AnalyseData_29_11.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "id": "initial_id",
   "metadata": {
    "collapsed": true,
    "ExecuteTime": {
     "end_time": "2024-12-04T23:27:34.384329Z",
     "start_time": "2024-12-04T23:27:34.381306Z"
    }
   },
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import scipy.optimize\n",
    "import uncertainties as u\n",
    "import re"
   ],
   "outputs": [],
   "execution_count": 98
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T16:15:06.871817Z",
     "start_time": "2024-12-04T16:15:06.869289Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Measurement Information\n",
    "\n",
    "N_MEASUREMENTS = 100\n",
    "N_POINTS = 5000000"
   ],
   "id": "1df8c79e5ab68c22",
   "outputs": [],
   "execution_count": 2
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T16:15:08.073523Z",
     "start_time": "2024-12-04T16:15:08.071065Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Obtain Files\n",
    "# For 28/11 data, channel 1 and 2 show the same thing for each directory\n",
    "\n",
    "calibrationDirectory = r\"/users/laratatli/PycharmProjects/laser-spec/calibration_data_28_11/\"\n",
    "spectrumDirectory = r\"/users/laratatli/PycharmProjects/laser-spec/spectrum_data_28_11/\""
   ],
   "id": "6197e9b75e50fb5d",
   "outputs": [],
   "execution_count": 3
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T16:20:23.622685Z",
     "start_time": "2024-12-04T16:20:23.618434Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Obtain spectrum scale values\n",
    "\n",
    "with open(spectrumDirectory + \"ch1_paramiters.txt\", \"r\") as file:\n",
    "    lines = file.readlines()\n",
    "    \n",
    "scale_factors_spectrum = {key: [] for key in [\"XZERO\", \"XINCR\", \"YZERO\", \"YMULT\"] }\n",
    "\n",
    "for line in lines:\n",
    "    for key in scale_factors_spectrum:\n",
    "        match = re.search(rf\"{key} ([\\dE.+-]+)\", line)\n",
    "        if match:\n",
    "            scale_factors_spectrum[key].append(float(match.group(1)))\n",
    "\n",
    "#print(\"Scaling factors:\", scale_factors) # use this to check scale factors are consistent across all runs\n",
    "\n",
    "for key in scale_factors_spectrum:\n",
    "    print(key, scale_factors_spectrum[key][0]) # return scale factors assuming the check above passes"
   ],
   "id": "47946f232c95dfb6",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "XZERO -0.093\n",
      "XINCR 4e-08\n",
      "YZERO 0.065\n",
      "YMULT 0.0008\n"
     ]
    }
   ],
   "execution_count": 21
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T16:20:24.113319Z",
     "start_time": "2024-12-04T16:20:24.109266Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Obtain calibration scale values\n",
    "\n",
    "with open(calibrationDirectory + \"ch1_paramiters.txt\", \"r\") as file:\n",
    "    lines = file.readlines()\n",
    "    print(lines)\n",
    "    \n",
    "scale_factors_calibration = {key: [] for key in [\"XZERO\", \"XINCR\", \"YZERO\", \"YMULT\"] }\n",
    "\n",
    "for line in lines:\n",
    "    for key in scale_factors_calibration:\n",
    "        match = re.search(rf\"{key} ([\\dE.+-]+)\", line)\n",
    "        if match:\n",
    "            scale_factors_calibration[key].append(float(match.group(1)))\n",
    "\n",
    "#print(\"Scaling factors:\", scale_factors) # use this to check scale factors are consistent across all runs\n",
    "\n",
    "for key in scale_factors_calibration:\n",
    "    print(key, scale_factors_calibration[key][0]) # return scale factors assuming the check above passes"
   ],
   "id": "8d27e5ff469a1b4",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 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0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 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0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n', ':WFMOUTPRE:BYT_NR 1;BIT_NR 8;ENCDG BINARY;BN_FMT RI;BYT_OR LSB;WFID \"Ch1, DC coupling, 5.000mV/div, 20.00ms/div, 5000000 points, Sample mode\";NR_PT 5000000;PT_FMT Y;PT_ORDER LINEAR;XUNIT \"s\";XINCR 40.0000E-9;XZERO -93.0000E-3;PT_OFF 0;YUNIT \"V\";YMULT 200.0000E-6;YOFF -103.5000;YZERO 0.0E+0;DOMAIN TIME;WFMTYPE ANALOG;CENTERFREQUENCY 0.0E+0;SPAN 0.0E+0;REFLEVEL 0.0E+0\\n']\n",
      "XZERO -0.093\n",
      "XINCR 4e-08\n",
      "YZERO 0.0\n",
      "YMULT 0.0002\n"
     ]
    }
   ],
   "execution_count": 22
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T16:22:19.367805Z",
     "start_time": "2024-12-04T16:22:19.362635Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Assign scale factor variables\n",
    "\n",
    "SPECTRUM_XZERO= scale_factors_spectrum[\"XZERO\"][0]\n",
    "SPECTRUM_XINCR= scale_factors_spectrum[\"XINCR\"][0]\n",
    "SPECTRUM_YZERO= scale_factors_spectrum[\"YZERO\"][0]\n",
    "SPECTRUM_YMULT= scale_factors_spectrum[\"YMULT\"][0]\n",
    "\n",
    "CALIBRATION_XZERO= scale_factors_calibration[\"XZERO\"][0]\n",
    "CALIBRATION_XINCR= scale_factors_calibration[\"XINCR\"][0]\n",
    "CALIBRATION_YZERO= scale_factors_calibration[\"YZERO\"][0]\n",
    "CALIBRATION_YMULT= scale_factors_calibration[\"YMULT\"][0]\n",
    "\n",
    "print(SPECTRUM_XZERO)\n",
    "print(SPECTRUM_XINCR)\n",
    "print(SPECTRUM_YZERO)\n",
    "print(SPECTRUM_YMULT)\n",
    "print(CALIBRATION_XZERO)\n",
    "print(CALIBRATION_XINCR)\n",
    "print(CALIBRATION_YZERO)\n",
    "print(CALIBRATION_YMULT)"
   ],
   "id": "7ded5e2987d66ab0",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-0.093\n",
      "4e-08\n",
      "0.065\n",
      "0.0008\n",
      "-0.093\n",
      "4e-08\n",
      "0.0\n",
      "0.0002\n"
     ]
    }
   ],
   "execution_count": 23
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T21:39:38.416380Z",
     "start_time": "2024-12-04T21:39:35.699268Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Calculate the mean and standard deviations of both data sets\n",
    "\n",
    "#calculating means\n",
    "mean_spectrum_unscaled = np.zeros(N_POINTS)\n",
    "mean_calibration_unscaled = np.zeros(N_POINTS)\n",
    "\n",
    "#sum values\n",
    "for i in range(N_MEASUREMENTS):\n",
    "    mean_spectrum_unscaled += np.fromfile(spectrumDirectory+\"ch1_{}.bin\".format(i), dtype='int8')\n",
    "    mean_calibration_unscaled += np.fromfile(calibrationDirectory+\"ch1_{}.bin\".format(i), dtype='int8')\n",
    "\n",
    "#divide by number of values to obtain mean\n",
    "mean_spectrum_unscaled = mean_spectrum_unscaled/N_MEASUREMENTS\n",
    "mean_calibration_unscaled = mean_calibration_unscaled/N_MEASUREMENTS\n",
    "\n",
    "print(mean_spectrum_unscaled)\n",
    "print(mean_calibration_unscaled)\n",
    "print(len(mean_spectrum_unscaled))\n",
    "print(len(mean_calibration_unscaled))\n",
    "\n",
    "std_spectrum_unscaled = np.zeros(N_POINTS)\n",
    "std_calibration_unscaled = np.zeros(N_POINTS)\n",
    "\n",
    "\n",
    "#sum deviations squared\n",
    "for i in range(N_MEASUREMENTS):\n",
    "    std_spectrum_unscaled += (np.fromfile(spectrumDirectory+\"ch1_{}.bin\".format(i),dtype='int8')-mean_spectrum_unscaled)**2\n",
    "    std_calibration_unscaled += (np.fromfile(calibrationDirectory+\"ch1_{}.bin\".format(i),dtype='int8')-mean_calibration_unscaled)**2\n",
    "\n",
    "#divide by the degrees of freedom - obtains variance\n",
    "std_spectrum_unscaled = std_spectrum_unscaled/(N_MEASUREMENTS-1)\n",
    "std_calibration_unscaled = std_calibration_unscaled/(N_MEASUREMENTS-1)\n",
    "\n",
    "# calculate square root\n",
    "std_spectrum = np.sqrt(std_spectrum_unscaled)\n",
    "std_calibration = np.sqrt(std_calibration_unscaled)\n",
    "\n",
    "print(\"std spectrum =\", std_spectrum)\n",
    "print(\"std calibration =\", std_calibration)\n"
   ],
   "id": "68c1d1826ffed568",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[-10.78 -10.49 -10.51 ...  -7.31  -7.58  -7.52]\n",
      "[-0.96 -3.8  -1.34 ... -2.86 -1.94  0.57]\n",
      "5000000\n",
      "5000000\n",
      "std spectrum = [3.12558681 2.90069654 2.86566226 ... 2.94630397 2.75306991 2.02748787]\n",
      "std calibration = [9.68380925 8.79049073 7.90884941 ... 8.19092871 8.00734511 9.43264801]\n"
     ]
    }
   ],
   "execution_count": 75
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T21:39:40.979785Z",
     "start_time": "2024-12-04T21:39:40.957331Z"
    }
   },
   "cell_type": "code",
   "source": [
    "#generate unscaled time data - we need to do this as oscilloscope itself doesn't\n",
    "\n",
    "spectrum_time_unscaled = np.arange(0, N_POINTS)\n",
    "calibration_time_unscaled = np.arange(0, N_POINTS)\n",
    "spectrum_time_unscaled = np.arange(0, N_POINTS)\n",
    "calibration_time_unscaled = np.arange(0, N_POINTS)"
   ],
   "id": "4ec8dfed71982e0d",
   "outputs": [],
   "execution_count": 76
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T21:39:41.751030Z",
     "start_time": "2024-12-04T21:39:41.701892Z"
    }
   },
   "cell_type": "code",
   "source": [
    "#scaling data (check programmer handbook for guide on this, essentially it's a linear transformation)\n",
    "\n",
    "mean_spectrum = (SPECTRUM_YMULT * mean_spectrum_unscaled) + SPECTRUM_YZERO\n",
    "\n",
    "mean_calibration = (CALIBRATION_YMULT * mean_calibration_unscaled) + CALIBRATION_YZERO\n",
    "\n",
    "spectrum_time = (SPECTRUM_XINCR * spectrum_time_unscaled) + SPECTRUM_XZERO\n",
    "\n",
    "calibration_time = (CALIBRATION_XINCR * calibration_time_unscaled) + CALIBRATION_XZERO\n",
    "\n",
    "std_spectrum = (SPECTRUM_YMULT*std_spectrum_unscaled) + SPECTRUM_YZERO\n",
    "\n",
    "std_calibration = (CALIBRATION_YMULT*std_calibration_unscaled) + CALIBRATION_YZERO"
   ],
   "id": "1de37ef1ff0b2a46",
   "outputs": [],
   "execution_count": 77
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T21:39:45.171306Z",
     "start_time": "2024-12-04T21:39:42.713081Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Testing figures\n",
    "\n",
    "plt.figure(figsize=(10,8))\n",
    "#plt.plot(spectrum_time, mean_spectrum)\n",
    "plt.scatter(calibration_time, mean_calibration)\n",
    "plt.xlabel('Time (s)')\n",
    "plt.ylabel('Voltage (V)')\n",
    "plt.show()"
   ],
   "id": "3b322df4708c0749",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x800 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 78
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T21:40:43.928418Z",
     "start_time": "2024-12-04T21:40:43.791618Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# TIME-AVERAGING THE SPECTRUM DATA\n",
    "\n",
    "#work out averages by grouping\n",
    "\n",
    "N_GROUPS = 5000\n",
    "group_step = N_POINTS//N_GROUPS # calculating group sizes\n",
    "\n",
    "if N_POINTS % N_GROUPS != 0:\n",
    "    print(\"Warning: data points do not divide evenly into groups.\")\n",
    "\n",
    "mean_spectrum_time = np.zeros(N_GROUPS)\n",
    "weighted_mean_spectrum = np.zeros(N_GROUPS)\n",
    "err_mean_spectrum = np.zeros(N_GROUPS)\n",
    "\n",
    "# weighted mean calculations: page 66 hughes & hase\n",
    "w = 1 / (std_spectrum / np.sqrt(N_MEASUREMENTS - 1))**2\n",
    "x = mean_spectrum\n",
    "\n",
    "if np.any(std_spectrum == 0):\n",
    "    raise ValueError(\"Standard deviation contains zero values, which would cause division by zero.\")\n",
    "\n",
    "for i in range(N_GROUPS):\n",
    "    # start_idx = i * group_step\n",
    "    # end_idx = min((i + 1) * group_step, N_POINTS)\n",
    "    # mean_spectrum_time[i] = np.mean(spectrum_time[start_idx:end_idx]) # calculates average of spectrum_time for each group\n",
    "    # weighted_mean_spectrum[i] = np.sum(x[start_idx:end_idx] * w[start_idx:end_idx]) / np.sum(w[start_idx:end_idx]) # weighted mean of the spectrum for each group\n",
    "    # err_mean_spectrum[i] = np.sqrt(1 / np.sum(w[start_idx:end_idx])) # error in weighted mean\n",
    "    mean_spectrum_time[i]=np.mean(np.array(spectrum_time[i*group_step:(i+1)*group_step]))\n",
    "    weighted_mean_spectrum[i]=np.sum(x[i*group_step:(i+1)*group_step]*w[i*group_step:(i+1)*group_step])/np.sum(w[i*group_step:(i+1)*group_step])\n",
    "    err_mean_spectrum[i]=np.sqrt(1/np.sum(w[i*group_step:(i+1)*group_step]))\n",
    "\n",
    "\n",
    "plt.plot(mean_spectrum_time, weighted_mean_spectrum)\n",
    "#plt.errorbar(mean_spectrum_time, weighted_mean_spectrum, yerr=abs(weighted_mean_spectrum/np.sqrt(N_GROUPS-1)), capsize=3)\n",
    "plt.fill_between(\n",
    "    x=mean_spectrum_time,\n",
    "    y1=weighted_mean_spectrum + err_mean_spectrum,\n",
    "    y2=weighted_mean_spectrum - err_mean_spectrum,\n",
    "    alpha=0.5,\n",
    "    color='yellow'\n",
    ")\n",
    "\n",
    "plt.xlabel('Time')\n",
    "plt.ylabel('Voltage')\n",
    "plt.show()\n",
    "\n",
    "print(weighted_mean_spectrum)\n",
    "print(len(weighted_mean_spectrum))\n",
    "print(err_mean_spectrum)\n",
    "print(len(err_mean_spectrum))"
   ],
   "id": "7805ae6d0afacd2c",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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4gcmTJ3P22Wcn5BqFaCnfSgzfHCAtDe2SAEivqp3+yetVztR4M9EDmQMUGW0zVHOdDJA7NTJACQ2ALr30Ug4fPsycOXMoKipi6NChLF26VJvovGfPnqC5O+PGjePVV1/ltttuY/bs2fTp04clS5YwaNAg7ZyDBw8yc+ZMiouL6dChA9OmTeP222+P+7UJES3OekNgvgyQCQmA9KkqIACqcEgAFDvu2g97UyeKOhRFobbr0TJA/knQEgBFxYwZM5gxY0bIx1auXFnv2JQpU5gyZUqDz3f99ddz/fXXR6t5IopS408m/uoOgfkyQB6vAZenWtugUOhHtUsyQPHxL+BH4E5A6gBFwjf/B8BSmwFKtSGw1LgKIVJY3SEwe0DE43DL/BE9qg7KACX8PjSF7W7wERkOa5zvxgvAYrQB/r3AHCmy9kICICGSnL8YWXAGCKDGJQGQHgUOgVU7paK3SD5BAZC2CkwyQEKIOPJvSKj+32AwYDWrA4oOd2rsypxuAofAnB4pZxALuw5XcMZDg3l9bb52TLI+4QscAjMZfUNgqbUPYWpchdAFg0F6n+aoOwcIwK6NxUsApEfVTn/A45SCljEx+9+b+LHEzl/e7JnopuiSv9/xYjCo+zhKBkgIEVe+OzFrwGRnm7YaQwIgPQrKAMmebjFR46o/rCi3YOHTlsCbvEBwBqhGMkBCiHhwhsoA+apBu6W4pB755nUBuDwGJAMkko3W75gVfAFQcBV6/UuNqxAihbmDOiKVdifmkm0U9Mi3sg8kAxRPikwCClvgEBjU7gYflAHS/89SAiAhkpx/P57ADJBvMqJkDvTI6a47CVoCoGjT/9tzYvkCILX8Ru1mqEEZIP2vXJQASIgk5++I/B2O707M4ZIASI/cXv9rKZOg4ycwKJJkUOP8q08DMkCWwFVg+s8+SwAk4kYqQTdP3TpAEHAn5pZeXI8Ca6yoAZDM5RLJxekOzDyr/Y2/ErSJVAjaJQASIsn5x+L9x7Sx+BSZjJhuggIgjxFFkT3d4kGyPuELOQfIEtjvSAAkhIgxf0fkj4BsKVaPI90EBkDq/6WcgUguoeYA2YMKIer/d1Z6TyGSXKgAyN8RycCiHrk9wakIpwRA0Rcq3SMZoLD5F1940YbAtKF3I6D/bXgkABJxY5D36mbx1wHyb5rpL4QoP1Q9qpsBcko9p7hTZFZio4Ir0AdngDxeAy5PVaKaFjUSAAmR5LSOyBwQAJl9d2LSieuRs94QmARA8aBICihs/n6nfgYIwOGWAEiIZpHJiOFza2PxAUNgkgHStXpDYG79LylONtLFtExw+Q1D7ecBAZBL/xP3JQASIsn5x+LrZ4AkANInV50AyCEBUFzIjVf4nCEKsBqNBqxmtc+pcUsAJISIMX8dIIt2LLggmdCbugGQUyp6iyTjcvsKIQb/rmrD75IBEiJ8Mgm6efwZIH8A5M8AyZ+wHrm0nbbV/zs9kgGKB0kAhS+4DpCfXSvBIQGQECLGtLF4s2SAUoHHq+DbCzXTpv7r9kgGKN5kOKxxwXWA/PwLMPRfukF6TyGSmNerUJuJxmy0acftUghRtwKXwGfWvo5OCYCiTgKclnEG1QHy8y/A0P/KRek9hUhiroBNMy1mq/a5Lagiq/53ZU4nQQGQzVh7THaDjwdFoqKwuUNswQOBfY8EQEKEzSAj8BELnCxrNdXPADlcqbErczoJXAKfWTsJyCWToEWS8dcBqjsE5guA9N/vSAAkRBLzrcQAsJjqZ4BqJADSHd8bi9GgaK9j3crQIjbkFix8/on6wT81/xCY/n9nJQASIon5hsCMBgWT0a4dtwftyaP/VHQ6cdXOgDabvNr+bnUrQ4uWa6rqswRDjXMGbYXh558Erf/wQf9XIHRJlsSHx3cXZjZ5AX8GyH8XZkIyQPriy+pZTQoWk8wBiieZAhQ+fx2g4OPaCtQUKMIqAZBICOmIwuNwqW+MNnNwABR8F6b/XZnTidvrr6/iD4AS2aI0JX1Qo/zL4IOPp9I+hBIACZHEfOPsdosX8G+F4c8AGYHKBLRMNJfT7cvqKVjNvgBIuuJoC3WTFTgsJvFP41whtsKAwL4n7k2KOvmrE/Gj/xuGuKtxq6kBu8VDYACkVYJ2G1EUCYD0xJcBChwCc6bA3bRILc4Gl8FLBkgIEQc1tWMjdrMX8PdEttpeSVEMuDwSAOmJb2ghcBK026v/NxNdCEhmKIr8zBvT0FYYNq0Kvf5/fhIACZHEHLVDYLY6Q2C+uzCAGndVvJslWsA3BGYxKVoA5EqBN5Nk09Q8QxkCa5y7gVVgdm0fQv3/zkoAJOJG/38u8efwDYGZPQRlgMxGbSWdwyUBkJ74hsDMRgWrNgla/jriQYKe8GnZZ0vw76aWAUqBbXj0fwVCpLCGJkEbDIaAHeH1vytzOvFvbhtYB0gCoHiTlaiNq9YCoOBJQIHzD/VO/1cgRArz34UFzwGCwMmIEgDpSeDqGotZMkDxJEFP+Kqd6vYsmVZz0PHgDJC+f6ASAAmRxGq0OkDBQ2AQuBzVEe9miRbQJkEb/RkgCYDiT99v3bHnywBlWCxBx/03XvovwioBkIgbqf4cuRp34CToOmPx2qaEEgDpiW8zVKtZwWpSX1MphBh9oQKcoDpAEgE1qrp2+D3Dag06HlyDTAIgIUSMOILmAAXz7wgf1yaJFnIGZYCkDpBITlXO2gyQ1RZ0PLgKvb47HwmAhEhiWiFEc6gAqPZOLAUmI6YTV8DyYousAourwKyPIutSG+TxKlq5hgyLPegxyQAJ0QzS3UTOPwm6fr5euxNLgXoc6cStTYL2yiToGFKkEFCz1QSMyWZYGssA6Xv4XQIgETcGg/Q4kfItg7eZ6//s/BkgefPUk8AMkH8OkHTFInlUBwRANnNG0GP+DJAJ0HcNMvmrEyKJOcLIAKXCpoTpJGgZvG8OkGSA4kJp4HMRrNo3/8fiwWjMDHosOANUHe+mRZUEQCJupIuPnMPtmwQdIgDS6nHIT1ZP/HuBKZh9c4BkHlfcySqwhmlL4K0eIDgDJAGQECIu/HOA6j9mN8sQmB759liyBg2ByWsYD03OCxJAcAYIQk+CVgshSgAkhIgRbRVYyAyQTILWI2ftEJjZRMAqMOmK401ioYb5t8HwAKELITo9RrxemQMkRFikEGLk/JWgQ0yCNssyeD1yh1gGL3OA4kOCnvD4MkCZ1voBUODeYHrfhkd6ThE30sVHTguA6mxIqB7zZYDqPyaSV+g6QNIVx5vUAWqYfxuMhjNAIAGQEM0iN2LhqXGpGxLazdZ6j0kGSJ+0ITAjWM0yByhWmiwDJJ1Qg3wZILvVCwT3PWaTEbNR/X2tcTnj3bSokp5TxI/08RHzZYAy65SjB38GSK3IKvTCra0CC5gD5DYA9at9C5EIVUEZIHO9x/0rwSQAEkLESKU2Fp9R7zF70HJUefPUC7c3VB0gIyA7osZa8FYYoiE1QXOA6mefteF3CYCEaJgsO22ZKqca2GTaQgRAQctRpRqiXmh1gIz+DJDbawDcCWxV6lGaCHGka2pY8Cqw+mGCNvzu0ne/IwGQiKnATsYg91wRcXm82oaEWSEyQP67MMke6EngXmDWoCEweQ1jramgSKj8k6BD/7y0IqxufWeeJQAScSPL4CNT5fS/IWZas+s97r8LMyHZA/1we/2VoC3mwL3AJACKL+mQGuJfBh86wPFvw6PvEELfrRdJT+63mq/KqQY1ZqMXq7l+ABQ8CVoCIL1waavAgucAKYq+d9bWAxn2Co9WCdraRAZI50VYJQASMSVzgJqvKmgiYla9x30ZIHUITN+TEdOJLwMUOAlaPS4BUDxJ19Sw6kY2YQb/Agy9l+DQd+tF0gv889H3vUL8VTnUTijL5gFCLYP3DYEZAX0XJEsnWgbIpGhzgNTj8hpGU6gAR3aDD49/DlDoxyUDJEQYgiZB6/tvJe4qa4fAMq1uQi5FDVoGL2+eeqHVATIasZj8fxQunVfVFanDPweogSEwre/Rd6cuAZAQSapKC4DqV2MF/zJ4NQMkwyd64R8CM2IyGrQbA6dkgGIucEhehsAa5h8CCz0J2t/3SADUIk8//TTdu3fHbrczZswY1qxZ0+j5b7zxBv3798dutzN48GDef//9oMcrKiqYMWMGnTt3JiMjgxNOOIEFCxbE8hJEIwKXnUoGKDKVjiaKkQVlgCQA0gv/EJgJg8GAb5s3l0dew2hqKr6R+Kdh1bU3XxnW0PsMSgYoChYvXszMmTOZO3cu69evZ8iQIUycOJFDhw6FPP+LL75g6tSpXHXVVWzYsIHJkyczefJkvvvuO+2cmTNnsnTpUv71r3+xZcsWbrzxRmbMmMG7774br8sSAeQuq/l8aWh1DlBjGSATiiLZA73QdoM3qq+fVgtIAiCRJKpr9yDMsNSfewhg11agSgDUbI888ghXX30106dP1zI1mZmZLFy4MOT5jz/+OJMmTeKWW25hwIAB3H333QwfPpynnnpKO+eLL77giiuu4PTTT6d79+5cc801DBkypNHMksPhoKysLOhDiETzzwEKXY3Vtwwe9L8rczrx1wFSAyDfPCAJgGIvaBK0ou8371jyzwEKHQDZtBWo+v4ZJiwAcjqdrFu3jgkTJvgbYzQyYcIEVq9eHfJrVq9eHXQ+wMSJE4POHzduHO+++y779+9HURRWrFjB9u3bOfvssxtsy7x588jLy9M+unTp0sKrEz5SCbr5fMvgs6yhC+T5lsGD/vfkSSfaVhi1AZDZlBr7KumN9EYN8/U9dkv9CvRQd/hdvxLW+pKSEjweDwUFBUHHCwoKKCoqCvk1RUVFTZ7/5JNPcsIJJ9C5c2esViuTJk3i6aef5rTTTmuwLbNmzaK0tFT72Lt3bwuuTDRE5gBFptLhG4cPPRHRYjJgrP2ZOlySPdALbSuM2iEwbU83t7yGsSZD8k1TFEXbhDnbVr/+GAQPv+tZ/X3ude7JJ5/kyy+/5N1336Vbt258+umnXHfddXTs2LFe9sjHZrNhs4VO9YmWkb13mk/LANlCB0AGgwGb2Ui1yyvZAx3x7QZvNqndb2btm0mVQ17DaGqqCKsEQ6E53F5qk5Rk2epXoIfUyQAlLADKz8/HZDJRXFwcdLy4uJjCwsKQX1NYWNjo+dXV1cyePZt///vfnHvuuQCceOKJfPPNNzz00EMNBkAidqSTaT7/MviGf4h2ixoA6X1X5nTiGwKz1A6BZVjVbrjKKa9h7EmH1BRf5hlC70EIAVlL2QuseaxWKyNGjGD58uXaMa/Xy/Llyxk7dmzIrxk7dmzQ+QDLli3Tzne5XLhcLozG4MsymUx4vfretVavpLtpvkptDlDDP0WbtiGqvHnqhceXATKqgU+WTf3Xt/JGiETyZZ4zLB5MxpyQ50gGKApmzpzJFVdcwciRIxk9ejSPPfYYlZWVTJ8+HYBp06bRqVMn5s2bB8ANN9zA+PHjefjhhzn33HNZtGgRa9eu5dlnnwUgNzeX8ePHc8stt5CRkUG3bt345JNPePnll3nkkUcSdp3pTPYCa74qRzgZIN/8EXnz1At/HSC1+82wqP8G3nmL2AjsjqRrCq2i9vdQLb/ReAZILcKqoNeNjhIaAF166aUcPnyYOXPmUFRUxNChQ1m6dKk20XnPnj1B2Zxx48bx6quvcttttzF79mz69OnDkiVLGDRokHbOokWLmDVrFpdddhlHjx6lW7du3HvvvVx77bVxvz4RTCZBR0bbDNUWehUYBHZE8uapF745QBbfHKDaYnNVTvkDiSaJb5rHN/SeZXMTag9CqJsBcgMNbBqW5BI+CXrGjBnMmDEj5GMrV66sd2zKlClMmTKlwecrLCzkxRdfjFbzRAvJZqjNp3VE1oZ/cv6OSAIgPVAURZtgajaqxS2zbL4ASN/DCXoQvBmq9EihVARVoG8gALIEBkAe9BoAyV+ciKngzVDlniwS/kKIDa9Q9O8IH5cmiRbyDX8BmE3qm4ZvCEwCoPiSIbDQfEPv2baGAyC7OXAITL83X/IXJ2JLOplm888BCl2MDFJnMmK6cAcsxrDUBkC+IbBqGQKLrhB9jwQ9TQueAxR6kCg4AyQBkBAhSR2g5vPPAcps8JzgyYgi2QVlgGpXgfk2nKyUACiuJBgKzV+B3k1DExdsQRkg/aafpdcUcSPde/gURQnoiBoOgHwZIAmA9MG3ESqAxaTOAcrNUDNBpdX6rqqrB3JD1rTgDFBo9qAMkH4rmEuvKWJK7rKax+nx4q59r8xsoBw9BC6Dl/BSD3wrwExGLwaDGgDlZ6n/HqmwAFKvLF6kawrNX4C14d/F4AyQfjdilgBIxNRHW/yVu2UZfPiqHP67r0xL6Foc4L8Tq3HJD1cPtI1QjQq+lTNts9WJpkcqrUBlglqWHqQOUNMqHb59wBopwBqQAVIUCYCECGlXiXTozeFbAWY1ezGbQldjBf+dmGSA9EHbCNWk4Jtgmp+tZoBKyq1AeYJalnokvmmeSm0IrOkK9IpiwOWRAEiIiEiF6MZVB01ElAxQqvCtAjOb6meAKp1mqp2liWpa2pE6QKFVaoUQGx4C8/U7ADVuCYCECMnQwOeicb59wNRxeHuD50kGSF+0bTCMXnwZoFy7mdqFYJRUFDfwlSIalOBKiCKESkdg3xOa1WTUpjQ4XBIACdEk6W/C55uImGH1ANYGz9NWY0gGSBeCh8DUqMdgMNAuR80GHQ4KgIqBn+LbwBQiWebm8VegbzgAMhgM2Mxqn1PjSrNVYMePH+f5559n1qxZHD16FID169ezf//+qDZO6J90Qc1T7QwsR99YAFS7GsMtS6j1wBU0BObvfvNz1GGww+VHtWPVzv8DnkDdakBEyhuqEGJAjyR9U2jVLt/NV8MV6CGwCKsz5m2KlYgDoI0bN9K3b1/uv/9+HnroIY4fPw7A22+/zaxZs6LdPiHSkq8GUIal8X12pA6QvmgZIKM/AwTQLlut9n24XC0q9/HWYgbM6cffVxYgE6Obx9tEBkgSRKFp2WdLw0PvEFiENY0yQDNnzuTKK69kx44d2O3+H9DPf/5zPv3006g2TqQW6XDCVx00B6jh4S1fJ+SUrTB0wVcI0WzyEtj9tstRA6CSCvXYC6t2AfDA0oHA8Xg2MWV4Q6SApA9qmr/vaTwA8meA0qgS9Ndff83vf//7esc7depEUVFRVBolUofMTGmealfgEFjDZC8wfXF5fZOg62SAtCEwE6Cw92iV9piiSAaoOUINgQWSWCg0LftsbbgAKwQuwEijAMhms1FWVlbv+Pbt22nXrl1UGiVSh3QyzePrhOyWxisDB1dklZ92svNlgAInQUNgAGQBqimr8b+plFVLLa3maGoITIRW7VJ/R5sKgLQq9K402gz1/PPP56677sLlUv9ADQYDe/bs4a9//SsXX3xx1BsoRDqq1srRN96JB2eA9NsRpQttGXydSdDtamsBHa6woSillNf4M3+HK47FtY2p4lB543NTFEXy03V5vApOt/o7mmlpuAArBGaA9NvvRBwAPfzww1RUVNC+fXuqq6sZP348vXv3Jicnh3vvvTcWbRQpQu7HwlflbLoWBwSXpJfVQslPK4TY4BCYnQpHGQF7pnK4XAKgaAnaCiNxzUhavgnQEH4GqEbHGSBzpF+Ql5fHsmXLWLVqFRs3bqSiooLhw4czYcKEWLRPiLRU5fKNwzeVAfKloSUDpAf+OkDBk6DbawGQjeNVwXN+jlbKEJiID98EaKNBwWZuKgOk//mHEQdAPqeccgqnnHJKNNsiUpAkmZvHvxIjkiEw/U5GTBfaZqim4Nc1v3YIzOE2se/YkaDHKh36XWacbILqAEkKqB7f4osMiweDIaPRc4Ozz/oUcQD0xBNPhDxuMBiw2+307t2b0047DZNJCrOJ4DSzjLmHr1pbidH4sJY2EVECIF1wB60C88uwmsixGSl3ePnhUBmQqT1W4dDvG0wyk/invqqgfqfhAqwA9qAFGPoUcQD06KOPcvjwYaqqqmjdujUAx44dIzMzk+zsbA4dOkTPnj1ZsWIFXbp0iXqDhUgHVb5qrJbG/0SDM0D63ZMnXQSvAgvWLsdGuaOaHw45CAyAqpxy4xAtkvVpXPDcw8YDIFsKbMMTceh23333MWrUKHbs2MGRI0c4cuQI27dvZ8yYMTz++OPs2bOHwsJCbrrppli0V4i0UO1UszmZ1oarQIN/DpDHa8DtqWr0XJF4/lVg9Se35+eohed2HArOnksGKEYkGKqnxhVYgb6JAMiXAdLxRswRZ4Buu+023nrrLXr16qUd6927Nw899BAXX3wxu3bt4oEHHpAl8aIe6W/C598MNby7MIAadzXZMvKcZMqAHHyz4XyrwCzGUBkgNQD64VBwBd5KCYCiRvqgxgUPgTX+e+fre2rSKQN08OBB3CHW/bvdbq0SdMeOHSkvl+qlIlzSLdWlTYJuYj8eq8n/J+xwyRBYMlGUI8A8YKN2LLgOUDBfLaBD5cFBb7WO32CSmSJLNOqp0uqPNV1Sw67VAdLvzzHiAOiMM87g97//PRs2bNCObdiwgT/84Q+ceeaZAGzatIkePXpEr5VCt/oWZCe6CbrkH4tvfCWG0WjAalI7IIdbAqBk8vtXNnDy/GGUVu3SjrkbC4BybHX+r+6yredVNslGUWQVWGOqw6w/Bmk6B+iFF16gTZs2jBgxApvNhs1mY+TIkbRp04YXXngBgOzsbB5++OGoN1boT0GOP4MhHU74tOWo1swmzgSb2RcAyXLpZLHnSBUfbnaw/3gWK7c7teONDoFlBwdAHfLUr9PzKhuhL75+p6kteCBgFZiOA/SI5wAVFhaybNkytm7dyvbt2wHo168f/fr1084544wzotdCoWvhxTwKUjEoWLXTtx9PGAGQRV0+LRmg5LH/eLX2+Z4j/sC0sSGw/Jzgoa/CXCcbkQxQrMgNWX1VYdYfg8AMkH5/P5tdCLF///70798/mm0RKS8gG5TAViQ7t8dLbT9EpqXxcvTgW43hxuFyNnmuiI8jlY6Az/3BkFsrhFj/a/LrZIA6tlL/9W90KzcJLaU08LlQRTQEZg6sQaZPzQqA9u3bx7vvvsuePXtwOoM73UceeSQqDROpIfguq6EOXLqiQL5tMAAyrE3PofJXZJVCiMniSIW/Xyyp8HezvkKIoYbA6gZAhXnqDYPDZULd563Z96tChMWXAbJbmu6T7doqsDQKgJYvX875559Pz5492bp1K4MGDWL37t0oisLw4cNj0UaRMqobOC4BUKDg/XganwQNgXdikgFKFkcq/a/F8Sp/N+tqJAPUNjt4CKxDXh7gqr3DdiMBUMsFbYYqlenr8c0BijwDpM8MZcSh26xZs7j55pvZtGkTdrudt956i7179zJ+/HimTJkSizYKHVMkuImYfxzeg8HQeB0gCNwQVTJAyeJIhX8IrMppxrdRrdOtvrFYzfX/Lmx1oqKOrfIA3x22bHQbbdIz1VetLYMPYxJ0UAao6fOTUcQB0JYtW5g2bRoAZrOZ6upqsrOzueuuu7j//vuj3kCROh5f3rGBR6QrClQdwX48EFiRVd4kk0XgEFiV0wSo//dlgKwhJkHXZTerE+D9GSDRctLXNMZfCLHpbI6v33Hq+Pcz4gAoKytLm/fToUMHdu7cqT1WUlISvZaJlBCYct51uKHhHOmUAlVr+4B5CWfYw+bbENXVdPEyER/lDn82rtplAtSMkNMXADXwst5wVlcA/vyz77Bb1PlfNdocIBFNsgqsvuraLHJTexBC3QyQPgOgiAeVTzrpJFatWsWAAQP4+c9/zp///Gc2bdrE22+/zUknnRSLNgqRVgKHwKDxvcCg7oaoIhn4snjq5yZAfWNxumsnQYfYCwzgxgkn8MsRr9C5dTl7j7YCfK+r1HhqmX1AZwl6muAfAgun3wmcA5QmAdAjjzxCRUUFAHfeeScVFRUsXryYPn36yAow0UzSKwWKZD8eCAyA9DcJMVX5snjgC4DUAKapITCDwUSXNlagNXaLmjGtcRlRlBoM8vK2wEGgc6IbkfT8fY+tiTPTNAPUs2dP7fOsrCwWLFgQ1QaJ1BJ+IUThUx2UAWpaKtTjSDU1AQFQlcuIolRgMPgnQVtCTIL2uwUwaK+rVzHg9jqwyEa3zXakwkvb7Dp1gKTbqcc//B7B4gu3EdBnEdaIe8yePXty5MiResePHz8eFBwJIZpHuwuzhBkApcCePKkmcAjM4zXi8qhZ8/AmQecBudrrClDjaqiEhAiHU6ZQhcVXgb6pPQjBn3l2e424PVUxbVesRBwA7d69G4+n/m+Tw+Fg//79UWmUSB1KWLdZcisWKJJaHJAauzKnmmpX8GtX7awEAgKgRjNAKqvJ3z07ZZ+3FlJ/7kF1gHRYtybW/ENg9ibOBHtAStLh1meAHvYQ2Lvvvqt9/sEHH5CXl6f93+PxsHz5crp37x7VxonUFRwXSQAUKJJaHBBYCVo69GRRNwCqclWTBzh8Q2Cmprteo9GA1aRmL2Sj25YxGr4HxgYdkyGw+ny/t5FkgED9/cxqetpQ0gk7AJo8eTIABoOBK664Iugxi8VC9+7dZQd4UY/0MZGLpBw9+DuiGhkCSwoer6Kt9vKpcqp3yP4hsPC6XpvZiNPjlQCohQy1PVF4Gen05PJ48VXSyLA0HQAFBug1Ln3OAQo7APJ61T/cHj168PXXX5Ofnx+zRol0I51SoEh2ZIbAyYgSACWDmoB6TDl2A+U1CtXO4DpAFnN4Xa/VbASHF6dsc9JC9Wd7SK8TrDrCPQghMEBP8QDI58cff4xFO0SqCquXka4oUCQ7MoPUAUo2gW8kbbLMlNe4qK69Q3a5I88Agezz1mK1NQSkp2mYr98xGb1YTZlhfY3NYqTc4aXGpc8MZVh/hU888UTYT3j99dc3uzFCCP9u8BnhZoC0VWASACWDam0I01M7l8JFlVMthOifBB1mAGTxbTcg+7y1hCFUBkiioSD+1afesPYgBF/22a3bIdqw/gofffTRsJ7MYDBIACSaQZ8b6cWKfxK01AHSI98QWIbFQ2btnhfVTl8laN8k6KYr7YJ/JZhD9nlrEV8RyeBVYCJQ8B6E4f1++osh6jNADysAkmEv0VyyG3zk/MvgwztfhsCSS7XLfyft21PJt7pGmwMU7hCYb583yQC1kPxtNMVXBDHcLXgg8OZLnwF6i34rFEWRWfVCRFlVbQbIbgn3LkwyQMmkpjbYsVs9ZNRmgKqc6mvj8qj9pdUc3pph/47b+nyDSRaK4psDpNQ7JlSBQ2DhZ4DU30+9ZoCa1WO+/PLLDB48mIyMDDIyMjjxxBN55ZVXot02kQLCi48liA7kHwILdxw+cA6QDCcmWmAGyLepZLXTiNvjxVv7q241hffaWrXsnpQybgkpeti04D0Iw9t3Re8ZoGZthnr77bczY8YMTj75ZABWrVrFtddeS0lJCTfddFPUGylST3DmUAKgQP5l8BEGQNquzGGOnYmYqA7YyiRDu0M2aNkfAIspsgyQwyUBUIv4sj3S1TSoRht690CYAaNN+/3W5+9nxAHQk08+yTPPPMO0adO0Y+effz4DBw7kjjvukABIBJER0sj5U9FhvklqnZAR0GdHlEq0SdBWrzZEUO0yahOgIZIhsNrgVl7WFqq/DF76pmCR7kEIgdvw6PMXNOIhsIMHDzJu3Lh6x8eNG8fBgwej0iiRbqQnCuSvA9R0NVYIlQESieQbArNbPGRYawMgp0GbAA1gNoYXAFnNUuIgGkL1MBIABfMPgYU/jK73EhwRt7p37968/vrr9Y4vXryYPn36RKVRQqQrRVEi2o8HJABKNtUBk0l9d8g1bmNADSAvBkPTm02C/7V1emQOS0tok6Al6GmQNvfQEn4AZNd5CY6wh8C+++47Bg0axF133cUll1zCp59+qs0B+vzzz1m+fHnIwEikN+lvIuNw+yfK2q3hVmMN7IT0WZAslfgnQStkWGvrpDgN2hCY1eQFIp0DpM83mGShaP8q9Y4JVbWrJRkgfQboYf9VnXjiiYwZM4aSkhI+/vhj8vPzWbJkCUuWLCE/P581a9Zw4YUXxrKtImVJV+Tjyx4AZFqywvoaLUvgNqIo1TFplwhfTUAl74yAOUAurQaQQrgBkH8VmD7fYJKFLHlvWqR7EELAMvhUzwB98sknvPjii9x88814vV4uvvhiHn30UU477bRYtk/onNSJioxvGwyryYs53P14zP7Ox+Guxh5eCQ8RI/6tMLwBdVKM2hwgq9kLRDgEJgFQVARVgpagKIh/6Db8PttfgkOfP8uww7ZTTz2VhQsXcvDgQZ588kl2797NGWecQd++fbn//vspKiqKZTtFSpMgycc3Dq/W4ggvAPK9yQK63ZU5lQQOgflXgZkCtsHwEu69p7/Oij7fYJJFyEnQcW9FcmvOJGh7QJkHPYo4b5WVlcX06dP55JNP2LZtG1OmTOHpp5+ma9eunH/++bFoo9Ax6WQi409Dh1+O3mw0YKztfyQASrzqBobAAgskhhsAyRBYdPgyP9IfNcy/BU8zMkA6/f1s0cBd7969mT17Nrfddhs5OTm89957zXqep59+mu7du2O32xkzZgxr1qxp9Pw33niD/v37Y7fbGTx4MO+//37Q4waDIeTHgw8+2Kz2iViTbsmnORsSGgwGbGa1A3K4JABKtBqXfwjMtwy+xmkMmBsUyV5LMgQWDf5VYIFbYSSqNcmpulnL4ANrkOlPs1v96aefcuWVV1JYWMgtt9zCRRddxOeffx7x8yxevJiZM2cyd+5c1q9fz5AhQ5g4cSKHDh0Kef4XX3zB1KlTueqqq9iwYQOTJ09m8uTJfPfdd9o5Bw8eDPpYuHAhBoOBiy++uLmXK5pJOpnIVAVlCcKfzKOtxnDLKrBECzkHyG2i2unUjoe71YBVNrqNkvoBpHRNwXx7EGZYwg+20yoDdODAAe677z769u3L6aefzg8//MATTzzBgQMHeO655zjppJMibsAjjzzC1VdfzfTp0znhhBNYsGABmZmZLFy4MOT5jz/+OJMmTeKWW25hwIAB3H333QwfPpynnnpKO6ewsDDo45133uGMM86gZ8+eEbdPtFTobkYJ45x0VFVb8jcrgiwB+DuiGpcEQInmH+oy+ofAnEaqXc7a45HsteRf4SdaTnqahvl3gw9/Kx1/v6PP38+wV4Gdc845fPTRR+Tn5zNt2jR++9vf0q9fvxZ9c6fTybp165g1a5Z2zGg0MmHCBFavXh3ya1avXs3MmTODjk2cOJElS5aEPL+4uJj33nuPl156qcF2OBwOHA7/G0dZWVkEVyEaIxmgyFQFTYIOf6cadbKsC4fbGZuGibD53kgyLGbstZm5apeJ6todszMiKDQXXONJNJfiLwQUcDARLUle/gr04ZVoAP8kaL3+fobdw1osFt58803OO+88TKbw7l6aUlJSgsfjoaCgIOh4QUEBW7duDfk1RUVFIc9vaBXaSy+9RE5ODhdddFGD7Zg3bx533nlnhK0X4Qivj5GeyKe6GRsSQmAqWgKgRKvR5lJY/HOAXEZqaofA1OA2PFaTvocYkkWo3eBlh/hgvpsvu6U5GaDoxATxFnbY9u6773LBBRdELfiJl4ULF3LZZZdhtzdcd2PWrFmUlpZqH3v37o1jC1ObZIAiUxU0CTp8/kyBK+ptEpHx7wVm1YbAXB4j5Y6a2uORV9qVIbCW8a8Ckw6pIdVO3xY84dWogsAMkD6DyYh3g4+m/Px8TCYTxcXFQceLi4spLCwM+TWFhYVhn//ZZ5+xbds2Fi9e3Gg7bDYbNlv4aT8RvvA6HOmUfHwBUFYEKzEgcMsE2Qss0fxzgGxBNZqOVzlqj0cQAAVNglaIJCso/JTa+XTBhRAT1Jgk5c8+h7cHIQT+fpoALy1cWB53CW2t1WplxIgRLF++XDvm9XpZvnw5Y8eODfk1Y8eODTofYNmyZSHPf+GFFxgxYgRDhgyJbsNF2LzSyUSkyuGbiBhZAGSXDFDS8A+B2bCZjRhqY5ajlbUBUDPqrDhlo9sWksCxMU63l9o6nWSEuQUPEFTpXI+/nwkP12bOnMlzzz3HSy+9xJYtW/jDH/5AZWUl06dPB2DatGlBk6RvuOEGli5dysMPP8zWrVu54447WLt2LTNmzAh63rKyMt544w1+97vfxfV6RLDwtsKQKMmnqhkbEkJgxeDIvk5EX7VLfQ0yLHYMBgP22hpNx6p8k6AjCYACJ5lKcBuJnvn+N3JtCCwwAxTn9iSzwD0IM8LchBnqZij1FwAldAgM4NJLL+Xw4cPMmTOHoqIihg4dytKlS7WJznv27MFo9Mdp48aN49VXX+W2225j9uzZ9OnThyVLljBo0KCg5120aBGKojB16tS4Xo8QLVHdjA0JQf978qQKlyfwTlodSsiwmqh2uTlaqU5stzdnryW3AQmAItPUzu8yBOZXVTt0bjZ6sZojzwA5dJoBSngABDBjxox6GRyflStX1js2ZcoUpkyZ0uhzXnPNNVxzzTXRaJ5ogfA6GemJfPzL4CP7OpsUzEsKvnkUAPbaO+lsm4mjlW6KStXjWbZI5gD5hhhMgNR4ikTwfB/1D0p6mtCCt+AJPwDShmg9RrxeB0addT86a67QmwYnQUtPFFKLJ0FLAJRQvvk/RoOC1aRmgHLs6gTcY1Vqdq5VRvgr/LJs6uta5TTh9VZGs6kpL3TWJzArJNlSH18BVjUAirwOEIDDXR3tZsWc9JYiprxhvY9LNOTjvxOLMACy+OpxSKeeSP4VYB4MBjUD5AuAfPIyw0+8Z9n851Y6K6LQwvThDUo/1+9jZAjMz5d5zrQ1rwI9gMNdFe1mxZwEQCKmpI+JTHOHwDK01RgSACVSdcBGqKBmgLJtdQKgjMiGGHw32RWO8qi0MV2EWvIu/VFoVUEFWMPvfMwmI7W1OqlxSQAkRBBZBRaZamfk+/GAPxVd5ZQAKJFqaleA2QM2s82tkwFqlZkT9vMZDAaya4fBKmpkCCwSwcNdSu2xgMfj3aAkpg2BRbgJM6CtcnS4a6LdrJiTAEjEVGAn87MTjiWsHXqhVYK2hF+NFSDT6t90UySOfyd4/1BCjj14yKtVRuuInjO79uvLHfq7w04WMtzVOP8QmJtIAyD/8LvMARIiWEDHYzU1NK9FeicfbRK0LfxqrOAPgKokAEqoGndgHSf1jaRttn9SqcXkJdPaLqLnzK6dB1RRIwFQJLxKqGXwkgIKxV8F2kukRSPt2gpUyQAJEcQrqy7CpihKwCTo8IuRAWRY1TfJKp1uSpgqfKvA7GYvviojhbn+bF5hXg0GQ15Ez5lTO4eowiFDYJEIzvqEmAQdt5Ykv8qgVWCR8e9DqL8yDRIAiZiS3eDD53B7ta1DIqnGCoFDYBIAJZI/A+QB1NeiIM8fAHVpXUkkdVYAsmvnEJXX6O8OO5GCCiGGqAQt/PxzD5sRAGm1qiQAEiKIbD4YvsBy9JmW7Ii+NkOGwJKCb0dtm9k/3Bu4JUN+toNIA6DWmeoQWklFUtSt1Q1vUN9TOwmawGOSkfbR5h5GWIEeAjJAEgAJEUx2gw+fbymq1eTFbAp/pRBAZm0nVO0yAZHfxYnoqHEFZoBUXdpkMqKb+vpcNPwokRSaA2ifq55/uFyye5FQQs4BCnw8fm1JdpXNLMAKYPdlgHS4EbPcUoiYkgxQ+LSd4G0eoHkZIHUVmAvf8IuIL60OkDn4jWThFV05VP4EfQp6Eekk03bZEgC1lJYBkj4oJP8QWEsyQBIACRGkobuw4D8z6ZUgoAq0xQM0bxl8ldOEGgBF9vUiOhyuwFVgfnmZvcnL7AWMj/g5fRmgQ+UW1A0npdsOR6hJ0E1tkJquqpq5CTMEZoD09xOVvyQRU/r7k0gc/zh8ZNVY1a9R/5TVSdDOKLdMhMtfCbrub74VuKVZz1lQu4qsqMwGlAFtmt2+dOJtIt0j2SC/5m7BA/4MUI1LfzNq9NdioSvhDYFJTwRQ7QpciRHZPBHfHCCnx4jbI/ViEsVfCTp6v9Nd26grAvcfy8TpPhq15011wROeZQisMf4teCL/AWnzD3VYhV4CIBFT4W2FIaClGSD//JAql+wZlSgNZ4Car32OjUyrAa9iYO+x4qg9b6oL3vai/puz9Ex+lQ51/k62LbIbL/Bv2Fvh0F84ob8WC13xNtEJ+R4RUFGj3oVl2/w1ZMJlMxsx1v54q51SMC9RtFVgUQyADAYD3dqqAfHukn1Re95UF1SENcQyeOFXXtv35Ngjq0APaHvV6bEEh/5aLHRFOpzw+TqhXLuLSFcKGQwGMq3q11RJAJQwNUG7wUdPj9paQj+WyBBY2EJNgg4KivQ3ZBMr5Q7fzVdkBVgBMiUDJERowR1Og2fFpS3JrqxGTUPnZjSvjo+/GKIEQInimwOUEeUAqHvbVgDsPiJddrgaXnUqAnm9ChW1W2Fk2yMr0gn+IbBKCYCEEM1VVl0bANmb9+aZoa3GkC0TEqUmBnOAALrnq3WhdpfYAP1V3E0EJcQQmKivyuXRbk5z7ZHtUwf+IbBKh/7qVEkAJGIqvH5HOicIHIdvXgCU6dsQ1SkBUKL4J0FHt2v1baex63AWcCSqz52qgucf1l8FJjGRqrw282w2erGZcyP++iyrbwhMf1V1JAASMdVQLQ65I6vPPwTWzAyQBEAJ588ARbaKrym926sZoAOlmVQ4ZCVYOJra90t6IJXvxivb7sZgaE4GyNfvmIDoDv3GmgRAIqaCO6FwzkpfZdW+SdAtywBVO2WIJFFqams5ZVgsUX3eVplW2uWo3fUPh4qi+typKvgmq34laKHyZ57dNKeCfKY2B0h/RVglABIxJYme8PkzQM37+gyL705MfuiJ4i+EGHk9lab0aqf+YvxYciDqz52KmtoAVfomVWm1GrTk2t1EWoAV/HOAKhy+bXj0QwIgEVPBe+9IHaDGlNeoHVFzanEAZGmTEeXPOlGqtTpA0d+LrUe+Ojzx42F93WUnSnCwI31MQ45VqkFLm6zm7SGYFZABUhR9Db9LTyliSiZBh88/BBbZTvA+OXa1Iyqv0d9qjFSgKEpABqiZabxG9KwNgHaWWJG/maYFb8QcYhJ0hLW2UtWxKjWgbp3pItIK9OAPgNxeI05PRTSbFnMSAImYCq8OkPB6FSpqt8LIzYh8IiJArl2dd1JWIx17Ijg9Xm3lkc0SeUG5pmjFEA9nANVRf/5U09T8Q+mPVEcr1QCoTZaTSAuwgn8VGECloyxazYoLCYBETDXUyRgMhoBz9LVyIBbKHW7tZ5Vjb95u3zm1AZBkgBLDl/0ByIhFANTOVw06C0U5FvXnTzXeUEFP/JuR9I5VqUNgrTKbV4DVZDRgt6j9eaVDX/sQSgAkYqqhaqyB9xkyPg9HKtSVW1lWNzZzfrOewz8EJn/WieBbAm80KFhM0Q+AurbJxGSEapeZ4jIJgJoSag5Q8LCYADimZYCafyPqnwgtAZAQmoZWXQQkgBqsFZROSirUTqhdjgNo2Rygshr9FSRLBYH7gBkMzXsNG2MxGenaRn1td8lKsIg0tSIsnfnnADU/APIvwJA5QEJoGqq7ETgEJgEQlNRmgPKznUDzJtDmakNgZuT+Nv4qa/dTyrR6gOhngAB65KvP+2NJSUyeP1XUzSrLbvANO1al9j1tIt8GTOObB1Tp1NfcNAmAREwFl6MPTdFZ9dBYOFzuC4AcNPfNMzfDNwRmRm/1OFJBpdO3o3bz6qmEo0d+DgA/Hq6KyfOnirrzf5R6nwgf3yToVpmRb4Phk21Tb74qHRIACeHXQHbHaAg8RQIgLQOU07ylqFB3ErRUg463SocaAGXZPEB0K0H79MhvBcCPJbF5/lQRzrzCUNtjpBuPV+F47STotlnNm3sIkJuh9lml1fq68ZIASMRUQ/vxyBygYP4MUPNWYkDgJGgziiIZgnjzDYFlWWMXAPWs3RX+xxI7oK+ic/FUr0fRhsCkrwlUUuHA7QWT0Uu7nA7Nfp682gDoeJW+5h9KACRiqsFl8MgcoEA/HakEoEvr5t9B+TJAbq+RGldpVNolwhecAYrNG0HPdmoAtOdoJi6PTIRuSN0+RSZBh3bguDpkVZDjwGRsXvkNgNaZat9zvEpfJTgkABIx1fAk6IBzZAiMXSXq6ome7ZrfK2dZTdrQYlmNLJOON98coCybm+YUlAtHQa6NDIsa5O49ui8m3yMV1A1u/Mvgg47GrT3Jas9RNVPcuU0lkNPs52mlBUD6Cin01VqhO6GKkYEMgQWqdLgpLlMnIvbM79js5zEYDORlqHdgx6skAIo3LQNkbf4wZlMMBgM98muXwh8+GLPvk2qUOv+qn8scoN0lagDUvW0V0PxJ0K0y1SGwY5IBEsKvwTpAQeekdwD0Y4k6/NU2y0FeZrcWPVfbbPVO7EiFDIHFW4VvDpAtdgEQQI92tSvBSg7F9PvoWThdSpp3OwD8dFTte7q1ddKcjVB9tAxQtb5KcEgAJGIqvDpA6T0Etqs2AOqRXw60atFz5WerndjhisoWtkpEqkpbBh/bN4Be+epcjV0lFvT0ZhNP9eYAhRwCEz8dUSs3d2/bstVbrTN9k6AtgLOlzYobCYBEbDVQB0gyQH67Dvvm/5QDbVv0XG1rAyDfsnoRPxXaJOjY/j73qJ0IvetwBqCvyrvxUvcV8A+ByVYYPoqi8MMh9fene37rFj1XXoaaATpWZQH0c/MlAZCIqXA6mXSfA+QbAuvZzgG0rCNqpwVA+hqLTwW+OUCZtthmNP1L4bMAmesVSkOVoIOPxas1yWnfsWpKq71YTB76tG/Z0HvrLH8GyOvVz35gEgCJmPIGzIJuqMNJ9wzQjmL1TaxHvpuWLp/Oz1Y7opJy+dOON18doFgPgfl2hT9UnkF5jWyJEUpDlaDTvKsJ8v2BMgD6FpRiNRe06Lna59gwGsDlMVJScSQazYsL6SVFTDW8/YX/kXSeA1ThcLO1SK3FMbRLpxY/X362ugVDSYW+JiOmggqHOo8iyxrb3+dcu4X8bLXr/rFEVoKF1NDNVtOnpI3NB9SFEgM7lgKFLXoui8lIQa5687bveFFLmxY3EgCJmApeBRZ62Wk6D4F9s+c4XgU6taqgILd7i5+vXY4aABWXWQF97cujd6XVvj2VYrMRaqCubdQNcw8cL47599Kjeosv0riPaci3+9RMzaBO1bR07iFAp1bq8Pv+Y0db/FzxIgGQiKmGJh0GBUZpvBnq2p/UzmJk9xKg+aXofTq3Vt989x7LBGQpfDz5NpVsndmCbbXDVJCrvs7FZbLlSSj1CiGGeiCNYyK3x8uGPccBGNrFTjRCgU61fc/+4zIHSAggvBsvrzd9A6B1P6m1XEZ2KwdaPgTWubWaGSivsVBaJfND4sXjVSirUecAtc5q2UT2cLTPUd9sDslcr5DqL4Ovf046F0Jcs/soZTUKrTOrOaFD76g8Z6dWan2q/cf0swBD/npETAVOcG7o5itdt8Kodnr4ereapRnVw0JLCpH5ZNnMtM1S/6z3Htvf4ucT4Tla6URRwGBQaJXRLubfr32u+rtyqExfm0/GS71l8LV9TBonfYJ8+L26j9yEAfsxm7pE5Tn92Wcr6CSrLwGQiKmGOxyZBL1iWzE1LujcupR+BX2j9rxd2qhvjj8dkc0y46W4TN2ZPT/bgdkU+wyQNter3Aq4Y/799KbhFadNn5PqvF6FZZvVvuHsgceA7lF53h756tDvzsOZgD7mAUkAJGKq4axP4PH0DIDeWLsdgHNP3IfB0Ctqz9unvbqnz/bimqg9p2hcUan6sy7MrQGyY/79CrQMkA0phlhf3UnQofqYNI1/+GT7IfYf95Bjc3Bqnw5E6/e1d3v1efYdy6TGpY/sswRAIqYa2gojcGjMq8R276RktP94NSu2qQUQp446BvSM2nP3K2wFwPZiG3pJRetdcbkaABXk1gCxnwTdvjYDdLjchp4q78ZLw7vBp2vY4/fCqs0AXDpqG3ZL9DLP+dlW8jIMKIqBXYcPR+15Y0kCIBFTQQXJlNDH03EO0G3/Xg3AST330j1/CNGY/+PTr1DNAG0rygL00RHp3cHjtRmgPCfxDICOVNpwuiUDVFf9VWC1AVDAMU/6dTtsLSpl1Q9VGA1erhhXDAyN2nMbDAb6tFf7sW3Fe6L2vLEkAZCIqYZuuLxpnAHatK+EFdvUGj2/OeknotkJAfSvDYB+PJJNhWNvVJ9bhLb7SO2u2m2cEIfVRa0zrVhqF9uUVEiQW1e9IbDam6zAGy+XJ/3e/u7/3xoAJg36gS5tTqClW+/UdWJntZ7QN3uc6GGQMf1+A0ScBQY6NPB5+gRADreDW95cAcCpfX7kvBOzgD5R/R7tcmx0yDOiKAa+2y8BUDzsPqJuK9CtbXwmJBuNBvKz1Q0oD5frZ+uBeKm7FYavHwocAnN50msZ/H83fseKbWqtqt+duhsYHvXvMaxrPgAb9majh4nQEgCJmArMALm9hoDj/gec7vQIgKqcB+h320dsLVKXi9589hZgJBD9uhlDOqvDMBv27EMPd2J6Vl7jYutBNQM0oEPL9lSKRJvaDSiPVuqn8Fy81J/ro2aAPN7Afid9AqBN+9Yx49WfAJg08AeGd80DhkX9+wzrqmaUNh/Io8b1Y9SfP9okABIx1VAAFHiH5kjpAKgS+Ds/HJrHCXM2aEdvP+8ThnTJAybE5LuO6alWlf78h2xACiLGzjreWPs8bi90a1tKlzbRqakSjjZZvnlAMgm6rvqToGsDoKAbr1R9+6sG3qbKeRerd97PJf94jV885d+f664LtgK/IhY3Xp1aZdAuB9xeI9/u3Rf15482qaIlYipwro/bY0C9EzMG3YnVuFItAKrA5XmZ5VtquPZf/YBuQY+ed+IWrjqlCriBWP0Jnta3A7CdNT+2pcq5i0xr7IvzpZsvd/3Ar54tAroCcErvImJxV92QtlnqhNOjlZLha4qC2sd4A/odR8oNgVXww6EnmfDIiYANGFHvjBU3v0z73HHACTFpgcFgYEyPbP67sYIvd+1jTE+FeMyJay4JgERMBXbN6pi7BzAG3aE5UigAKqk4yMh71lM36AEY3aOUv056jxHdsoGLifbcn0A987Po3Fph3zETX+7ayZn9x8Tse6WjY5VOfvXstqBjV5+6l2js5xYufwZIP1sPxEvdrTCcbt8QmP+YK4WGwEqrKxhy5yfAiQ2es2b287TP7Q9cEtO2jOnRkf9u3M6Xu7K4gWJautN8LEkAJGKq/hCYG7AEdVA17tSoZFtSUc20Fz4lVGGxx3/1Hy4Yug/oC4wDzo5pWwwGA+P75vJ/X5XzybbjnNnfgXpXKKLhptfXap+fM2gb8y5aTqvMU4FWcWtD2+zaOUAVEgDVVXcIrNqlDncF9jvOFFkF5vEq/O6lFdSd0dKv4DB/PvsLerY7Su/2RqA/cBPQPqbtOa1vR2A7a3bnc6xyK62zkjcASvhvwNNPP0337t2x2+2MGTOGNWvWNHr+G2+8Qf/+/bHb7QwePJj333+/3jlbtmzh/PPPJy8vj6ysLEaNGsWePfqoS5BqApejqkNgLiB4DlCNKzUCoDv/s5rNB9Xgp3/hUX649yF2z3+W3fNf54KhmcBE4Dbgl3Fpz/i+6tDMx9vaoChb4/I904HD7eHLXccAeHjKSp75zQ5aZQ4j1nfWdfkmQR+rSng3nnTqDgo6QgVAbt+QvL69+PkWvt6tXt/ZJ+xg9/yn2T3/VT64aR1nD2xP7/b9UIe85hLr4AegW9ss+hWAx2vkk+3bSeZFGAnNAC1evJiZM2eyYMECxowZw2OPPcbEiRPZtm0b7dvXf6G++OILpk6dyrx58zjvvPN49dVXmTx5MuvXr2fQoEEA7Ny5k1NOOYWrrrqKO++8k9zcXL7//nvs9ugVmhMRqFd3w4WiKHUmQbvi3qxo215cyn83VgEGXv3dm4zrbQJOQb3HGARcAFjj2qaTe3cm07qJvUdzWPfTt4zsPiSu3z9V/W/TQWpc0CarisnDDMBfUdP88e1jfAHQkUoL6h9a6gzptFTdITDfAozgVWBGoAbIjGPLoqva6eGxj3YBBu69cBmXjfEAo1CzzMOBfBLxe3H2wDZsKz7Kkm+MTB62C4jeVj/RlNBbh0ceeYSrr76a6dOnc8IJJ7BgwQIyMzNZuHBhyPMff/xxJk2axC233MKAAQO4++67GT58OE899ZR2zt/+9jd+/vOf88ADDzBs2DB69erF+eefHzKgErEX2BF5vAbAWa9GR7Uzvm2Khcc/+hpFMXDOoO2M690W+AVwF3AnMIV4Bz+g7gz/88Hqm/LraysA2Rw1Gt79Vl3ee+monZiMk1A3k4z/DVZbbRm8FfWNXPjUHQLTAqCABxxuA6DvGkqvr91BhcNAQW45vxzhBq5F7XMmAu1IVFA8edgAAD7ZXshPR75OSBvCkbAAyOl0sm7dOiZM8C8DNhqNTJgwgdWrV4f8mtWrVwedDzBx4kTtfK/Xy3vvvUffvn2ZOHEi7du3Z8yYMSxZsqTRtjgcDsrKyoI+RHTUnwTtwlWnBv2+Y/qeira1qJT3NjkAuGHCHtShkAtIhjvyX41SJ1ov+aYTRyv/neDW6F9plYuV29T+4ZcjjgMnJawtWh2gCgsgfVawOhmg2hVfgavASqsteLz6DYBcHi9PLN8JwHVnbMRmHgoMTGibfHq1a8Xp/dwoioGFq44CxxLdpJASFgCVlJTg8XgoKAguHFZQUEBRUVHIrykqKmr0/EOHDlFRUcH8+fOZNGkSH374IRdeeCEXXXQRn3zySYNtmTdvHnl5edpHly7xq+WR6upPgvYEpaEB9h7V9/DkIx9+A8C5g7fTv3AgMDqh7Qk0ols3Bndy4HSbee4zF/BTopuka1/sLMGrQM92x+jVbgiJHD5pW7sKrNxhweEuTVg7klGDGaCAey+vYuBYlX6LSL7zzT6OVELbrEouHeUEpia6SUGuPlVdCfv62o4cq3wrwa0JLaVmz3m96m/3BRdcwE033cTQoUO59dZbOe+881iwYEGDXzdr1ixKS0u1j717ZfuAaAnsh9y1y+DddQKgmoQXJCsH3gI+J9JJkQeOV7Nsi9qJ/vGMPcSqsGFzGQwGbpyg3jS8+Hl3isteIpknJSa7r3erd7In9zpMqDor8ZSbYcZamzw9VCb7gQWqO8yuZYDqREYlFYkuEloMfAKEvulvzKI1ahmGXwzZhc08inhswhuJcb1O5IQOVVS7LDz3WRmQfJWhE/bOk5+fj8lkori4OOh4cXExhYWhl80VFhY2en5+fj5ms5kTTggu8jRgwIBGV4HZbDZyc3ODPkR0BO29U7sM3l1nCMzljsUy3uOoQc3fgfuBO2o//oV/uEDhpyPL6H7rp3S/1U6fvx3F4Z4PhD8p6Y2136EoBkZ138fAjlmEqv+TaGf2H8XIbmXUuCzc+14+8Gqim6Rb24vVTMugTg6gR0LbYjAY6NxaHQbbe3R/QtuSbOpuhuryhg6AjlREK3Om4O83vMBXwB043XdQ4bgTte95G/DVPHNzx7sv0P3WtXS/tYJXv3oZWBf2d/tiZzFrf3JiMnr5w+mHUef8JBeDwciNE9StMZ79tDdbi94BHIltVB0Jm3xhtVoZMWIEy5cvZ/LkyYCawVm+fDkzZswI+TVjx45l+fLl3HjjjdqxZcuWMXbsWO05R40axbZtwQXKtm/fTrduyffGlA4C+xtFMeDxuusNgbm8LZ0rowAbgI0cLN3HW+va8NCH3VAnptZ/3f94+kv87tSjDL97ZHA7PEZmvNqKBb+5F5PxDpqaw7P3aCWPfnQIgEtG7gcub/JrEsFgsPLXc3KZsgDe/bYbI7tvYdrYHcSyEGOq2lqkBs/9CjMBS2IbA3Rtk8muw072HC1hXKIbk0TqDoF5PPVXgQFUO1tSgqMceIKyGg93vtuZbJuL3gU1PP5RF0oqbKirsfysJg//+dNddGtroP/towgsEDj73wPpnv8+43oVAp0a/a6KovDr59Q6VGf2301B7ljiWX8qEj87YRyn9X2LT7e34RdP9mTj3HvJsP6NZKlJltDZpzNnzuSKK65g5MiRjB49mscee4zKykqmT58OwLRp0+jUqRPz5s0D4IYbbmD8+PE8/PDDnHvuuSxatIi1a9fy7LPPas95yy23cOmll3LaaadxxhlnsHTpUv7zn/+wcuXKRFxi2qt3J+bx4KobADW7IFkZXu8j9LltZO0Ks3a1H437+8qe/H1lz5CPLdvcjV6zu7HrvlcxGi9r9HnOeGil9vn5Q60kc0AxqvtEJgz4Pz7aks+cdwYwvu8rdGv7K2JVEj8VHalwUFKhvmH2aZ8cy3q7tskBjrOrJPkC70SqPwdI/bdehWhPpAFQBYfKV/Dk8mJe+bIDMDTsr3R6TEx8rOH5gde/1p93Z7xEx1Z/prEA4eOtB7XPp5+8D5gcdhvizWDI5J4L2jL+IS8uj4kBc8aw5m/zaZ9zGdA70c1L7BygSy+9lIceeog5c+YwdOhQvvnmG5YuXapNdN6zZw8HD/pf7HHjxvHqq6/y7LPPMmTIEN58802WLFmi1QACuPDCC1mwYAEPPPAAgwcP5vnnn+ett97ilFNOifv1ifodkVdx4/HUCYDcRiDcpZKHOVZ5N89++ne63/oZPWePqg1+mqd1poNNdzzD7vlv8eAvP9eOL167j8bG5b/bX6p1qg/88hNs5pNJ7il1Zh651B8cjn9wDC+sWgosIZIhv/SyC/gn6uaSsL24AoAubSrIsnVOWKsCDe6kDjGs/ykLOJrYxiSRhuoAuev0PU63k6bnxB1EUe7grXVP0P3WTxh9r7E2+GncxcM389y0JXRufTzk42N7/sSP857l+zvfon9hCSUVmYybP4Qa1+sNPqeiKDz60SYALj/pG8b1agskx+9iQ7q2ncT9Fx/S/j/63pG8+tUS4BX8Q4KJYVCUum9RoqysjLy8PEpLS2U+UAtd8/JaPtzsn7e16Y58DpcP5MyHg1fl3XDWbm762aWohbt8FGAfsIwa114eX96BZ1Y2nB4+98TdnDNoIxMH7sJszMBgyEW9kzLjT3ZWUOUs5XiVh7wMF1m2tqibWZ6Moqylxyx/2nrTHWvIsc8lVGDzm+c/YNUPbiYN3M6Cyw+gVlmtvwVGclEoLruH0x44EYfbn/zdevdX2C1TgQGJa1qSWb7lS6566QhWk4eNdxzEbvk9L32xm7nvfs+EAQd4/orziOe+Xw3ZXVLJ6Q+trG1nPnaLDISBeoNy3pOrtP//atQh5l88netf28C73wbXw9p133cYjX+t/Z8DdQ7PajzeT7lhUQ/+uzGfxpw/ZDPzL/6IvUfb0K3tUewWE9AadVgqu/b5qlGUY3y7z0xptYFBHYtpm90VdRisH/uO7eTcJ06gtNrO9JN3MfcXpxIqu/TFzmJ+/dxaMiwuPr91OW2yfks8N+Btvn28te5l/vyGvxjrBUN/4uEpXTGbzovqd4rk/VvfBVhE0qu74svrPVrvGMDjy7vz+/FPk2kdBRTj8f7Eb57vy+pdeUBB7Udom+54ghx7DurwVw4wFnUuzmjUN6n2tcddwH/ItO4m0+q782iDuiu7CYPhPLbe/S5nPVzD/uNZDL5jNDvvuwOT8TogD1+xu1U7DrPqBzV1ftWp+4ELSf7gB8BAQe6f+O+fnuBnj/pXMPW/fQz3Xfhvpo5+DYPhFGK9T1my+8+3X/Kn19T6ME6Pibv/6+beCw+wtUhd7devsBL1DS7xurXNJD8bSipMfLlrO6f3kwAI6meeXbVzgBzu+hmHv7zVmvsuvJPX17bh7fVtWL+nVe0jo+qdC5CfXcPymc+Rl2lG7T9aAaPpVxh4ozQAdUWoL3gqx2D4L0O7bEENsjqiBjhTAAOdW5dzychXee6zzrz4eU+splXM+vkS1P7r16j9Fzz4wbcAXDxiC22yTkYfwQ9AZy4ecTIFuR/zmxfUYcB3vumG2+Pi6cZnGsSUBEAipuoWPSyp/BaHK3QnfcKckbTOrOFYVXsa27Mm0+rkgxtfoksbD2pgNBL1V/l3qOngxobEpjfaXrvlF9xz4RNMf1Edn+41ewxjey7l0Ut3Upg3E2jFve9/p50/qruaPdKPVvQpuJpd9z3OKfcP5UCp2rHO/vcQZv8b2mZVsPa2uRgMM1GDvvSyaseH/Om14K1ZFn3dlT+d+QHbi9XfiX6FDhJR+TkUg8HAz07I5rU1FSzbXMnp/Y6RLMFZIrm9wf3OT0fUOTU1rvplLt5c14k31zU+8Rjg4Snvc/GInahByQjUPqc76g1Qqya+OofG6/TkMOucCWw+uIrPf8jnH5/24B+fqqsMN92xmBz771i1o4QNe1xYTB5mnHEA+E2TbU4u4zmlj5utdy/lN8/3Ze1PHfnNSYndBimZJy2IFFB3zP3pjztQ1cjKi2NVoSf//enML9hw+5Psnv8sm+9aSpc2A1H3u/kDcA9q+fcutHwVloEz+l3L7J/v0I6s3pXPZc/3pca1lhqXhy0HqwBY8JtP0Ffw49MBo/Emvpi1mVd/9zGFuf5icEcqbfSYNZodxY8BHyWshfGmKG5Onv82v3nB3yF/d+ezFORW4/Eaef6zcrb7VoAVZCSqmSGdM0idkP2fbztQ49qQ4NYkh7pZ5rU/5QKekBmghrTKrObrvz3N7vnPsXv+m1w8wgaMAc4H7kbtc6YTrRVYRmMv/n5Z/d+tR5ZVAUdY+r06dDdhwC4K84aj9nd6cxZ2y+948w8/semOtxnbK/L6R9EkGSARU3XvxCocJqqcaieUafVQ5VRrALXNcmA0umib5WFrUR6zzvmU84ZsoVMr8I+l+zI9FwODY9hqG9ec1p+xPT/mkn+Mo9plYefh1ny0ZQdts9SUc7ucSiYONBPJKpDkUgDcybjej/Pl7HV8ut3BtIX+WiI/e3QkM874npsnrgJmk4i9zOLF4/XSa/YH+FbeTBp4kMd+9T/slsHMv/gg01/syfOr1CDDZnbTIz/0CsJEObl3Jzq1Wsf+4zb+u3E9vxxxCqn8eoWjbua59igOd8OFTj+a+QK92ztQ+5gs1D5nWO3/z0LdZqJt9BsbIC/jQn649x5Ouf8EisrUYfU31nbhLxO/5ctdatsvHHYEdbsdveoH3EWO/SsSXTdNAiARU646GSCDAS0AystwaQHQnF/s44Kh36LO07GipowH1n7eFTXN3CZu7YZJDO7sYMvdH/PgB+15esVQ/r3ewsBO2wEY2/MwBsMFQCyKOMaLAbgRKOO0vsvYPf8T3lgLt7w5HoCnVvTmqRXwzZx7aZU5jWTd0bmlfvfSvwkc0nrq1+9hNg0HbuH0vgb6FbzLtmJ1y4vJQ3dhNZ+ekHY2xGQ0MHV0Lg99WMXNbwzgomGfYzSekehmJVTdzLPKSVmInZd3z1+OWtOnD+rvgQHIBSbVHotnvScLZtMNfDn7cbzePZz6wM/ZfzyThz7czg+HumAwKIzu0QF1DpGeGVHnaia+FULETN0MUH62i7IadZihVaZ/uCHD4gWuRN3N+G+o1ZvnoaaZryK+wY/PBcCtXDisFQDLt3bgyY/VybHjepWjnwmITclFzardxpSRmay4OXiF3snzh7Js8yvAo0BLCscln6v+uZIV29Tgx2p2s3v+vzCbxgF/BewYDDYuHpGjnX/1aXtQA/LkcumoYZiN6t/a/75bQ7rvDu/rd3Lt6u9rltUNODleFarkw69RJyPfWftxBzATtUZWIopdtgFux2i8ivOHqr97L6xSh7sGdjxCq8zhCWhTapIASMRU3TuxLm1qOFqpdkKFuf6y6BlWL3Aq6ryeHiRPCr8Dvdtfxwkd1I5UUdQ5Rmf0b0XytDFacoE76JF/IT/O+5zT+6nbx1Q6rVz98ii639qXGtddqHODElu/Ixq2Fx9j+dZKQJ1Xsf2e/wB9Ud/8/K/tNaeN553rvmbdbQvo3b4/sR4GaY52Oa34xRD1b+2u//bA5XknwS1KLF/mOS9T/butcpnweCs5Xq3+PyMorhmBuvIxOSa2q8zAKUwbG5wlGd/3EE1VihbhkwBIxJRvLL53e7WYXI3LyJGK2gAoz383ZjEldzmq2T/3Fxs7o99eCnITX8U0dsZiMPyNf06v4bs73+OcQdu1R/rfPobblmzB7bkTdb8jfVIUhfOe8Be+XPCb9aiVae+k/rBmBkO6jKRt9onAOfFrZITuumA4bbIcFJdl8fcV+2nOBpupwnfjlZfhv3E5VF6u7QafmxG4WCJ5q2h3yMvjX1f5Fyn84fQyJACKHgmAREz5VmNk29ROpsZl4FhtGrp9jn84JdkDoFP6DOGTW9bwl0mrePqyL0n05L3YywJuItt2Mc/85gjXnfGN9si/vuxJ77+N4fIXtqAWgCxu4DmS1zvf7MFZWxvmgxvfxmzqijrs1ZDzgHtJxuEvnxx7Z64dr/5tPf9Zdw6VP0uybT4ZL74hsBybP1O5/1hF7TE3JoN+5u6d0mcMu+d/yO75z5NtG4i8bUeP/CRFTLlqV13k1GaXa1wGjviGwPL8nVOWLdmrEJvp1vYX/PF0hUxrZ1J1QnB9ZwFzuWViIatnvU+u3T+35LMd7eh+62ge+XARaiB0sKEnSSqKovDYR5sBMBs99CssAGaRzJmAcP3ulNEM7lRKucPG6HtH4HR/kOgmJYRvCMxq9mIzq6/r/uPq727rLCc3/UydU3PJyAOhnyCp9ACuR500nLwZSD2SAEjElKv2Tiy7tryPw23kaKXaERXkGvjZCTmM6XGcvu0Tv7N200aiTsy+h/T607EAV9Eh72dsvONLVv31raBHn/i4N91vHc1LX7wKvEbTeysl1itfbmX3ES8ZFidr/vYh8FuSa/5H8xmNPbnzgkzt/4u+3g6UJa5BCeKuHeuymBQyrerf6r5jajasTZaLKSO78Okt3zL/oh8S1sbI9AL+QjoWJ42ldOrFRQL4xuJz7L4hMCNHa+cAtcnK4blpHVn8+y0YjXp5A9J/lqD5JgN30bn1QHbP/5RfjdoW9Ojcd/tz73sHUJR7UcsZJBuFY5XrmPPOLgB+NXozbbLakAy7UkfT8K7ncGofNeh58uNuVDs/TXCL4s9VO/RuNgYGQOqQe5ssF5BB17ajMBpTZSWnaA4JgERM+e7Esm3qr1q106gNgbXJzEFN754GnJSYBooIZQB/Bm5n/sWl7J7/Hmf13609+txn/ekxaxglFfcAaxLUxkBeymru5t8bHuWXz/wfw+72Twz+w+mHgD8lrmkxY+OFKwbSuXUVh8szeWn1DuB4ohsVV75+x2xSyLSq5e72HVOPtc50oq6y+hnwq8Q0UCQFCYBETPnuxPIy1F+1kgorDrd6rE12G9QVN2eTekvKU1026oqpP/HClYf4cd77zDhjrfboyHtG89t/foei3AGEqr0Se0WlH9L91v9x4h3DuWlxX9b+5N8j690Zr9M+ZwTqBrqpx2o+ketqayE+/lEPqp3rEtugOPNlni0mL5lWdcLz/mPqY22zkzE7KRJBAiARU747sVaZaie095g6Gchq9pBlTc03n/QyALgTg+FSbp7o4eazv9Ue+XhrAT1mjaKk4j5gYxzb5OXGRS9z0rzQb3SLrlnMiZ3zgdSulnz+kJ+RYfFQ7bLw7w3fkk4rwnxzD81GyPBlgI6rw9etMxveDkOkFwmARMwoioJv6528DLUTKi5TA6C2WU4MBpnQlzpOA+5kxpl9WH/7/4IeGXnPKC5+5luqnXcALxPLatIVjo+ZufgllnwTXKzwPzNeYff8v7N7/ouc1LMdMAN9biYZvixbK/58tvp39+LnBSjK6gS3KH5ctVlmi9mrDYE53WoA1DYruSfpi/iRAEjETOCOzG2zg7eda5vtBDIRqcQATKFN1vnsnv8ZY3r4l8Wv+6kNA+aMovutbal03AUsQ81IROvNaC9//L9XGDS3mrc3tNeOrpn9LLvnv8ngzj2BUcDJwG2oc89S35SRw8mwuNlxqBXvfruOdMkCOT1qiQ2rSSHTGrzCtHVWIlokkpFshhpHHq/Css2fckKHnXRtO51UX1EUuA1GhzwbgfsTqSsxsuPfKBEHZwNjWPz7R/h69w6mLDgt6NGBc8cATm479+9cNqaMDKuCuhfTwAi/TyWKsoz5Sw/zj086Erhf3Mu/fYdT+xzCYBgA/Bw4hXS838vLKGTiQANLvoEbFvXn/CGLMBiuSHSzYs5fB0jR5gD5tMmSzLNQpV+PkEB/+/cmrv1XBc99VgXsTXRzYs4VsBFqYZ4t6LH8LCeJ2WhQxEcecCejup/F7vkr+ef0+gX57nmvLwPmjKT7raO4afHneL1zgbcIPUSm1H5UAev44dB8Zr7+Gj1mWWqDH7+vZv+D0/p6MBiGoGZ7TiOdu7rZ547UPn959TGSs0RBdDlrx96tJi/ZtuB+RgIg4SMZoDg6f0hHFn29l1e+7MGfznyJ9rm3J7pJMeWrAg2QabHSOtPAsaraFWBZ+t9MU4TjbOAkTu/3CLvnr+RY5REueuZMfixpHXTWvzd04t8bOtExr5LfjH2K0/tWUOO2oigKB0uNrNyWx/ubCqhy+rqswfW+040TPufGCdtRM0lnk+qTnMPVPqcjsAGAue/2YdrYJRgMUxLbqBhz+AIgs4LVXCcAymwd6ktEGpIAKI7G9mpLrl2hrMbAzx4dxLdzvyfytL9++OYAGQ0KRqONdjlWjlWpcxDaZstKjPSh7jIPblpn3cuKmzcBezlUXsPNb5zJp9v983EOlGbxwNI+PLC06Wc1GBT+9vONjOu1gQEdHBgMXVD/nv6KzC8L9sWt/Rk3fysAz356gN+PryKVf0YurRI0QRkgk9FLbkbbhr5MpJn0zQsngMFg4I9ntAKgtNrKzsNvE8sVMYnm74S8gIV2Of5hsLbZkgFKP2bUPcPuAcbTPudEXv7tXnbPf48Pb3qTvgUlYT1L2ywnvzvla3bd9xS/O3UHJ3TsgcEwDLgONdBK3Tf25urYqhf9C6sAeHl1ITWulYltUIw5AzJAeZn+GmPtcxwYDK0S1CqRbCQDFGe/P+0k/vn5uxSV2Tjr4eH8OO8tDIZLE92smPAXI1MAK+2y/QFQfrbM/0lfFuD3tZ97gZ/oW/ASH960CTjMscpy9h2zUlZjxek2cXLvA1jNvq7KjLpvVz4wGrgQGILcyzXt338cyukPfcv+49m8sGob150xilQtBOkPgLy0zvT3NV3aVKJWMxdCeo24MxjM/N/V1ZiM6h/oP7/4CdDLhnyRcXv95ejBQpssf8fTI78wQa0SycWIuiT9DuBB4A+0zhrM4M59Obl3Z87o3xGreQwwFXUZ+zDgAmAOcFft/6UbC0eGtQ+3nqPuEfbgB3356cgzJKpKd6z5ss9Wk0Jhrn+fwd7tKwFZBy9UkgFKgF7tLuXM/q+ybHNb5v2vHyf1/BcDOvwZyEl006LKtxTVbFQDIK/if6Pq0rp9A18l0pcBdU842RcuVi4Y8gue+/QjNh/MZfyDI9h69wvYLdeSaiU5nB7/EFiPfH/A0zbLi2y7I3zk1ikhzDx7+VDO6FeE023m2n/1pbzmIVLtbqzuENjlY7uRn+3k+rM2YjbJREQh4s1obMe9F/pvtC79RyaK8t8Etig2HAHL4M0mI+cOzsJucTN5mEKqBXui+SQAShCD4UQe+CXkZdTw05E8blpcgKL8r+kv1BFXnSGwXu2yWXvbVmb+bC8gQ2BCJMKwrmdx/Zl7APh2Xz63vLkX+CqxjYoy/wIM9SbsqV8PZMPty+jVztTYl4k0IwFQArXL+Q0v/XYbFpOHj7Z046mPtwGrEt2sqHG41E7Ibvai7voOcBlwMWqhPCFE/GUw8+yT+e3JPwLw5rpuPPfpKuDzxDYrivyToNX/Gwz5ZFhPQ60KLoRKAqCEsjG0yzXMOW87AA8vG8h/N64Avkxss6LE4VaXutssXvy/al2BsxLVJCEEACdy+3m5jOlxCIB73+/P5z98BpQntllR4g+AfNNcDcAlQPcEtUgkIwmAEi6f35x0JtPGqndjM14dzvo9HwJFiW1WFPjG4W3mwABICJEMDIZp/HO6fz++Gxb1oqzmVaK3QW3i+FeByYRn0TB5V0oCBsNwbj+vLz3blQLwp1f7UFKxANB3scDgAEgmHgqRbDKsF/Le9fsAKKnIZPJTucC7iW1UFDhrs89Ws62JM0U6kwAoSVhMP+Od68rokV/K/uO5/Pn1jiiKvucDOVy1Q2Bm2fZCiORkZmDH37Domo0A7CrJZcmGzUBxYpvVQv5l8JIBEg2TAChpGMixX8mzl/+I1eThk+2dWLb5C6Ay0Q1rtuAMkBAiOWVxUs/f8Ish6rD7Pe/1oqzmjQS3qWV8fY/FJBkg0TAJgJKKnT4F07jqVDUl/cAHXXB5/pPgNjWfFgBZJAASIrl14aEpA+iZX05JRRaPfOgGtiS6Uc3mnwMkAZBomARASacL144fRutMBz8cas1LX/wE7El0o5pFWwVm1v+kSiFSnc08jjvOrwbg5dW92HzgTfRanNXpVvscmwyBiUZIAJSE8jLGcus56h/wo8v6UlT6T9RNI/XFVwdIhsCE0IfT+l7AzwcfwqsY+fkTw/F4lyW6SRFze7x4a++5LLIKTDRCAqAkNWXE6QzveoxKp5Xb32mPorye6CZFzD8HSDJAQuhDG2ad01P730Mf/gi4EtecZvDtQQiyCkw0TgKgJGU0tuW+i7KxmDws29yFF1btBw4kulkR8RdClABICL3o0uY0zuyvLr548fMueL3vJbhFkfEVQQRZBSYaJwFQEutfeB6/PbkEgMc/6kFx2YuAI7GNioBkgITQIwOP/2oAADUuM2+u3wrsS2yTIuDw+OunmY0SAImGSQCU1Mz8+ewTybS6KXfYuGFRe9yeReilUqt/DpA+2iuEUOXYB3Pt+CoA7vpPX/Yffxb4MbGNCpNvCMxq9mIw2BPcGpHMJABKclbzSN64dj8ZFhdf7urIzNfL8XrvQA+rM/yrwGQStBB6M/Nnoxjc6RgVDhtTn+3PofKFwHeJblaTfENgNpMXkDlAomESAOnAwI5XMP/iHQC8+20Pes4eTaXjXmB5YhvWBKkDJIR+Wc3deerXXtpmVbPnaB6j7z2J9zb+F3iHZM5C+wIgi1lBAiDRGAmAdCGLC4aex9Wn7tKODJw7mhmv7gTuB2oS1rLGyBwgIfStW9tf8sa132v/v+7VwXS/1YzbMwd4LXENa4S2E7zJC8gQmGiYBEC6MYC/nTuM4V2PaEf+u7ET3W8dxL5jD5CMxRJrXL4NCSUDJIQ+ZdKz3TQ+mrkm6Gjvv53EPf8tAZ5NTLMaUel0A5BlcwPmxDZGJDUJgHTlFN7+o43/3bAi+Oj9I/h69yvAjsQ0qwEVNWpHlG2zJLglQojm60Hv9r/m2zmfBx19flVPHl12HFiZiEY1qEoLgDxIACQaIwGQ7lzKgA7j2D3/Uy4a/oN2dMqCofxY8ipQkbim1VFWo07Uzs2QcXgh9K0feZkz2D3/C56Y+pl29PHlA3ly+Vrgw8Q1rY5Kh5p5zrR6ALn5Eg2TAEiXLgLu4pFLjvLi9K+0o9e+0gOn+wHA0+BXxlN5bQYo1y7j8ELoX0dgLucPsdfegG0H4OFlA3jly/XAV41+dbxoGSCrBzAktjEiqUkApFs24E7O6HcKL1yxEYBtxW2Z+NgAFOXpxDYNUBQlIADKTHBrhBDRYQXuAG7joV+Wa0dvXzKYpd+tIBnmIlb4MkA2mXsoGicBkO6dzVkDfsGLV6pB0I8lufz6uRxgIYlcqlrp9GgbEuZm5CSsHUKIWMjBaLydH+49pB259l+D+eHQP4HKhLUKoMrhm3uYHJlwkbwkAEoJgzij/+VMHb0fgNW72nP+UxYU5U7AnZAWlVWrGyhaTF5sZgmAhEg9Bsymy1l647fakctf6EeVcz5Q3vCXxVil0zcHSMpviMZJAJQyOnPfhScxcaC6YerGfW3oMWsUFY47gReBI41+dbSV1agBUK7djcGQHdfvLYSIFzP9C2/m+WmbAThYms0Jc05i1+FHUSdGx79ivX8OkAyBicZJAJRCDIYT+cfl1WRZXdqxQXNPovut7Xn964V4vXNRx+8Px7wt2vyfDDeQFfPvJ4RIFCsTTvgVL/3Wnwk68+ERdL/VxdMrnkFRbgf+D1jT4DNEU6XMARJhkgAo5fyJjXdsq3f0L2+dQM/Zo+l+6yj+/PrbqAXMYjdG7hsCy7FLACRE6uvC+L5TuPns4FpkD37Qmx6zTqL7ra345TNbcXnmAA8Ty8xQpUMyQCI8EgClHAMm41/YPX8NH9z4ISZj/U7grfWdGf9gLh7vnUBZTFrhXwHmRvbjESId9GHGmeNYM3tFyEfX/tSWPn8bw1kPF1JScR9QGpNWVDjU4ErmAImmSACUkgzAnfQr/Dk77/uMTXe8zUu/fTfojJ+O5NBr9hhKqx8EPg/5LC2hzQHKcKIunRVCpL7RtM+9gN3zV/HjvP/j27nPcsNZwf3LzsOtGHnPKI5VPgT8FPUWHCytAqBDnpTfEI2TACilTQTuI8c+ifF9C9g9/1N2z1/CH0/foJ0x5M6TePHz1cC9RHPFmDYEZnMhAZAQ6eRU4E4MhgnkZQzlpp8Z2D3/PZbd9DadWvmzPsPuPokDxxcCnxDNkh2l1Wo/1jorI2rPKVKTbJSS8szAlNoPJ7CFv0x6m17tvubPb4wC4M7/DODO/8DWu+/CbrkG6ICaRfICJppTTdU/CdqLxNlCpBsr8NuA//9In4LX+PzW9azfAxf9/QwAxs0fDVTwznXzObFzDQbDcKA70B7IBLJR+6DwKIqiBUB5GW2jcSEihSXFO9PTTz9N9+7dsdvtjBkzhjVrGl8t8MYbb9C/f3/sdjuDBw/m/fffD3r8yiuvxGAwBH1MmjQplpegE1ZgCHAnF4/owQc3rgp6tP/tY3hm5SJeX/sYv/3ny0x/8V98f+AuPN45wHcRfSf/MvjotFwIoWc9gNnAnQzvOoIHLv4+6NELnj6RHrNG0/1WM91v3cfIe77grv+8TI3rDuCpsL9LtcuDq3ZtR15GQbQaL1JUwgOgxYsXM3PmTObOncv69esZMmQIEydO5NChQyHP/+KLL5g6dSpXXXUVGzZsYPLkyUyePJnvvgt+g540aRIHDx7UPl577bV4XI6OXEG/wvP5cd4nZFn9KzLuXzqAv7zZn4+3tmPFtnac+8RIes0ew7SFX+H23A7sDevZy2ozQDkSAAkhNFnAVC4ZdQlf/+2zBs8qqbCz8POe9L/9JLrf2gOvdw7hVJg+XuUvAZJpzY1Ce0UqS3gA9Mgjj3D11Vczffp0TjjhBBYsWEBmZiYLFy4Mef7jjz/OpEmTuOWWWxgwYAB33303w4cP56mngu8SbDYbhYWF2kfr1q3jcTk6MxaD4Va+v2sDS2/8gMLchqu3frq9kJPvH8TukgWEM2n6vY0HAcixSzl6IURd3WmX8wd2z1/FutteZfrJaxs9u+fsMfxY8iDwTaPnrdpRon1uMEgFetG4hM4BcjqdrFu3jlmzZmnHjEYjEyZMYPXq1SG/ZvXq1cycOTPo2MSJE1myZEnQsZUrV9K+fXtat27NmWeeyT333EPbtqHHhB0OBw6HQ/t/WVlsloYnpzbAnfQvvJMvZ69BUX4EKjEYLCiKgX3HbExZMIWishyKy7I5/aFx/OnMNfz57PXADJqaH5SXkR+HaxBC6E834G+0zX6Iub9wMvcX/wGO4asRVFplYchdV2hnn/HQKO6+YBmXj90IXE6ovmd7ceBNnCy+EI1LaAaopKQEj8dDQUHwWG1BQQFFRUUhv6aoqKjJ8ydNmsTLL7/M8uXLuf/++/nkk08455xz8HhCZyPmzZtHXl6e9tGlS5cWXpneGFArRP8Zg2E6BsNYYBQGw0i6tBnEl7O/Zvmfl9AhTw0Mn/y4L31v64bbMwfYhrqCQwG+ApZQ6fBn48b0lG0whBANyUbte+5FvaEagDpPcQh5mSewe/7n3PELf3bo9ndO4NpXqoG/1x7xAhuAVcAb2C1qlfvLT9qNBECiKSm5CuxXv/qV9vngwYM58cQT6dWrFytXruSss86qd/6sWbOCskplZWVpGAQBdKr9OL/OcSe92j3OylvW0++209UjbhO9/3YSHfM2MnHQx/zn20JKKqz0Lyxna1EPAIwGhWybLEUVQoRjUO1HIA9XnryA0/t9wukPjQdg6fedGXlPDfMueoirXx4QcG4mUAFAfrYJkAmIonEJzQDl5+djMpkoLi4OOl5cXExhYWHIryksLIzofICePXuSn5/PDz/8EPJxm81Gbm5u0IcIZAVuwWb+K7vnr6Z1Zo32yIHSTF78vCslFerd1taiNtpjXsWAwXBivBsrhEgZJuA6uudfxA/3fqIdLamw1wl+gtW4U/LeXkRZQgMgq9XKiBEjWL58uXbM6/WyfPlyxo4dG/Jrxo4dG3Q+wLJlyxo8H2Dfvn0cOXKEDh06RKfhaSsfmMuGORv53w3/C3nG5Sf5g8yJAw+ipriFEKIlTsJs+gvb7llDr3ZNb6FxUs/2cWiT0DuDoigJ3TBl8eLFXHHFFfzjH/9g9OjRPPbYY7z++uts3bqVgoICpk2bRqdOnZg3bx6gLoMfP3488+fP59xzz2XRokXcd999rF+/nkGDBlFRUcGdd97JxRdfTGFhITt37uQvf/kL5eXlbNq0CZut6X2pysrKyMvLo7S0VLJBDfo7sB2Pdz8ebyUGg4LFlAvkoigKPxyCLm0ysVseJZJCZkII0TAFuIOSip1sPmBmXK/9mE25+Ia7Dhw3s/tIHuN6DQD+kMiGigSJ5P074XnCSy+9lMOHDzNnzhyKiooYOnQoS5cu1SY679mzB6PRn6gaN24cr776KrfddhuzZ8+mT58+LFmyhEGD1LFjk8nExo0beemllzh+/DgdO3bk7LPP5u677w4r+BHh+iNwGJNxCSbjvtpjBuDXGAzl9Cn4D9AWCX6EENFjAG4jP/txTut7HOiCOpDRC6ihY6sDdGzlAU5IYBuFXiQ8A5SMJAMkhBB65aa5W/gI/dNVBkgIIYSIHnlbE+FJeCVoIYQQQoh4kwBICCGEEGlHAiAhhBBCpB0JgIQQQgiRdiQAEkIIIUTakQBICCGEEGlHAiAhhBBCpB0JgIQQQgiRdiQAEkIIIUTakQBICCGEEGlHAiAhhBBCpB0JgIQQQgiRdiQAEkIIIUTakW1zQ1AUBYCysrIEt0QIIYQQ4fK9b/vexxsjAVAI5eXlAHTp0iXBLRFCCCFEpMrLy8nLy2v0HIMSTpiUZrxeLwcOHCAnJweDwRD0WFlZGV26dGHv3r3k5uYmqIWxI9enf6l+jal+fZD61yjXp3/Jeo2KolBeXk7Hjh0xGhuf5SMZoBCMRiOdO3du9Jzc3NyketGjTa5P/1L9GlP9+iD1r1GuT/+S8Rqbyvz4yCRoIYQQQqQdCYCEEEIIkXYkAIqQzWZj7ty52Gy2RDclJuT69C/VrzHVrw9S/xrl+vQvFa5RJkELIYQQIu1IBkgIIYQQaUcCICGEEEKkHQmAhBBCCJF2JAASQgghRNpJ+wDo6NGjXHbZZeTm5tKqVSuuuuoqKioqGv2aZ599ltNPP53c3FwMBgPHjx9v1vNu3LiRU089FbvdTpcuXXjggQeieWlht6OumpoarrvuOtq2bUt2djYXX3wxxcXF2uP//Oc/MRgMIT8OHToEwMqVK0M+XlRUlPTXB4Rs+6JFi4LOWblyJcOHD8dms9G7d2/++c9/RvXafGJxjd9++y1Tp06lS5cuZGRkMGDAAB5//PGg54jVa/j000/TvXt37HY7Y8aMYc2aNY2e/8Ybb9C/f3/sdjuDBw/m/fffD3pcURTmzJlDhw4dyMjIYMKECezYsSPonOb8DFsimtfocrn461//yuDBg8nKyqJjx45MmzaNAwcOBD1H9+7d671W8+fPT/rrA7jyyivrtX3SpElB5+j5NYTQfYrBYODBBx/UzknW1/D777/n4osv1tr32GOPNes5w+l740pJc5MmTVKGDBmifPnll8pnn32m9O7dW5k6dWqjX/Poo48q8+bNU+bNm6cAyrFjxyJ+3tLSUqWgoEC57LLLlO+++0557bXXlIyMDOUf//hHwq/v2muvVbp06aIsX75cWbt2rXLSSScp48aN0x6vqqpSDh48GPQxceJEZfz48do5K1asUABl27ZtQed5PJ6kvz5FURRAefHFF4PaXl1drT2+a9cuJTMzU5k5c6ayefNm5cknn1RMJpOydOnSqF5frK7xhRdeUK6//npl5cqVys6dO5VXXnlFycjIUJ588kntnFi8hosWLVKsVquycOFC5fvvv1euvvpqpVWrVkpxcXHI8z///HPFZDIpDzzwgLJ582bltttuUywWi7Jp0ybtnPnz5yt5eXnKkiVLlG+//VY5//zzlR49egS9Xs35GSbLNR4/flyZMGGCsnjxYmXr1q3K6tWrldGjRysjRowIep5u3bopd911V9BrVVFRkfTXpyiKcsUVVyiTJk0KavvRo0eDnkfPr6GiKPX6zIULFyoGg0HZuXOndk6yvoZr1qxRbr75ZuW1115TCgsLlUcffbRZzxlO3xtPaR0Abd68WQGUr7/+Wjv2v//9TzEYDMr+/fub/HrfG0TdACic5/373/+utG7dWnE4HNo5f/3rX5V+/fq18Koia0ddx48fVywWi/LGG29ox7Zs2aIAyurVq0N+zaFDhxSLxaK8/PLL2rGGfjbRFMvrA5R///vfDX7vv/zlL8rAgQODjl166aXKxIkTm3k1ocXrNVQURfnjH/+onHHGGdr/Y/Eajh49Wrnuuuu0/3s8HqVjx47KvHnzQp5/ySWXKOeee27QsTFjxii///3vFUVRFK/XqxQWFioPPvig9vjx48cVm82mvPbaa4qitPzvPFLRvsZQ1qxZowDKTz/9pB3r1q1byDemaIvF9V1xxRXKBRdc0OD3TMXX8IILLlDOPPPMoGPJ+hoGaqiNTT1nc/ulWErrIbDVq1fTqlUrRo4cqR2bMGECRqORr776KqbPu3r1ak477TSsVqt2zsSJE9m2bRvHjh1r9veOtB11rVu3DpfLxYQJE7Rj/fv3p2vXrqxevTrk17z88stkZmbyy1/+st5jQ4cOpUOHDvzsZz/j888/b+EVBYv19V133XXk5+czevRoFi5ciBJQMmv16tVBzwHq69fQz6i54vUaApSWltKmTZt6x6P1GjqdTtatWxfULqPRyIQJExpsV1M/5x9//JGioqKgc/Ly8hgzZox2Tqz+zkOJxTWGUlpaisFgoFWrVkHH58+fT9u2bRk2bBgPPvggbre7+RcTQiyvb+XKlbRv355+/frxhz/8gSNHjgQ9Ryq9hsXFxbz33ntcddVV9R5LxtcwGs/Z3H4pltJ6M9SioiLat28fdMxsNtOmTZsWzXMI53mLioro0aNH0DkFBQXaY61bt27294+kHaG+xmq11utYCwoKGvyaF154gV//+tdkZGRoxzp06MCCBQsYOXIkDoeD559/ntNPP52vvvqK4cOHt+zCAtoaq+u76667OPPMM8nMzOTDDz/kj3/8IxUVFVx//fXa8/her8DnKCsro7q6Ouhn0RLxeg2/+OILFi9ezHvvvacdi/ZrWFJSgsfjCflz27p1a4PXEur8wL8j37HGzonF33kosbjGumpqavjrX//K1KlTgzahvP766xk+fDht2rThiy++YNasWRw8eJBHHnmkhVflF6vrmzRpEhdddBE9evRg586dzJ49m3POOYfVq1djMplS7jV86aWXyMnJ4aKLLgo6nqyvYTSeszn9UqylZAB06623cv/99zd6zpYtW+LUmuhLputbvXo1W7Zs4ZVXXgk63q9fP/r166f9f9y4cezcuZNHH3203rl1JcP13X777drnw4YNo7KykgcffFALgFoqGa7R57vvvuOCCy5g7ty5nH322drxlryGIjZcLheXXHIJiqLwzDPPBD02c+ZM7fMTTzwRq9XK73//e+bNm5f02xX86le/0j4fPHgwJ554Ir169WLlypWcddZZCWxZbCxcuJDLLrsMu90edFzPr6EepWQA9Oc//5krr7yy0XN69uxJYWGhtmrJx+12c/ToUQoLC5v9/cN53sLCwnqz333/b+p7x/L6CgsLcTqdHD9+PChSLy4uDvk1zz//PEOHDmXEiBGNtgdg9OjRrFq1qsnzkun6fMaMGcPdd9+Nw+HAZrM1+Prl5uaGlf1JlmvcvHkzZ511Ftdccw233XZbk+0O9zUMJT8/H5PJFPLn1ti1NHa+79/i4mI6dOgQdM7QoUO1c2Lxdx5KLK7Rxxf8/PTTT3z88cdB2Z9QxowZg9vtZvfu3UGBbEvE8voC9ezZk/z8fH744QfOOuuslHkNAT777DO2bdvG4sWLm2xLsryG0XjO5va9MZWQmUdJwjexbu3atdqxDz74IGqToBt7Xt8kaKfTqZ0za9asmEyCjuT6fBPV3nzzTe3Y1q1bQ05UKy8vV7Kzs4NWDjVmwoQJyoUXXtiMKwkt1tcX6J577lFat26t/f8vf/mLMmjQoKBzpk6dGrNJ0LG4xu+++05p3769csstt4Tdnpa+hqNHj1ZmzJih/d/j8SidOnVqdHLpeeedF3Rs7Nix9SZBP/TQQ9rjpaWlISdBN/fvPFLRvkZFURSn06lMnjxZGThwoHLo0KGw2vGvf/1LMRqN9VZTtVQsrq+uvXv3KgaDQXnnnXcURUmN19DniiuuqLeCryHJ8hoGamwSdGPP2dy+N5bSOgBSFHVp5bBhw5SvvvpKWbVqldKnT5+gpZX79u1T+vXrp3z11VfasYMHDyobNmxQnnvuOQVQPv30U2XDhg3KkSNHwn7e48ePKwUFBcrll1+ufPfdd8qiRYuUzMzMmCyDj/T6rr32WqVr167Kxx9/rKxdu1YZO3asMnbs2HrP/fzzzyt2uz3kKqFHH31UWbJkibJjxw5l06ZNyg033KAYjUblo48+Svrre/fdd5XnnntO2bRpk7Jjxw7l73//u5KZmanMmTNHO8e3DP6WW25RtmzZojz99NMxXQYf7WvctGmT0q5dO+U3v/lN0JLbwDfXWLyGixYtUmw2m/LPf/5T2bx5s3LNNdcorVq1UoqKihRFUZTLL79cufXWW7XzP//8c8VsNisPPfSQsmXLFmXu3Lkhl8G3atVKeeedd5SNGzcqF1xwQchl8I39DKMp2tfodDqV888/X+ncubPyzTffBL1evlWkX3zxhfLoo48q33zzjbJz507lX//6l9KuXTtl2rRpSX995eXlys0336ysXr1a+fHHH5WPPvpIGT58uNKnTx+lpqZGex49v4Y+paWlSmZmpvLMM8/U+57J/Bo6HA5lw4YNyoYNG5QOHTooN998s7JhwwZlx44dYT+nooT/3hIvaR8AHTlyRJk6daqSnZ2t5ObmKtOnT1fKy8u1x3/88UcFUFasWKEdmzt3rgLU+3jxxRfDfl5FUZRvv/1WOeWUUxSbzaZ06tRJmT9/flJcX3V1tfLHP/5Rad26tZKZmalceOGFysGDB+s999ixY5Vf//rXIb/v/fffr/Tq1Uux2+1KmzZtlNNPP135+OOPdXF9//vf/5ShQ4cq2dnZSlZWljJkyBBlwYIF9erfrFixQhk6dKhitVqVnj17Br3+yX6NDf0Od+vWTTsnVq/hk08+qXTt2lWxWq3K6NGjlS+//FJ7bPz48coVV1wRdP7rr7+u9O3bV7FarcrAgQOV9957L+hxr9er3H777UpBQYFis9mUs846S9m2bVvQOeH8PUZTNK/R9/qG+vC95uvWrVPGjBmj5OXlKXa7XRkwYIBy3333BQUQyXp9VVVVytlnn620a9dOsVgsSrdu3ZSrr7466I1TUfT9Gvr84x//UDIyMpTjx4/XeyyZX8OGfgcDa7819ZyKEv57S7wYFCVgba8QQgghRBpI6zpAQgghhEhPEgAJIYQQIu1IACSEEEKItCMBkBBCCCHSjgRAQgghhEg7EgAJIYQQIu1IACSEEEKItCMBkBBCCCHSjgRAQoiUc+WVVzJ58uREN0MIkcRScjd4IUTqMhgMjT4+d+5cHn/8caTIvRCiMRIACSF05eDBg9rnixcvZs6cOWzbtk07lp2dTXZ2diKaJoTQERkCE0LoSmFhofaRl5eHwWAIOpadnV1vCOz000/nT3/6EzfeeCOtW7emoKCA5557jsrKSqZPn05OTg69e/fmf//7X9D3+u677zjnnHPIzs6moKCAyy+/nJKSkjhfsRAiFiQAEkKkhZdeeon8/HzWrFnDn/70J/7whz8wZcoUxo0bx/r16zn77LO5/PLLqaqqAuD48eOceeaZDBs2jLVr17J06VKKi4u55JJLEnwlQohokABICJEWhgwZwm233UafPn2YNWsWdrud/Px8rr76avr06cOcOXM4cuQIGzduBOCpp55i2LBh3HffffTv359hw4axcOFCVqxYwfbt2xN8NUKIlpI5QEKItHDiiSdqn5tMJtq2bcvgwYO1YwUFBQAcOnQIgG+//ZYVK1aEnE+0c+dO+vbtG+MWCyFiSQIgIURasFgsQf83GAxBx3yry7xeLwAVFRX84he/4P7776/3XB06dIhhS4UQ8SABkBBChDB8+HDeeustunfvjtksXaUQqUbmAAkhRAjXXXcdR48eZerUqXz99dfs3LmTDz74gOnTp+PxeBLdPCFEC0kAJIQQIXTs2JHPP/8cj8fD2WefzeDBg7nxxhtp1aoVRqN0nULonUGRcqlCCCGESDNyGyOEEEKItCMBkBBCCCHSjgRAQgghhEg7EgAJIYQQIu1IACSEEEKItCMBkBBCCCHSjgRAQgghhEg7EgAJIYQQIu1IACSEEEKItCMBkBBCCCHSjgRAQgghhEg7/w/es5tgYUoRTQAAAABJRU5ErkJggg=="
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0.05616157 0.05613307 0.0561276  ... 0.05883154 0.05883229 0.05881975]\n",
      "5000\n",
      "[0.00022625 0.00022606 0.00022614 ... 0.00022559 0.00022567 0.00022578]\n",
      "5000\n"
     ]
    }
   ],
   "execution_count": 84
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T23:52:32.047707Z",
     "start_time": "2024-12-04T23:52:32.043120Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Truncate data\n",
    "\n",
    "weighted_mean_spectrum = weighted_mean_spectrum[1000:3700]\n",
    "err_mean_spectrum = err_mean_spectrum[1000:3700]\n",
    "mean_spectrum_time = mean_spectrum_time[1000:3700]"
   ],
   "id": "650a42b319139e56",
   "outputs": [],
   "execution_count": 112
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T23:53:12.588552Z",
     "start_time": "2024-12-04T23:53:12.497222Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Plot peaks\n",
    "\n",
    "from scipy.signal import find_peaks\n",
    "\n",
    "# Identify peaks in the spectrum data\n",
    "spectrum_peaks, _ = find_peaks(weighted_mean_spectrum, height=0.07, distance=50)  # Adjust height and distance as needed\n",
    "\n",
    "# Extract peak times\n",
    "spectrum_peak_times = mean_spectrum_time[spectrum_peaks]\n",
    "\n",
    "# Plot spectrum with frequency on the x-axis\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.plot(mean_spectrum_time, weighted_mean_spectrum, label=\"Voltage (Original Time)\")\n",
    "\n",
    "plt.plot(mean_spectrum_time, weighted_mean_spectrum, label=\"Voltage\")\n",
    "plt.plot(mean_spectrum_time[spectrum_peaks], weighted_mean_spectrum[spectrum_peaks], \"rx\", label=\"Peaks\")  \n",
    "plt.xlabel(\"Time (s)\")\n",
    "plt.ylabel(\"Voltage (V)\")\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "print(\"Spectrum Peaks:\")\n",
    "for i, t in enumerate(mean_spectrum_time[spectrum_peaks]):\n",
    "    print(f\"Peak {i + 1}: Time = {t}, Value = {weighted_mean_spectrum[i]}\")\n"
   ],
   "id": "d49f1ad2cdaca4c8",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spectrum Peaks:\n",
      "Peak 1: Time = -0.02914002, Value = 0.059292076397265366\n",
      "Peak 2: Time = 0.018579980000000003, Value = 0.059297906006986006\n",
      "Peak 3: Time = 0.02209998, Value = 0.05929726989122976\n",
      "Peak 4: Time = 0.025419980000000002, Value = 0.05929323600215655\n"
     ]
    }
   ],
   "execution_count": 115
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-04T23:53:20.686012Z",
     "start_time": "2024-12-04T23:53:20.453963Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# TIME-AVERAGING THE CALIBRATION DATA\n",
    "\n",
    "#work out averages by grouping\n",
    "\n",
    "N_GROUPS = 5000\n",
    "group_step = N_POINTS//N_GROUPS # calculating group sizes\n",
    "\n",
    "if N_POINTS % N_GROUPS != 0:\n",
    "    print(\"Warning: data points do not divide evenly into groups.\")\n",
    "\n",
    "mean_calibration_time = np.zeros(N_GROUPS)\n",
    "weighted_mean_calibration = np.zeros(N_GROUPS)\n",
    "err_mean_calibration= np.zeros(N_GROUPS)\n",
    "\n",
    "# weighted mean calculations: page 66 hughes & hase\n",
    "w = 1 / (std_calibration / np.sqrt(N_MEASUREMENTS - 1))**2\n",
    "x = mean_calibration\n",
    "\n",
    "if np.any(std_calibration == 0):\n",
    "    raise ValueError(\"Standard deviation contains zero values, which would cause division by zero.\")\n",
    "\n",
    "for i in range(N_GROUPS):\n",
    "    # start_idx = i * group_step\n",
    "    # end_idx = min((i + 1) * group_step, N_POINTS)\n",
    "    # mean_spectrum_time[i] = np.mean(spectrum_time[start_idx:end_idx]) # calculates average of spectrum_time for each group\n",
    "    # weighted_mean_spectrum[i] = np.sum(x[start_idx:end_idx] * w[start_idx:end_idx]) / np.sum(w[start_idx:end_idx]) # weighted mean of the spectrum for each group\n",
    "\n",
    "    mean_calibration_time[i] = np.mean(np.array(calibration_time[i*group_step : (i+1)*group_step]))\n",
    "    weighted_mean_calibration[i] = np.sum(x[i*group_step:(i+1)*group_step]*w[i*group_step:(i+1)*group_step])/np.sum(w[i*group_step:(i+1)*group_step])\n",
    "    err_mean_calibration[i] = np.sqrt(1/np.sum(w[i*group_step:(i+1)*group_step]))\n",
    "\n",
    "\n",
    "plt.plot(mean_calibration_time, weighted_mean_calibration)\n",
    "#plt.errorbar(mean_calibration_time, weighted_mean_calibration, yerr=abs(weighted_mean_calibration/np.sqrt(N_GROUPS-1)), capsize=3)\n",
    "plt.fill_between(\n",
    "    x=mean_calibration_time,\n",
    "    y1=weighted_mean_calibration + err_mean_calibration,\n",
    "    y2=weighted_mean_calibration - err_mean_calibration,\n",
    "    alpha=0.5,\n",
    "    color='yellow'\n",
    ")\n",
    "\n",
    "plt.xlabel('Time')\n",
    "plt.ylabel('Voltage')\n",
    "plt.show()\n",
    "\n",
    "print(w)\n",
    "print(err_mean_calibration)\n",
    "print(len(err_mean_calibration))"
   ],
   "id": "2340ece2009c246a",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[281442.90072556 414498.26989619 632589.49831329 ... 549847.9612123\n",
      " 602033.99615213 312637.22631163]\n",
      "[4.48352891e-05 4.44827222e-05 4.42457202e-05 ... 4.38302692e-05\n",
      " 4.40808751e-05 4.39535166e-05]\n",
      "5000\n"
     ]
    }
   ],
   "execution_count": 117
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T10:41:19.046211Z",
     "start_time": "2024-12-05T10:41:18.977111Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# non-uniform spacings between peaks, so relationship between time and frequency is non-linear. hence will use scipy.optimize to fit the data to a theoretical model\n",
    "\n",
    "ct = mean_calibration_time[800:3800]\n",
    "cv = weighted_mean_calibration[800:3800]\n",
    "ce = err_mean_calibration[800:3800]\n",
    "\n",
    "plt.plot(ct,cv)\n",
    "\n",
    "plt.xlabel(\"Time (s)\")\n",
    "plt.ylabel(\"Voltage\")\n",
    "plt.show()"
   ],
   "id": "69abcfb3f713e109",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 132
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T11:17:48.867236Z",
     "start_time": "2024-12-05T11:17:48.854331Z"
    }
   },
   "cell_type": "code",
   "source": [
    "def calibration_fit(t, *params):\n",
    "    return (params[0]*t**2 + params[1]*t + params[2])*(np.sin(params[3]*t**2 + params[4]*t + params[5]) + (params[6]*t**2 + params[7]*t + params[8]))\n",
    "    # (A2*t**2 + A1*t + A0)*(np.sin(B2*t**2 + B1*t + B0)) + (C2*t**2 + C1*t + C0)\n",
    "\n",
    "\n",
    "x_values = ct \n",
    "y_values = cv\n",
    "y_errors = ce\n",
    "\n",
    "# Initial guesses \n",
    "#p0 = [0.0004, 0.0002, 0.0004, 5, 262, 0, 0, 0, -0.0007] # (A2*t**2 + A1*t + A0)*(np.sin(B2*t**2 + B1*t + B0)) + (C2*t**2 + C1*t + C0)\n",
    "\n",
    "# force any parameter with an initial value of zero to remain zero\n",
    "def constrained_calibration_fit(t, *params):\n",
    "    constrained_params = [\n",
    "        params[i] if p0[i] != 0 else 0 for i in range(len(params))\n",
    "    ]\n",
    "    return calibration_fit(t, *constrained_params)\n",
    "\n",
    "# Fit using curve_fit\n",
    "popt, pcov = scipy.optimize.curve_fit(\n",
    "    f=constrained_calibration_fit,\n",
    "    xdata=x_values,\n",
    "    ydata=y_values,\n",
    "    p0=p0,\n",
    "    sigma=y_errors,\n",
    "    absolute_sigma=True\n",
    ")\n",
    "\n",
    "# Normalised residuals\n",
    "\n",
    "residuals = y_values - calibration_fit(x_values, *popt)\n",
    "normalised_residuals= residuals / np.std(residuals)\n",
    "\n",
    "\n",
    "# Chi-squared calculation\n",
    "def chi_squared(model_params, model, x_data, y_data, y_err):\n",
    "    return np.sum(((y_data - model(x_data, *model_params))/y_err)**2)\n",
    "\n",
    "# obtain optimal parameters\n",
    "def print_optimization_results(model_name, popt, cov, model, x_values, y_values, y_errors):\n",
    "    chi_squared_min = chi_squared(popt, model, x_values, y_values, y_errors)\n",
    "    degrees_of_freedom = len(x_values) - len(popt)\n",
    "\n",
    "    print(f'{model_name} Model:')\n",
    "    print('chi^2_min = {}'.format(chi_squared_min))\n",
    "    print('reduced chi^2 = {}'.format(chi_squared_min / degrees_of_freedom))\n",
    "    print('P(chi^2_min, DoF) = {}'.format(scipy.stats.chi2.sf(chi_squared_min, degrees_of_freedom)))\n",
    "\n",
    "    popt_errs = np.sqrt(np.diag(cov))\n",
    "    for i, (val, err) in enumerate(zip(popt, popt_errs)):\n",
    "        print(f'Optimized parameter[{i}] = {val:.4e} +/- {err:.4e} units')\n",
    "    print('\\n') \n",
    "    \n",
    "print_optimization_results('Calibration Fit', popt, pcov, calibration_fit, x_values, y_values, y_errors)"
   ],
   "id": "5e0bf8bbae4f5830",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Calibration Fit Model:\n",
      "chi^2_min = 4310.197220028816\n",
      "reduced chi^2 = 1.4410555733964616\n",
      "P(chi^2_min, DoF) = 1.636308670333396e-51\n",
      "Optimized parameter[0] = -1.1237e-05 +/- inf units\n",
      "Optimized parameter[1] = 7.8900e-04 +/- inf units\n",
      "Optimized parameter[2] = 2.6539e-04 +/- inf units\n",
      "Optimized parameter[3] = 5.4389e+02 +/- inf units\n",
      "Optimized parameter[4] = 2.4888e+02 +/- inf units\n",
      "Optimized parameter[5] = 0.0000e+00 +/- inf units\n",
      "Optimized parameter[6] = 0.0000e+00 +/- inf units\n",
      "Optimized parameter[7] = 0.0000e+00 +/- inf units\n",
      "Optimized parameter[8] = -2.3434e+00 +/- inf units\n",
      "\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/wx/c342xfyn5d79yh5st5d07n0w0000gn/T/ipykernel_33633/118825772.py:22: OptimizeWarning: Covariance of the parameters could not be estimated\n",
      "  popt, pcov = scipy.optimize.curve_fit(\n"
     ]
    }
   ],
   "execution_count": 158
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T11:17:52.724624Z",
     "start_time": "2024-12-05T11:17:52.418526Z"
    }
   },
   "cell_type": "code",
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Plot the calibration data and the fitted model\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.errorbar(x_values, y_values, yerr=y_errors, fmt='o', label='Calibration Data', capsize=3)\n",
    "plt.plot(x_values, calibration_fit(x_values, *popt), label='Fitted Model', color='red')\n",
    "plt.xlabel('Time (s)')\n",
    "plt.ylabel('Voltage (V)')\n",
    "plt.title('Calibration Data with Fitted Model')\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "# Plot residuals\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.errorbar(x_values, residuals, yerr=y_errors, label='Residuals', capsize=3)\n",
    "plt.axhline(0, color='red', linestyle='--', label='Zero Line')\n",
    "plt.xlabel('Time (s)')\n",
    "plt.ylabel('Normalised Residuals')\n",
    "plt.title('Norm Res')\n",
    "plt.legend()\n",
    "plt.show()\n"
   ],
   "id": "a6b4156d7692edd6",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 159
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T11:18:18.442575Z",
     "start_time": "2024-12-05T11:18:18.248884Z"
    }
   },
   "cell_type": "code",
   "source": [
    "from scipy.signal import find_peaks\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Generate the calibration signal\n",
    "calibration_times = np.linspace(min(ct), max(ct), 5000)  # Higher resolution\n",
    "calibration_signal = calibration_fit(calibration_times, *popt)  # Simulate signal\n",
    "\n",
    "# Visualize the simulated signal\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.plot(calibration_times, calibration_signal, label=\"Simulated Calibration Signal\")\n",
    "plt.xlabel(\"Time (s)\")\n",
    "plt.ylabel(\"Signal\")\n",
    "plt.title(\"Simulated Calibration Signal\")\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "# Adjust prominence or other parameters for peak detection\n",
    "calibration_peaks, _ = find_peaks(calibration_signal, prominence=-0.005)  # Relaxed prominence\n",
    "if len(calibration_peaks) == 0:\n",
    "    print(\"No peaks detected! Check prominence or signal resolution.\")\n",
    "else:\n",
    "    # Extract times of detected peaks\n",
    "    calibration_peak_times = calibration_times[calibration_peaks]\n",
    "\n",
    "    # Print detected peaks\n",
    "    print(\"Detected peak times (s):\", calibration_peak_times)\n",
    "\n",
    "    # Calculate time intervals between peaks\n",
    "    time_intervals = np.diff(calibration_peak_times)\n",
    "    print(\"Time intervals between fringes (s):\", time_intervals)\n",
    "\n",
    "    # Plot peaks on the signal\n",
    "    plt.figure(figsize=(10, 5))\n",
    "    plt.plot(calibration_times, calibration_signal, label=\"Simulated Calibration Signal\")\n",
    "    plt.plot(calibration_peak_times, calibration_signal[calibration_peaks], \"rx\", label=\"Detected Peaks\")\n",
    "    plt.xlabel(\"Time (s)\")\n",
    "    plt.ylabel(\"Signal\")\n",
    "    plt.title(\"Calibration Signal with Detected Peaks\")\n",
    "    plt.legend()\n",
    "    plt.show()\n"
   ],
   "id": "848ddf94cd4420c1",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Detected peak times (s): [-0.04967753 -0.0198735   0.00616302  0.0295839   0.05106104]\n",
      "Time intervals between fringes (s): [0.02980402 0.02603653 0.02342088 0.02147714]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 161
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:22:03.483259Z",
     "start_time": "2024-12-05T13:22:03.464082Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# From the above we can see that the B2 value of the model is not 0 otherwise the frequency spacing would be even and the time intervals would be the same. So we can calculate an experimental value for our sweep rate and compare it to the theoretical\n",
    "\n",
    "from scipy.constants import c\n",
    "\n",
    "def sweep_rate(t, B2, B1):\n",
    "    return (2 * B2 * t + B1) * (c/(4*np.pi*0.3)) # converts it to Hz\n",
    "\n",
    "# Extract phase coefficients from fitted parameters\n",
    "B2 = popt[3]  \n",
    "B1 = popt[4]  \n",
    "\n",
    "print(B2)\n",
    "print(B1)\n",
    "\n",
    "# Calculate experimental sweep rates at detected peak times\n",
    "experimental_sweep_rates = sweep_rate(calibration_peak_times, B2, B1)\n",
    "print(\"Experimental Sweep Rates at Peaks (Hz/s):\", experimental_sweep_rates)\n",
    "\n",
    "# Average experimental sweep rate\n",
    "average_experimental_sweep_rate = np.mean(experimental_sweep_rates)\n",
    "print(f\"Average Experimental Sweep Rate: {average_experimental_sweep_rate:.6e} Hz/s\")\n",
    "\n",
    "# Don't forget to calculate standard error\n"
   ],
   "id": "71a6b9b5b4d032",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "543.891097292135\n",
      "248.8846706937504\n",
      "Experimental Sweep Rates at Peaks (Hz/s): [1.54946524e+10 1.80727921e+10 2.03250317e+10 2.23510094e+10\n",
      " 2.42088476e+10]\n",
      "Average Experimental Sweep Rate: 2.009047e+10 Hz/s\n"
     ]
    }
   ],
   "execution_count": 192
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:22:09.958012Z",
     "start_time": "2024-12-05T13:22:09.954382Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Interferometer path length difference\n",
    "delta_L = 0.30  \n",
    "\n",
    "# Theoretical Hz/fringe\n",
    "hz_per_fringe_theoretical = c / (2 * delta_L)\n",
    "print(f\"Theoretical Hz/Fringe: {hz_per_fringe_theoretical:.6e} Hz/fringe\")\n",
    "\n",
    "# Experimental average time interval from detected fringes\n",
    "average_time_interval = np.mean(time_intervals)\n",
    "std_time_interval = np.std(time_intervals)\n",
    "\n",
    "# Theoretical sweep rate \n",
    "sweep_rate_theoretical = hz_per_fringe_theoretical / average_time_interval\n",
    "print(f\"Theoretical Sweep Rate: {sweep_rate_theoretical:.6e} Hz/s\")"
   ],
   "id": "7e59bccb677bf6c7",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Theoretical Hz/Fringe: 4.996541e+08 Hz/fringe\n",
      "Theoretical Sweep Rate: 1.983964e+10 Hz/s\n"
     ]
    }
   ],
   "execution_count": 193
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:22:20.692172Z",
     "start_time": "2024-12-05T13:22:20.689656Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Compare sweep rates\n",
    "difference = average_experimental_sweep_rate - sweep_rate_theoretical\n",
    "percent_difference = (difference / sweep_rate_theoretical) * 100\n",
    "\n",
    "print(f\"Difference: {difference:.6e} Hz/s\")\n",
    "print(f\"Percentage Difference: {percent_difference:.2f}%\")\n"
   ],
   "id": "750547a059bf98fc",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Difference: 2.508311e+08 Hz/s\n",
      "Percentage Difference: 1.26%\n"
     ]
    }
   ],
   "execution_count": 194
  },
  {
   "metadata": {},
   "cell_type": "code",
   "outputs": [],
   "execution_count": null,
   "source": [
    "# Ok so there seems to be a huge mismatch between the theoretical sweep value and the experimental one and im not sure why. but for now i will have to use the theoretical value i guess.\n",
    "# Consider going back and refitting the model \n",
    "# or plan b: use sweep rate method (think this worked?!)"
   ],
   "id": "45036094d802315a"
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:37:06.060791Z",
     "start_time": "2024-12-05T13:37:06.058639Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Convert spectrum time to frequency\n",
    "spectrum_frequency = mean_spectrum_time * average_experimental_sweep_rate\n",
    "print(\"Spectrum Frequency (Hz):\", spectrum_frequency)\n"
   ],
   "id": "5ea39872b9832254",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spectrum Frequency (Hz): [-1.06439333e+09 -1.06358971e+09 -1.06278609e+09 ...  1.10296622e+09\n",
      "  1.10376984e+09  1.10457346e+09]\n"
     ]
    }
   ],
   "execution_count": 204
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:38:08.363265Z",
     "start_time": "2024-12-05T13:38:08.297448Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Prior to scaling time axis\n",
    "\n",
    "from scipy.signal import find_peaks\n",
    "\n",
    "# Identify peaks in the spectrum data\n",
    "spectrum_peaks, _ = find_peaks(weighted_mean_spectrum, height=0.07, distance=50)  # Adjust height and distance as needed\n",
    "\n",
    "# Extract peak times\n",
    "spectrum_peak_times = mean_spectrum_time[spectrum_peaks]\n",
    "\n",
    "# Plot spectrum with frequency on the x-axis\n",
    "plt.figure(figsize=(10, 5))\n",
    "\n",
    "plt.plot(mean_spectrum_time, weighted_mean_spectrum)\n",
    "plt.plot(mean_spectrum_time[spectrum_peaks], weighted_mean_spectrum[spectrum_peaks], \"rx\", label=\"Peaks\")  \n",
    "plt.xlabel(\"Time (s)\")\n",
    "plt.ylabel(\"Voltage (V)\")\n",
    "plt.legend()\n",
    "plt.show()\n",
    "\n",
    "print(\"Spectrum Peaks:\")\n",
    "for i, t in enumerate(mean_spectrum_time[spectrum_peaks]):\n",
    "    print(f\"Peak {i + 1}: Time = {t}\")\n"
   ],
   "id": "f6058f3d86dffb6f",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spectrum Peaks:\n",
      "Peak 1: Time = -0.02914002\n",
      "Peak 2: Time = 0.018579980000000003\n",
      "Peak 3: Time = 0.02209998\n",
      "Peak 4: Time = 0.025419980000000002\n"
     ]
    }
   ],
   "execution_count": 206
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:33:59.620810Z",
     "start_time": "2024-12-05T13:33:59.617811Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Choose a reference peak for zero detuning (e.g., the first detected peak)\n",
    "reference_peak_index = 0 \n",
    "reference_frequency = spectrum_frequency[spectrum_peaks[reference_peak_index]]\n",
    "\n",
    "# Apply detuning\n",
    "detuned_frequency = spectrum_frequency - reference_frequency\n"
   ],
   "id": "caf22892c107523c",
   "outputs": [],
   "execution_count": 200
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:38:50.391273Z",
     "start_time": "2024-12-05T13:38:50.310793Z"
    }
   },
   "cell_type": "code",
   "source": [
    "# Plot spectrum with detuned frequency axis\n",
    "plt.figure(figsize=(10, 5))\n",
    "plt.plot(detuned_frequency, weighted_mean_spectrum)\n",
    "plt.scatter(detuned_frequency[spectrum_peaks], weighted_mean_spectrum[spectrum_peaks], color='red', label=\"Peaks\")\n",
    "plt.axvline(0, color='black', linestyle='--', label=\"Zero Detuning\") \n",
    "plt.xlabel(\"Detuned Frequency (Hz)\")\n",
    "plt.ylabel(\"Voltage (V)\")\n",
    "plt.title(\"Frequency-Calibrated Spectrum with Detuning\")\n",
    "plt.legend()\n",
    "plt.show()\n"
   ],
   "id": "dbdc5e035aad73c0",
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ],
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "execution_count": 207
  },
  {
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-12-05T13:39:32.486620Z",
     "start_time": "2024-12-05T13:39:32.484144Z"
    }
   },
   "cell_type": "code",
   "source": [
    "print(\"Spectrum Peaks (Detuned Frequencies):\")\n",
    "for i, peak_index in enumerate(spectrum_peaks):\n",
    "    print(f\"Peak {i + 1}: Frequency = {detuned_frequency[peak_index]:.6e} Hz, Voltage = {weighted_mean_spectrum[peak_index]:.2f}\")\n"
   ],
   "id": "25b3e19e92447ea9",
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Spectrum Peaks (Detuned Frequencies):\n",
      "Peak 1: Frequency = 0.000000e+00 Hz, Voltage = 0.10\n",
      "Peak 2: Frequency = 9.587171e+08 Hz, Voltage = 0.08\n",
      "Peak 3: Frequency = 1.029436e+09 Hz, Voltage = 0.09\n",
      "Peak 4: Frequency = 1.096136e+09 Hz, Voltage = 0.08\n"
     ]
    }
   ],
   "execution_count": 210
  },
  {
   "metadata": {},
   "cell_type": "code",
   "outputs": [],
   "execution_count": null,
   "source": "",
   "id": "d29f7fc4696b6723"
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}