e2e_speech_commands.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "id": "f5ef8ce78ce0d9d4",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:27.699221Z",
     "start_time": "2024-05-12T19:50:27.696316Z"
    }
   },
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from caits.visualization import plot_signal\n",
    "from IPython.display import Audio"
   ],
   "outputs": [],
   "execution_count": 1
  },
  {
   "cell_type": "code",
   "id": "77098c442c6bce39",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:27.909831Z",
     "start_time": "2024-05-12T19:50:27.858084Z"
    }
   },
   "source": [
    "from caits.loading import wav_specs_check\n",
    "audio_params = wav_specs_check(wav_file_path=\"data/dataset_speech_commands/yes/0ab3b47d_nohash_0.wav\")"
   ],
   "outputs": [],
   "execution_count": 2
  },
  {
   "cell_type": "code",
   "id": "5e762a28a360ed8c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:27.913870Z",
     "start_time": "2024-05-12T19:50:27.910785Z"
    }
   },
   "source": [
    "SAMPLE_RATE = audio_params[\"framerate\"]\n",
    "SAMPLE_RATE"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "16000"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 3
  },
  {
   "cell_type": "code",
   "id": "initial_id",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:27.916023Z",
     "start_time": "2024-05-12T19:50:27.914561Z"
    }
   },
   "source": [
    "data_path = \"data/dataset_speech_commands\""
   ],
   "outputs": [],
   "execution_count": 4
  },
  {
   "cell_type": "code",
   "id": "d96cc46a2d3d029a",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.069586Z",
     "start_time": "2024-05-12T19:50:27.917288Z"
    }
   },
   "source": [
    "from caits.loading import audio_loader\n",
    "cough_data_dict = audio_loader(data_path, target_sr=SAMPLE_RATE)"
   ],
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading audio files: 100%|██████████| 799/799 [00:00<00:00, 5864.61it/s]\n"
     ]
    }
   ],
   "execution_count": 5
  },
  {
   "cell_type": "code",
   "id": "38843a2aabc5e918",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.132277Z",
     "start_time": "2024-05-12T19:50:28.070520Z"
    }
   },
   "source": [
    "from caits.dataset import Dataset\n",
    "\n",
    "data = Dataset(\n",
    "    X=cough_data_dict[\"X\"],\n",
    "    y=cough_data_dict[\"y\"],\n",
    "    id=cough_data_dict[\"id\"],\n",
    ")\n",
    "\n",
    "data"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Dataset with 799 instances"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 6
  },
  {
   "cell_type": "code",
   "id": "464fa1b5169cf5e3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.484271Z",
     "start_time": "2024-05-12T19:50:28.133776Z"
    }
   },
   "source": [
    "df = data.to_df()\n",
    "df.y.value_counts().plot(kind=\"bar\", figsize=(8, 5))\n",
    "\n",
    "print(type(df.y))\n",
    "print(df.y.value_counts())\n",
    "print(type(df.y.value_counts()))\n",
    "print(df.y.value_counts().to_dict())\n",
    "\n",
    "# Set labels and title\n",
    "plt.xlabel('Class')\n",
    "plt.ylabel('Total audio instances')\n",
    "plt.title('Total Audio Instances for Each Class')\n",
    "\n",
    "# Display the plot\n",
    "plt.grid(True)\n",
    "plt.xticks(rotation=0)\n",
    "plt.show()"
   ],
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.series.Series'>\n",
      "y\n",
      "no     401\n",
      "yes    398\n",
      "Name: count, dtype: int64\n",
      "<class 'pandas.core.series.Series'>\n",
      "{'no': 401, 'yes': 398}\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 7
  },
  {
   "cell_type": "code",
   "id": "4c1d5ea495ea2dcc",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.629080Z",
     "start_time": "2024-05-12T19:50:28.486795Z"
    }
   },
   "source": [
    "df[\"duration\"] = df.X.apply(len) / SAMPLE_RATE\n",
    "\n",
    "print(type(df.X.apply(len) / SAMPLE_RATE))\n",
    "\n",
    "sns.histplot(data=df, x=\"duration\", hue=\"y\", element=\"step\", common_norm=False)\n",
    "\n",
    "plt.xlabel('Duration (secs)')\n",
    "plt.ylabel(\"Count\")\n",
    "plt.title('Histogram of Duration by y')\n",
    "plt.show()"
   ],
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.series.Series'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 8
  },
  {
   "cell_type": "code",
   "id": "2145ebea3eb35b21",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.700167Z",
     "start_time": "2024-05-12T19:50:28.636737Z"
    }
   },
   "source": [
    "# Convert duration from seconds to hours\n",
    "df['duration_hours'] = df['duration'] / 3600\n",
    "\n",
    "# Group by 'y' column and calculate total duration for each class\n",
    "total_duration_per_class = df.groupby('y')['duration_hours'].sum()\n",
    "\n",
    "# Plot the total duration for each class\n",
    "total_duration_per_class.plot(kind='bar', color=['skyblue', 'salmon'], figsize=(8, 5))\n",
    "\n",
    "print(total_duration_per_class)\n",
    "\n",
    "# Set labels and title\n",
    "plt.xlabel('Class')\n",
    "plt.ylabel('Total Duration (hours)')\n",
    "plt.title('Total Duration of Audio Instances for Each Class')\n",
    "\n",
    "# Display the plot\n",
    "plt.grid(True)\n",
    "plt.xticks(rotation=0)\n",
    "plt.show()"
   ],
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "y\n",
      "no     0.109444\n",
      "yes    0.109340\n",
      "Name: duration_hours, dtype: float64\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 9
  },
  {
   "cell_type": "code",
   "id": "3e7fe6caec0f95ad",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.703206Z",
     "start_time": "2024-05-12T19:50:28.700717Z"
    }
   },
   "source": [
    "WS_SECONDS = .2\n",
    "OVERLAP_PERCENTAGE = 0.5 # percentage\n",
    "\n",
    "WS_SAMPLES = int(WS_SECONDS * SAMPLE_RATE)\n",
    "OVERLAP_SAMPLES = int(OVERLAP_PERCENTAGE * WS_SAMPLES)\n",
    "\n",
    "WS_SAMPLES, OVERLAP_SAMPLES"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(3200, 1600)"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 10
  },
  {
   "cell_type": "markdown",
   "id": "c475c0aaef03ccc3",
   "metadata": {},
   "source": [
    "# Load `caits` FunctionTransformer"
   ]
  },
  {
   "cell_type": "code",
   "id": "d35c06dccd02ab8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.707700Z",
     "start_time": "2024-05-12T19:50:28.703884Z"
    }
   },
   "source": [
    "from sklearn.pipeline import Pipeline\n",
    "from caits.transformers import FunctionTransformer"
   ],
   "outputs": [],
   "execution_count": 11
  },
  {
   "cell_type": "markdown",
   "id": "ee6f0930cc67331d",
   "metadata": {},
   "source": [
    "# Pipeline - Signal Engineering - Trimming the audio"
   ]
  },
  {
   "cell_type": "code",
   "id": "ec716c31240d8d7e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.710742Z",
     "start_time": "2024-05-12T19:50:28.709219Z"
    }
   },
   "source": [
    "instance = data[0][0][\"Ch_1\"].values"
   ],
   "outputs": [],
   "execution_count": 12
  },
  {
   "cell_type": "code",
   "id": "110fe2055cae86c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.818756Z",
     "start_time": "2024-05-12T19:50:28.711285Z"
    }
   },
   "source": [
    "plot_signal(instance, SAMPLE_RATE, return_mode=False)"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 13
  },
  {
   "cell_type": "code",
   "id": "149c9fc4ab3a1a81",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.821469Z",
     "start_time": "2024-05-12T19:50:28.819535Z"
    }
   },
   "source": [
    "from caits.preprocessing import trim_signal\n",
    "\n",
    "trimmer_transformer = FunctionTransformer(trim_signal, axis=0, epsilon=0.075)"
   ],
   "outputs": [],
   "execution_count": 14
  },
  {
   "cell_type": "code",
   "id": "a43ddbf9e63e1376",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.823472Z",
     "start_time": "2024-05-12T19:50:28.822016Z"
    }
   },
   "source": [
    "pipe_trim = Pipeline([\n",
    "    (\"trimmer\", trimmer_transformer)\n",
    "])"
   ],
   "outputs": [],
   "execution_count": 15
  },
  {
   "cell_type": "code",
   "id": "ee116813e60ccbd3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.904099Z",
     "start_time": "2024-05-12T19:50:28.823982Z"
    }
   },
   "source": [
    "data_trimmed = pipe_trim.fit_transform(data)"
   ],
   "outputs": [],
   "execution_count": 16
  },
  {
   "cell_type": "code",
   "id": "79ca5eb73ce56dca",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.906993Z",
     "start_time": "2024-05-12T19:50:28.904710Z"
    }
   },
   "source": [
    "data_trimmed"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Dataset with 799 instances"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 17
  },
  {
   "cell_type": "code",
   "id": "d92a1c11aa6ea3b0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.909093Z",
     "start_time": "2024-05-12T19:50:28.907600Z"
    }
   },
   "source": [
    "instance = data_trimmed[0][0][\"Ch_1\"].values"
   ],
   "outputs": [],
   "execution_count": 18
  },
  {
   "cell_type": "code",
   "id": "f297bb074fe4a6d1",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:28.911680Z",
     "start_time": "2024-05-12T19:50:28.909686Z"
    }
   },
   "source": [
    "instance.shape"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1225,)"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 19
  },
  {
   "cell_type": "code",
   "id": "38c3f6c2c1d0f5f8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.007088Z",
     "start_time": "2024-05-12T19:50:28.912171Z"
    }
   },
   "source": [
    "plot_signal(instance, SAMPLE_RATE, return_mode=False)"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 20
  },
  {
   "cell_type": "code",
   "id": "b3caf6248eeb20e5",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.010162Z",
     "start_time": "2024-05-12T19:50:29.007802Z"
    }
   },
   "source": [
    "Audio(instance, rate=SAMPLE_RATE)"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<IPython.lib.display.Audio object>"
      ],
      "text/html": [
       "\n",
       "                <audio  controls=\"controls\" >\n",
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       "                    Your browser does not support the audio element.\n",
       "                </audio>\n",
       "              "
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 21
  },
  {
   "cell_type": "code",
   "id": "c167b131b23ab95b",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.149872Z",
     "start_time": "2024-05-12T19:50:29.010767Z"
    }
   },
   "source": [
    "df = data_trimmed.to_df()\n",
    "\n",
    "df[\"duration\"] = df.X.apply(len) / SAMPLE_RATE\n",
    "\n",
    "sns.histplot(data=df, x=\"duration\", hue=\"y\", element=\"step\", common_norm=False)\n",
    "\n",
    "plt.xlabel('Duration (secs)')\n",
    "plt.ylabel(\"Count\")\n",
    "plt.title('Histogram of Duration by y')\n",
    "plt.show()"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 22
  },
  {
   "cell_type": "markdown",
   "id": "252d101f6c53e567",
   "metadata": {},
   "source": [
    "# Pipeline - Signal Engineering - Sliding Window"
   ]
  },
  {
   "cell_type": "code",
   "id": "d0ffa695452230d0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.152325Z",
     "start_time": "2024-05-12T19:50:29.150812Z"
    }
   },
   "source": [
    "from caits.transformers import SlidingWindow\n"
   ],
   "outputs": [],
   "execution_count": 23
  },
  {
   "cell_type": "code",
   "id": "a78a868e875d9ae0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.154345Z",
     "start_time": "2024-05-12T19:50:29.152828Z"
    }
   },
   "source": [
    "sw_transformer = SlidingWindow(WS_SAMPLES, OVERLAP_SAMPLES)"
   ],
   "outputs": [],
   "execution_count": 24
  },
  {
   "cell_type": "code",
   "id": "b9b9654e3c2e7e46",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.156361Z",
     "start_time": "2024-05-12T19:50:29.155057Z"
    }
   },
   "source": [
    "pipe_sw = Pipeline([\n",
    "    (\"sw\", sw_transformer),\n",
    "])"
   ],
   "outputs": [],
   "execution_count": 25
  },
  {
   "cell_type": "code",
   "id": "e676491496fb6495",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.242660Z",
     "start_time": "2024-05-12T19:50:29.156888Z"
    }
   },
   "source": [
    "data_sw = pipe_sw.fit_transform(data)"
   ],
   "outputs": [],
   "execution_count": 26
  },
  {
   "cell_type": "code",
   "id": "afec54b789875ed1",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.247523Z",
     "start_time": "2024-05-12T19:50:29.246166Z"
    }
   },
   "source": [],
   "outputs": [],
   "execution_count": 26
  },
  {
   "cell_type": "markdown",
   "id": "87afd97bc3c0ff35",
   "metadata": {},
   "source": [
    "# Train Val Test Split"
   ]
  },
  {
   "cell_type": "code",
   "id": "69c62a7870cedffd",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.256534Z",
     "start_time": "2024-05-12T19:50:29.248250Z"
    }
   },
   "source": [
    "data_train, data_test = data_sw.train_test_split(test_size=0.2, stratify=True, random_state=42, shuffle=True)\n",
    "data_train, data_val = data_train.train_test_split(test_size=0.2, stratify=True, random_state=42, shuffle=True)\n",
    "data_train, data_test, data_val"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(Dataset with 4499 instances,\n",
       " Dataset with 1407 instances,\n",
       " Dataset with 1125 instances)"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 27
  },
  {
   "cell_type": "markdown",
   "id": "6030c11484699680",
   "metadata": {},
   "source": [
    "# Pipeline - Signal Engineering - Normalization and Filtering"
   ]
  },
  {
   "cell_type": "code",
   "id": "9b6e79beb32cbb3",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.274529Z",
     "start_time": "2024-05-12T19:50:29.257114Z"
    }
   },
   "source": [
    "from caits.preprocessing import normalize_signal\n",
    "from caits.filtering import filter_butterworth"
   ],
   "outputs": [],
   "execution_count": 28
  },
  {
   "cell_type": "code",
   "id": "592ddc84c9ea05e8",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.277017Z",
     "start_time": "2024-05-12T19:50:29.275343Z"
    }
   },
   "source": [
    "normaliser_transformer = FunctionTransformer(normalize_signal)"
   ],
   "outputs": [],
   "execution_count": 29
  },
  {
   "cell_type": "code",
   "id": "d9d4f98454494794",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.279036Z",
     "start_time": "2024-05-12T19:50:29.277610Z"
    }
   },
   "source": [
    "lp_filt_transformer = FunctionTransformer(\n",
    "    filter_butterworth, fs=SAMPLE_RATE, method=\"sosfiltfilt\", filter_type=\"lowpass\", cutoff_freq=7999, order=3\n",
    ")"
   ],
   "outputs": [],
   "execution_count": 30
  },
  {
   "cell_type": "code",
   "id": "3c7fed14fb7957b6",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.397610Z",
     "start_time": "2024-05-12T19:50:29.279613Z"
    }
   },
   "source": [
    "data_processed = pipe_sw.fit_transform(data_sw)"
   ],
   "outputs": [],
   "execution_count": 31
  },
  {
   "cell_type": "code",
   "id": "e9aab9ab9c4fa922",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:29.400058Z",
     "start_time": "2024-05-12T19:50:29.398268Z"
    }
   },
   "source": [
    "pipe_process = Pipeline([\n",
    "    (\"normaliser\", normaliser_transformer),\n",
    "    (\"lp_filter\", lp_filt_transformer)\n",
    "])"
   ],
   "outputs": [],
   "execution_count": 32
  },
  {
   "cell_type": "code",
   "id": "a999e55018f709f7",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.540228Z",
     "start_time": "2024-05-12T19:50:29.400761Z"
    }
   },
   "source": [
    "# Fit transform pipeline\n",
    "transformed_train = pipe_process.fit_transform(data_train)"
   ],
   "outputs": [],
   "execution_count": 33
  },
  {
   "cell_type": "code",
   "id": "571a02ce183dbc6e",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.586605Z",
     "start_time": "2024-05-12T19:50:31.540857Z"
    }
   },
   "source": [
    "X_train, y_train, files_train = transformed_train.to_numpy()\n",
    "X_train.shape, y_train.shape"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "((4499, 3200, 1), (4499,))"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 34
  },
  {
   "cell_type": "code",
   "id": "2196c774ba890e77",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.593893Z",
     "start_time": "2024-05-12T19:50:31.587206Z"
    }
   },
   "source": [
    "X_train.max(), X_train.min()"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(1.0050486, -1.0048082)"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 35
  },
  {
   "cell_type": "code",
   "id": "1a7dd3cda07cc6d9",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.681167Z",
     "start_time": "2024-05-12T19:50:31.594555Z"
    }
   },
   "source": [
    "plt.plot(X_train[0].flatten())"
   ],
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x13c39ab50>]"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 36
  },
  {
   "cell_type": "markdown",
   "id": "27933932bf1706ed",
   "metadata": {},
   "source": [
    "# Pipeline - Final"
   ]
  },
  {
   "cell_type": "code",
   "id": "6f1e8ade4a75a1c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.683872Z",
     "start_time": "2024-05-12T19:50:31.682109Z"
    }
   },
   "source": [
    "pipe_final = Pipeline([\n",
    "    (\"trimmer\", pipe_trim),\n",
    "    (\"sw\", pipe_sw), \n",
    "    (\"main processing\", pipe_process)\n",
    "])"
   ],
   "outputs": [],
   "execution_count": 37
  },
  {
   "cell_type": "code",
   "id": "67377da9de800653",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.934886Z",
     "start_time": "2024-05-12T19:50:31.684586Z"
    }
   },
   "source": [
    "transformed_test = pipe_final.transform(data_test)\n",
    "transformed_val = pipe_final.transform(data_val)"
   ],
   "outputs": [],
   "execution_count": 38
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.937592Z",
     "start_time": "2024-05-12T19:50:31.935497Z"
    }
   },
   "cell_type": "code",
   "source": "from explore import classes_count, classes_total_duration_calc, instances_time_calc, wav_params_calc",
   "id": "fdf157fefccc6764",
   "outputs": [],
   "execution_count": 39
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.940365Z",
     "start_time": "2024-05-12T19:50:31.938120Z"
    }
   },
   "cell_type": "code",
   "source": "classes_count(df)",
   "id": "fc513aa1e606b17c",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'no': 401, 'yes': 398}"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 40
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.944002Z",
     "start_time": "2024-05-12T19:50:31.941013Z"
    }
   },
   "cell_type": "code",
   "source": "classes_total_duration_calc(df)",
   "id": "a1af185d902bf25e",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "y\n",
      "no     115.950187\n",
      "yes    114.686813\n",
      "Name: duration, dtype: float64\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(y\n",
       " no     115.950187\n",
       " yes    114.686813\n",
       " Name: duration, dtype: float64,\n",
       " 'seconds')"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 41
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:31.955399Z",
     "start_time": "2024-05-12T19:50:31.944495Z"
    }
   },
   "cell_type": "code",
   "source": "instances_time_calc(df, SAMPLE_RATE)",
   "id": "2098a1c2d7751e68",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "                                                     X    y  \\\n",
       "0              Ch_1\n",
       "0     0.076660\n",
       "1     0.079956\n",
       "2...   no   \n",
       "1              Ch_1\n",
       "0     0.110199\n",
       "1     0.172699\n",
       "2...   no   \n",
       "2              Ch_1\n",
       "0     0.087799\n",
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     "execution_count": 42,
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   "execution_count": 42
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   "source": "data_path",
   "id": "679056d73b68e26f",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'data/dataset_speech_commands'"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "execution_count": 43
  },
  {
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   "id": "6a6be239a5d17904",
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading audio files: 100%|██████████| 799/799 [00:00<00:00, 48768.85it/s]\n"
     ]
    },
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     },
     "execution_count": 44,
     "metadata": {},
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   ],
   "execution_count": 44
  },
  {
   "metadata": {
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     "end_time": "2024-05-12T19:50:31.985982Z",
     "start_time": "2024-05-12T19:50:31.982970Z"
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   },
   "cell_type": "code",
   "source": "from plotter import plot_class_dist, plot_instance_dist",
   "id": "8b00f15215d62b8a",
   "outputs": [],
   "execution_count": 45
  },
  {
   "metadata": {
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     "end_time": "2024-05-12T19:50:32.054365Z",
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   "source": "plot_class_dist(df)",
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   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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CzgcffKC0tDT766lTp0qSBg8erOjoaL333nuy2WwymUyy2Wzas2eP+vTpI0myWCyKiYlRWFiYJOncuXM6d+6cLBZLtuuw2eTQgAPA+Qp4uMrFxaSZm39S/GX+o5EXubqalZbGfzLyqpJF8uvNZuXt53BncFrAKVGiRKbXBQrcud+hVKlS8vX11bvvvqsJEybo73//u1auXKnk5GS1bNlSktSpUyd17dpV1atXV9WqVTVhwgQ1adJETz311GPfDwC515krt7iSmkdxFRUPK1feCevl5aUFCxbYr9LExsZq4cKFyp8/vyQpKChIY8eOVWRkpDp16qTChQtr4sSJTq4aAADkFk59m/jvTZo0KdPratWqaf369Q9cPiwszD5FBQAA8Hu58goOAADAwyDgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAw3FqwDl16pR69uypoKAgNWnSRIsWLbL3jR8/XuXLl8/0iIqKsvdv2rRJISEhslgsCg8P1+XLl52xCwAAIBdyddaGMzIy1KtXL1WtWlXr16/XqVOnNHDgQPn7+6tNmzaKi4vToEGD9NJLL9nX8fLykiTt379fI0eO1Ntvv60KFSpowoQJioiI0IIFC5y1OwAAIBdx2hWcpKQkVaxYUWPGjFHp0qXVuHFj1atXTzExMZKkuLg4VapUSX5+fvaHp6enJCkqKkotW7ZUu3btVKFCBU2ePFnbtm1TfHy8s3YHAADkIk4LOMWKFdOMGTPk5eUlm82mmJgYRUdHq3bt2rp586YuXLig0qVL33fd2NhY1axZ0/66ePHiCggIUGxs7GOqHgAA5GZOm6L6vaZNmyohIUHBwcFq3ry5Dhw4IJPJpPnz5+vbb7+Vt7e3Xn31Vft01cWLF1WsWLFMY/j6+ur8+fPZ3rbJ5JBdAAAA9+Ho82xWx8sVAWfWrFlKSkrSmDFjNHHiRFWuXFkmk0mBgYF65ZVXFB0drdGjR8vLy0vNmjXT7du35e7unmkMd3d3Wa3WbG/b17ego3YjE1dXs9zczI9kbDweHL+8y2w2//rswnHMwzh2eZer651j5+NTwHk1OG3Lv1O1alVJUkpKigYPHqw9e/YoODhY3t7ekqQKFSro5MmT+uijj9SsWTN5eHjcE2asVqv9Hp3suHTphmy2h94FO7PZRT4+BZSWlq7U1HTHDYzHys3NzPHLw9LT0399zuA45lH8DuZtaWl3jt2VK78oPT3DoWObTFm7OOHUm4y//vrrTG1ly5ZVamqqbt68aQ83dwUGBurChQuSJH9/fyUlJd0znp+fX7brsNkc+wAAAL9x9Hk2q+dapwWcM2fOqF+/fvbQIkkHDhxQkSJF9MEHH6h79+6Zlj9y5IgCAwMlSRaLxf5uK0k6d+6czp07J4vF8lhqBwAAuZvTAk7VqlVVuXJljRgxQsePH9e2bds0ZcoU9enTR8HBwYqOjtbixYt1+vRpffjhh9qwYYN69OghSerUqZM++eQTrV69WkeOHNHQoUPVpEkTPfXUU87aHQAAkIs47R4cs9msuXPnaty4cerYsaM8PT3VtWtXdevWTSaTSTNnztSsWbM0c+ZMlShRQu+++66CgoIkSUFBQRo7dqxmzZqla9euqX79+ho3bpyzdgUAAOQyTr3J2N/fX3PmzLlvX0hIiEJCQh64blhYmMLCwh5VaQAAIA/jyzYBAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhODXgnDp1Sj179lRQUJCaNGmiRYsW2fvi4+PVvXt3Va9eXaGhodq+fXumdb///nu1bt1aFotF3bp1U3x8/OMuHwAA5FJOCzgZGRnq1auXfHx8tH79er399tuaN2+eNm7cKJvNpvDwcBUtWlRr167Viy++qH79+ikhIUGSlJCQoPDwcIWFhWnNmjUqUqSI+vbtK5vN5qzdAQAAuYirszaclJSkihUrasyYMfLy8lLp0qVVr149xcTEqGjRooqPj9fKlSuVP39+lSlTRj/88IPWrl2r/v37a/Xq1apSpYp69OghSZo4caLq16+vXbt2qU6dOs7aJQAAkEs47QpOsWLFNGPGDHl5eclmsykmJkbR0dGqXbu2YmNjValSJeXPn9++fI0aNbRv3z5JUmxsrGrWrGnv8/T0VOXKle39AADgyZYrbjJu2rSpOnfurKCgIDVv3lyJiYkqVqxYpmV8fX11/vx5SfrT/uwwmRz7AAAAv3H0eTar51qnTVH93qxZs5SUlKQxY8Zo4sSJSk5Olru7e6Zl3N3dZbVaJelP+7PD17dgzgv/A66uZrm5mR/J2Hg8OH55l9ls/vXZheOYh3Hs8i5X1zvHzsengPNqcNqWf6dq1aqSpJSUFA0ePFjt27dXcnJypmWsVqvy5csnSfLw8LgnzFitVhUqVCjb27506YYceW+y2ewiH58CSktLV2pquuMGxmPl5mbm+OVh6enpvz5ncBzzKH4H87a0tDvH7sqVX5SenuHQsU2mrF2ccNoUVVJSkr7++utMbWXLllVqaqr8/PyUlJR0z/J3p6X8/f3v2+/n55ftOmw2xz4AAMBvHH2ezeq51mkB58yZM+rXr58uXLhgbztw4ICKFCmiGjVq6ODBg7p9+7a9LyYmRhaLRZJksVgUExNj70tOTtahQ4fs/QAA4MnmtIBTtWpVVa5cWSNGjNDx48e1bds2TZkyRX369FHt2rVVvHhxRURE6NixY1q4cKH279+vDh06SJLat2+vPXv2aOHChTp27JgiIiJUsmRJ3iIOAAAkOTHgmM1mzZ07V56enurYsaNGjhyprl27qlu3bva+xMREhYWF6dNPP1VkZKQCAgIkSSVLltTs2bO1du1adejQQVevXlVkZKRMvI0JAADIyTcZ+/v7a86cOfftK1WqlKKioh64buPGjdW4ceNHVRoAAMjDcsXn4AAAADgSAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABiOUwPOhQsXNGDAANWuXVsNGzbUxIkTlZKSIkkaP368ypcvn+kRFRVlX3fTpk0KCQmRxWJReHi4Ll++7KzdAAAAuYyrszZss9k0YMAAFSpUSCtWrNC1a9c0YsQIubi4aNiwYYqLi9OgQYP00ksv2dfx8vKSJO3fv18jR47U22+/rQoVKmjChAmKiIjQggULnLU7AAAgF3HaFZwTJ05o3759mjhxop555hnVrFlTAwYM0KZNmyRJcXFxqlSpkvz8/OwPT09PSVJUVJRatmypdu3aqUKFCpo8ebK2bdum+Ph4Z+0OAADIRZwWcPz8/LRo0SIVLVo0U/vNmzd18+ZNXbhwQaVLl77vurGxsapZs6b9dfHixRUQEKDY2NhHWTIAAMgjnBZwChUqpIYNG9pfZ2RkKCoqSnXr1lVcXJxMJpPmz5+vRo0aqW3btlq/fr192YsXL6pYsWKZxvP19dX58+ezXYfJ5NgHAAD4jaPPs1k91zrtHpz/NWXKFB06dEhr1qzRwYMHZTKZFBgYqFdeeUXR0dEaPXq0vLy81KxZM92+fVvu7u6Z1nd3d5fVas32dn19CzpqFzJxdTXLzc38SMbG48Hxy7vMZvOvzy4cxzyMY5d3ubreOXY+PgWcV4PTtvw7U6ZM0fvvv6/p06erXLlyeuaZZxQcHCxvb29JUoUKFXTy5El99NFHatasmTw8PO4JM1ar1X6PTnZcunRDNpsj9uIOs9lFPj4FlJaWrtTUdMcNjMfKzc3M8cvD0tPTf33O4DjmUfwO5m1paXeO3ZUrvyg9PcOhY5tMWbs44fSAM27cOH300UeaMmWKmjdvLkkymUz2cHNXYGCg/vvf/0qS/P39lZSUlKk/KSlJfn5+2d6+zSaHBhwAAPAbZ51jnfo5OHPmzNHKlSs1bdo0tWrVyt4+c+ZMde/ePdOyR44cUWBgoCTJYrEoJibG3nfu3DmdO3dOFovlsdQNAAByN6cFnLi4OM2dO1evv/66atSoocTERPsjODhY0dHRWrx4sU6fPq0PP/xQGzZsUI8ePSRJnTp10ieffKLVq1fryJEjGjp0qJo0aaKnnnrKWbsDAAByEadNUW3ZskXp6emaN2+e5s2bl6nv6NGjmjlzpmbNmqWZM2eqRIkSevfddxUUFCRJCgoK0tixYzVr1ixdu3ZN9evX17hx45yxGwAAIBdyWsDp1auXevXq9cD+kJAQhYSEPLA/LCxMYWFhj6I0AACQx/FlmwAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAcHnAuX77s6CEBAACyJUcBp2LFivcNMmfPntXzzz//0EUBAAA8jCx/m/iGDRu0bt06SZLNZlN4eLjc3NwyLXPx4kX5+fk5tkIAAIBsynLAadasmc6cOSNJ2rVrl6pXr64CBQpkWiZ//vxq1qyZYysEAADIpiwHnAIFCqhfv36SpBIlSig0NFQeHh6PrDAAAICcynLA+b2XXnpJp06d0oEDB5SamnpPf7t27R62LgAAgBzLUcBZtGiRpk6dqsKFC98zTWUymQg4AADAqXIUcJYsWaIhQ4aoZ8+ejq4HAADgoeXobeIpKSl64YUXHF0LAACAQ+Qo4LRp00YffvihbDabo+sBAAB4aDmaorp586bWrFmjTZs2qWTJkvd8Hs7y5csdUhwAAEBO5CjglC5dWn369HF0LQAAAA6Ro4Bz9/NwAAAAcqMcBZyIiIg/7J84cWKOigEAAHAEh3ybeFpamn7++Wd9/vnnKlKkiCOGBAAAyLEcXcF50BWaRYsW6aeffnqoggAAAB6WQ67g3NWiRQtt3rzZkUMCAABkm8MCzq1bt/Txxx/Lx8fHUUMCAADkSI6mqCpUqCCTyXRPu4eHh8aPH//QRQEAADyMHAWc//0gP5PJJDc3N5UtW1ZeXl4OKQwAACCnchRwateuLUk6efKk4uLilJGRoaeffppwAwAAcoUc3YNz/fp1hYeHq0WLFhoxYoQiIiLUpk0bdevWTTdu3MjyOBcuXNCAAQNUu3ZtNWzYUBMnTlRKSookKT4+Xt27d1f16tUVGhqq7du3Z1r3+++/V+vWrWWxWNStWzfFx8fnZFcAAIAB5SjgjB8/XufPn9fnn3+unTt3avfu3dq4caNu3bqV5Q/5s9lsGjBggJKTk7VixQpNnz5d//nPfzRjxgzZbDaFh4eraNGiWrt2rV588UX169dPCQkJkqSEhASFh4crLCxMa9asUZEiRdS3b1++/BMAAEjK4RTVN998o6VLlyowMNDeVrZsWb311lt6/fXXszTGiRMntG/fPu3YsUNFixaVJA0YMEDvvPOOGjVqpPj4eK1cuVL58+dXmTJl9MMPP2jt2rXq37+/Vq9erSpVqqhHjx6S7nwuT/369bVr1y7VqVMnJ7sEAAAMJEdXcDw8POTicu+qJpNJ6enpWRrDz89PixYtsoebu27evKnY2FhVqlRJ+fPnt7fXqFFD+/btkyTFxsaqZs2a9j5PT09VrlzZ3g8AAJ5sOQo4TZs21dtvv63Tp0/b206ePKnx48ercePGWRqjUKFCatiwof11RkaGoqKiVLduXSUmJqpYsWKZlvf19dX58+cl6U/7s8NkcuwDAAD8xtHn2ayea3M0RTVkyBCFh4erefPmKlSokCTp2rVratSokUaPHp2TITVlyhQdOnRIa9as0bJly+Tu7p6p393dXVarVZKUnJz8h/3Z4etbMEf1/hlXV7Pc3MyPZGw8Hhy/vMtsNv/67MJxzMM4dnmXq+udY+fjU8B5NWR3hVOnTikgIEAffPCBjh49qri4OHl4eKh06dIqU6ZMjoqYMmWK3n//fU2fPl3lypWTh4eHrl69mmkZq9WqfPnySbozRfa/YcZqtdrDVnZcunRDjrw32Wx2kY9PAaWlpSs1NWvTdch93NzMHL887O5UeXp6Bscxj+J3MG9LS7tz7K5c+UXp6RkOHdtkytrFiSxPUdlsNo0fP14tW7bU3r17JUnly5dXaGio1q5dq9atW2vSpEnZfifTuHHjtHTpUk2ZMkXNmzeXJPn7+yspKSnTcklJSfZpqQf1+/n5ZWvbd/bLsQ8AAPAbR59ns3quzXLAWb58uT7//HNFRkbaP+jvrrlz5yoyMlLr16/XRx99lOWdnjNnjlauXKlp06apVatW9naLxaKDBw/q9u3b9raYmBhZLBZ7f0xMjL0vOTlZhw4dsvcDAIAnW5YDzscff6zRo0crODj4vv1NmzbV4MGDsxxw4uLiNHfuXL3++uuqUaOGEhMT7Y/atWurePHiioiI0LFjx7Rw4ULt379fHTp0kCS1b99ee/bs0cKFC3Xs2DFFRESoZMmSvEUcAABIykbAOXv2rKpVq/aHy9StWzfLnyi8ZcsWpaena968eWrQoEGmh9ls1ty5c5WYmKiwsDB9+umnioyMVEBAgCSpZMmSmj17ttauXasOHTro6tWrioyMvO8XgAIAgCdPlm8y9vX11dmzZ1WiRIkHLnP+/Hl5e3tnabxevXqpV69eD+wvVaqUoqKiHtjfuHHjLL8lHQAAPFmyfAWnWbNmmj17tlJTU+/bn5aWpjlz5qhBgwYOKw4AACAnsnwFp2/fvurQoYPCwsLUtWtXValSRQULFtS1a9d08OBBRUVF6ZdfftHkyZMfZb0AAAB/KssBp1ChQvr44481depUTZo0ScnJyZLuvH28YMGCCg0NVf/+/e/56gUAAIDHLVsf9Oft7a3x48frrbfeUnx8vK5fvy5vb2/99a9/tX9yKAAAgLPl6Ksa3N3dc/ypxQAAAI9ajr5sEwAAIDcj4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMMh4AAAAMPJFQHHarWqdevW2rlzp71t/PjxKl++fKZHVFSUvX/Tpk0KCQmRxWJReHi4Ll++7IzSAQBALuT0gJOSkqKBAwfq2LFjmdrj4uI0aNAgbd++3f5o3769JGn//v0aOXKk+vXrp1WrVun69euKiIhwRvkAACAXcnXmxo8fP65BgwbJZrPd0xcXF6eePXvKz8/vnr6oqCi1bNlS7dq1kyRNnjxZwcHBio+P11NPPfWoywYAALmcU6/g7Nq1S3Xq1NGqVasytd+8eVMXLlxQ6dKl77tebGysatasaX9dvHhxBQQEKDY29lGWCwAA8ginXsHp3Lnzfdvj4uJkMpk0f/58ffvtt/L29tarr76ql156SZJ08eJFFStWLNM6vr6+On/+fLZrMJmyXzcAAMgaR59nszqeUwPOg5w4cUImk0mBgYF65ZVXFB0drdGjR8vLy0vNmjXT7du35e7unmkdd3d3Wa3WbG/L17ego8rOxNXVLDc38yMZG48Hxy/vMpvNvz67cBzzMI5d3uXqeufY+fgUcF4NTtvyH2jXrp2Cg4Pl7e0tSapQoYJOnjypjz76SM2aNZOHh8c9YcZqtcrT0zPb27p06YbucwtQjpnNLvLxKaC0tHSlpqY7bmA8Vm5uZo5fHpaenv7rcwbHMY/idzBvS0u7c+yuXPlF6ekZDh3bZMraxQmnv4vqfkwmkz3c3BUYGKgLFy5Ikvz9/ZWUlJSpPykp6b43JP8Zm82xDwAA8BtHn2ezeq7NlQFn5syZ6t69e6a2I0eOKDAwUJJksVgUExNj7zt37pzOnTsni8XyOMsEAAC5VK4MOMHBwYqOjtbixYt1+vRpffjhh9qwYYN69OghSerUqZM++eQTrV69WkeOHNHQoUPVpEkT3iIOAAAk5dJ7cKpVq6aZM2dq1qxZmjlzpkqUKKF3331XQUFBkqSgoCCNHTtWs2bN0rVr11S/fn2NGzfOyVUDAIDcItcEnKNHj2Z6HRISopCQkAcuHxYWprCwsEddFgAAyINy5RQVAADAwyDgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAw8kVAcdqtap169bauXOnvS0+Pl7du3dX9erVFRoaqu3bt2da5/vvv1fr1q1lsVjUrVs3xcfHP+6yAQBALuX0gJOSkqKBAwfq2LFj9jabzabw8HAVLVpUa9eu1Ysvvqh+/fopISFBkpSQkKDw8HCFhYVpzZo1KlKkiPr27Subzeas3QAAALmIUwPO8ePH9be//U2nT5/O1P7f//5X8fHxGjt2rMqUKaPevXurevXqWrt2rSRp9erVqlKlinr06KFnnnlGEydO1NmzZ7Vr1y5n7AYAAMhlnBpwdu3apTp16mjVqlWZ2mNjY1WpUiXlz5/f3lajRg3t27fP3l+zZk17n6enpypXrmzvBwAATzZXZ268c+fO921PTExUsWLFMrX5+vrq/PnzWerPDpMp26sAAIAscvR5NqvjOTXgPEhycrLc3d0ztbm7u8tqtWapPzt8fQvmvNA/4Opqlpub+ZGMjceD45d3mc3mX59dOI55GMcu73J1vXPsfHwKOK8Gp235D3h4eOjq1auZ2qxWq/Lly2fv/98wY7VaVahQoWxv69KlG3Lkvclms4t8fAooLS1dqanpjhsYj5Wbm5njl4elp6f/+pzBccyj+B3M29LS7hy7K1d+UXp6hkPHNpmydnHC6e+iuh9/f38lJSVlaktKSrJPSz2o38/PL9vbstkc+wAAAL9x9Hk2q+faXBlwLBaLDh48qNu3b9vbYmJiZLFY7P0xMTH2vuTkZB06dMjeDwAAnmy5MuDUrl1bxYsXV0REhI4dO6aFCxdq//796tChgySpffv22rNnjxYuXKhjx44pIiJCJUuWVJ06dZxcOQAAyA1yZcAxm82aO3euEhMTFRYWpk8//VSRkZEKCAiQJJUsWVKzZ8/W2rVr1aFDB129elWRkZEy8ZYoAACgXHST8dGjRzO9LlWqlKKioh64fOPGjdW4ceNHXRYAAMiDcuUVHAAAgIdBwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIZDwAEAAIaTqwPO5s2bVb58+UyPAQMGSJIOHTqkl19+WRaLRe3bt9eBAwecXC0AAMgtcnXAOX78uIKDg7V9+3b7Y/z48bp165Z69eqlmjVrat26dQoKClLv3r1169YtZ5cMAABygVwdcOLi4lSuXDn5+fnZH4UKFdLnn38uDw8PDR06VGXKlNHIkSNVoEABffHFF84uGQAA5AK5PuCULl36nvbY2FjVqFFDJpNJkmQymfTss89q3759j7dAAACQK+XagGOz2fTzzz9r+/btat68uUJCQjR16lRZrVYlJiaqWLFimZb39fXV+fPns70dk8mxDwAA8BtHn2ezeq51fbS7lXMJCQlKTk6Wu7u7ZsyYoTNnzmj8+PG6ffu2vf333N3dZbVas70dX9+Cjio5E1dXs9zczI9kbDweHL+8y2w2//rswnHMwzh2eZer651j5+NTwHk1OG3Lf6JEiRLauXOnChcuLJPJpIoVKyojI0NDhgxR7dq17wkzVqtV+fLly/Z2Ll26IZvNUVXf+QfVx6eA0tLSlZqa7riB8Vi5uZk5fnlYenr6r88ZHMc8it/BvC0t7c6xu3LlF6WnZzh0bJMpaxcncm3AkSRvb+9Mr8uUKaOUlBT5+fkpKSkpU19SUtI901ZZYbPJoQEHAAD8xlnn2Fx7D853332nOnXqKDk52d52+PBheXt7q0aNGtq7d69sv/7UbDab9uzZI4vF4qxyAQBALpJrA05QUJA8PDw0atQonThxQtu2bdPkyZP12muvqUWLFrp+/bomTJig48ePa8KECUpOTlbLli2dXTYAAMgFcm3A8fLy0uLFi3X58mW1b99eI0eOVMeOHfXaa6/Jy8tLCxYsUExMjMLCwhQbG6uFCxcqf/78zi4bAADkArn6HpxnnnlGS5cuvW9ftWrVtH79+sdcEQAAyAty7RUcAACAnCLgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAwyHgAAAAw8nTASclJUUjRoxQzZo11aBBAy1ZssTZJQEAgFzA1dkFPIzJkyfrwIEDev/995WQkKBhw4YpICBALVq0cHZpAADAifJswLl165ZWr16t9957T5UrV1blypV17NgxrVixgoADAMATLs9OUR05ckRpaWkKCgqyt9WoUUOxsbHKyMhwYmUAAMDZ8mzASUxMlI+Pj9zd3e1tRYsWVUpKiq5eveq8wgAAgNPl2Smq5OTkTOFGkv211WrN8jguLpLN5tDSJEmBfl7ycM2z+fGJ5+pqVlpaurPLQA4F+HhKkgKLesndbHJyNcgJfgfzthI++e1/dnHwqdCUxV/pPBtwPDw87gkyd1/ny5cvy+MUKVLQoXXd1bfpM49kXABZ90bTss4uAXii+fgUcNq28+wlBn9/f125ckVpaWn2tsTEROXLl0+FChVyYmUAAMDZ8mzAqVixolxdXbVv3z57W0xMjKpWrSoXR18PAwAAeUqeTQKenp5q166dxowZo/379+vrr7/WkiVL1K1bN2eXBgAAnMxksz2KW2wfj+TkZI0ZM0ZfffWVvLy81LNnT3Xv3t3ZZQEAACfL0wEHAADgfvLsFBUAAMCDEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHAAAIDhEHDwxDpz5ozKly+vr776SiEhIapatap69+6tq1evSpL27t2rTp06qXr16mratKk++ugj5xYMGMCoUaPUp0+fTG3jxo3TkCFDdO7cOfXp00cWi0VNmzbVnDlzlJ5+5xvFU1NTNWrUKNWpU0dBQUHq06ePLly44IxdQB5BwMETb/78+Zo2bZqioqL0448/aunSpYqLi9P//d//qVatWlq3bp369++vd955R5s3b3Z2uUCe1qpVK+3YsUM3b96UJGVkZOjLL79Uq1at1K9fP/n6+mr9+vWaOHGiNm7cqPnz50uSVqxYoejoaC1ZskRr1qzRL7/8on/961/O3BXkcq7OLgBwtgEDBqhatWqSpDZt2ujHH3/U7du3ValSJQ0cOFCSFBgYqLi4OC1atEjNmjVzZrlAnlanTh0VLlxY33zzjdq2bavdu3crNTVVZrNZCQkJWr16tVxcXBQYGKhhw4YpIiJC4eHhOnPmjDw8PFSiRAl5e3tr0qRJ9qutwP0QcPDEK1WqlP3PXl5eSk1NVVxcnD303BUUFKSVK1c+7vIAQ3FxcVHLli31xRdfqG3btvr3v/+tZs2a6dSpU7p69apq1KhhXzYjI0O3b9/WlStX1LFjR3322Wdq0KCBateurZCQEIWFhTlxT5DbEXDwxHNzc7unzcPD4562jIwM+/0AAHKudevW6tq1q27evKnNmzdrypQpOnr0qAIDAzV37tx7li9YsKB8fHz0zTffaOvWrdq6daumTZumTZs2acWKFTKZTE7YC+R2BBzgPp5++mlFR0dnatu7d6+efvppJ1UEGIfFYpG/v7/ee+892Ww21a5dW1arVQkJCSpSpIgKFiwoSdqxY4fWrVunyZMna8OGDXJ3d1doaKhatmypffv2qWPHjrp06ZKKFi3q5D1CbsRNxsB9dO7cWYcPH9a0adP0888/a/369frwww/VpUsXZ5cGGEJoaKiWLl2qFi1ayGw2q0GDBipRooSGDBmio0ePavfu3Ro9erQ8PT1lNpt148YNTZgwQT/88IPi4+O1ceNG/eUvf5GPj4+zdwW5FAEHuI+AgAAtWLBA3333ndq0aaN58+Zp+PDhat++vbNLAwwhNDRUKSkpCg0NlSSZzWbNmzdPGRkZ+tvf/qb+/furcePGGjVqlCSpS5cuateunYYMGaLQ0FAdOnRI8+bNk9lsduZuIBcz2Ww2m7OLAAA8WXbs2KHRo0dry5Yt3EODR4J7cAAAj83FixcVExOjBQsWqEOHDoQbPDJMUQEAHpsbN25oxIgR8vHx0auvvurscmBgTFEBAADD4QoOAAAwHAIOAAAwHAIOAAAwHAIOAAAwHAIOAKe6du2aJk2apKZNm8pisahly5ZatmyZMjIyJEnly5fXzp07nVwlgLyGz8EB4DR3vyW6WLFimjBhgkqWLKkff/xR48aNU3x8vEaPHu3sEgHkUQQcAE7z7rvvyt3dXYsXL7Z/g/tTTz2lfPnyqW/fvnrllVecXCGAvIopKgBOYbVa9dlnn6lLly72cHNXcHCwli1bphIlSmRqv3DhggYMGKBatWqpSpUqeumllxQTE2PvX758uYKDg1W1alWFhYVp9+7d9r5p06apQYMGqlatmrp27apjx47Z+3bv3q2wsDBVq1ZNbdq00ZdffmnvS0hIUI8ePRQUFKR69epp3LhxSk1NdfSPA4CDEXAAOMXp06d169YtVa1a9Z4+k8mkunXryt3dPVP74MGDlZ6erpUrV2rDhg3y9/fXmDFjJEmHDh3S5MmT9c9//lP//ve/VbNmTb355pvKyMjQ5s2btWrVKs2YMUObNm1S0aJFFRERIUlKTExU7969FRYWpo0bN+q1117T8OHD7eFo3Lhxyp8/vzZs2KDIyEh9+eWX+vjjjx/tDwfAQ2OKCoBTXL9+XZJUsGDBLC1vs9kUEhKi5s2b6y9/+YukO98w3atXL0nS2bNnZTKZFBAQoJIlS+rNN99UcHCwMjIydPbsWbm5uSkgIEABAQEaPXq0Tpw4IUlasWKFnnvuOft0WKlSpXT48GG9//77qlmzps6ePavKlSsrICBApUqV0sKFC1WoUCFH/zgAOBgBB4BTeHt7S7rzLqqsMJlM6tSpkz7//HPt2bNHP//8sw4cOGB/t1WDBg1Urlw5tWnTRpUqVdLzzz+vl19+Wa6urmrVqpWioqL0/PPPq3r16goJCVGHDh0kSSdOnNB//vMfBQUF2beVmpqqp59+WpL02muvacSIEdq8ebMaNWqk0NBQVapUyYE/CQCPAt9FBcAp0tLSVLduXQ0aNEidOnW6p/+NN95Q165d9eqrr2r58uWqVauWunXrpuvXrys0NFQVKlRQamqq+vXrp6NHj0qSMjIytGvXLv3nP//R5s2blZKSonXr1snf31+pqanasWOHva9gwYLasGGDBg0apMKFC6tPnz6Ztu/q6mq/BygxMVFff/21tm7dqu+++06vv/66/vGPfzz6HxKAHOMeHABO4erqqtDQUK1YsUJWqzVT3zfffKNvvvlGxYoVs7cdP35c0dHRWrZsmfr06aMmTZro4sWLku5MX+3du1cLFixQ3bp1FRERoS+++EIpKSmKiYnR1q1btXr1ajVp0kRvv/22PvnkE508eVI//fSTnn76aZ06dUqlSpWyP7Zs2aKNGzdKkqZPn65Lly6pU6dOWrBggd5880199dVXj+8HBSBHCDgAnKZ///66efOmevbsqV27dun06dNavXq1hg8frm7duqls2bL2ZQsVKiQXFxd99tlnOnv2rL744gvNnj1b0p13ZOXLl0+RkZFavXq1zpw5o88++0y3bt1S+fLllZGRocmTJ2vz5s06c+aM1q1bJ09PT5UuXVqdO3fWgQMHNH36dJ08eVIbN27UtGnTFBAQIOnOFNbYsWN15MgRHTt2TNu2bWOKCsgDmKIC4FTnzp3T7NmztX37dl29elV//etf9fe//12dOnWS2WxW+fLltXz5ctWpU0erVq1SZGSkbty4oaefflo9evTQsGHDFBUVpaCgIH3yySeaO3euEhISFBAQoAEDBqhVq1aSpCVLligqKkqJiYkKDAzUsGHD9Nxzz0mSvv/+e02dOlU//fST/P399eqrr9pvOr506ZLefvtt/fDDD0pLS1OTJk00evRoFSlSxGk/MwB/joADAAAMhykqAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOAQcAABgOP8fmfYbSCcQkhIAAAAASUVORK5CYII="
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 46
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.057770Z",
     "start_time": "2024-05-12T19:50:32.055163Z"
    }
   },
   "cell_type": "code",
   "source": "total_dur, conv = classes_total_duration_calc(df)",
   "id": "d06a44770de56e32",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "y\n",
      "no     115.950187\n",
      "yes    114.686813\n",
      "Name: duration, dtype: float64\n"
     ]
    }
   ],
   "execution_count": 47
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.060319Z",
     "start_time": "2024-05-12T19:50:32.058410Z"
    }
   },
   "cell_type": "code",
   "source": "print(total_dur)",
   "id": "7cb777e8669aca4a",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "y\n",
      "no     115.950187\n",
      "yes    114.686813\n",
      "Name: duration, dtype: float64\n"
     ]
    }
   ],
   "execution_count": 48
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.062571Z",
     "start_time": "2024-05-12T19:50:32.060891Z"
    }
   },
   "cell_type": "code",
   "source": "print(type(total_dur))",
   "id": "3b36882f357484ef",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'pandas.core.series.Series'>\n"
     ]
    }
   ],
   "execution_count": 49
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.064409Z",
     "start_time": "2024-05-12T19:50:32.063134Z"
    }
   },
   "cell_type": "code",
   "source": "print(conv)",
   "id": "8effe31939444833",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "seconds\n"
     ]
    }
   ],
   "execution_count": 50
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.066560Z",
     "start_time": "2024-05-12T19:50:32.065064Z"
    }
   },
   "cell_type": "code",
   "source": "from plotter import plot_total_duration_per_class",
   "id": "19a8180ec3a1fc21",
   "outputs": [],
   "execution_count": 51
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.136783Z",
     "start_time": "2024-05-12T19:50:32.067067Z"
    }
   },
   "cell_type": "code",
   "source": "plot_total_duration_per_class(total_dur, conv)",
   "id": "cf4a2b4b212f9b4a",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 52
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-05-12T19:50:32.138822Z",
     "start_time": "2024-05-12T19:50:32.137459Z"
    }
   },
   "cell_type": "code",
   "source": "",
   "id": "9e9419c518d425a3",
   "outputs": [],
   "execution_count": 52
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}