     </span><span class=\"ansi-black-fg\">   Precision: 0.3928    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria severe_toxic\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Accuracy: 0.8975     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0634     </span><span class=\"ansi-black-fg\">   Precision: 0.0350    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8907     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   F1-Score: 0.0697     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Precision: 0.0382    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.6331     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0247     </span><span class=\"ansi-black-fg\">   Precision: 0.0127    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8930     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0643     </span><span class=\"ansi-black-fg\">   Precision: 0.0353    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria obscene\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Accuracy: 0.8877     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   F1-Score: 0.4232     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Precision: 0.2911    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8844     </span><span class=\"ansi-black-fg\">   F1-Score: 0.4077     </span><span class=\"ansi-black-fg\">   Precision: 0.2802    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8436     </span><span class=\"ansi-black-fg\">   F1-Score: 0.2306     </span><span class=\"ansi-black-fg\">   Precision: 0.1561    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8828     </span><span class=\"ansi-black-fg\">   F1-Score: 0.4078     </span><span class=\"ansi-black-fg\">   Precision: 0.2788    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria threat\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Accuracy: 0.9023     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0076     </span><span class=\"ansi-black-fg\">   Precision: 0.0040    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8959     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   F1-Score: 0.0080     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Precision: 0.0041    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.0954     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0072     </span><span class=\"ansi-black-fg\">   Precision: 0.0036    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8984     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0065     </span><span class=\"ansi-black-fg\">   Precision: 0.0034    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria insult\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8794     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   F1-Score: 0.3581     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Precision: 0.2420    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8764     </span><span class=\"ansi-black-fg\">   F1-Score: 0.3467     </span><span class=\"ansi-black-fg\">   Precision: 0.2336    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Accuracy: 0.9159     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0214     </span><span class=\"ansi-black-fg\">   Precision: 0.0247    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8741     </span><span class=\"ansi-black-fg\">   F1-Score: 0.3476     </span><span class=\"ansi-black-fg\">   Precision: 0.2327    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n<span class=\"ansi-blue-fg\">Categoria identity_hate\n</span><span class=\"ansi-red-fg\">   Primo     Modello:</span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Accuracy: 0.8969     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   F1-Score: 0.0276     </span><span class=\"ansi-white-intense-fg ansi-blue-bg\">   Precision: 0.0150    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Secondo   Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8915     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0226     </span><span class=\"ansi-black-fg\">   Precision: 0.0122    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Terzo     Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.3409     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0105     </span><span class=\"ansi-black-fg\">   Precision: 0.0053    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8889    </span>\n<span class=\"ansi-red-fg\">   Quarto    Modello:</span><span class=\"ansi-black-fg\">   Accuracy: 0.8919     </span><span class=\"ansi-black-fg\">   F1-Score: 0.0241     </span><span class=\"ansi-black-fg\">   Precision: 0.0131    </span><span class=\"ansi-black-fg\">   Global Accuracy: 0.8844    \n</span>\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "for i, category in enumerate(categories):\n",
    "    print_colored(f\"Categoria {category}\\n\".ljust(16), \"blue\", end=\"\")\n",
    "    \n",
    "    # Primo Modello\n",
    "    print_colored(f\"   Primo     Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy = test_metrics_df['Accuracy'][i]\n",
    "    f1_score = test_metrics_df['F1-Score'][i]\n",
    "    precision = test_metrics_df['Precision'][i]\n",
    "    \n",
    "    print_colored(\n",
    "        f\"   Accuracy: {accuracy:<10.4f} \",\n",
    "        bg_color=\"blue\" if accuracy == max(accuracy, test_metrics_df_2['Accuracy'][i], test_metrics_df_3['Accuracy'][i], test_metrics_df_reload_1['Accuracy'][i]) else \"\",\n",
    "        color=\"white\" if accuracy == max(accuracy, test_metrics_df_2['Accuracy'][i], test_metrics_df_3['Accuracy'][i], test_metrics_df_reload_1['Accuracy'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   F1-Score: {f1_score:<10.4f} \",\n",
    "        bg_color=\"blue\" if f1_score == max(f1_score, test_metrics_df_2['F1-Score'][i], test_metrics_df_3['F1-Score'][i], test_metrics_df_reload_1['F1-Score'][i]) else \"\",\n",
    "        color=\"white\" if f1_score == max(f1_score, test_metrics_df_2['F1-Score'][i], test_metrics_df_3['F1-Score'][i], test_metrics_df_reload_1['F1-Score'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   Precision: {precision:<10.4f}\",\n",
    "        bg_color=\"blue\" if precision == max(precision, test_metrics_df_2['Precision'][i], test_metrics_df_3['Precision'][i], test_metrics_df_reload_1['Precision'][i]) else \"\",\n",
    "        color=\"white\" if precision == max(precision, test_metrics_df_2['Precision'][i], test_metrics_df_3['Precision'][i], test_metrics_df_reload_1['Precision'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_1:<10.4f}\", \"black\")\n",
    "\n",
    "   \n",
    "    \n",
    "    \n",
    "   \n",
    "    \n",
    "    # Secondo Modello\n",
    "    print_colored(f\"   Secondo   Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_2 = test_metrics_df_2['Accuracy'][i]\n",
    "    f1_score_2 = test_metrics_df_2['F1-Score'][i]\n",
    "    precision_2 = test_metrics_df_2['Precision'][i]\n",
    "    \n",
    "    print_colored(\n",
    "        f\"   Accuracy: {accuracy_2:<10.4f} \",\n",
    "        bg_color=\"blue\" if accuracy_2 == max(accuracy, accuracy_2, test_metrics_df_3['Accuracy'][i], test_metrics_df_reload_1['Accuracy'][i]) else \"\",\n",
    "        color=\"white\" if accuracy_2 == max(accuracy, accuracy_2, test_metrics_df_3['Accuracy'][i], test_metrics_df_reload_1['Accuracy'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   F1-Score: {f1_score_2:<10.4f} \",\n",
    "        bg_color=\"blue\" if f1_score_2 == max(f1_score, f1_score_2, test_metrics_df_3['F1-Score'][i], test_metrics_df_reload_1['F1-Score'][i]) else \"\",\n",
    "        color=\"white\" if f1_score_2 == max(f1_score, f1_score_2, test_metrics_df_3['F1-Score'][i], test_metrics_df_reload_1['F1-Score'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   Precision: {precision_2:<10.4f}\",\n",
    "        bg_color=\"blue\" if precision_2 == max(precision, precision_2, test_metrics_df_3['Precision'][i], test_metrics_df_reload_1['Precision'][i]) else \"\",\n",
    "        color=\"white\" if precision_2 == max(precision, precision_2, test_metrics_df_3['Precision'][i], test_metrics_df_reload_1['Precision'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_1:<10.4f}\", \"black\")\n",
    "\n",
    "   \n",
    "    \n",
    "    \n",
    "    \n",
    "    \n",
    "    # Terzo Modello\n",
    "    print_colored(f\"   Terzo     Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_3 = test_metrics_df_3['Accuracy'][i]\n",
    "    f1_score_3 = test_metrics_df_3['F1-Score'][i]\n",
    "    precision_3 = test_metrics_df_3['Precision'][i]\n",
    "   \n",
    "    print_colored(\n",
    "        f\"   Accuracy: {accuracy_3:<10.4f} \",\n",
    "        bg_color=\"blue\" if accuracy_3 == max(accuracy, accuracy_2, accuracy_3, test_metrics_df_reload_1['Accuracy'][i]) else \"\",\n",
    "        color=\"white\" if accuracy_3 == max(accuracy, accuracy_2, accuracy_3, test_metrics_df_reload_1['Accuracy'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   F1-Score: {f1_score_3:<10.4f} \",\n",
    "        bg_color=\"blue\" if f1_score_3 == max(f1_score, f1_score_2, f1_score_3, test_metrics_df_reload_1['F1-Score'][i]) else \"\",\n",
    "        color=\"white\" if f1_score_3 == max(f1_score, f1_score_2, f1_score_3, test_metrics_df_reload_1['F1-Score'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   Precision: {precision_3:<10.4f}\",\n",
    "        bg_color=\"blue\" if precision_3 == max(precision, precision_2, precision_3, test_metrics_df_reload_1['Precision'][i]) else \"\",\n",
    "        color=\"white\" if precision_3 == max(precision, precision_2, precision_3, test_metrics_df_reload_1['Precision'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_3:<10.4f}\", \"black\")\n",
    "\n",
    "   \n",
    "    \n",
    "    \n",
    "    \n",
    "    \n",
    "    # Quarto Modello\n",
    "    print_colored(f\"   Quarto    Modello:\".ljust(10), \"red\", end=\"\")\n",
    "    accuracy_reload_1 = test_metrics_df_reload_1['Accuracy'][i]\n",
    "    f1_score_reload_1 = test_metrics_df_reload_1['F1-Score'][i]\n",
    "    precision_reload_1 = test_metrics_df_reload_1['Precision'][i]\n",
    "    \n",
    "    print_colored(\n",
    "        f\"   Accuracy: {accuracy_reload_1:<10.4f} \",\n",
    "        bg_color=\"blue\" if accuracy_reload_1 == max(accuracy, accuracy_2, accuracy_3, test_metrics_df_reload_1['Accuracy'][i]) else \"\",\n",
    "        color=\"white\" if accuracy_reload_1 == max(accuracy, accuracy_2, accuracy_3, test_metrics_df_reload_1['Accuracy'][i]) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   F1-Score: {f1_score_reload_1:<10.4f} \",\n",
    "        bg_color=\"blue\" if f1_score_reload_1 == max(f1_score, f1_score_2, f1_score_3, f1_score_reload_1) else \"\",\n",
    "        color=\"white\" if f1_score_reload_1 == max(f1_score, f1_score_2, f1_score_3, f1_score_reload_1) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(\n",
    "        f\"   Precision: {precision_reload_1:<10.4f}\",\n",
    "        bg_color=\"blue\" if precision_reload_1 == max(precision, precision_2, precision_3, precision_reload_1) else \"\",\n",
    "        color=\"white\" if precision_reload_1 == max(precision, precision_2, precision_3, precision_reload_1) else \"black\",\n",
    "        end=\"\"\n",
    "    )\n",
    "    print_colored(f\"   Global Accuracy: {global_accuracy_reload_1:<10.4f}\\n\", \"black\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"Analizzo-alcuni-commenti-creati-da-me-e-altri-raccolti-dal-web-utilizzando-il-primo-modello,-con-l'obiettivo-di-valutare-le-sue-capacit%C3%A0-predittive.\"><font color=\"red\">Analizzo alcuni commenti creati da me e altri raccolti dal web utilizzando il primo modello, con l'obiettivo di valutare le sue capacità predittive.</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Carico il modello salvato\n",
    "model = tf.keras.models.load_model('anti_hater_model_stratify_400_128_6__1.keras')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Carico il tokenizer\n",
    "with open('tokenizer.pickle', 'rb') as handle:\n",
    "    tokenizer = pickle.load(handle)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "def analyze_comment(comment, max_length=400):\n",
    "    # Pre-processo il commento\n",
    "    tokenized_sequence = tokenizer.texts_to_sequences([comment]) \n",
    "    padded_sequence = pad_sequences(tokenized_sequence, maxlen=max_length, padding='post') \n",
    "\n",
    "    prediction = model.predict(padded_sequence)\n",
    "\n",
    "    results = {category: prob for category, prob in zip(categories, prediction[0])}\n",
    "\n",
    "    return results\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"You are a stupid person!\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 63ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-white-intense-fg\">Analisi del commento:</span>\ntoxic: 0.9486\nsevere_toxic: 0.7094\nobscene: 0.8833\nthreat: 0.6735\ninsult: 0.8477\nidentity_hate: 0.7213\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"Your content on Instagram sucks, if I catch you on the street I will insult you\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 62ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.9503\nsevere_toxic: 0.9584\nobscene: 0.9531\nthreat: 0.9617\ninsult: 0.9590\nidentity_hate: 0.9627\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"You are beautiful\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 22ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.1012\nsevere_toxic: 0.0941\nobscene: 0.0793\nthreat: 0.0819\ninsult: 0.0853\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"\"\"Well done, if you combine your passion for images with knowledge of programming and data science, \n",
    "you could develop highly sought-after skills. \"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 26ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.0174\nsevere_toxic: 0.0163\nobscene: 0.0150\nthreat: 0.0144\ninsult: 0.0156\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"\"\"Let's look at an example that shows how quantum computers can succeed where classical computers fail:\n",
    "A classical computer might be great for difficult tasks like sorting a large database of molecules. \n",
    "But it struggles to solve more complex problems, such as simulating the behavior of those molecules.Today, \n",
    "if scientists want to know how a molecule behaves, they must synthesize it and experiment with it in the real world. \n",
    "If they want to know how a small change affects its behavior, they usually have to synthesize the new version and \n",
    "repeat the experiment. This is a costly and time-consuming process that impedes progress in fields as diverse as \n",
    "medicine and semiconductor design.\"\"\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 25ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.0706\nsevere_toxic: 0.0356\nobscene: 0.0472\nthreat: 0.0407\ninsult: 0.0502\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"You're ridiculous\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 77ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.0998\nsevere_toxic: 0.0634\nobscene: 0.0669\nthreat: 0.0623\ninsult: 0.0718\nidentity_hate: 0.0623\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"Son of a bitch\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 65ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.9887\nsevere_toxic: 0.5457\nobscene: 0.9543\nthreat: 0.3647\ninsult: 0.8988\nidentity_hate: 0.4566\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"You ugly nigger bastard\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 69ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.9925\nsevere_toxic: 0.3588\nobscene: 0.9485\nthreat: 0.1647\ninsult: 0.8878\nidentity_hate: 0.2600\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"I'm busy with work and I can't travel, but thanks to your travels I feel like I'm there, you make me dream.\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 79ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.1587\nsevere_toxic: 0.0870\nobscene: 0.1056\nthreat: 0.0879\ninsult: 0.1155\nidentity_hate: 0.0950\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"\"\"I organized this trip following the advice in your article, thanks for the wonderful places you made me \n",
    "discover.!!!!!!!!\"\"\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 67ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.3077\nsevere_toxic: 0.2967\nobscene: 0.2847\nthreat: 0.3261\ninsult: 0.2862\nidentity_hate: 0.3086\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"\"\"With that look you are obscene, you should work in a red light TV instead of making travel videos, \n",
    "shame on you.!!!!!!!!\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 58ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.1680\nsevere_toxic: 0.0843\nobscene: 0.0988\nthreat: 0.0835\ninsult: 0.1119\nidentity_hate: 0.0916\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"Don't write nonsense, go to work and get a serious job!\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 54ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.3813\nsevere_toxic: 0.1116\nobscene: 0.1711\nthreat: 0.1141\ninsult: 0.1754\nidentity_hate: 0.1152\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"Don't write nonsense, go to work and get a serious job bitch\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 68ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.9757\nsevere_toxic: 0.2428\nobscene: 0.8726\nthreat: 0.1480\ninsult: 0.7902\nidentity_hate: 0.2171\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"You are a great person and you bring really interesting and wonderful content. Thanks for what you do\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 63ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.1906\nsevere_toxic: 0.1337\nobscene: 0.1332\nthreat: 0.1368\ninsult: 0.1540\nidentity_hate: 0.1330\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"Next time I meet you on the street I will stab you\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 27ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.5969\nsevere_toxic: 0.6090\nobscene: 0.5700\nthreat: 0.6031\ninsult: 0.5946\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"Next time I meet you on the street I'll kill you\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 20ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.7290\nsevere_toxic: 0.6938\nobscene: 0.6725\nthreat: 0.6865\ninsult: 0.6866\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Esempio di utilizzo\n",
    "comment = \"I want to offer you a coffee\"\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-bold\">1/1</span> <span class=\"ansi-green-fg\">━━━━━━━━━━━━━━━━━━━━</span> <span class=\"ansi-bold\">0s</span> 20ms/step\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "results = analyze_comment(comment)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
       "<div class=\"jp-Cell-outputWrapper\">\n<div class=\"jp-Collapser jp-OutputCollapser jp-Cell-outputCollapser\">\n</div>\n<div class=\"jp-OutputArea jp-Cell-outputArea\">\n<div class=\"jp-OutputArea-child\">\n<div class=\"jp-OutputPrompt jp-OutputArea-prompt\"></div>\n<div class=\"jp-RenderedText jp-OutputArea-output\" data-mime-type=\"text/plain\" tabindex=\"0\">\n<pre><span class=\"ansi-blue-fg\">Analisi del commento:</span>\ntoxic: 0.1705\nsevere_toxic: 0.1416\nobscene: 0.1421\nthreat: 0.1484\ninsult: 0.1484\n</pre>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "print_colored(\"Analisi del commento:\", \"blue\")\n",
    "for category, prob in results.items():\n",
    "    print(f\"{category}: {prob:.4f}\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h1 id=\"Spiegazione-generale-di-una-rete-neurale\"><em>Spiegazione generale di una rete neurale</em></h1>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"1.-Abbiamo-un-input\"><font color=\"red\">1. Abbiamo un input</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3>L'input è costituito da un vettore (x) di dati numerici (ad esempio, pixel di un'immagine, valori numerici di una tabella, ecc.).<br/>Questo input viene normalizzato (scalato tra 0 e 1) per rendere l'addestramento più stabile. I dati vengono analizzati e trasferiti al primo strato nascosto.</h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"2-.-Passaggio-dell'input-ai-neuroni-del-primo-strato-nascosto\"><font color=\"red\">2 . Passaggio dell'input ai neuroni del primo strato nascosto</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3>Ogni neurone del primo strato nascosto riceve tutti i valori dell'input.<br/>Per ciascun valore dell'input <font color=\"blue\">xi</font> il neurone lo moltiplica per un peso associato <font color=\"blue\">wi</font>(valore inizialmente casuale).<br/>Il neurone calcola quindi una somma ponderata di tutti questi valori:<br/><br/><center><font color=\"blue\">z=w1x1 + w2x2 + ... + wnxn + b</font></center><br/><font color=\"blue\">b</font> è il bias, che è un valore costante inizialmente casuale aggiunto per aumentare la flessibilità del modello. Esso permette alla rete di rappresentare relazioni più complesse, spostando la somma ponderata lontano dallo zero.</h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"3.-Passaggio-dell'informazione-al-primo-strato-nascosto\"><font color=\"red\">3. Passaggio dell'informazione al primo strato nascosto</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3>L'output di ciascun neurone del primo strato (z) viene attivato attraverso una funzione di attivazione <font color=\"blue\"> a=f(z)</font>.<br/>La funzione di attivazione introduce <font color=\"blue\"> non linearità </font> permettendo alla rete di apprendere relazioni più complesse come curve, superfici o confini non lineari tra classi ed è fondamentale nelle reti neurali in quanto un modello lineare z=w1x1 + w2x2 + ... + wnxn è semplice e può separare solo dati che siano divisibili da una linea retta, quindi si possono trovare solo a destra o a sinistra di questa retta. Se i dati invece non sono separabili linearmente (ad esempio, due classi che formano un cerchio una dentro l’altra), un modello lineare fallirà.<br/>Le funzioni di attivazione trasformano l'output lineare di un neurone z=wx+b in una forma non lineare.<br/>Senza funzioni di attivazione non lineari una rete neurale è equivalente a una singola trasformazione lineare anche se ha più strati perdendo la capacità di apprendere relazioni non lineari nei dati. Questo la rende equivalente a un singolo <font color=\"blue\">percettrone</font> limitandone drasticamente le capacità di apprendimento e rendendola inadatta a risolvere problemi complessi.<br/>Le funzioni di attivazione più usate sono la <font color=\"blue\">Step function</font>, la <font color=\"blue\">Tanh</font>, la <font color=\"blue\">Relu</font>, <font color=\"blue\">Leaky Relu</font>,<font color=\"blue\"> Elu</font> e <font color=\"blue\">Swish</font> per gli strati nascosti, <font color=\"blue\">Sigmoide</font> e <font color=\"blue\">Softmax</font> nello strato finale.</h3>\n</div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "metadata": {},
     "data": {
      "text/html": [
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\"/>\n</div>\n</div>\n</div>\n</div>"
      ]
     }
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(12, 12))\n",
    "\n",
    "# Colori pastello\n",
    "colors = {\n",
    "    \"yellow\": \"#f8f32b\",  \n",
    "    \"purple\": \"#899ad5\",   \n",
    "    \"blu\": \"#00aaff\"    \n",
    "}\n",
    "\n",
    "# Posizioni dei cerchi\n",
    "nodes = {\n",
    "    'x1': (1, 5),\n",
    "    'x2': (1, 3),\n",
    "    'xn': (1, 1),\n",
    "    'Neurone 1': (4, 5),\n",
    "    'Neurone 2': (4, 3),\n",
    "    'Neurone 3': (4, 1),\n",
    "    'Neurone 4': (7, 5),\n",
    "    'Neurone 5': (7, 3),\n",
    "    'Neurone 6': (7, 1),\n",
    "    'y': (10, 3)\n",
    "}\n",
    "\n",
    "# Nodi\n",
    "for label, (x, y) in nodes.items():\n",
    "    if \"Neurone\" in label:  # Colorare i neuroni da 1 a 6 in rosso pastello\n",
    "        color = colors[\"purple\"]\n",
    "    elif label == 'y':  # Colorare il nodo di output in verde pastello\n",
    "        color = colors[\"blu\"]\n",
    "    else:  # Colorare gli input in giallo pastello\n",
    "        color = colors[\"yellow\"]\n",
    "    circle = plt.Circle((x, y), 0.5, color=color, zorder=2)\n",
    "    ax.add_patch(circle)\n",
    "    ax.text(x, y, label, fontsize=10, ha='center', va='center', zorder=3)\n",
    "\n",
    "# Tre pallini sotto il nodo x2\n",
    "dots_x2 = [(1, 2.2), (1, 1.95), (1, 1.7)]  # Posizioni dei pallini\n",
    "for x, y in dots_x2:\n",
    "    circle = plt.Circle((x, y), 0.05, color='black', zorder=2) \n",
    "    ax.add_patch(circle)\n",
    "\n",
    "connections = [\n",
    "    ('x1', 'Neurone 1'), ('x1', 'Neurone 2'), ('x1', 'Neurone 3'),\n",
    "    ('x2', 'Neurone 1'), ('x2', 'Neurone 2'), ('x2', 'Neurone 3'),\n",
    "    ('xn', 'Neurone 1'), ('xn', 'Neurone 2'), ('xn', 'Neurone 3'),\n",
    "    ('Neurone 1', 'Neurone 4'), ('Neurone 1', 'Neurone 5'), ('Neurone 1', 'Neurone 6'),\n",
    "    ('Neurone 2', 'Neurone 4'), ('Neurone 2', 'Neurone 5'), ('Neurone 2', 'Neurone 6'),\n",
    "    ('Neurone 3', 'Neurone 4'), ('Neurone 3', 'Neurone 5'), ('Neurone 3', 'Neurone 6'),\n",
    "    ('Neurone 4', 'y'), ('Neurone 5', 'y'), ('Neurone 6', 'y')\n",
    "]\n",
    "weights = {\n",
    "    ('x1', 'Neurone 1'): 'w1', ('x1', 'Neurone 2'): 'w2', ('x1', 'Neurone 3'): 'w3',\n",
    "    ('x2', 'Neurone 1'): 'w4', ('x2', 'Neurone 2'): 'w5', ('x2', 'Neurone 3'): 'w6',\n",
    "    ('xn', 'Neurone 1'): 'w7', ('xn', 'Neurone 2'): 'w8', ('xn', 'Neurone 3'): 'w9',\n",
    "    ('Neurone 1', 'Neurone 4'): 'w10', ('Neurone 1', 'Neurone 5'): 'w11', ('Neurone 1', 'Neurone 6'): 'w12',\n",
    "    ('Neurone 2', 'Neurone 4'): 'w13', ('Neurone 2', 'Neurone 5'): 'w14', ('Neurone 2', 'Neurone 6'): 'w15',\n",
    "    ('Neurone 3', 'Neurone 4'): 'w16', ('Neurone 3', 'Neurone 5'): 'w17', ('Neurone 3', 'Neurone 6'): 'w18',\n",
    "    ('Neurone 4', 'y'): 'w19', ('Neurone 5', 'y'): 'w20', ('Neurone 6', 'y'): 'w21'\n",
    "}\n",
    "\n",
    "for start, end in connections:\n",
    "    x_start, y_start = nodes[start]\n",
    "    x_end, y_end = nodes[end]\n",
    "    \n",
    "    # Freccia\n",
    "    ax.annotate(\n",
    "        '', xy=(x_end, y_end), xytext=(x_start, y_start),\n",
    "        arrowprops=dict(arrowstyle=\"->\", color='black', lw=1.5), zorder=1\n",
    "    )\n",
    "    \n",
    "    # Angolo di inclinazione della linea\n",
    "    dx = x_end - x_start\n",
    "    dy = y_end - y_start\n",
    "    angle = np.degrees(np.arctan2(dy, dx))\n",
    "    \n",
    "    # Weights\n",
    "    if (start, end) in weights:\n",
    "        label_x = x_start + dx * 0.68 \n",
    "        label_y = y_start + dy * 0.70\n",
    "        ax.text(label_x, label_y, weights[(start, end)], fontsize=14, color='black', \n",
    "                rotation=angle+1, rotation_mode='anchor') \n",
    "\n",
    "ax.set_xlim(0, 11)\n",
    "ax.set_ylim(0, 6)\n",
    "ax.set_aspect('equal')\n",
    "ax.axis('off')\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"4.-Loss-function-e-funzione-di-costo\"><font color=\"red\">4. Loss function e funzione di costo</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3>Lo strato finale produce un valore predetto <font color=\"blue\">y pred</font> basato sull'input iniziale e sul flusso attraverso la rete e viene confrontato con <font color=\"blue\">y true</font> che è il valore corretto per quell'input e viene fornito dal dataset di addestramento, ad esempio, se stiamo classificando immagini di gatti e cani, y true sarà \"1\" per i gatti e \"0\" per i cani, questo perchè in un dataset ogni input ha un'etichetta associata.<br/>La loss function e la funzione di costo quantificano quindi la differenza tra un valore previsto, ovvero l'output del modello per un dato input e il valore effettivo. Se le previsioni di un modello sono accurate la perdita è piccola, se le loro previsioni sono imprecise e quindi c'è parecchia differenza tra y pred e y true la perdita è grande.<br/>C'è una sottile differenza però tra le due funzioni ed è dovuta al fatto che la loss function si riferisce all'errore di un esempio di addestramento, mentre una funzione di costo calcola l'errore medio in un intero set di addestramento.</h3>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h2 id=\"5.-Backpropagation\"><font color=\"red\">5. Backpropagation</font></h2>\n</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<div class=\"jp-RenderedHTMLCommon jp-RenderedMarkdown jp-MarkdownOutput\" data-mime-type=\"text/markdown\">\n<h3 id=\"Durante-la-fase-di-backpropagation,-procedendo-a-ritroso-dall'-output-agli-input,-si-calcola-il-gradiente-dell'errore-rispetto-agli-output-di-ogni-strato-nello-stesso-modo-in-cui-viene-calcolato-per-l'ultimo-strato-sempre-utilizzando-la-funzione-di-costo.-Una-volta-ottenuti-i-gradienti-per-ogni-strato-si-calcolano-i-gradienti-dei-pesi-e-dei-bias-i-quali-vengono-utlizzati-da-un-algoritmo-di-ottimizzazione,-ad-esempio-Adam,-per-aggiornare-proprio-i-parametri-della-rete-neurale.-Dopo-questi-aggiornamenti-inizia-una-nuova-epoca-di-addestramento.\">Durante la fase di backpropagation, procedendo a ritroso dall' output agli input, si calcola il gradiente dell'errore rispetto agli output di ogni strato nello stesso modo in cui viene calcolato per l'ultimo strato sempre utilizzando la funzione di costo. Una volta ottenuti i gradienti per ogni strato si calcolano i gradienti dei pesi e dei bias i quali vengono utlizzati da un algoritmo di ottimizzazione, ad esempio Adam, per aggiornare proprio i parametri della rete neurale. Dopo questi aggiornamenti inizia una nuova epoca di addestramento.</h3>\n</div>"
   ]
  }
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