performance_checker-Copy1.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "eee29bfc-6c92-43ad-b271-9e89fdb5487e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "from sklearn.metrics import confusion_matrix\n",
    "# Replace 'file_path.csv' with the path to your CSV file\n",
    "file_path = '/srv/CLAP/roi/BioLingual/output/2024-04-10_23-03-50/predicted_true_values_2024-04-10_23-03-50_0-6_0-4_0_0_filtered_classes_window4.csv'\n",
    "# CLAP/roi/BioLingual/output/predicted_true_values_2024-02-21_09-30-38.csv\n",
    "# CLAP/roi/BioLingual/output/predicted_true_values_2024-02-20_21-28-09.csv\n",
    "# Read the CSV file\n",
    "df = pd.read_csv(file_path)\n",
    "\n",
    "# Now you can perform operations on your DataFrame 'df'\n",
    "# print(df.head())  # Display the first few rows of the DataFrame\n",
    "\n",
    "split_labels = df['true'].str.split()\n",
    "\n",
    "# Extract specific elements from the split lists\n",
    "selected_columns = {\n",
    "    'ship_type': [label[0] for label in split_labels],\n",
    "    'distance_category': [label[3] for label in split_labels],\n",
    "    'speed_category': [label[7] for label in split_labels],\n",
    "    'activity': [label[9] for label in split_labels]\n",
    "}\n",
    "\n",
    "# Create a DataFrame from the selected columns\n",
    "selected_df = pd.DataFrame(selected_columns)\n",
    "\n",
    "\n",
    "split_labels_predicted = df['predicted'].str.split()\n",
    "\n",
    "# Extract specific elements from the split lists\n",
    "selected_columns_predicted = {\n",
    "    'ship_type_predicted': [label[0] for label in split_labels_predicted],\n",
    "    'distance_category_predicted': [label[3] for label in split_labels_predicted],\n",
    "    'speed_category_predicted': [label[7] for label in split_labels_predicted],\n",
    "    'activity_predicted': [label[9] for label in split_labels_predicted]\n",
    "}\n",
    "\n",
    "# Create a DataFrame from the selected columns\n",
    "selected_df_predicted = pd.DataFrame(selected_columns_predicted)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "id": "272b2ad5-944a-44fc-a14c-f3bf5ad6b36e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "ship_type\n",
      "Cargo    1197\n",
      "Name: count, dtype: int64\n"
     ]
    }
   ],
   "source": [
    "class_distribution = selected_df[\"ship_type\"].value_counts()\n",
    "print(class_distribution)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "d6e1da7b-ebb5-410e-bd79-4803a8e1c33d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "def plot_confusion_matrix(cm, classes, normalize=False, title='Confusion matrix', cmap=plt.cm.Blues):\n",
    "    \"\"\"\n",
    "    This function prints and plots the confusion matrix.\n",
    "    Normalization can be applied by setting `normalize=True`.\n",
    "    \"\"\"\n",
    "    if normalize:\n",
    "        cm = cm.astype('float') / cm.sum(axis=1)[:, np.newaxis]\n",
    "        print(\"Normalized confusion matrix\")\n",
    "    else:\n",
    "        print('Confusion matrix, without normalization')\n",
    "\n",
    "    plt.figure(figsize=(8, 6))\n",
    "    plt.imshow(cm, interpolation='nearest', cmap=cmap)\n",
    "    plt.title(title)\n",
    "    plt.colorbar()\n",
    "    tick_marks = np.arange(len(classes))\n",
    "    plt.xticks(tick_marks, classes, rotation=45)\n",
    "    plt.yticks(tick_marks, classes)\n",
    "\n",
    "    fmt = '.2f' if normalize else 'd'\n",
    "    thresh = cm.max() / 2.\n",
    "    for i in range(cm.shape[0]):\n",
    "        for j in range(cm.shape[1]):\n",
    "            plt.text(j, i, format(cm[i, j], fmt),\n",
    "                     ha=\"center\", va=\"center\",\n",
    "                     color=\"white\" if cm[i, j] > thresh else \"black\")\n",
    "\n",
    "    plt.tight_layout()\n",
    "    plt.xlabel('Predicted label')\n",
    "    plt.ylabel('True label')\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "0fdf17ce-5e3b-4c4d-9a07-568fe15ebcbb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>ship_type</th>\n",
       "      <th>distance_category</th>\n",
       "      <th>speed_category</th>\n",
       "      <th>activity</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  ship_type distance_category speed_category   activity\n",
       "0     Cargo               0-1          0-1.5  at-anchor\n",
       "1     Cargo               0-1          0-1.5  at-anchor\n",
       "2     Cargo               0-1          0-1.5  at-anchor\n",
       "3     Cargo               0-1          0-1.5  at-anchor\n",
       "4     Cargo               0-1          0-1.5  at-anchor"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "selected_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "20faf0b5-6218-43c2-8521-6d12ca149154",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0       underway-using-engine\n",
       "1       underway-using-engine\n",
       "2       underway-using-engine\n",
       "3       underway-using-engine\n",
       "4       underway-using-engine\n",
       "                ...          \n",
       "1192                at-anchor\n",
       "1193                at-anchor\n",
       "1194                at-anchor\n",
       "1195    underway-using-engine\n",
       "1196                at-anchor\n",
       "Name: activity_predicted, Length: 1197, dtype: object"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "selected_df_predicted[\"activity_predicted\"]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "751e7526-e088-4dbe-8dd6-7be231462506",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy for ship_type: 1.0\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy for distance_category: 0.2347417840375587\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy for speed_category: 0.3642410015649452\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Accuracy for activity: 1.0\n"
     ]
    },
    {
     "data": {
      "image/png": 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EmTNnVL58+Tu2IWzdBU9PT0k3vlAvLy8HVwMAAADAUZKSkhQYGGjLCHdC2LoLWVMHvby8CFsAAAAA7urxIhbIAAAAAAADELYAAAAAwACELQAAAAAwAM9sAQAAAHksIyNDaWlpji4DuWQ2m/92Wfe7QdgCAAAA8ojValV8fLwSEhIcXQrugZOTkypVqiSz2XxP1yFsAQAAAHkkK2j5+fmpWLFid7ViHfKXzMxMxcbGKi4uThUqVLinnyFhCwAAAMgDGRkZtqBVqlQpR5eDe+Dr66vY2Filp6fL1dU119dhgQwAAAAgD2Q9o1WsWDEHV4J7lTV9MCMj456uQ9gCAAAA8hBTBwu+vPoZErYAAAAAwACELQAAAAAwAAtkAAAAAAYLDy+cfd0PJpNJq1atUocOHRxdSo4xsgUAAABAkrRz5045OzsrLCwsR+dVrFhR06dPN6aoAoywBQAAAECSNHfuXA0dOlTbt29XbGyso8sp8AhbAAAAAJScnKylS5fqxRdfVFhYmCIjI+2Of/nll2rQoIHc3NxUunRpdezYUZIUEhKiU6dOacSIETKZTLaV/MLDw1WvXj27a0yfPl0VK1a0be/Zs0dPP/20SpcuLW9vbzVt2lT79u0z8jbvK8IWAAAAAC1btkwPPfSQqlWrpp49e2revHmyWq2SpPXr16tjx45q06aNfvrpJ0VHR+uxxx6TJK1cuVLly5fX+PHjFRcXp7i4uLvu88qVK+rdu7e+++477dq1S1WrVlWbNm105coVQ+7xfmOBDAAAcmDrh+GOLiFfChka7ugSANyjuXPnqmfPnpKkVq1aKTExUdu2bVNISIjeeecdde3aVW+99Zatfd26dSVJJUuWlLOzszw9PeXv75+jPp966im77U8++UQ+Pj7atm2b2rZte4935HiMbAEAAABF3OHDh/XDDz+oW7dukiQXFxd16dJFc+fOlSTFxMSoefPmed7v2bNnNXDgQFWtWlXe3t7y8vJScnKyTp8+ned9OQIjWwAAAEARN3fuXKWnpysgIMC2z2q1ymKx6KOPPpK7u3uOr+nk5GSbhpglLS3Nbrt37966ePGiZsyYoaCgIFksFgUHB+v69eu5u5F8hpEtAAAAoAhLT0/XggULNHXqVMXExNg++/fvV0BAgJYsWaI6deooOjr6ttcwm83KyMiw2+fr66v4+Hi7wBUTE2PXZseOHRo2bJjatGmjmjVrymKx6MKFC3l6f47k0LA1adIkNWjQQJ6envLz81OHDh10+PBhuzYhISG2VU2yPoMGDbJrc/r0aYWFhalYsWLy8/PTK6+8ovT0dLs2W7du1SOPPCKLxaIqVapkW10FAAAAKIrWrVuny5cvq3///qpVq5bdp3Pnzpo7d67GjRunJUuWaNy4cTp06JB+/vlnvffee7ZrVKxYUdu3b9f//vc/W1gKCQnR+fPnNXnyZB07dkwff/yxNmzYYNd31apVtXDhQh06dEi7d+9Wjx49cjWKll85dBrhtm3bNHjwYDVo0EDp6el6/fXX1bJlS/3666/y8PCwtRs4cKDGjx9v2y5WrJjtzxkZGQoLC5O/v7++//57xcXFqVevXnJ1ddXEiRMlSSdOnFBYWJgGDRqkRYsWKTo6WgMGDFDZsmUVGhp6/24YAAAARVJ4uKMruL25c+eqRYsW8vb2znasc+fOmjx5skqWLKnly5drwoQJevfdd+Xl5aUmTZrY2o0fP14vvPCCKleurNTUVFmtVlWvXl2zZs3SxIkTNWHCBHXu3FmjR4/WJ598Ytf3888/r0ceeUSBgYGaOHGiRo8efV/u+34wWW+eSOlA58+fl5+fn7Zt22b74YWEhKhevXq3fSP1hg0b1LZtW8XGxqpMmTKSpDlz5mjMmDE6f/68zGazxowZo/Xr1+uXX36xnde1a1clJCRo48aNf1tXUlKSvL29lZiYKC8vr3u/UQBAgcVqhLfGaoSAlJKSohMnTqhSpUpyc3NzdDm4B3f6WeYkG+SrZ7YSExMl3Vg+8q8WLVqk0qVLq1atWho7dqyuXbtmO7Zz507Vrl3bFrQkKTQ0VElJSTp48KCtTYsWLeyuGRoaqp07d96yjtTUVCUlJdl9AAAAACAn8s1qhJmZmRo+fLgaNWqkWrVq2fZ3795dQUFBCggI0IEDBzRmzBgdPnxYK1eulCTFx8fbBS1Jtu34+Pg7tklKStKff/6ZbV7opEmT7N4hAAAAAAA5lW/C1uDBg/XLL7/ou+++s9v//PPP2/5cu3ZtlS1bVs2bN9exY8dUuXJlQ2oZO3asRo4cadtOSkpSYGCgIX0BAAAAKJzyxTTCIUOGaN26ddqyZYvKly9/x7YNGzaUJB09elSS5O/vr7Nnz9q1ydrOeoP17dp4eXndcrUTi8UiLy8vuw8AAAAA5IRDw5bVatWQIUO0atUqbd68WZUqVfrbc7LW5i9btqwkKTg4WD///LPOnTtnaxMVFSUvLy/VqFHD1ubm9wJERUUpODg4j+4EAAAAAOw5NGwNHjxYn332mRYvXixPT0/Fx8crPj5ef/75pyTp2LFjmjBhgvbu3auTJ09q7dq16tWrl5o0aaI6depIklq2bKkaNWroueee0/79+/X111/rjTfe0ODBg2WxWCRJgwYN0vHjx/Xqq6/qt99+06xZs7Rs2TKNGDHCYfcOAAAAoHBzaNiaPXu2EhMTFRISorJly9o+S5culXTjTdSbNm1Sy5Yt9dBDD2nUqFHq3LmzvvzyS9s1nJ2dtW7dOjk7Oys4OFg9e/ZUr1697N7LValSJa1fv15RUVGqW7eupk6dqk8//ZR3bAEAAAAwjEMXyPi7V3wFBgZq27Ztf3udoKAgffXVV3dsExISop9++ilH9QEAAABAbuWLBTIAAAAAoLDJN0u/AwAAAIXWgfD711ed+9hXDvXp00cJCQlavXq1pBuzz+rVq6fp06ff1zq2bt2qZs2a6fLly/Lx8TGsH0a2AAAAgCKuT58+MplMMplMMpvNqlKlisaPH6/09HRD+125cqUmTJhwV223bt0qk8mkhIQEQ2vKS4xsAQAAAFCrVq0UERGh1NRUffXVVxo8eLBcXV01duxYu3bXr1+X2WzOkz5LliyZJ9fJrxjZAgAAACCLxSJ/f38FBQXpxRdfVIsWLbR27Vr16dNHHTp00DvvvKOAgABVq1ZNknTmzBn985//lI+Pj0qWLKn27dvr5MmTtutlZGRo5MiR8vHxUalSpfTqq69mWyAvJCREw4cPt22npqZqzJgxCgwMlMViUZUqVTR37lydPHlSzZo1kySVKFFCJpNJffr0kSRlZmZq0qRJqlSpktzd3VW3bl2tWLHCrp+vvvpKDz74oNzd3dWsWTO7Oo1E2AIAAACQjbu7u65fvy5Jio6O1uHDhxUVFaV169YpLS1NoaGh8vT01LfffqsdO3aoePHiatWqle2cqVOnKjIyUvPmzdN3332nS5cuadWqVXfss1evXlqyZIlmzpypQ4cO6T//+Y+KFy+uwMBAffHFF5Kkw4cPKy4uTjNmzJAkTZo0SQsWLNCcOXN08OBBjRgxQj179rStan7mzBl16tRJ7dq1U0xMjAYMGKDXXnvNqK/NDtMIAQAAANhYrVZFR0fr66+/1tChQ3X+/Hl5eHjo008/tU0f/Oyzz5SZmalPP/1UJpNJkhQRESEfHx9t3bpVLVu21PTp0zV27Fh16tRJkjRnzhx9/fXXt+33yJEjWrZsmaKiotSiRQtJ0gMPPGA7njXl0M/Pz7aoRWpqqiZOnKhNmzYpODjYds53332n//znP2ratKlmz56typUra+rUqZKkatWq6eeff9Z7772Xh9/arRG2AAAAAGjdunUqXry40tLSlJmZqe7duys8PFyDBw9W7dq17Z7T2r9/v44ePSpPT0+7a6SkpOjYsWNKTExUXFycGjZsaDvm4uKiRx999Lbv2o2JiZGzs7OaNm161zUfPXpU165d09NPP223//r163r44YclSYcOHbKrQ5ItmBmNsAUAAABAzZo10+zZs2U2mxUQECAXl/+LCh4eHnZtk5OTVb9+fS1atCjbdXx9fXPVv7u7e47PSU5OliStX79e5cqVsztmsVhyVUdeImwBAAAAkIeHh6pUqXJXbR955BEtXbpUfn5+8vLyumWbsmXLavfu3WrSpIkkKT09XXv37tUjjzxyy/a1a9dWZmamtm3bZptG+FdZI2sZGRm2fTVq1JDFYtHp06dvOyJWvXp1rV271m7frl27/v4m8wALZAAAAADIkR49eqh06dJq3769vv32W504cUJbt27VsGHD9Mcff0iSXn75Zb377rtavXq1fvvtN7300kt3fEdWxYoV1bt3b/Xr10+rV6+2XXPZsmWSpKCgIJlMJq1bt07nz59XcnKyPD09NXr0aI0YMULz58/XsWPHtG/fPn344YeaP3++JGnQoEH6/fff9corr+jw4cNavHixIiMjjf6KJDGyBQAAABivTrijK8hTxYoV0/bt2zVmzBh16tRJV65cUbly5dS8eXPbSNeoUaMUFxen3r17y8nJSf369VPHjh2VmJh42+vOnj1br7/+ul566SVdvHhRFSpU0Ouvvy5JKleunN566y299tpr6tu3r3r16qXIyEhNmDBBvr6+mjRpko4fPy4fHx898sgjtvMqVKigL774QiNGjNCHH36oxx57TBMnTlS/fv0M/55M1ts9oQabpKQkeXt7KzEx8bbDpACAomHrh+GOLiFfChka7ugSAIdLSUnRiRMnVKlSJbm5uTm6HNyDO/0sc5INmEYIAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAOShzMxMR5eAe5RXawiy9DsAAACQB8xms5ycnBQbGytfX1+ZzWaZTCZHl4UcslqtOn/+vEwmk1xdXe/pWoQtAAAAIA84OTmpUqVKiouLU2xsrKPLwT0wmUwqX768nJ2d7+k6hC0AAAAgj5jNZlWoUEHp6enKyMhwdDnIJVdX13sOWhJhCwAAAMhTWdPP7nUKGgo+FsgAAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADCAQ8PWpEmT1KBBA3l6esrPz08dOnTQ4cOH7dqkpKRo8ODBKlWqlIoXL67OnTvr7Nmzdm1Onz6tsLAwFStWTH5+fnrllVeUnp5u12br1q165JFHZLFYVKVKFUVGRhp9ewAAAACKMIeGrW3btmnw4MHatWuXoqKilJaWppYtW+rq1au2NiNGjNCXX36p5cuXa9u2bYqNjVWnTp1sxzMyMhQWFqbr16/r+++/1/z58xUZGak333zT1ubEiRMKCwtTs2bNFBMTo+HDh2vAgAH6+uuv7+v9AgAAACg6TFar1eroIrKcP39efn5+2rZtm5o0aaLExET5+vpq8eLFevbZZyVJv/32m6pXr66dO3fq8ccf14YNG9S2bVvFxsaqTJkykqQ5c+ZozJgxOn/+vMxms8aMGaP169frl19+sfXVtWtXJSQkaOPGjX9bV1JSkry9vZWYmCgvLy9jbh4AUCBs/TDc0SXkSyFDwx1dAgDcFznJBvnqma3ExERJUsmSJSVJe/fuVVpamlq0aGFr89BDD6lChQrauXOnJGnnzp2qXbu2LWhJUmhoqJKSknTw4EFbm79eI6tN1jVulpqaqqSkJLsPAAAAAOREvglbmZmZGj58uBo1aqRatWpJkuLj42U2m+Xj42PXtkyZMoqPj7e1+WvQyjqedexObZKSkvTnn39mq2XSpEny9va2fQIDA/PkHgEAAAAUHfkmbA0ePFi//PKLPv/8c0eXorFjxyoxMdH2OXPmjKNLAgAAAFDAuDi6AEkaMmSI1q1bp+3bt6t8+fK2/f7+/rp+/boSEhLsRrfOnj0rf39/W5sffvjB7npZqxX+tc3NKxiePXtWXl5ecnd3z1aPxWKRxWLJk3sDAAAAUDQ5dGTLarVqyJAhWrVqlTZv3qxKlSrZHa9fv75cXV0VHR1t23f48GGdPn1awcHBkqTg4GD9/PPPOnfunK1NVFSUvLy8VKNGDVubv14jq03WNQAAAAAgrzl0ZGvw4MFavHix1qxZI09PT9szVt7e3nJ3d5e3t7f69++vkSNHqmTJkvLy8tLQoUMVHBysxx9/XJLUsmVL1ahRQ88995wmT56s+Ph4vfHGGxo8eLBtdGrQoEH66KOP9Oqrr6pfv37avHmzli1bpvXr1zvs3gEAAAAUbg4d2Zo9e7YSExMVEhKismXL2j5Lly61tfnggw/Utm1bde7cWU2aNJG/v79WrlxpO+7s7Kx169bJ2dlZwcHB6tmzp3r16qXx48fb2lSqVEnr169XVFSU6tatq6lTp+rTTz9VaGjofb1fAAAAAEVHvnrPVn7Fe7YAAFl4z9at8Z4tAEVFgX3PFgAAAAAUFoQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAxA2AIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADEDYAgAAAAADELYAAAAAwACELQAAAAAwAGELAAAAAAyQq7B1/PjxvK4DAAAAAAqVXIWtKlWqqFmzZvrss8+UkpKS1zUBAAAAQIGXq7C1b98+1alTRyNHjpS/v79eeOEF/fDDD3ldGwAAAAAUWLkKW/Xq1dOMGTMUGxurefPmKS4uTo0bN1atWrU0bdo0nT9/Pq/rBAAAAIAC5Z4WyHBxcVGnTp20fPlyvffeezp69KhGjx6twMBA9erVS3FxcXlVJwAAAAAUKPcUtn788Ue99NJLKlu2rKZNm6bRo0fr2LFjioqKUmxsrNq3b59XdQIAAABAgZKrsDVt2jTVrl1bTzzxhGJjY7VgwQKdOnVKb7/9tipVqqQnn3xSkZGR2rdv3x2vs337drVr104BAQEymUxavXq13fE+ffrIZDLZfVq1amXX5tKlS+rRo4e8vLzk4+Oj/v37Kzk52a7NgQMH9OSTT8rNzU2BgYGaPHlybm4bAAAAAO6aS25Omj17tvr166c+ffqobNmyt2zj5+enuXPn3vE6V69eVd26ddWvXz916tTplm1atWqliIgI27bFYrE73qNHD8XFxSkqKkppaWnq27evnn/+eS1evFiSlJSUpJYtW6pFixaaM2eOfv75Z/Xr108+Pj56/vnnc3LbAAAAAHDXchW2fv/9979tYzab1bt37zu2ad26tVq3bn3HNhaLRf7+/rc8dujQIW3cuFF79uzRo48+Kkn68MMP1aZNG73//vsKCAjQokWLdP36dc2bN09ms1k1a9ZUTEyMpk2bdtuwlZqaqtTUVNt2UlLSHWsEAAAAgJvlahphRESEli9fnm3/8uXLNX/+/Hsu6q+2bt0qPz8/VatWTS+++KIuXrxoO7Zz5075+PjYgpYktWjRQk5OTtq9e7etTZMmTWQ2m21tQkNDdfjwYV2+fPmWfU6aNEne3t62T2BgYJ7eEwAAAIDCL1dha9KkSSpdunS2/X5+fpo4ceI9F5WlVatWWrBggaKjo/Xee+9p27Ztat26tTIyMiRJ8fHx8vPzszvHxcVFJUuWVHx8vK1NmTJl7NpkbWe1udnYsWOVmJho+5w5cybP7gkAAABA0ZCraYSnT59WpUqVsu0PCgrS6dOn77moLF27drX9uXbt2qpTp44qV66srVu3qnnz5nnWz80sFku2Z8MAAAAAICdyNbLl5+enAwcOZNu/f/9+lSpV6p6Lup0HHnhApUuX1tGjRyVJ/v7+OnfunF2b9PR0Xbp0yfacl7+/v86ePWvXJmv7ds+CAQAAAMC9ylXY6tatm4YNG6YtW7YoIyNDGRkZ2rx5s15++WW70ai89scff+jixYu2FRCDg4OVkJCgvXv32tps3rxZmZmZatiwoa3N9u3blZaWZmsTFRWlatWqqUSJEobVCgAAAKBoy1XYmjBhgho2bKjmzZvL3d1d7u7uatmypZ566qkcPbOVnJysmJgYxcTESJJOnDihmJgYnT59WsnJyXrllVe0a9cunTx5UtHR0Wrfvr2qVKmi0NBQSVL16tXVqlUrDRw4UD/88IN27NihIUOGqGvXrgoICJAkde/eXWazWf3799fBgwe1dOlSzZgxQyNHjszNrQMAAADAXTFZrVZrbk8+cuSI9u/fL3d3d9WuXVtBQUE5On/r1q1q1qxZtv29e/fW7Nmz1aFDB/30009KSEhQQECAWrZsqQkTJtgteHHp0iUNGTJEX375pZycnNS5c2fNnDlTxYsXt7U5cOCABg8erD179qh06dIaOnSoxowZc9d1JiUlydvbW4mJifLy8srRPQIACpetH4Y7uoR8KWRouKNLAID7IifZ4J7CVlFB2AIAZCFs3RphC0BRkZNskKvVCDMyMhQZGano6GidO3dOmZmZdsc3b96cm8sCAAAAQKGRq7D18ssvKzIyUmFhYapVq5ZMJlNe1wUAAAAABVquwtbnn3+uZcuWqU2bNnldDwAAAAAUCrlajdBsNqtKlSp5XQsAAAAAFBq5ClujRo3SjBkzxNoaAAAAAHBruZpG+N1332nLli3asGGDatasKVdXV7vjK1euzJPiAAAAAKCgylXY8vHxUceOHfO6FgAAAAAoNHIVtiIiIvK6DgAAAAAoVHL1zJYkpaena9OmTfrPf/6jK1euSJJiY2OVnJycZ8UBAAAAQEGVq5GtU6dOqVWrVjp9+rRSU1P19NNPy9PTU++9955SU1M1Z86cvK4TAAAAAAqUXI1svfzyy3r00Ud1+fJlubu72/Z37NhR0dHReVYcAAAAABRUuRrZ+vbbb/X999/LbDbb7a9YsaL+97//5UlhAAAAAFCQ5WpkKzMzUxkZGdn2//HHH/L09LznogAAAACgoMtV2GrZsqWmT59u2zaZTEpOTta4cePUpk2bvKoNAAAAAAqsXE0jnDp1qkJDQ1WjRg2lpKSoe/fu+v3331W6dGktWbIkr2sEAAAAgAInV2GrfPny2r9/vz7//HMdOHBAycnJ6t+/v3r06GG3YAYAAAAAFFW5CluS5OLiop49e+ZlLQAAAABQaOQqbC1YsOCOx3v16pWrYgAAAACgsMhV2Hr55ZftttPS0nTt2jWZzWYVK1aMsAUAAACgyMvVaoSXL1+2+yQnJ+vw4cNq3LgxC2QAAAAAgHIZtm6latWqevfdd7ONegEAAABAUZRnYUu6sWhGbGxsXl4SAAAAAAqkXD2ztXbtWrttq9WquLg4ffTRR2rUqFGeFAYAAAAABVmuwlaHDh3stk0mk3x9ffXUU09p6tSpeVEXAAAAABRouQpbmZmZeV0HAAAAABQqefrMFgAAAADghlyNbI0cOfKu206bNi03XQAAAABAgZarsPXTTz/pp59+UlpamqpVqyZJOnLkiJydnfXII4/Y2plMprypEgAAAAAKmFyFrXbt2snT01Pz589XiRIlJN140XHfvn315JNPatSoUXlaJAAAAAAUNLl6Zmvq1KmaNGmSLWhJUokSJfT222+zGiEAAAAAKJdhKykpSefPn8+2//z587py5co9FwUAAAAABV2uwlbHjh3Vt29frVy5Un/88Yf++OMPffHFF+rfv786deqU1zUCAAAAQIGTq2e25syZo9GjR6t79+5KS0u7cSEXF/Xv319TpkzJ0wIBAAAAoCDKVdgqVqyYZs2apSlTpujYsWOSpMqVK8vDwyNPiwMAAACAguqeXmocFxenuLg4Va1aVR4eHrJarXlVFwAAAAAUaLkKWxcvXlTz5s314IMPqk2bNoqLi5Mk9e/fn2XfAQAAAEC5DFsjRoyQq6urTp8+rWLFitn2d+nSRRs3bsyz4gAAAACgoMrVM1vffPONvv76a5UvX95uf9WqVXXq1Kk8KQwAAAAACrJcjWxdvXrVbkQry6VLl2SxWO65KAAAAAAo6HIVtp588kktWLDAtm0ymZSZmanJkyerWbNmeVYcAAAAABRUuZpGOHnyZDVv3lw//vijrl+/rldffVUHDx7UpUuXtGPHjryuEQAAAAAKnFyNbNWqVUtHjhxR48aN1b59e129elWdOnXSTz/9pMqVK+d1jQAAAABQ4OR4ZCstLU2tWrXSnDlz9K9//cuImgAAAACgwMvxyJarq6sOHDhgRC0AAAAAUGjkahphz549NXfu3LyuBQAAAAAKjVwtkJGenq558+Zp06ZNql+/vjw8POyOT5s2LU+KAwAAAICCKkdh6/jx46pYsaJ++eUXPfLII5KkI0eO2LUxmUx5Vx0AAAAAFFA5CltVq1ZVXFyctmzZIknq0qWLZs6cqTJlyhhSHAAAAAAUVDl6Zstqtdptb9iwQVevXs3TggAAAACgMMjVAhlZbg5fAAAAAIAbchS2TCZTtmeyeEYLAAAAALLL0TNbVqtVffr0kcVikSSlpKRo0KBB2VYjXLlyZd5VCAAAAAAFUI7CVu/eve22e/bsmafFAAAAAEBhkaOwFRERYVQdAAAAAFCo3NMCGQAAAACAWyNsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAARwatrZv36527dopICBAJpNJq1evtjtutVr15ptvqmzZsnJ3d1eLFi30+++/27W5dOmSevToIS8vL/n4+Kh///5KTk62a3PgwAE9+eSTcnNzU2BgoCZPnmz0rQEAAAAo4hwatq5evaq6devq448/vuXxyZMna+bMmZozZ452794tDw8PhYaGKiUlxdamR48eOnjwoKKiorRu3Tpt375dzz//vO14UlKSWrZsqaCgIO3du1dTpkxReHi4PvnkE8PvDwAAAEDRlaOXGue11q1bq3Xr1rc8ZrVaNX36dL3xxhtq3769JGnBggUqU6aMVq9era5du+rQoUPauHGj9uzZo0cffVSS9OGHH6pNmzZ6//33FRAQoEWLFun69euaN2+ezGazatasqZiYGE2bNs0ulAEAAABAXsq3z2ydOHFC8fHxatGihW2ft7e3GjZsqJ07d0qSdu7cKR8fH1vQkqQWLVrIyclJu3fvtrVp0qSJzGazrU1oaKgOHz6sy5cv37Lv1NRUJSUl2X0AAAAAICfybdiKj4+XJJUpU8Zuf5kyZWzH4uPj5efnZ3fcxcVFJUuWtGtzq2v8tY+bTZo0Sd7e3rZPYGDgvd8QAAAAgCIl34YtRxo7dqwSExNtnzNnzji6JAAAAAAFTL4NW/7+/pKks2fP2u0/e/as7Zi/v7/OnTtndzw9PV2XLl2ya3Ora/y1j5tZLBZ5eXnZfQAAAAAgJ/Jt2KpUqZL8/f0VHR1t25eUlKTdu3crODhYkhQcHKyEhATt3bvX1mbz5s3KzMxUw4YNbW22b9+utLQ0W5uoqChVq1ZNJUqUuE93AwAAAKCocWjYSk5OVkxMjGJiYiTdWBQjJiZGp0+flslk0vDhw/X2229r7dq1+vnnn9WrVy8FBASoQ4cOkqTq1aurVatWGjhwoH744Qft2LFDQ4YMUdeuXRUQECBJ6t69u8xms/r376+DBw9q6dKlmjFjhkaOHOmguwYAAABQFDh06fcff/xRzZo1s21nBaDevXsrMjJSr776qq5evarnn39eCQkJaty4sTZu3Cg3NzfbOYsWLdKQIUPUvHlzOTk5qXPnzpo5c6btuLe3t7755hsNHjxY9evXV+nSpfXmm2+y7DsAAAAAQ5msVqvV0UXkd0lJSfL29lZiYiLPbwFAEbf1w3BHl5AvhQwNd3QJAHBf5CQb5NtntgAAAACgICNsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABsjXYSs8PFwmk8nu89BDD9mOp6SkaPDgwSpVqpSKFy+uzp076+zZs3bXOH36tMLCwlSsWDH5+fnplVdeUXp6+v2+FQAAAABFjIujC/g7NWvW1KZNm2zbLi7/V/KIESO0fv16LV++XN7e3hoyZIg6deqkHTt2SJIyMjIUFhYmf39/ff/994qLi1OvXr3k6uqqiRMn3vd7AQAAAFB05Puw5eLiIn9//2z7ExMTNXfuXC1evFhPPfWUJCkiIkLVq1fXrl279Pjjj+ubb77Rr7/+qk2bNqlMmTKqV6+eJkyYoDFjxig8PFxms/l+3w4AAACAIiJfTyOUpN9//10BAQF64IEH1KNHD50+fVqStHfvXqWlpalFixa2tg899JAqVKignTt3SpJ27typ2rVrq0yZMrY2oaGhSkpK0sGDB2/bZ2pqqpKSkuw+AAAAAJAT+TpsNWzYUJGRkdq4caNmz56tEydO6Mknn9SVK1cUHx8vs9ksHx8fu3PKlCmj+Ph4SVJ8fLxd0Mo6nnXsdiZNmiRvb2/bJzAwMG9vDAAAAEChl6+nEbZu3dr25zp16qhhw4YKCgrSsmXL5O7ubli/Y8eO1ciRI23bSUlJBC4AAAAAOZKvR7Zu5uPjowcffFBHjx6Vv7+/rl+/roSEBLs2Z8+etT3j5e/vn211wqztWz0HlsViscjLy8vuAwAAAAA5UaDCVnJyso4dO6ayZcuqfv36cnV1VXR0tO344cOHdfr0aQUHB0uSgoOD9fPPP+vcuXO2NlFRUfLy8lKNGjXue/0AAAAAio58PY1w9OjRateunYKCghQbG6tx48bJ2dlZ3bp1k7e3t/r376+RI0eqZMmS8vLy0tChQxUcHKzHH39cktSyZUvVqFFDzz33nCZPnqz4+Hi98cYbGjx4sCwWi4PvDgAAAEBhlq/D1h9//KFu3brp4sWL8vX1VePGjbVr1y75+vpKkj744AM5OTmpc+fOSk1NVWhoqGbNmmU739nZWevWrdOLL76o4OBgeXh4qHfv3ho/fryjbgkAAABAEWGyWq1WRxeR3yUlJcnb21uJiYk8vwUARdzWD8MdXUK+FDI03NElAMB9kZNsUKCe2QIAAACAgoKwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGICwBQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAAAAYgLAFAAAAAAYgbAEAAACAAQhbAAAAAGAAwhYAAAAAGKBIha2PP/5YFStWlJubmxo2bKgffvjB0SUBAAAAKKSKTNhaunSpRo4cqXHjxmnfvn2qW7euQkNDde7cOUeXBgAAAKAQcnF0AffLtGnTNHDgQPXt21eSNGfOHK1fv17z5s3Ta6+9Ztc2NTVVqamptu3ExERJUlJS0v0rGACQL139M/XvGxVB/I4EUFRk/XtntVr/tq3JejetCrjr16+rWLFiWrFihTp06GDb37t3byUkJGjNmjV27cPDw/XWW2/d5yoBAAAAFBRnzpxR+fLl79imSIxsXbhwQRkZGSpTpozd/jJlyui3337L1n7s2LEaOXKkbTszM1OXLl1SqVKlZDKZDK8XAJA/JSUlKTAwUGfOnJGXl5ejywEAOIDVatWVK1cUEBDwt22LRNjKKYvFIovFYrfPx8fHMcUAAPIdLy8vwhYAFGHe3t531a5ILJBRunRpOTs76+zZs3b7z549K39/fwdVBQAAAKAwKxJhy2w2q379+oqOjrbty8zMVHR0tIKDgx1YGQAAAIDCqshMIxw5cqR69+6tRx99VI899pimT5+uq1ev2lYnBADg71gsFo0bNy7bVHMAAG6lSKxGmOWjjz7SlClTFB8fr3r16mnmzJlq2LCho8sCAAAAUAgVqbAFAAAAAPdLkXhmCwAAAADuN8IWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAABrp50V8WAQaAooOwBQCAgUwmkyRp2rRp2rJli20bAFD4EbYAADBYQkKCNm7cqDVr1kiSMjMzHVwRAOB+IGwBAGAwHx8fNWvWTGvWrNGVK1fk5OTEdEIAKAJMVv61BwAgz1it1ltOFUxLS1PDhg3VokULTZ482QGVAQDuN0a2AADII5mZmbagNWvWLO3cuVPnzp2TdOPZrfbt22vPnj26du2aJBbLAIDCjpEtAADyQHp6ulxcXCRJly9fVqdOnXThwgW5ubnptdde09NPP63MzExVrlxZ77zzjgYNGuTgigEARiNsAQBwj9avXy9vb281btxYL7/8shITExUZGaktW7Zo48aNmjdvnurWrasmTZooMTFRhw4d0sKFC1WqVClHlw4AMBBhCwCAe2C1WtWgQQPFx8erUaNG+uabb7R161bVrVvX1mbfvn3au3ev3nvvPcXGxiotLU3bt29XcHCwMjMz5eTErH4AKIwIWwAA5MKsWbPUvn17lStXTpIUEBCgCxcu6JNPPlGfPn0kKVuQSklJ0apVq/Tpp5/KyclJ69atk8VicUT5AID7gP9KAwAgh1avXq1Vq1bJ399fGRkZunz5svz9/VWtWjW988472r59uy1oZb1TKyMjQ25uburWrZsGDx6sc+fOKT4+3sF3AgAwEiNbAADkQlaY2rRpkxo2bChPT09J0uOPP67z588rIiJCjRo1krOzsyTp+vXrMpvNkqSrV6+qcuXKmj9/vkJDQx12DwAAYzGyBQBADqSnp0u6sZR7TEyM2rRpo7feektHjhyRJO3atUt+fn4aMGCAtmzZosTERD3zzDMaNmyY7RpLly5VSkqKqlWr5pB7AADcH4xsAQCQC6dOnVJQUJBmzpypqVOnqmvXrhowYICqVq0qSWrSpImOHz+u4sWLy9XVVfv27ZOrq6skadGiRXr44YdVo0YNR94CAMBghC0AAHJo2bJlevHFF3Xx4kVJNxbLmDhxonr06GEXuObPny+TyaTu3bvLxcXFbiohAKDwI2wBAJBDCQkJevzxx9WvXz+9+uqrkqQ5c+bo7bffVs+ePTVgwABVqVLF7pyMjAzb81sAgKLBxdEFAACQn928fHvWqoJPPfWUdu7caRutGjRokCRp0qRJSkxM1JtvvqmyZcvaziNoAUDRwwIZAADcwrVr1yTJFrROnz4t6UZocnNz06BBg7R+/XotXrzYds6gQYM0bNgwxcXFyd/f//4XDQDIVwhbAADcpFGjRlqxYoVte+7cuerYsaOGDh2qhIQE/fnnn6pTp46GDx+upUuXKi4uzvY+rVGjRmnVqlUymUxipj4AFG2ELQAAbjJw4EB16dLFtt24cWP16NFD0dHReuKJJ/TGG2/o+PHjatu2rY4ePapTp07JycnJbll4q9Uqk8nkqFsAAOQDLJABAMD/d3NAmjBhgjIyMvTvf//b9szV22+/rZ07d2r79u166623NHHiRD300EPasmWLbWl3AAAkFsgAAMDm5pEoFxcXjRs3Tl5eXurbt69KlCihN954QykpKfrss8+0YsUKXbt2TVarVS4u/EoFANjjNwMAAJK2b9+uunXrytvbW+PHj9eDDz6osWPHymw2a/To0crMzNSAAQPk4+MjNzc3DRgwQGFhYTpx4oQaNmwok8mUbeVCAEDRRtgCABR5J0+e1KhRo+Tr66uKFSvqk08+0b59+yTdWPDCarXa3qf1wgsvyNPTU5JUtmxZ2/LuvEcLAHAzwhYAoMgLCgrSG2+8oYEDB2rr1q3asmWL6tSpo5SUFLm5uWn06NGSpDFjxsjJyUn9+/eXt7e33TUIWgCAmxG2AABFVta0P5PJpFKlSqlEiRIqU6aM3n//fdWoUUOlSpVSamqqLBaLRo8eLZPJpNGjR8vf31/du3d3dPkAgHyO1QgBAEXSX5+v+umnn+Tq6ip/f399++23ev/99+Xj46MFCxaoVKlSdqsUrlixQh06dGBBDADA3+IpXgBAkWO1Wm1B6/XXX1evXr106NAhlSxZUu3atdPgwYOVkJCgvn376vLlyzKZTOrfv79Wr16tZ599Vi4uLrZ3agEAcDuMbAEAiqx33nlHM2fO1OLFi1W/fn35+PhIurHYxbJly/Txxx8rLi5OQUFBOnLkiE6ePMmIFgDgrhG2AABFjtVq1aVLlxQWFqaBAweqf//+tmPp6elycXFRZmamdu3apXXr1unPP//UlClT5OLiwqqDAIC7xn/PAQCKHJPJpGvXrun48eOqVKmSpP97hsvFxUUpKSlKSEjQE088oSeeeMJ2HkELAJATPLMFACj0MjMzs+0rW7asihcvrjVr1kiSnJyclJGRIUnat2+fli1bpsTERLtzCFoAgJwgbAEACrW/rjq4adMmrV69WqtWrZKLi4sGDhxoW31QuhGm0tPTNX78eH377bfy8vJyZOkAgAKOZ7YAAIXWX5dsHzt2rBYuXCg/Pz8dOnRI/fv3V/v27bVu3Tp9/fXXCgoKUoUKFXTw4EFduXJF+/btk6urq901AADICUa2AACFVlZImjx5subPn6+VK1dq3759mjJlimbNmqXPP/9c//jHP/Tee+/Jw8NDV69eVePGjW3v3UpPTydoAQByjQUyAACFWmxsrH799Vd98MEHeuyxx7Ry5Uq9+eab+te//qWZM2fq2rVrmjx5stq3b293XkZGBsu8AwDuCb9FAACFWsmSJdW+fXs1a9ZMP/74o0aNGqXw8HANGzZMPj4+euWVVxQfH68FCxYoMDDQdh6LYQAA7hXTCAEAhZqbm5vatm0rHx8fbdq0STVr1lTv3r0lSRaLRT179pSbm5vKlSvn4EoBAIUNYQsAUOhlTQc8cuSIEhMTZTKZlJKSoq+//lphYWHasGGDnJycbrlEPAAAucVqhACAImPXrl1q0qSJqlWrptTUVLm5uWnfvn08mwUAMARhCwBQpOzbt08rV66Ul5eXRo4cKRcXF6WnpxO4AAB5jrAFACjSCFoAAKMQtgAAAADAACyQAQAAAAAGIGwBAAAAgAEIWwAAAABgAMIWAAAAABiAsAUAAAAABiBsAQAAAIABCFsAAAAAYADCFgAAf8NkMmn16tV33b5ixYqaPn26YfUAAAoGXmoMAMD/Fx4ertWrVysmJsZuf3x8vEqUKCGLxXJX1zl//rw8PDxUrFgxSTfC2qpVq9ShQ4c8rhgAkJ+5OLoAAADyO39//xy19/X1NagSAEBBwjRCAEChsnHjRjVu3Fg+Pj4qVaqU2rZtq2PHjtmO//HHH+rWrZtKliwpDw8PPfroo9q9e7ciIyP11ltvaf/+/TKZTDKZTIqMjJRkP43wiSee0JgxY+z6PH/+vFxdXbV9+3ZJ9tMIK1asKEnq2LGjTCaTKlasqJMnT8rJyUk//vij3XWmT5+uoKAgZWZm5v0XAwC47whbAIBC5erVqxo5cqR+/PFHRUdHy8nJSR07dlRmZqaSk5PVtGlT/e9//9PatWu1f/9+vfrqq8rMzFSXLl00atQo1axZU3FxcYqLi1OXLl2yXb9Hjx76/PPP9ddZ+EuXLlVAQICefPLJbO337NkjSYqIiFBcXJz27NmjihUrqkWLFoqIiLBrGxERoT59+sjJiV/PAFAYMI0QAFCodO7c2W573rx58vX11a+//qrvv/9e58+f1549e1SyZElJUpUqVWxtixcvLhcXlztOG/znP/+p4cOH67vvvrOFq8WLF6tbt24ymUzZ2mdNKfTx8bG77oABAzRo0CBNmzZNFotF+/bt088//6w1a9bk/uYBAPkK/3UGAChUfv/9d3Xr1k0PPPCAvLy8bNP4Tp8+rZiYGD388MO2oJUbvr6+atmypRYtWiRJOnHihHbu3KkePXrk6DodOnSQs7OzVq1aJUmKjIxUs2bNbPUCAAo+whYAoFBp166dLl26pP/+97/avXu3du/eLUm6fv263N3d86SPHj16aMWKFUpLS9PixYtVu3Zt1a5dO0fXMJvN6tWrlyIiInT9+nUtXrxY/fr1y5P6AAD5A2ELAFBoXLx4UYcPH9Ybb7yh5s2bq3r16rp8+bLteJ06dRQTE6NLly7d8nyz2ayMjIy/7ad9+/ZKSUnRxo0btXjx4r8d1XJ1db3ldQcMGKBNmzZp1qxZSk9PV6dOnf62bwBAwUHYAgAUGiVKlFCpUqX0ySef6OjRo9q8ebNGjhxpO96tWzf5+/urQ4cO2rFjh44fP64vvvhCO3fulHRj5cATJ04oJiZGFy5cUGpq6i378fDwUIcOHfTvf/9bhw4dUrdu3e5YV8WKFRUdHa34+Hi78Fe9enU9/vjjGjNmjLp165ZnI28AgPyBsAUAKDScnJz0+eefa+/evapVq5ZGjBihKVOm2I6bzWZ988038vPzU5s2bVS7dm29++67cnZ2lnRjcY1WrVqpWbNm8vX11ZIlS27bV48ePbR//349+eSTqlChwh3rmjp1qqKiohQYGKiHH37Y7lj//v11/fp1phACQCFksv517VoAAHBfTZgwQcuXL9eBAwccXQoAII8xsgUAgAMkJyfrl19+0UcffaShQ4c6uhwAgAEIWwAAOMCQIUNUv359hYSEMIUQAAopphECAAAAgAEY2QIAAAAAAxC2AAAAAMAAhC0AAAAAMABhCwAAAAAMQNgCAAAAAAMQtgAAAADAAIQtAAAAADAAYQsAAAAADPD/AKhTN0oLOnONAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from sklearn.metrics import accuracy_score\n",
    "\n",
    "# Define the categories\n",
    "categories = ['ship_type', 'distance_category', 'speed_category', 'activity']\n",
    "\n",
    "# Calculate accuracy for each category\n",
    "for category in categories:\n",
    "    actual_values = selected_df[category]\n",
    "    predicted_values = selected_df_predicted[category + '_predicted']  # Adjust column name for predicted values\n",
    "    \n",
    "    accuracy = accuracy_score(actual_values, predicted_values)\n",
    "    \n",
    "    print(f\"Accuracy for {category}: {accuracy}\")\n",
    "\n",
    "    # Create histograms for actual and predicted values\n",
    "    plt.figure(figsize=(10, 5))\n",
    "    plt.hist(actual_values, alpha=0.5, label='Actual', color='blue', align='mid')\n",
    "    plt.hist(predicted_values, alpha=0.5, label='Predicted', color='orange', align='mid')\n",
    "    plt.xlabel(category)\n",
    "    plt.ylabel('Frequency')\n",
    "    plt.title(f'Distribution of {category}')\n",
    "    plt.xticks(rotation=45)\n",
    "    plt.legend()\n",
    "    plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "d367d0a7-99ff-49ce-a978-44a0d2c5f4af",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.10/site-packages/sklearn/metrics/_classification.py:386: UserWarning: A single label was found in 'y_true' and 'y_pred'. For the confusion matrix to have the correct shape, use the 'labels' parameter to pass all known labels.\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.10/site-packages/sklearn/metrics/_classification.py:386: UserWarning: A single label was found in 'y_true' and 'y_pred'. For the confusion matrix to have the correct shape, use the 'labels' parameter to pass all known labels.\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Define the plot_confusion_matrix function\n",
    "def plot_confusion_matrix(cm, classes, title='Confusion matrix', cmap=plt.cm.Blues):\n",
    "    \"\"\"\n",
    "    This function prints and plots the confusion matrix.\n",
    "    \"\"\"\n",
    "    plt.figure(figsize=(8, 6))\n",
    "    plt.imshow(cm, interpolation='nearest', cmap=cmap)\n",
    "    plt.title(title)\n",
    "    plt.colorbar()\n",
    "    tick_marks = range(len(classes))\n",
    "    plt.xticks(tick_marks, classes, rotation=45)\n",
    "    plt.yticks(tick_marks, classes)\n",
    "\n",
    "    thresh = cm.max() / 2.\n",
    "    for i in range(cm.shape[0]):\n",
    "        for j in range(cm.shape[1]):\n",
    "            plt.text(j, i, format(cm[i, j], 'd'),\n",
    "                     ha=\"center\", va=\"center\",\n",
    "                     color=\"white\" if cm[i, j] > thresh else \"black\")\n",
    "\n",
    "    plt.tight_layout()\n",
    "    plt.ylabel('True label')\n",
    "    plt.xlabel('Predicted label')\n",
    "    plt.show()\n",
    "\n",
    "# Calculate confusion matrix for each category\n",
    "for category in categories:\n",
    "    actual_values = selected_df[category]\n",
    "    predicted_values = selected_df_predicted[category + '_predicted']  # Adjust column name for predicted values\n",
    "    \n",
    "    # Compute confusion matrix\n",
    "    labels=sorted(set(actual_values) | set(predicted_values))\n",
    "    if category==\"speed_category\":\n",
    "        labels.sort(key=lambda x: float(x.split('-')[0]) if x != '17+' else float('inf'))\n",
    "    if category==\"distance_category\":\n",
    "        labels.sort(key=lambda x: float(x.split('-')[0]) if x != '10+' else float('inf'))\n",
    "    cm = confusion_matrix(actual_values, predicted_values, labels=labels)\n",
    "\n",
    "\n",
    "    plot_confusion_matrix(cm, classes=labels)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "febc7e95-a1c0-4179-b71e-75c76e1e20a6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['0-1', '1-2', '2-3', '3-4', '4-5', '5-6', '6-7', '7-8', '8-9', '9-10', '10+']"
      ]
     },
     "execution_count": 77,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=sorted(set(actual_values) | set(predicted_values))\n",
    "data.sort(key=lambda x: float(x.split('-')[0]) if x != '10+' else float('inf'))\n",
    "data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "1bcda0bf-925f-45b6-9d14-720e817fff4c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import json\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Open the log file and read its contents\n",
    "with open('/srv/CLAP/roi/BioLingual/logs_0-6_0-25_0-15_0_filtered_classes.log', 'r') as file:\n",
    "    lines = file.readlines()\n",
    "\n",
    "\n",
    "# Initialize lists to store metrics\n",
    "train_metrics = {'metric': [], 'metric_distance': [], 'metric_speed': [], 'metric_activity': []}\n",
    "valid_metrics = {'metric': [], 'metric_distance': [], 'metric_speed': [], 'metric_activity': []}\n",
    "test_metrics = {'metric': [], 'metric_distance': [], 'metric_speed': [], 'metric_activity': []}\n",
    "\n",
    "# Parse JSON entries and extract metrics\n",
    "for line in lines[1:-1]:\n",
    "    entry = json.loads(line)\n",
    "    train = entry['train']\n",
    "    valid = entry['valid']\n",
    "    # test = entry['test']\n",
    "\n",
    "    for key in train_metrics.keys():\n",
    "        train_metrics[key].append(train[key])\n",
    "        valid_metrics[key].append(valid[key])\n",
    "        # test_metrics[key].append(test[key])\n",
    "\n",
    "# Extract metric values for plotting\n",
    "epochs = list(range(len(train_metrics['metric'])))  # Assuming all metrics have the same length\n",
    "metrics_to_plot = train_metrics.keys()\n",
    "\n",
    "\n",
    "# Extract metric values for plotting\n",
    "epochs = list(range(len(train_metrics['metric'])))  # Assuming all metrics have the same length\n",
    "metrics_categories = ['metric', 'metric_distance', 'metric_speed', 'metric_activity']\n",
    "\n",
    "# Plotting each metric category in a separate figure\n",
    "for category in metrics_categories:\n",
    "    plt.figure(figsize=(10, 6))\n",
    "    plt.plot(epochs, train_metrics[category], label='Training')\n",
    "    plt.plot(epochs, valid_metrics[category], label='Validation')\n",
    "    # plt.plot(epochs, test_metrics[category], label='Test')\n",
    "\n",
    "    plt.title(f'{category.capitalize()} over Epochs')\n",
    "    plt.xlabel('Epochs')\n",
    "    plt.ylabel(category.capitalize())\n",
    "    plt.legend()\n",
    "    plt.grid(True)\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "21a6fdb7-c119-47e3-b3dd-76cab6710237",
   "metadata": {},
   "outputs": [
    {
     "ename": "TypeError",
     "evalue": "string indices must be integers",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[18], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mlines\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;241;43m2\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mtrain\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m\n",
      "\u001b[0;31mTypeError\u001b[0m: string indices must be integers"
     ]
    }
   ],
   "source": [
    "lines[2]['train']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "b693b96b-5960-411a-8692-824523f3aa32",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "10\n"
     ]
    }
   ],
   "source": [
    "string_value = '10+'\n",
    "numeric_part = ''.join(filter(str.isdigit, distance_i.split('-')[0]))\n",
    "integer_value = int(numeric_part)\n",
    "print(integer_value)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 87,
   "id": "d328282c-0684-4ad0-a2cc-9bfdf287ebad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "# Define the custom sigmoid function\n",
    "def custom_sigmoid(x, a, b):\n",
    "    return 1 / (1 + np.exp(-a * (x - b)))\n",
    "\n",
    "# Define the sim_calculator function\n",
    "def sim_calculator(x):\n",
    "    a = 15  # Adjust this parameter to control the steepness of the curve\n",
    "    b = 0.7\n",
    "    if x < 0.7:\n",
    "        return 0\n",
    "    elif x == 1:\n",
    "        return 1\n",
    "    else:\n",
    "        return custom_sigmoid(x, a, b)\n",
    "\n",
    "# Generate x values\n",
    "x_values = np.linspace(0, 1, 100)  # Generate 100 values from 0 to 2\n",
    "\n",
    "# Generate y values using the sim_calculator function\n",
    "y_values = [sim_calculator(x) for x in x_values]\n",
    "\n",
    "# Plot the graph\n",
    "plt.figure(figsize=(8, 6))\n",
    "plt.plot(x_values, y_values, label='sim_calculator Function')\n",
    "plt.title('Visualization of sim_calculator Function')\n",
    "plt.xlabel('x')\n",
    "plt.ylabel('sim_calculator(x)')\n",
    "plt.grid(True)\n",
    "plt.legend()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "e26451c8-18b8-4d20-ae5a-785ce0298481",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "mean:  0.8643227978821627\n"
     ]
    }
   ],
   "source": [
    "import math\n",
    "def distance_similarity(distance_i, distance_j):\n",
    "    \"\"\"\n",
    "    Calculate the similarity between two distances.\n",
    "    \"\"\"\n",
    "    similarity = 1 - abs(distance_i - distance_j) / 10\n",
    "    similarity = sim_calculator(similarity)\n",
    "    return similarity\n",
    "\n",
    "# Assuming distance_str_cleaned and distance_str_predicted_cleaned are lists of cleaned distance strings\n",
    "# where '+' is removed and split('-')[0] is used to get the distance\n",
    "distance_similarities = []\n",
    "distances_real=[]\n",
    "distances_predicted=[]\n",
    "# Iterate over corresponding distance values from both normal and predicted data\n",
    "for distance_i, distance_j in zip(selected_df[\"distance_category\"], selected_df_predicted[\"distance_category_predicted\"]):\n",
    "    distance_i = int(''.join(filter(str.isdigit, distance_i.split('-')[0])))\n",
    "    distance_j = int(''.join(filter(str.isdigit, distance_j.split('-')[0])))\n",
    "    distances_real.append(distance_i)\n",
    "    distances_predicted.append(distance_j)\n",
    "    similarity = distance_similarity(distance_i, distance_j)\n",
    "    distance_similarities.append(similarity)\n",
    "\n",
    "print(\"mean: \", np.mean(distance_similarities))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "4ec2bef0-a712-497e-b406-0df321f8095b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "from sklearn.metrics import confusion_matrix\n",
    "import pandas as pd\n",
    "\n",
    "\n",
    "\n",
    "# Determine the unique classes\n",
    "classes = sorted(set(distances_real + distances_predicted))\n",
    "\n",
    "# Create the confusion matrix\n",
    "conf_matrix = confusion_matrix(distances_real, distances_predicted, labels=classes)\n",
    "\n",
    "# Convert confusion matrix to DataFrame for better visualization\n",
    "conf_matrix_df = pd.DataFrame(conf_matrix, index=classes, columns=classes)\n",
    "\n",
    "# Create a heatmap with seaborn\n",
    "plt.figure(figsize=(8, 6))\n",
    "sns.set(font_scale=1.2)  # Adjust font size\n",
    "sns.heatmap(conf_matrix_df, annot=True, cmap=\"Blues\", fmt=\"d\", linewidths=.5, cbar=False)\n",
    "plt.xlabel('Predicted')\n",
    "plt.ylabel('Actual')\n",
    "plt.title('Confusion Matrix')\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "6f51adf7-3bc3-4dd5-bbfb-faf54d4eed00",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Confusion Matrix:\n",
      "[[  0   9   3   4   3   1   0   0   0   0   0]\n",
      " [  5  51  39  16  28   7   1   0   1   0   0]\n",
      " [  1  21  45  48  61  11   5   1   0   0   0]\n",
      " [  1   9  40  79  87  13   3   2   5   1   0]\n",
      " [  0   8  11  65 113  50   9   3   6   1   0]\n",
      " [  0   0   2  25  65  48  12   2   1   1   0]\n",
      " [  0   0   3   8  27  28   8   4   1   1   1]\n",
      " [  0   0   1   3  10  19   3   2   5   1   0]\n",
      " [  0   0   0   0   2   2   6   2   5   1   0]\n",
      " [  0   0   0   0   2   0   3   1   1   1   0]\n",
      " [  0   0   0   1   2   0   7   2   8   1   2]]\n"
     ]
    }
   ],
   "source": [
    "from sklearn.metrics import confusion_matrix\n",
    "\n",
    "# Example lists (distances_real and distances_predicted)\n",
    "\n",
    "\n",
    "# Determine the unique classes\n",
    "classes = sorted(set(distances_real + distances_predicted))\n",
    "\n",
    "# Create the confusion matrix\n",
    "conf_matrix = confusion_matrix(distances_real, distances_predicted, labels=classes)\n",
    "\n",
    "# Print the confusion matrix\n",
    "print(\"Confusion Matrix:\")\n",
    "print(conf_matrix)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "f19c14ff-1601-44e5-aa74-e8df9edd3c99",
   "metadata": {},
   "outputs": [
    {
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       " ...]"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "distances_real"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "f5344e27-ea81-49c2-a73a-e2998f7b4486",
   "metadata": {},
   "outputs": [],
   "source": [
    "def custom_sigmoid(x, a, b):\n",
    "    \"\"\"\n",
    "    Custom sigmoid function with parameters a and b\n",
    "    Returns a value between 0 and 1.\n",
    "    \"\"\"\n",
    "\n",
    "    return 1 / (1 + math.exp(-a * (x - b)))\n",
    "\n",
    "def sim_calculator(x):\n",
    "# for x in input_values:\n",
    "    a = 15  # Adjust this parameter to control the steepness of the curve\n",
    "    b = 0.7\n",
    "    if x < 0.7:\n",
    "        return 0\n",
    "    elif x==1:\n",
    "        return 1\n",
    "    else:\n",
    "        return custom_sigmoid(x, a, b)\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "9bc6084b-91fe-42bb-9d89-210982daef1b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['13.3+', '8.2-13.3'], dtype=object)"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "np.unique(selected_df_predicted[\"speed_category_predicted\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "6d4ce9b3-f6ab-4871-9948-e61b2a339281",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0    Cargo at distance 0-1 km with speed 0-1.5 is a...\n",
       "1    Cargo at distance 0-1 km with speed 0-1.5 is a...\n",
       "2    Cargo at distance 0-1 km with speed 0-1.5 is a...\n",
       "3    Cargo at distance 0-1 km with speed 0-1.5 is a...\n",
       "4    Cargo at distance 0-1 km with speed 0-1.5 is a...\n",
       "Name: true, dtype: object"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    " df['true']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "0dd68d85-f4ee-41b0-8cdb-c7f6f4552a23",
   "metadata": {},
   "outputs": [],
   "source": [
    "split_labels = df['true'].str.split()\n",
    "\n",
    "# Extract specific elements from the split lists\n",
    "selected_columns = {\n",
    "    'ship_type': [label[0] for label in split_labels],\n",
    "    'distance_category': [label[3] for label in split_labels],\n",
    "    'speed_category': [label[7] for label in split_labels],\n",
    "    'activity': [label[9] for label in split_labels]\n",
    "}\n",
    "\n",
    "# Create a DataFrame from the selected columns\n",
    "selected_df = pd.DataFrame(selected_columns)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "4a5093f6-d84c-439f-b815-2a22b991dbd4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>ship_type</th>\n",
       "      <th>distance_category</th>\n",
       "      <th>speed_category</th>\n",
       "      <th>activity</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Cargo</td>\n",
       "      <td>0-1</td>\n",
       "      <td>0-1.5</td>\n",
       "      <td>at-anchor</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  ship_type distance_category speed_category   activity\n",
       "0     Cargo               0-1          0-1.5  at-anchor\n",
       "1     Cargo               0-1          0-1.5  at-anchor\n",
       "2     Cargo               0-1          0-1.5  at-anchor\n",
       "3     Cargo               0-1          0-1.5  at-anchor\n",
       "4     Cargo               0-1          0-1.5  at-anchor"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "selected_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "002ff6fc-76f9-452c-a7d0-54bee1da9450",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Split the 'label' column by spaces and select specific indices\n",
    "split_labels = df['true'].str.split().apply(lambda x: [x[i] for i in [0, 3, 6, 8]])\n",
    "\n",
    "# Create a DataFrame from the selected columns and name the columns\n",
    "selected_df = pd.DataFrame(split_labels, columns=['ship_type', 'distance_category', 'speed_category', 'activity'])\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "96a58c40-fbc2-499c-863c-67d708ae821d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>ship_type</th>\n",
       "      <th>distance_category</th>\n",
       "      <th>speed_category</th>\n",
       "      <th>activity</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Empty DataFrame\n",
       "Columns: [ship_type, distance_category, speed_category, activity]\n",
       "Index: []"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "selected_df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "404f7af5-47c7-43e3-ae84-e8cf2810e4b4",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "\n",
    "df = pd.DataFrame(data)\n",
    "\n",
    "# Split the components of the label and predicted columns\n",
    "label_components = df['true'].apply(lambda x: ' '.join(x.split()[0:4]))\n",
    "predicted_components = df['predicted'].apply(lambda x: ' '.join(x.split()[0:4]))\n",
    "\n",
    "# Calculate performance metrics for each component\n",
    "correct = (label_components == predicted_components).sum()\n",
    "total = len(label_components)\n",
    "accuracy = correct / total\n",
    "\n",
    "# Print performance metrics\n",
    "print(f\"Correct: {correct}\")\n",
    "print(f\"Total: {total}\")\n",
    "print(f\"Accuracy: {accuracy:.2%}\")\n"
   ]
  }
 ],
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