dufour_pulsation.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 424
    },
    "executionInfo": {
     "elapsed": 1234,
     "status": "ok",
     "timestamp": 1726788279988,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "WrEbRMIPAXDP",
    "outputId": "44ba0fcd-7591-4830-881c-bc0d4460c74e"
   },
   "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>onset_times</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.110295</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.400544</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.618050</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4.858776</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>7.082086</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>67.401723</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>92</th>\n",
       "      <td>68.127347</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>68.673016</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>69.125805</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95</th>\n",
       "      <td>69.625034</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>96 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    onset_times\n",
       "0      0.110295\n",
       "1      0.400544\n",
       "2      2.618050\n",
       "3      4.858776\n",
       "4      7.082086\n",
       "..          ...\n",
       "91    67.401723\n",
       "92    68.127347\n",
       "93    68.673016\n",
       "94    69.125805\n",
       "95    69.625034\n",
       "\n",
       "[96 rows x 1 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Step 1: Import pandas\n",
    "import pandas as pd\n",
    "\n",
    "# Step 2: Load CSV from URL\n",
    "url = 'https://raw.githubusercontent.com/egorpol/beat_it/refs/heads/main/csv/dufour_onsets_librosa_unfiltered.csv'\n",
    "df = pd.read_csv(url)\n",
    "\n",
    "# Step 3: Display the first few rows of the DataFrame\n",
    "display(df)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 618
    },
    "executionInfo": {
     "elapsed": 771,
     "status": "ok",
     "timestamp": 1726779013973,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "QKs_A14tAl1P",
    "outputId": "19e72235-ffbc-41ee-d034-47f26865ba5e"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mean IOI (Average Interval Duration): 0.7317340971476309\n",
      "Standard Deviation of IOIs: 0.5239414581892734\n",
      "Coefficient of Variation of IOIs: 0.7160271200039017\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Onset times in seconds\n",
    "onset_times = df['onset_times'].values\n",
    "\n",
    "# Calculate inter-onset intervals (IOIs)\n",
    "iois = np.diff(onset_times)\n",
    "\n",
    "# Plot the IOIs\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(iois, label=\"IOIs\")\n",
    "plt.title('Inter-Onset Intervals (IOIs)')\n",
    "plt.xlabel('Event Number')\n",
    "plt.ylabel('Interval Duration (seconds)')\n",
    "plt.grid(True)\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "# Calculate standard deviation and coefficient of variation\n",
    "mean_ioi = np.mean(iois)\n",
    "std_ioi = np.std(iois)\n",
    "cv_ioi = std_ioi / mean_ioi  # Coefficient of variation\n",
    "\n",
    "# Print out results with descriptions\n",
    "print(\"Mean IOI (Average Interval Duration):\", mean_ioi)\n",
    "print(\"Standard Deviation of IOIs:\", std_ioi)\n",
    "print(\"Coefficient of Variation of IOIs:\", cv_ioi)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "1LMkHfKlCMwn"
   },
   "source": [
    "**Key Observations:**\n",
    "\n",
    "- The average timing (**Mean IOI**) between events is around **0.73 seconds**, but the variability (**Standard Deviation** and **Coefficient of Variation**) indicates that these intervals are not stable. Some intervals are much shorter or longer than the average, as shown by the relatively high standard deviation and coefficient of variation.\n",
    "  \n",
    "- A **high CV (0.716)** suggests that there's a lot of relative inconsistency in the timing."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "elapsed": 372,
     "status": "ok",
     "timestamp": 1726779025417,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "W-8QSOiZCqo9",
    "outputId": "1f5027de-8ebb-4c69-8bbe-4b2048dba718"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.29024943 2.21750567 2.24072562 2.22331066 2.24072562 2.20589569\n",
      " 2.24653061 2.24072562 2.19428571 2.27555556 2.22331066 0.72562358\n",
      " 0.55147392 0.48761905 0.48181406 0.72562358 0.54566893 0.45278912\n",
      " 0.49342404 0.73142857 0.55727891 0.46439909 0.49342404 0.73142857\n",
      " 0.53986395 0.44698413 0.50503401 0.73142857 0.54566893 0.47600907\n",
      " 0.49342404 0.72562358 0.54566893 0.44117914 0.510839   0.74884354\n",
      " 0.55147392 0.47600907 0.48761905 0.73142857 0.53986395 0.44698413\n",
      " 0.50503401 0.73142857 0.54566893 0.47600907 0.48761905 0.69659864\n",
      " 0.58049887 0.45278912 0.49922902 0.72562358 0.55727891 0.46439909\n",
      " 0.49342404 0.73142857 0.53986395 0.47600907 0.47600907 0.73142857\n",
      " 0.55147392 0.46439909 0.49922902 0.72562358 0.53986395 0.46439909\n",
      " 0.48761905 0.71981859 0.56888889 0.48181406 0.47600907 0.71981859\n",
      " 0.54566893 0.46439909 0.49342404 0.70240363 0.58049887 0.48181406\n",
      " 0.44117914 0.74303855 0.55147392 0.49342404 0.47600907 0.72562358\n",
      " 0.53986395 0.46439909 0.48761905 0.73142857 0.54566893 0.48761905\n",
      " 0.48181406 0.72562358 0.54566893 0.45278912 0.49922902]\n"
     ]
    }
   ],
   "source": [
    "print(iois)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 989
    },
    "executionInfo": {
     "elapsed": 792,
     "status": "ok",
     "timestamp": 1726779028053,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "H6JNtdk4Ca-0",
    "outputId": "4876080e-dfc4-46f5-9be8-56a3c236fb49"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Error (sum of squared residuals): 0.10915600756886477\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Original IOI</th>\n",
       "      <th>Multiplier</th>\n",
       "      <th>Reconstructed IOI</th>\n",
       "      <th>Residual</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.290249</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.247</td>\n",
       "      <td>0.043249</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2.217506</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>-0.005494</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.240726</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>0.017726</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2.223311</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>0.000311</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.240726</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>0.017726</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90</th>\n",
       "      <td>0.481814</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>-0.012186</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>0.725624</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.741</td>\n",
       "      <td>-0.015376</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>92</th>\n",
       "      <td>0.545669</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>0.051669</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>0.452789</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>-0.041211</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>0.499229</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>0.005229</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>95 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    Original IOI  Multiplier  Reconstructed IOI  Residual\n",
       "0       0.290249         1.0              0.247  0.043249\n",
       "1       2.217506         9.0              2.223 -0.005494\n",
       "2       2.240726         9.0              2.223  0.017726\n",
       "3       2.223311         9.0              2.223  0.000311\n",
       "4       2.240726         9.0              2.223  0.017726\n",
       "..           ...         ...                ...       ...\n",
       "90      0.481814         2.0              0.494 -0.012186\n",
       "91      0.725624         3.0              0.741 -0.015376\n",
       "92      0.545669         2.0              0.494  0.051669\n",
       "93      0.452789         2.0              0.494 -0.041211\n",
       "94      0.499229         2.0              0.494  0.005229\n",
       "\n",
       "[95 rows x 4 columns]"
      ]
     },
     "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 numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Example data (replace with actual data)\n",
    "data = iois\n",
    "\n",
    "# Custom base value (input your desired base value here)\n",
    "base_value_custom = 0.247  # Adjust this value as needed\n",
    "\n",
    "# Calculate multipliers and reconstructed data\n",
    "multipliers = np.round(data / base_value_custom)\n",
    "reconstructed_data = base_value_custom * multipliers\n",
    "\n",
    "# Error calculation (Sum of squared residuals)\n",
    "residuals = data - reconstructed_data\n",
    "error = np.sum(residuals**2)\n",
    "\n",
    "print(f\"Error (sum of squared residuals): {error}\")\n",
    "\n",
    "# Create a DataFrame with Original IOI, Multiplier, Reconstructed IOI, Residual\n",
    "df_results = pd.DataFrame({\n",
    "    'Original IOI': data,\n",
    "    'Multiplier': multipliers,\n",
    "    'Reconstructed IOI': reconstructed_data,\n",
    "    'Residual': residuals\n",
    "})\n",
    "\n",
    "# Display the DataFrame in Colab\n",
    "display(df_results)\n",
    "\n",
    "# Plotting\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(data, label='Original Data', marker='o')\n",
    "plt.plot(reconstructed_data, label='Reconstructed Data', marker='x')\n",
    "plt.legend()\n",
    "plt.title('Original vs Reconstructed IOIs')\n",
    "plt.xlabel('Event Number')\n",
    "plt.ylabel('IOI Duration (seconds)')\n",
    "plt.grid(True)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "executionInfo": {
     "elapsed": 2645,
     "status": "ok",
     "timestamp": 1726779038746,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "U2R9FVsa52Kp",
    "outputId": "586f454c-4efa-4181-a07c-04df9cec6a3b"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x1800 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plotting Original vs Reconstructed IOIs and other subplots\n",
    "plt.figure(figsize=(9, 18))  # Adjust figure size for vertical alignment\n",
    "\n",
    "# Subplot 1: Original vs Reconstructed IOIs\n",
    "plt.subplot(3, 1, 1)\n",
    "plt.plot(data, label='Original IOI', marker='o', linestyle='-')\n",
    "plt.plot(reconstructed_data, label='Reconstructed IOI', marker='x', linestyle='--')\n",
    "plt.title('Original vs Reconstructed IOIs')\n",
    "plt.xlabel('Data Point Index')\n",
    "plt.ylabel('IOI Duration (seconds)')\n",
    "plt.legend()\n",
    "plt.grid(True)\n",
    "\n",
    "# Subplot 2: Residuals\n",
    "plt.subplot(3, 1, 2)\n",
    "plt.bar(range(len(residuals)), residuals, color='orange', edgecolor='black')\n",
    "plt.axhline(0, color='gray', linewidth=0.8)\n",
    "plt.title('Residuals')\n",
    "plt.xlabel('Data Point Index')\n",
    "plt.ylabel('Residual Value (seconds)')\n",
    "plt.grid(True)\n",
    "\n",
    "# Subplot 3: Multiplier vs Residuals\n",
    "plt.subplot(3, 1, 3)\n",
    "plt.scatter(df_results['Multiplier'], df_results['Residual'], color='green', edgecolor='black')\n",
    "plt.axhline(0, color='gray', linestyle='--', linewidth=0.8)  # Adding a line at y=0 for reference\n",
    "plt.title('Multiplier vs Residuals')\n",
    "plt.xlabel('Multiplier')\n",
    "plt.ylabel('Residual (seconds)')\n",
    "plt.grid(True)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 607
    },
    "executionInfo": {
     "elapsed": 1703,
     "status": "ok",
     "timestamp": 1726779045189,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "W2ASkPKs84QH",
    "outputId": "144b3951-92ce-4065-b616-01c55e966f93"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Calculate the cumulative time axis\n",
    "df_results['Cumulative Time'] = df_results['Original IOI'].cumsum()\n",
    "\n",
    "# Initialize the plot\n",
    "fig, ax1 = plt.subplots(figsize=(12, 6))\n",
    "\n",
    "# Plot Original IOIs as a step plot\n",
    "ax1.step(df_results['Cumulative Time'], df_results['Original IOI'], where='post',\n",
    "         label='Original IOI', color='blue', marker='o')\n",
    "\n",
    "# Plot Reconstructed IOIs as a step plot\n",
    "ax1.step(df_results['Cumulative Time'], df_results['Reconstructed IOI'], where='post',\n",
    "         label='Reconstructed IOI', color='red', linestyle='--', marker='x')\n",
    "\n",
    "# Set labels and title for the primary y-axis\n",
    "ax1.set_xlabel('Cumulative Time (seconds)')\n",
    "ax1.set_ylabel('IOI Duration (seconds)')\n",
    "ax1.set_title('IOIs Over Time with Residuals')\n",
    "\n",
    "# Enable grid on primary y-axis\n",
    "ax1.grid(True, which='both', axis='both', linestyle='--', linewidth=0.5)\n",
    "\n",
    "# Create a secondary y-axis for residuals\n",
    "ax2 = ax1.twinx()\n",
    "\n",
    "# Plot Residuals as a bar chart\n",
    "ax2.bar(df_results['Cumulative Time'], df_results['Residual'],\n",
    "        width=df_results['Original IOI'] * 0.8,  # Adjust bar width as needed\n",
    "        color='orange', alpha=0.6, label='Residuals')\n",
    "\n",
    "# Set label for the secondary y-axis\n",
    "ax2.set_ylabel('Residual (seconds)')\n",
    "\n",
    "# Add a horizontal line at y=0 for reference\n",
    "ax2.axhline(0, color='gray', linewidth=0.8, linestyle='--')\n",
    "\n",
    "# Combine legends from both axes\n",
    "lines_1, labels_1 = ax1.get_legend_handles_labels()\n",
    "lines_2, labels_2 = ax2.get_legend_handles_labels()\n",
    "ax1.legend(lines_1 + lines_2, labels_1 + labels_2, loc='upper left')\n",
    "\n",
    "# Adjust layout for better spacing\n",
    "fig.tight_layout()\n",
    "\n",
    "# Display the plot\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 424
    },
    "executionInfo": {
     "elapsed": 306,
     "status": "ok",
     "timestamp": 1726780067089,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "s4bzrPxVHJ4Y",
    "outputId": "72ed8c02-4e15-4cee-d553-2e11322c63ba"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Original IOI</th>\n",
       "      <th>Multiplier</th>\n",
       "      <th>Reconstructed IOI</th>\n",
       "      <th>Residual</th>\n",
       "      <th>Cumulative Time</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.290249</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.247</td>\n",
       "      <td>0.043249</td>\n",
       "      <td>0.290249</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2.217506</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>-0.005494</td>\n",
       "      <td>2.507755</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.240726</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>0.017726</td>\n",
       "      <td>4.748481</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2.223311</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>0.000311</td>\n",
       "      <td>6.971791</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.240726</td>\n",
       "      <td>9.0</td>\n",
       "      <td>2.223</td>\n",
       "      <td>0.017726</td>\n",
       "      <td>9.212517</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90</th>\n",
       "      <td>0.481814</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>-0.012186</td>\n",
       "      <td>67.291429</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>0.725624</td>\n",
       "      <td>3.0</td>\n",
       "      <td>0.741</td>\n",
       "      <td>-0.015376</td>\n",
       "      <td>68.017052</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>92</th>\n",
       "      <td>0.545669</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>0.051669</td>\n",
       "      <td>68.562721</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>0.452789</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>-0.041211</td>\n",
       "      <td>69.015510</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>0.499229</td>\n",
       "      <td>2.0</td>\n",
       "      <td>0.494</td>\n",
       "      <td>0.005229</td>\n",
       "      <td>69.514739</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>95 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    Original IOI  Multiplier  Reconstructed IOI  Residual  Cumulative Time\n",
       "0       0.290249         1.0              0.247  0.043249         0.290249\n",
       "1       2.217506         9.0              2.223 -0.005494         2.507755\n",
       "2       2.240726         9.0              2.223  0.017726         4.748481\n",
       "3       2.223311         9.0              2.223  0.000311         6.971791\n",
       "4       2.240726         9.0              2.223  0.017726         9.212517\n",
       "..           ...         ...                ...       ...              ...\n",
       "90      0.481814         2.0              0.494 -0.012186        67.291429\n",
       "91      0.725624         3.0              0.741 -0.015376        68.017052\n",
       "92      0.545669         2.0              0.494  0.051669        68.562721\n",
       "93      0.452789         2.0              0.494 -0.041211        69.015510\n",
       "94      0.499229         2.0              0.494  0.005229        69.514739\n",
       "\n",
       "[95 rows x 5 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "display(df_results)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 435
    },
    "executionInfo": {
     "elapsed": 1298,
     "status": "ok",
     "timestamp": 1726779202760,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "bDG30zHfDUHQ",
    "outputId": "ed0c5ed9-bd57-4513-9526-ca14519568c3"
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "    <style>\n",
       "        .bk-notebook-logo {\n",
       "            display: block;\n",
       "            width: 20px;\n",
       "            height: 20px;\n",
       "            background-image: url(data:image/png;base64,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);\n",
       "        }\n",
       "    </style>\n",
       "    <div>\n",
       "        <a href=\"https://bokeh.org\" target=\"_blank\" class=\"bk-notebook-logo\"></a>\n",
       "        <span id=\"b545d2ca-1f5d-4dd6-9b3c-a3bb041c34bd\">Loading BokehJS ...</span>\n",
       "    </div>\n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/javascript": [
       "'use strict';\n",
       "(function(root) {\n",
       "  function now() {\n",
       "    return new Date();\n",
       "  }\n",
       "\n",
       "  const force = true;\n",
       "\n",
       "  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n",
       "    root._bokeh_onload_callbacks = [];\n",
       "    root._bokeh_is_loading = undefined;\n",
       "  }\n",
       "\n",
       "const JS_MIME_TYPE = 'application/javascript';\n",
       "  const HTML_MIME_TYPE = 'text/html';\n",
       "  const EXEC_MIME_TYPE = 'application/vnd.bokehjs_exec.v0+json';\n",
       "  const CLASS_NAME = 'output_bokeh rendered_html';\n",
       "\n",
       "  /**\n",
       "   * Render data to the DOM node\n",
       "   */\n",
       "  function render(props, node) {\n",
       "    const script = document.createElement(\"script\");\n",
       "    node.appendChild(script);\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when an output is cleared or removed\n",
       "   */\n",
       "  function handleClearOutput(event, handle) {\n",
       "    function drop(id) {\n",
       "      const view = Bokeh.index.get_by_id(id)\n",
       "      if (view != null) {\n",
       "        view.model.document.clear()\n",
       "        Bokeh.index.delete(view)\n",
       "      }\n",
       "    }\n",
       "\n",
       "    const cell = handle.cell;\n",
       "\n",
       "    const id = cell.output_area._bokeh_element_id;\n",
       "    const server_id = cell.output_area._bokeh_server_id;\n",
       "\n",
       "    // Clean up Bokeh references\n",
       "    if (id != null) {\n",
       "      drop(id)\n",
       "    }\n",
       "\n",
       "    if (server_id !== undefined) {\n",
       "      // Clean up Bokeh references\n",
       "      const cmd_clean = \"from bokeh.io.state import curstate; print(curstate().uuid_to_server['\" + server_id + \"'].get_sessions()[0].document.roots[0]._id)\";\n",
       "      cell.notebook.kernel.execute(cmd_clean, {\n",
       "        iopub: {\n",
       "          output: function(msg) {\n",
       "            const id = msg.content.text.trim()\n",
       "            drop(id)\n",
       "          }\n",
       "        }\n",
       "      });\n",
       "      // Destroy server and session\n",
       "      const cmd_destroy = \"import bokeh.io.notebook as ion; ion.destroy_server('\" + server_id + \"')\";\n",
       "      cell.notebook.kernel.execute(cmd_destroy);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  /**\n",
       "   * Handle when a new output is added\n",
       "   */\n",
       "  function handleAddOutput(event, handle) {\n",
       "    const output_area = handle.output_area;\n",
       "    const output = handle.output;\n",
       "\n",
       "    // limit handleAddOutput to display_data with EXEC_MIME_TYPE content only\n",
       "    if ((output.output_type != \"display_data\") || (!Object.prototype.hasOwnProperty.call(output.data, EXEC_MIME_TYPE))) {\n",
       "      return\n",
       "    }\n",
       "\n",
       "    const toinsert = output_area.element.find(\".\" + CLASS_NAME.split(' ')[0]);\n",
       "\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"id\"] !== undefined) {\n",
       "      toinsert[toinsert.length - 1].firstChild.textContent = output.data[JS_MIME_TYPE];\n",
       "      // store reference to embed id on output_area\n",
       "      output_area._bokeh_element_id = output.metadata[EXEC_MIME_TYPE][\"id\"];\n",
       "    }\n",
       "    if (output.metadata[EXEC_MIME_TYPE][\"server_id\"] !== undefined) {\n",
       "      const bk_div = document.createElement(\"div\");\n",
       "      bk_div.innerHTML = output.data[HTML_MIME_TYPE];\n",
       "      const script_attrs = bk_div.children[0].attributes;\n",
       "      for (let i = 0; i < script_attrs.length; i++) {\n",
       "        toinsert[toinsert.length - 1].firstChild.setAttribute(script_attrs[i].name, script_attrs[i].value);\n",
       "        toinsert[toinsert.length - 1].firstChild.textContent = bk_div.children[0].textContent\n",
       "      }\n",
       "      // store reference to server id on output_area\n",
       "      output_area._bokeh_server_id = output.metadata[EXEC_MIME_TYPE][\"server_id\"];\n",
       "    }\n",
       "  }\n",
       "\n",
       "  function register_renderer(events, OutputArea) {\n",
       "\n",
       "    function append_mime(data, metadata, element) {\n",
       "      // create a DOM node to render to\n",
       "      const toinsert = this.create_output_subarea(\n",
       "        metadata,\n",
       "        CLASS_NAME,\n",
       "        EXEC_MIME_TYPE\n",
       "      );\n",
       "      this.keyboard_manager.register_events(toinsert);\n",
       "      // Render to node\n",
       "      const props = {data: data, metadata: metadata[EXEC_MIME_TYPE]};\n",
       "      render(props, toinsert[toinsert.length - 1]);\n",
       "      element.append(toinsert);\n",
       "      return toinsert\n",
       "    }\n",
       "\n",
       "    /* Handle when an output is cleared or removed */\n",
       "    events.on('clear_output.CodeCell', handleClearOutput);\n",
       "    events.on('delete.Cell', handleClearOutput);\n",
       "\n",
       "    /* Handle when a new output is added */\n",
       "    events.on('output_added.OutputArea', handleAddOutput);\n",
       "\n",
       "    /**\n",
       "     * Register the mime type and append_mime function with output_area\n",
       "     */\n",
       "    OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n",
       "      /* Is output safe? */\n",
       "      safe: true,\n",
       "      /* Index of renderer in `output_area.display_order` */\n",
       "      index: 0\n",
       "    });\n",
       "  }\n",
       "\n",
       "  // register the mime type if in Jupyter Notebook environment and previously unregistered\n",
       "  if (root.Jupyter !== undefined) {\n",
       "    const events = require('base/js/events');\n",
       "    const OutputArea = require('notebook/js/outputarea').OutputArea;\n",
       "\n",
       "    if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n",
       "      register_renderer(events, OutputArea);\n",
       "    }\n",
       "  }\n",
       "  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n",
       "    root._bokeh_timeout = Date.now() + 5000;\n",
       "    root._bokeh_failed_load = false;\n",
       "  }\n",
       "\n",
       "  const NB_LOAD_WARNING = {'data': {'text/html':\n",
       "     \"<div style='background-color: #fdd'>\\n\"+\n",
       "     \"<p>\\n\"+\n",
       "     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n",
       "     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n",
       "     \"</p>\\n\"+\n",
       "     \"<ul>\\n\"+\n",
       "     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n",
       "     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n",
       "     \"</ul>\\n\"+\n",
       "     \"<code>\\n\"+\n",
       "     \"from bokeh.resources import INLINE\\n\"+\n",
       "     \"output_notebook(resources=INLINE)\\n\"+\n",
       "     \"</code>\\n\"+\n",
       "     \"</div>\"}};\n",
       "\n",
       "  function display_loaded(error = null) {\n",
       "    const el = document.getElementById(\"b545d2ca-1f5d-4dd6-9b3c-a3bb041c34bd\");\n",
       "    if (el != null) {\n",
       "      const html = (() => {\n",
       "        if (typeof root.Bokeh === \"undefined\") {\n",
       "          if (error == null) {\n",
       "            return \"BokehJS is loading ...\";\n",
       "          } else {\n",
       "            return \"BokehJS failed to load.\";\n",
       "          }\n",
       "        } else {\n",
       "          const prefix = `BokehJS ${root.Bokeh.version}`;\n",
       "          if (error == null) {\n",
       "            return `${prefix} successfully loaded.`;\n",
       "          } else {\n",
       "            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n",
       "          }\n",
       "        }\n",
       "      })();\n",
       "      el.innerHTML = html;\n",
       "\n",
       "      if (error != null) {\n",
       "        const wrapper = document.createElement(\"div\");\n",
       "        wrapper.style.overflow = \"auto\";\n",
       "        wrapper.style.height = \"5em\";\n",
       "        wrapper.style.resize = \"vertical\";\n",
       "        const content = document.createElement(\"div\");\n",
       "        content.style.fontFamily = \"monospace\";\n",
       "        content.style.whiteSpace = \"pre-wrap\";\n",
       "        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n",
       "        content.textContent = error.stack ?? error.toString();\n",
       "        wrapper.append(content);\n",
       "        el.append(wrapper);\n",
       "      }\n",
       "    } else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(() => display_loaded(error), 100);\n",
       "    }\n",
       "  }\n",
       "\n",
       "  function run_callbacks() {\n",
       "    try {\n",
       "      root._bokeh_onload_callbacks.forEach(function(callback) {\n",
       "        if (callback != null)\n",
       "          callback();\n",
       "      });\n",
       "    } finally {\n",
       "      delete root._bokeh_onload_callbacks\n",
       "    }\n",
       "    console.debug(\"Bokeh: all callbacks have finished\");\n",
       "  }\n",
       "\n",
       "  function load_libs(css_urls, js_urls, callback) {\n",
       "    if (css_urls == null) css_urls = [];\n",
       "    if (js_urls == null) js_urls = [];\n",
       "\n",
       "    root._bokeh_onload_callbacks.push(callback);\n",
       "    if (root._bokeh_is_loading > 0) {\n",
       "      console.debug(\"Bokeh: BokehJS is being loaded, scheduling callback at\", now());\n",
       "      return null;\n",
       "    }\n",
       "    if (js_urls == null || js_urls.length === 0) {\n",
       "      run_callbacks();\n",
       "      return null;\n",
       "    }\n",
       "    console.debug(\"Bokeh: BokehJS not loaded, scheduling load and callback at\", now());\n",
       "    root._bokeh_is_loading = css_urls.length + js_urls.length;\n",
       "\n",
       "    function on_load() {\n",
       "      root._bokeh_is_loading--;\n",
       "      if (root._bokeh_is_loading === 0) {\n",
       "        console.debug(\"Bokeh: all BokehJS libraries/stylesheets loaded\");\n",
       "        run_callbacks()\n",
       "      }\n",
       "    }\n",
       "\n",
       "    function on_error(url) {\n",
       "      console.error(\"failed to load \" + url);\n",
       "    }\n",
       "\n",
       "    for (let i = 0; i < css_urls.length; i++) {\n",
       "      const url = css_urls[i];\n",
       "      const element = document.createElement(\"link\");\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error.bind(null, url);\n",
       "      element.rel = \"stylesheet\";\n",
       "      element.type = \"text/css\";\n",
       "      element.href = url;\n",
       "      console.debug(\"Bokeh: injecting link tag for BokehJS stylesheet: \", url);\n",
       "      document.body.appendChild(element);\n",
       "    }\n",
       "\n",
       "    for (let i = 0; i < js_urls.length; i++) {\n",
       "      const url = js_urls[i];\n",
       "      const element = document.createElement('script');\n",
       "      element.onload = on_load;\n",
       "      element.onerror = on_error.bind(null, url);\n",
       "      element.async = false;\n",
       "      element.src = url;\n",
       "      console.debug(\"Bokeh: injecting script tag for BokehJS library: \", url);\n",
       "      document.head.appendChild(element);\n",
       "    }\n",
       "  };\n",
       "\n",
       "  function inject_raw_css(css) {\n",
       "    const element = document.createElement(\"style\");\n",
       "    element.appendChild(document.createTextNode(css));\n",
       "    document.body.appendChild(element);\n",
       "  }\n",
       "\n",
       "  const js_urls = [\"https://cdn.bokeh.org/bokeh/release/bokeh-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-gl-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-widgets-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-tables-3.5.2.min.js\", \"https://cdn.bokeh.org/bokeh/release/bokeh-mathjax-3.5.2.min.js\"];\n",
       "  const css_urls = [];\n",
       "\n",
       "  const inline_js = [    function(Bokeh) {\n",
       "      Bokeh.set_log_level(\"info\");\n",
       "    },\n",
       "function(Bokeh) {\n",
       "    }\n",
       "  ];\n",
       "\n",
       "  function run_inline_js() {\n",
       "    if (root.Bokeh !== undefined || force === true) {\n",
       "      try {\n",
       "            for (let i = 0; i < inline_js.length; i++) {\n",
       "      inline_js[i].call(root, root.Bokeh);\n",
       "    }\n",
       "\n",
       "      } catch (error) {display_loaded(error);throw error;\n",
       "      }if (force === true) {\n",
       "        display_loaded();\n",
       "      }} else if (Date.now() < root._bokeh_timeout) {\n",
       "      setTimeout(run_inline_js, 100);\n",
       "    } else if (!root._bokeh_failed_load) {\n",
       "      console.log(\"Bokeh: BokehJS failed to load within specified timeout.\");\n",
       "      root._bokeh_failed_load = true;\n",
       "    } else if (force !== true) {\n",
       "      const cell = $(document.getElementById(\"b545d2ca-1f5d-4dd6-9b3c-a3bb041c34bd\")).parents('.cell').data().cell;\n",
       "      cell.output_area.append_execute_result(NB_LOAD_WARNING)\n",
       "    }\n",
       "  }\n",
       "\n",
       "  if (root._bokeh_is_loading === 0) {\n",
       "    console.debug(\"Bokeh: BokehJS loaded, going straight to plotting\");\n",
       "    run_inline_js();\n",
       "  } else {\n",
       "    load_libs(css_urls, js_urls, function() {\n",
       "      console.debug(\"Bokeh: BokehJS plotting callback run at\", now());\n",
       "      run_inline_js();\n",
       "    });\n",
       "  }\n",
       "}(window));"
      ],
      "application/vnd.bokehjs_load.v0+json": "'use strict';\n(function(root) {\n  function now() {\n    return new Date();\n  }\n\n  const force = true;\n\n  if (typeof root._bokeh_onload_callbacks === \"undefined\" || force === true) {\n    root._bokeh_onload_callbacks = [];\n    root._bokeh_is_loading = undefined;\n  }\n\n\n  if (typeof (root._bokeh_timeout) === \"undefined\" || force === true) {\n    root._bokeh_timeout = Date.now() + 5000;\n    root._bokeh_failed_load = false;\n  }\n\n  const NB_LOAD_WARNING = {'data': {'text/html':\n     \"<div style='background-color: #fdd'>\\n\"+\n     \"<p>\\n\"+\n     \"BokehJS does not appear to have successfully loaded. If loading BokehJS from CDN, this \\n\"+\n     \"may be due to a slow or bad network connection. Possible fixes:\\n\"+\n     \"</p>\\n\"+\n     \"<ul>\\n\"+\n     \"<li>re-rerun `output_notebook()` to attempt to load from CDN again, or</li>\\n\"+\n     \"<li>use INLINE resources instead, as so:</li>\\n\"+\n     \"</ul>\\n\"+\n     \"<code>\\n\"+\n     \"from bokeh.resources import INLINE\\n\"+\n     \"output_notebook(resources=INLINE)\\n\"+\n     \"</code>\\n\"+\n     \"</div>\"}};\n\n  function display_loaded(error = null) {\n    const el = document.getElementById(\"b545d2ca-1f5d-4dd6-9b3c-a3bb041c34bd\");\n    if (el != null) {\n      const html = (() => {\n        if (typeof root.Bokeh === \"undefined\") {\n          if (error == null) {\n            return \"BokehJS is loading ...\";\n          } else {\n            return \"BokehJS failed to load.\";\n          }\n        } else {\n          const prefix = `BokehJS ${root.Bokeh.version}`;\n          if (error == null) {\n            return `${prefix} successfully loaded.`;\n          } else {\n            return `${prefix} <b>encountered errors</b> while loading and may not function as expected.`;\n          }\n        }\n      })();\n      el.innerHTML = html;\n\n      if (error != null) {\n        const wrapper = document.createElement(\"div\");\n        wrapper.style.overflow = \"auto\";\n        wrapper.style.height = \"5em\";\n        wrapper.style.resize = \"vertical\";\n        const content = document.createElement(\"div\");\n        content.style.fontFamily = \"monospace\";\n        content.style.whiteSpace = \"pre-wrap\";\n        content.style.backgroundColor = \"rgb(255, 221, 221)\";\n        content.textContent = error.stack ?? 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     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
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     "output_type": "stream",
     "text": [
      "BokehDeprecationWarning: 'circle() method with size value' was deprecated in Bokeh 3.4.0 and will be removed, use 'scatter(size=...) instead' instead.\n"
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       "  const render_items = [{\"docid\":\"0148b11e-fa48-4121-bf2c-cd79040b100a\",\"roots\":{\"p1052\":\"c3c7b185-fb55-48a6-bba8-82325b99f140\"},\"root_ids\":[\"p1052\"]}];\n",
       "  void root.Bokeh.embed.embed_items_notebook(docs_json, render_items);\n",
       "  }\n",
       "  if (root.Bokeh !== undefined) {\n",
       "    embed_document(root);\n",
       "  } else {\n",
       "    let attempts = 0;\n",
       "    const timer = setInterval(function(root) {\n",
       "      if (root.Bokeh !== undefined) {\n",
       "        clearInterval(timer);\n",
       "        embed_document(root);\n",
       "      } else {\n",
       "        attempts++;\n",
       "        if (attempts > 100) {\n",
       "          clearInterval(timer);\n",
       "          console.log(\"Bokeh: ERROR: Unable to run BokehJS code because BokehJS library is missing\");\n",
       "        }\n",
       "      }\n",
       "    }, 10, root)\n",
       "  }\n",
       "})(window);"
      ],
      "application/vnd.bokehjs_exec.v0+json": ""
     },
     "metadata": {
      "application/vnd.bokehjs_exec.v0+json": {
       "id": "p1052"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Import Libraries\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from bokeh.plotting import figure, show, output_notebook\n",
    "from bokeh.models import HoverTool, ColumnDataSource, Span\n",
    "from bokeh.io import push_notebook\n",
    "\n",
    "# Initialize Bokeh output\n",
    "output_notebook()\n",
    "\n",
    "\n",
    "# Prepare the data source\n",
    "source = ColumnDataSource(df_results)\n",
    "\n",
    "# Initialize the Bokeh figure with 'width' and 'height'\n",
    "p = figure(title=\"IOI Residuals Over Time\",\n",
    "           x_axis_label='Cumulative Time (seconds)',\n",
    "           y_axis_label='Residual (seconds)',\n",
    "           width=900,  # Use 'width' instead of 'plot_width'\n",
    "           height=400,  # Use 'height' instead of 'plot_height'\n",
    "           tools=\"pan,wheel_zoom,box_zoom,reset,save\")\n",
    "\n",
    "# Add Residuals as circles\n",
    "residuals = p.circle('Cumulative Time', 'Residual', size=10, color='orange', alpha=0.6, source=source, legend_label=\"Residuals\")\n",
    "\n",
    "# Add Cues as vertical dashed lines\n",
    "for time in df_results['Cumulative Time']:\n",
    "    span = Span(location=time, dimension='height', line_color='gray', line_dash='dashed', line_width=1)\n",
    "    p.add_layout(span)\n",
    "\n",
    "# Add HoverTool for Residuals\n",
    "hover = HoverTool(tooltips=[\n",
    "    (\"Index\", \"@index\"),\n",
    "    (\"Cumulative Time\", \"@{Cumulative Time}{0.000} s\"),\n",
    "    (\"Residual\", \"@Residual{0.000} s\"),\n",
    "    (\"Original IOI\", \"@{Original IOI}{0.000} s\"),\n",
    "    (\"Reconstructed IOI\", \"@{Reconstructed IOI}{0.000} s\"),\n",
    "    (\"Multiplier\", \"@Multiplier\")\n",
    "], renderers=[residuals])\n",
    "\n",
    "p.add_tools(hover)\n",
    "\n",
    "# Add horizontal line at y=0\n",
    "zero_span = Span(location=0, dimension='width', line_color='black', line_dash='solid', line_width=2)\n",
    "p.add_layout(zero_span)\n",
    "\n",
    "# Customize the legend\n",
    "p.legend.location = \"top_left\"\n",
    "p.legend.click_policy = \"hide\"\n",
    "\n",
    "# Show the plot\n",
    "show(p)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 564
    },
    "executionInfo": {
     "elapsed": 789,
     "status": "ok",
     "timestamp": 1726780745556,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "N5Lin2C_E2HH",
    "outputId": "1a00fff4-ac0d-4d33-e186-72d8df21ddaa"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Example data\n",
    "data = iois\n",
    "\n",
    "# Define a range of base values to explore\n",
    "base_values = np.linspace(0.1, 0.3, 100)  # You can adjust this range depending on the data\n",
    "\n",
    "# Initialize an empty list to store the errors\n",
    "errors = []\n",
    "\n",
    "# Loop through different base values and compute the error for each\n",
    "for base_value_custom in base_values:\n",
    "    # Calculate multipliers and reconstructed data\n",
    "    multipliers = np.round(data / base_value_custom)\n",
    "    reconstructed_data = base_value_custom * multipliers\n",
    "\n",
    "    # Calculate the residuals and error (sum of squared residuals)\n",
    "    residuals = data - reconstructed_data\n",
    "    error = np.sum(residuals**2)\n",
    "\n",
    "    # Append the error to the list\n",
    "    errors.append(error)\n",
    "\n",
    "# Plotting the dependency of the error on the base_value_custom\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(base_values, errors, label='Error vs Base Value')\n",
    "plt.title('Dependency of Error on Base Value')\n",
    "plt.xlabel('Base Value (custom)')\n",
    "plt.ylabel('Error (Sum of Squared Residuals)')\n",
    "plt.grid(True)\n",
    "plt.legend()\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 725
    },
    "executionInfo": {
     "elapsed": 732,
     "status": "ok",
     "timestamp": 1726612444957,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "DK_lF_NDFgua",
    "outputId": "11f22648-174a-431c-b800-9b9e103df21c"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Local minima (base values) and corresponding errors:\n",
      "Base Value: 0.10202, Error: 0.08139\n",
      "Base Value: 0.11818, Error: 0.07031\n",
      "Base Value: 0.14040, Error: 0.15507\n",
      "Base Value: 0.14848, Error: 0.11319\n",
      "Base Value: 0.17273, Error: 0.14560\n",
      "Base Value: 0.19899, Error: 0.45200\n",
      "Base Value: 0.22929, Error: 0.28640\n",
      "Base Value: 0.24747, Error: 0.10857\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "from scipy.signal import find_peaks\n",
    "\n",
    "# Example data (replace with actual data)\n",
    "data = iois\n",
    "\n",
    "# Define a range of base values to explore\n",
    "base_values = np.linspace(0.1, 0.3, 100)  # Adjust range if needed\n",
    "\n",
    "# Initialize an empty list to store the errors\n",
    "errors = []\n",
    "\n",
    "# Loop through different base values and compute the error for each\n",
    "for base_value_custom in base_values:\n",
    "    # Calculate multipliers and reconstructed data\n",
    "    multipliers = np.round(data / base_value_custom)\n",
    "    reconstructed_data = base_value_custom * multipliers\n",
    "\n",
    "    # Calculate the residuals and error (sum of squared residuals)\n",
    "    residuals = data - reconstructed_data\n",
    "    error = np.sum(residuals**2)\n",
    "\n",
    "    # Append the error to the list\n",
    "    errors.append(error)\n",
    "\n",
    "# Convert errors to a numpy array for further processing\n",
    "errors = np.array(errors)\n",
    "\n",
    "# Find local minima (by finding peaks of the negative error array)\n",
    "minima_indices, _ = find_peaks(-errors)\n",
    "\n",
    "# Plotting the dependency of the error on the base_value_custom\n",
    "plt.figure(figsize=(10, 6))\n",
    "plt.plot(base_values, errors, label='Error vs Base Value', color='blue')\n",
    "\n",
    "# Mark the local minima\n",
    "plt.plot(base_values[minima_indices], errors[minima_indices], 'ro', label='Local Minima')\n",
    "\n",
    "# Annotate the local minima on the plot\n",
    "for idx in minima_indices:\n",
    "    plt.text(base_values[idx], errors[idx], f'{base_values[idx]:.3f}', color='red')\n",
    "\n",
    "plt.title('Dependency of Error on Base Value with Local Minima')\n",
    "plt.xlabel('Base Value (custom)')\n",
    "plt.ylabel('Error (Sum of Squared Residuals)')\n",
    "plt.grid(True)\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "# Print out the local minima values\n",
    "print(\"Local minima (base values) and corresponding errors:\")\n",
    "for idx in minima_indices:\n",
    "    print(f\"Base Value: {base_values[idx]:.5f}, Error: {errors[idx]:.5f}\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 1000
    },
    "executionInfo": {
     "elapsed": 2402,
     "status": "ok",
     "timestamp": 1726612472769,
     "user": {
      "displayName": "Egor P",
      "userId": "11648005462717752555"
     },
     "user_tz": -120
    },
    "id": "Z70-pjWaGzMq",
    "outputId": "43a6a946-ea1d-4268-87a8-820da64c8646"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Best base value: 0.117417\n",
      "Minimum error (sum of squared residuals): 0.067876\n",
      "\n",
      "Detailed Fit Results:\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Original IOI</th>\n",
       "      <th>Multiplier</th>\n",
       "      <th>Reconstructed IOI</th>\n",
       "      <th>Residual</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.290249</td>\n",
       "      <td>2</td>\n",
       "      <td>0.234835</td>\n",
       "      <td>0.055415</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2.217506</td>\n",
       "      <td>19</td>\n",
       "      <td>2.230931</td>\n",
       "      <td>-0.013425</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>2.240726</td>\n",
       "      <td>19</td>\n",
       "      <td>2.230931</td>\n",
       "      <td>0.009795</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>2.223311</td>\n",
       "      <td>19</td>\n",
       "      <td>2.230931</td>\n",
       "      <td>-0.007620</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>2.240726</td>\n",
       "      <td>19</td>\n",
       "      <td>2.230931</td>\n",
       "      <td>0.009795</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90</th>\n",
       "      <td>0.481814</td>\n",
       "      <td>4</td>\n",
       "      <td>0.469670</td>\n",
       "      <td>0.012144</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>0.725624</td>\n",
       "      <td>6</td>\n",
       "      <td>0.704505</td>\n",
       "      <td>0.021119</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>92</th>\n",
       "      <td>0.545669</td>\n",
       "      <td>5</td>\n",
       "      <td>0.587087</td>\n",
       "      <td>-0.041418</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>0.452789</td>\n",
       "      <td>4</td>\n",
       "      <td>0.469670</td>\n",
       "      <td>-0.016881</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>0.499229</td>\n",
       "      <td>4</td>\n",
       "      <td>0.469670</td>\n",
       "      <td>0.029559</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>95 rows × 4 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    Original IOI  Multiplier  Reconstructed IOI  Residual\n",
       "0       0.290249           2           0.234835  0.055415\n",
       "1       2.217506          19           2.230931 -0.013425\n",
       "2       2.240726          19           2.230931  0.009795\n",
       "3       2.223311          19           2.230931 -0.007620\n",
       "4       2.240726          19           2.230931  0.009795\n",
       "..           ...         ...                ...       ...\n",
       "90      0.481814           4           0.469670  0.012144\n",
       "91      0.725624           6           0.704505  0.021119\n",
       "92      0.545669           5           0.587087 -0.041418\n",
       "93      0.452789           4           0.469670 -0.016881\n",
       "94      0.499229           4           0.469670  0.029559\n",
       "\n",
       "[95 rows x 4 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x1800 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd\n",
    "\n",
    "# Replace the following line with your actual 'iois' data\n",
    "data = iois\n",
    "\n",
    "# Define the range for the base value\n",
    "base_value_range = np.linspace(0.1, 0.3, 1000)\n",
    "best_base_value = 0.23\n",
    "min_error = float('inf')\n",
    "\n",
    "# Grid search for best base value\n",
    "for base_value in base_value_range:\n",
    "    multipliers = np.round(data / base_value)\n",
    "    reconstructed_data = base_value * multipliers\n",
    "    residuals = data - reconstructed_data\n",
    "    error = np.sum(residuals**2)\n",
    "\n",
    "    if error < min_error:\n",
    "        min_error = error\n",
    "        best_base_value = base_value\n",
    "\n",
    "print(f\"Best base value: {best_base_value:.6f}\")\n",
    "print(f\"Minimum error (sum of squared residuals): {min_error:.6f}\")\n",
    "\n",
    "# Calculate multipliers and reconstructed data using the best base value\n",
    "multipliers = np.round(data / best_base_value)\n",
    "reconstructed_data = best_base_value * multipliers\n",
    "residuals = data - reconstructed_data\n",
    "\n",
    "# Create a DataFrame to display the results\n",
    "df = pd.DataFrame({\n",
    "    'Original IOI': data,\n",
    "    'Multiplier': multipliers.astype(int),\n",
    "    'Reconstructed IOI': reconstructed_data,\n",
    "    'Residual': residuals\n",
    "})\n",
    "\n",
    "# Display the DataFrame\n",
    "print(\"\\nDetailed Fit Results:\")\n",
    "display(df)\n",
    "\n",
    "# Plotting Original vs Reconstructed IOIs and other subplots\n",
    "plt.figure(figsize=(8, 18))  # Adjust figure size for vertical alignment\n",
    "\n",
    "# Subplot 1: Original vs Reconstructed IOIs\n",
    "plt.subplot(3, 1, 1)\n",
    "plt.plot(data, label='Original IOI', marker='o')\n",
    "plt.plot(reconstructed_data, label='Reconstructed IOI', marker='x')\n",
    "plt.title('Original vs Reconstructed IOIs')\n",
    "plt.xlabel('Data Point Index')\n",
    "plt.ylabel('IOI Value')\n",
    "plt.legend()\n",
    "plt.grid(True)\n",
    "\n",
    "# Subplot 2: Residuals\n",
    "plt.subplot(3, 1, 2)\n",
    "plt.bar(range(len(residuals)), residuals, color='orange', edgecolor='black')\n",
    "plt.axhline(0, color='gray', linewidth=0.8)\n",
    "plt.title('Residuals')\n",
    "plt.xlabel('Data Point Index')\n",
    "plt.ylabel('Residual Value')\n",
    "plt.grid(True)\n",
    "\n",
    "# Subplot 3: Multiplier vs Residuals\n",
    "plt.subplot(3, 1, 3)\n",
    "plt.scatter(df['Multiplier'], df['Residual'], color='orange', edgecolor='black')\n",
    "plt.axhline(0, color='gray', linestyle='--', linewidth=0.8)  # Adding a line at y=0 for reference\n",
    "plt.title('Multiplier vs Residuals')\n",
    "plt.xlabel('Multiplier')\n",
    "plt.ylabel('Residual')\n",
    "plt.grid(True)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  }
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