{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e358a2f8-0b9a-4f23-90be-cf3e7b503e84",
   "metadata": {},
   "source": [
    "# LIGO O4 Commissioning Paper"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ccfd6d07-ec41-4a68-96fd-eb9da74acda3",
   "metadata": {},
   "source": [
    "To make all plots from command line, run\n",
    "\n",
    "```jupyter execute plot.ipynb```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "2e0aefb1-170d-4f2d-a037-3746bd552361",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from numpy.random import randn, rand\n",
    "import scipy as sp\n",
    "import scipy.io as io\n",
    "import scipy.signal\n",
    "\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.gridspec as gridspec\n",
    "from matplotlib.legend_handler import HandlerTuple\n",
    "# import corner\n",
    "# from wand.image import Image as WImage\n",
    "\n",
    "import h5py\n",
    "\n",
    "\n",
    "import os\n",
    "import sys\n",
    "from copy import deepcopy\n",
    "# import time\n",
    "# import csv\n",
    "# import glob\n",
    "import importlib\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "# import emcee\n",
    "# import multiprocessing\n",
    "# import queue\n",
    "# from itertools import count\n",
    "\n",
    "import gwinc\n",
    "#from gwinc.noise.quantum import shotrad_debug\n",
    "import lib\n",
    "\n",
    "## Set up plot\n",
    "plt.rcdefaults()\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "matplotlib.rc('text', usetex=True)\n",
    "matplotlib.rc('lines', **{'ls':'-'})\n",
    "\n",
    "\n",
    "\n",
    "L_arm = 3995\n",
    "\n",
    "# h1nb = h5py.File(\"../data/noise_budget/lho_all_noisebudgets_gwinc_quantum.hdf5\", 'r')\n",
    "h1nb = h5py.File(\"data/noise_budget/lho_darm_noisebudget_O4a_hotOM2_start1386255618_span1800_median.hdf5\", 'r')\n",
    "l1nb = h5py.File(\"data/noise_budget/L1NB_G2400537.hdf5\", 'r')\n",
    "\n",
    "h1nb_xcorr = h5py.File(\"data/xcorr_budget/lho_correlated_darm_noisebudget_start1386718819_span900.hdf5\", 'r')\n",
    "xcorr = lib.DARM('data/xcorr_budget/1022_Unsqz.h5') # L1 xcorr\n",
    "\n",
    "\n",
    "\n",
    "##############  Unify CTN  ##################\n",
    "f_bin = np.geomspace(10, 1000, 100)\n",
    "\n",
    "budget = gwinc.load_budget('Aplus')\n",
    "aligo = gwinc.load_budget('aLIGO')\n",
    "# CTN properly defined for O4 in \"aLIGO\" gwinc budget\n",
    "budget.ifo.Materials = aligo.ifo.Materials\n",
    "\n",
    "budget.freq = f_bin\n",
    "\n",
    "# param, pcov = scipy.optimize.curve_fit(ctn, budget, mitctn, p0=[3.9e-4, 0.1])\n",
    "# budget.ifo.Materials.Coating.Phihighn = param[0]\n",
    "# budget.ifo.Materials.Coating.Phihighn_slope = param[1]\n",
    "\n",
    "ctn_budget = deepcopy(budget)\n",
    "\n",
    "# Unify AMD\n",
    "def S_AMD(freq):\n",
    "    return (2.32e-21*(100/freq)**0.5/L_arm)**2   # from wen"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cb755ef9-9f2f-4c99-a055-5d85dcf83c70",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Noise budget"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "9f867ce5-ff43-47d7-b179-5845b6658b9c",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<HDF5 file \"lho_correlated_darm_noisebudget_start1386718819_span900.hdf5\" (mode r)>\n",
      "├── CorrelatedDARM\n",
      "│   ├── PSD (20000)\n",
      "│   └── budget\n",
      "│       ├── ASC\n",
      "│       │   ├── PSD (20000)\n",
      "│       │   └── budget\n",
      "│       │       ├── CHARDPit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── CHARDYaw\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── CSOFTPit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── CSOFTYaw\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── DARMMeasured\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── DHARDPit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── DHARDYaw\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── DSOFTPit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── DSOFTYaw\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── MICHPit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── MICHYaw\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── PRC2Pit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── PRC2Yaw\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── SRC2Pit\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       └── SRC2Yaw\n",
      "│       │           └── PSD (20000)\n",
      "│       ├── CalLines\n",
      "│       │   ├── PSD (20000)\n",
      "│       │   └── budget\n",
      "│       │       ├── PCALX\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       └── PCALY\n",
      "│       │           └── PSD (20000)\n",
      "│       ├── CorrelatedDARMMeasured\n",
      "│       │   └── PSD (20000)\n",
      "│       ├── CorrelatedQuantum\n",
      "│       │   └── PSD (20000)\n",
      "│       ├── DARMMeasured\n",
      "│       │   └── PSD (20000)\n",
      "│       ├── DARMMeasuredO3bLHO_NoSQZ\n",
      "│       │   └── PSD (20000)\n",
      "│       ├── LSC\n",
      "│       │   ├── PSD (20000)\n",
      "│       │   └── budget\n",
      "│       │       ├── DARMMeasured\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── MICH\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── PRCL\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       └── SRCL\n",
      "│       │           └── PSD (20000)\n",
      "│       ├── Laser\n",
      "│       │   ├── PSD (20000)\n",
      "│       │   └── budget\n",
      "│       │       ├── DARMMeasured\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── Frequency\n",
      "│       │       │   └── PSD (20000)\n",
      "│       │       ├── InputJitter\n",
      "│       │       │   ├── PSD (20000)\n",
      "│       │       │   └── budget\n",
      "│       │       │       ├── DARMMeasured\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── InputJitterPit\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       └── InputJitterYaw\n",
      "│       │       │           └── PSD (20000)\n",
      "│       │       └── Intensity\n",
      "│       │           ├── PSD (20000)\n",
      "│       │           └── budget\n",
      "│       │               ├── DARMMeasured\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               ├── Intensity_high\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               ├── Intensity_low\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               └── Intensity_mid\n",
      "│       │                   └── PSD (20000)\n",
      "│       ├── OSEM\n",
      "│       │   └── PSD (20000)\n",
      "│       ├── PUMDAC\n",
      "│       │   ├── PSD (20000)\n",
      "│       │   └── budget\n",
      "│       │       ├── ETMXPUMDAC\n",
      "│       │       │   ├── PSD (20000)\n",
      "│       │       │   └── budget\n",
      "│       │       │       ├── DACModel18Bit\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMXLLPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMXLRPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMXULPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMXURPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       └── NoisemonADC\n",
      "│       │       │           └── PSD (20000)\n",
      "│       │       ├── ETMYPUMDAC\n",
      "│       │       │   ├── PSD (20000)\n",
      "│       │       │   └── budget\n",
      "│       │       │       ├── DACModel18Bit\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMYLLPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMYLRPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMYULPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ETMYURPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       └── NoisemonADC\n",
      "│       │       │           └── PSD (20000)\n",
      "│       │       ├── ITMXPUMDAC\n",
      "│       │       │   ├── PSD (20000)\n",
      "│       │       │   └── budget\n",
      "│       │       │       ├── DACModel18Bit\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ITMXLLPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ITMXLRPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ITMXULPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       ├── ITMXURPUMDAC\n",
      "│       │       │       │   └── PSD (20000)\n",
      "│       │       │       └── NoisemonADC\n",
      "│       │       │           └── PSD (20000)\n",
      "│       │       └── ITMYPUMDAC\n",
      "│       │           ├── PSD (20000)\n",
      "│       │           └── budget\n",
      "│       │               ├── DACModel18Bit\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               ├── ITMYLLPUMDAC\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               ├── ITMYLRPUMDAC\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               ├── ITMYULPUMDAC\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               ├── ITMYURPUMDAC\n",
      "│       │               │   └── PSD (20000)\n",
      "│       │               └── NoisemonADC\n",
      "│       │                   └── PSD (20000)\n",
      "│       ├── ResidualGas\n",
      "│       │   └── PSD (20000)\n",
      "│       ├── Seismic\n",
      "│       │   └── PSD (20000)\n",
      "│       └── Thermal\n",
      "│           ├── PSD (20000)\n",
      "│           └── budget\n",
      "│               ├── AMDBrownian\n",
      "│               │   └── PSD (20000)\n",
      "│               ├── CoatingBrownian\n",
      "│               │   └── PSD (20000)\n",
      "│               ├── CoatingThermoOptic\n",
      "│               │   └── PSD (20000)\n",
      "│               ├── DARMMeasured\n",
      "│               │   └── PSD (20000)\n",
      "│               ├── SubstrateBrownian\n",
      "│               │   └── PSD (20000)\n",
      "│               ├── SubstrateThermoElastic\n",
      "│               │   └── PSD (20000)\n",
      "│               └── SuspensionThermal\n",
      "│                   ├── PSD (20000)\n",
      "│                   └── budget\n",
      "│                       ├── HorizPUM\n",
      "│                       │   └── PSD (20000)\n",
      "│                       ├── HorizTest mass\n",
      "│                       │   └── PSD (20000)\n",
      "│                       ├── HorizTop\n",
      "│                       │   └── PSD (20000)\n",
      "│                       ├── HorizUIM\n",
      "│                       │   └── PSD (20000)\n",
      "│                       ├── VertPUM\n",
      "│                       │   └── PSD (20000)\n",
      "│                       ├── VertTop\n",
      "│                       │   └── PSD (20000)\n",
      "│                       └── VertUIM\n",
      "│                           └── PSD (20000)\n",
      "└── Freq (20000)\n"
     ]
    }
   ],
   "source": [
    "def h5_tree(val, pre=''):\n",
    "    items = len(val)\n",
    "    for key, val in val.items():\n",
    "        items -= 1\n",
    "        if items == 0:\n",
    "            # the last item\n",
    "            if type(val) == h5py._hl.group.Group:\n",
    "                print(pre + '└── ' + key)\n",
    "                h5_tree(val, pre+'    ')\n",
    "            else:\n",
    "                print(pre + '└── ' + key + ' (%d)' % len(val))\n",
    "        else:\n",
    "            if type(val) == h5py._hl.group.Group:\n",
    "                print(pre + '├── ' + key)\n",
    "                h5_tree(val, pre+'│   ')\n",
    "            else:\n",
    "                print(pre + '├── ' + key + ' (%d)' % len(val))\n",
    "\n",
    "\n",
    "# filename = '../data/noise_budget/lho_all_noisebudgets_gwinc_quantum.hdf5'\n",
    "# filename = '../data/noise_budget/L1NB_G2400537.hdf5'\n",
    "filename = 'data/xcorr_budget/lho_correlated_darm_noisebudget_start1386718819_span900.hdf5'\n",
    "with h5py.File(filename, 'r') as hf:\n",
    "    print(hf)\n",
    "    h5_tree(hf)\n",
    "\n",
    "# hf = h5py.File(filename, 'r')\n",
    "# for name in hf['H1/budget']:\n",
    "#     print(name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "804578c7-b3e8-47d1-9108-007c5dd728eb",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dot = 0.8    # 1 is dense, 10 is sparsely distributed dots\n",
    "lw1 = 2.0  # model curve\n",
    "lw2 = 1.5  # measured curve\n",
    "traces = {                              # color,                 linestyle, linewidth, zorder, lgdorder, label\n",
    "    '/budget/DARMMeasured':             [[238/255,0/255,0/255]    ,         '-', 1.5,  10,  1, 'Measured noise (O4)'],\n",
    "    '':                                 [[0/255,0/255,0/255]      ,         '-', 1.0, 100,  2, 'Sum of known noises'],\n",
    "    '/budget/Quantum':                  [[146/255,104/255,173/255],        '--', lw1,  15,  3, 'Quantum'],\n",
    "    '/budget/Thermal':                  [[216/255,54/255,54/255]  ,        '--', lw1,  16,  4, 'Thermal'],\n",
    "    '/budget/ResidualGas':              [[189/255,189/255,50/255] ,        '--', lw1,  17,  5, 'Residual gas'],\n",
    "    '/budget/Seismic':                  [[43/255,160/255,72/255]  , (0,(1,dot)), lw2,  30,  6, 'Seismic'],\n",
    "    # '/budget/Newtonian':                [[33/255,191/255,207/255] ,         '-', 1.0, 5,  7, 'Newtonian'],\n",
    "    '/budget/LSC':                      [[245/255,126/255,32/255] , (0,(1,dot)), lw2,  40,  8, 'Auxiliary length control'],\n",
    "    '/budget/ASC':                      [[214/255,40/255,40/255]  , (0,(1,dot)), lw2,  50,  9, 'Alignment control'],\n",
    "    '/budget/Laser/budget/InputJitter': [[32/255,119/255,180/255] , (0,(1,dot)), lw2,  50, 10, 'Beam jitter'],\n",
    "    # '/budget/Laser/budget/Intensity':   [[43/255,160/255,72/255]  , (0,(1,dot)), lw2,   5, 12, 'Laser intensity'], # neg w/ freq noise\n",
    "    '/budget/Laser/budget/Frequency':   [[214/255,121/255,177/255], (0,(1,dot)), lw2,  50, 13, 'Laser'],\n",
    "    '/budget/Dark':                     [[147/255,149/255,152/255], (0,(1,dot)), lw2,  50, 14, 'Photodetector dark'],\n",
    "    # '/budget/OMCLength':                [[0/255,0/255,0/255]      , (0,(1,dot)), lw2, 50, 15, 'Output mode cleaner length'],\n",
    "    '/budget/PUMDAC':                   [[141/255,88/255,77/255]  , (0,(1,dot)), lw2,  50, 16, 'Penultimate-mass actuator'],\n",
    "    '/budget/OSEM':                     [[189/255,189/255,50/255] , (0,(1,dot)), lw2,  50, 17, 'Suspension damping (quads)'],\n",
    "}\n",
    "\n",
    "\n",
    "S_calLines = h1nb_xcorr['CorrelatedDARM']['budget']['CalLines']['PSD'][:]/L_arm**2\n",
    "\n",
    "freq = np.geomspace(10,5000,500)\n",
    "trace = ctn_budget.run(freq=freq)\n",
    "S_thermal = S_AMD(freq) + trace.CoatingBrownian.psd + trace.SuspensionThermal.psd + trace.CoatingThermoOptic.psd + trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd\n",
    "\n",
    "\n",
    "\n",
    "for key in traces:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = h1nb['Freq'][:]\n",
    "    psd.S = h1nb['H1'+key+'/PSD'][:]/L_arm**2\n",
    "    \n",
    "    fmt = traces[key]\n",
    "\n",
    "    if 'ASC' in key:\n",
    "        psd.S[(psd.f >= 13.5) & (psd.f <= 18)] = np.nan\n",
    "\n",
    "    if key=='': # for the black sum of known noises trace\n",
    "        psd.S -= S_calLines\n",
    "        psd.S[(psd.f >= 13.4) & (psd.f <= 14.5)] = np.nan\n",
    "        psd.S[(psd.f >= 15.2) & (psd.f <= 17.1)] = np.nan\n",
    "        psd.S[(psd.f >= 33) & (psd.f <= 34) & (psd.S<1e-45)] = np.nan\n",
    "        psd.S -= h1nb['H1/budget/Thermal/PSD'][:]/L_arm**2\n",
    "        psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "        psd.S += S_thermal\n",
    "        \n",
    "    if key == 'Thermal':\n",
    "        plt.loglog(freq, np.sqrt(S_thermal), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5], alpha=1)\n",
    "        continue\n",
    "    \n",
    "        \n",
    "    \n",
    "    lgdorder = fmt[4]\n",
    "            \n",
    "    if lgdorder > 5:\n",
    "        psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "\n",
    "    plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5], alpha=1)\n",
    "\n",
    "\n",
    "\n",
    "plt.loglog(l1nb['Freq'][:], np.sqrt(l1nb['L1/budget/DARMMeasured/PSD'][:]/L_arm**2), \n",
    "           c=[75/255,166/255,255/255], alpha=0.7, lw=1.0, zorder=3, label='O4, LLO')\n",
    "\n",
    "np.savetxt('L1_darm_measured.txt', np.array([l1nb['Freq'][:], np.sqrt(l1nb['L1/budget/DARMMeasured/PSD'][:]/L_arm**2)]).T)\n",
    "np.savetxt('L1_darm_known_measured.txt', np.array([l1nb['Freq'][:], np.sqrt(l1nb['L1//PSD'][:]/L_arm**2)]).T)\n",
    "np.savetxt('L1_sus_damping.txt', np.array([l1nb['Freq'][:], np.sqrt(l1nb['L1/budget/OSEM/PSD'][:]/L_arm**2)]).T)\n",
    "\n",
    "\n",
    "\n",
    "# plot LHO O3a strain\n",
    "h1o3 = np.loadtxt(\"data/noise_budget/2019-09-05_H1_O3a_darm_displacement_paperData.txt\")\n",
    "plt.plot(h1o3[:,0][::5] , h1o3[:,1][::5]/L_arm, alpha=0.5, c='grey', lw=1, zorder=0, label='O3, LHO')#[75/255,166/255,255/255], \n",
    "         \n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# plt.title('(a) LIGO Hanford Observatory (LHO)', fontsize=16)\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(10, 5000)\n",
    "plt.ylim(1e-25, 1e-20)    \n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle='-', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "legend = plt.legend(loc='upper center', fontsize=10, edgecolor='black', ncol=2, handlelength=2, markerscale=3)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(10, 6)\n",
    "\n",
    "plt.savefig('H1_noise_budget.svg', bbox_inches='tight')\n",
    "plt.savefig('H1_noise_budget.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "10de8800-cd27-45f0-9630-bba0d0b85d8d",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "ename": "FileNotFoundError",
     "evalue": "[Errno 2] No such file or directory: '../data/noise_budget/LLO_O3_NB_data.mat'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
      "File \u001b[0;32m~/miniconda3/envs/controls/lib/python3.10/site-packages/scipy/io/matlab/_mio.py:39\u001b[0m, in \u001b[0;36m_open_file\u001b[0;34m(file_like, appendmat, mode)\u001b[0m\n\u001b[1;32m     38\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m---> 39\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mopen\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mfile_like\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[43m)\u001b[49m, \u001b[38;5;28;01mTrue\u001b[39;00m\n\u001b[1;32m     40\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[1;32m     41\u001b[0m     \u001b[38;5;66;03m# Probably \"not found\"\u001b[39;00m\n",
      "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: '../data/noise_budget/LLO_O3_NB_data.mat'",
      "\nDuring handling of the above exception, another exception occurred:\n",
      "\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[4], line 62\u001b[0m\n\u001b[1;32m     56\u001b[0m plt\u001b[38;5;241m.\u001b[39mloglog(h1nb[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mFreq\u001b[39m\u001b[38;5;124m'\u001b[39m][:], np\u001b[38;5;241m.\u001b[39msqrt(h1nb[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mH1/budget/DARMMeasured/PSD\u001b[39m\u001b[38;5;124m'\u001b[39m][:]\u001b[38;5;241m/\u001b[39mL_arm\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39m\u001b[38;5;241m2\u001b[39m), \n\u001b[1;32m     57\u001b[0m            c\u001b[38;5;241m=\u001b[39m[\u001b[38;5;241m238\u001b[39m\u001b[38;5;241m/\u001b[39m\u001b[38;5;241m255\u001b[39m,\u001b[38;5;241m0\u001b[39m\u001b[38;5;241m/\u001b[39m\u001b[38;5;241m255\u001b[39m,\u001b[38;5;241m0\u001b[39m\u001b[38;5;241m/\u001b[39m\u001b[38;5;241m255\u001b[39m], alpha\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0.4\u001b[39m, lw\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m1.0\u001b[39m, zorder\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m3\u001b[39m, label\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mO4, LHO\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[1;32m     61\u001b[0m \u001b[38;5;66;03m# plot LLO O3a strain, copied from O3 commish paper\u001b[39;00m\n\u001b[0;32m---> 62\u001b[0m NB_LLO_O3 \u001b[38;5;241m=\u001b[39m \u001b[43mio\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mloadmat\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43m../data/noise_budget/LLO_O3_NB_data.mat\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43msqueeze_me\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mstruct_as_record\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[1;32m     63\u001b[0m freqq     \u001b[38;5;241m=\u001b[39m NB_LLO_O3[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mNB\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mfreq\n\u001b[1;32m     64\u001b[0m darm_o3_0 \u001b[38;5;241m=\u001b[39m NB_LLO_O3[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mNB\u001b[39m\u001b[38;5;124m'\u001b[39m]\u001b[38;5;241m.\u001b[39mDARM_reference\u001b[38;5;241m/\u001b[39mL_arm\n",
      "File \u001b[0;32m~/miniconda3/envs/controls/lib/python3.10/site-packages/scipy/io/matlab/_mio.py:225\u001b[0m, in \u001b[0;36mloadmat\u001b[0;34m(file_name, mdict, appendmat, **kwargs)\u001b[0m\n\u001b[1;32m     88\u001b[0m \u001b[38;5;250m\u001b[39m\u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m     89\u001b[0m \u001b[38;5;124;03mLoad MATLAB file.\u001b[39;00m\n\u001b[1;32m     90\u001b[0m \n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m    222\u001b[0m \u001b[38;5;124;03m    3.14159265+3.14159265j])\u001b[39;00m\n\u001b[1;32m    223\u001b[0m \u001b[38;5;124;03m\"\"\"\u001b[39;00m\n\u001b[1;32m    224\u001b[0m variable_names \u001b[38;5;241m=\u001b[39m kwargs\u001b[38;5;241m.\u001b[39mpop(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mvariable_names\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m)\n\u001b[0;32m--> 225\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m _open_file_context(file_name, appendmat) \u001b[38;5;28;01mas\u001b[39;00m f:\n\u001b[1;32m    226\u001b[0m     MR, _ \u001b[38;5;241m=\u001b[39m mat_reader_factory(f, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs)\n\u001b[1;32m    227\u001b[0m     matfile_dict \u001b[38;5;241m=\u001b[39m MR\u001b[38;5;241m.\u001b[39mget_variables(variable_names)\n",
      "File \u001b[0;32m~/miniconda3/envs/controls/lib/python3.10/contextlib.py:135\u001b[0m, in \u001b[0;36m_GeneratorContextManager.__enter__\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    133\u001b[0m \u001b[38;5;28;01mdel\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39margs, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mkwds, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfunc\n\u001b[1;32m    134\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 135\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mnext\u001b[39;49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgen\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m    136\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mStopIteration\u001b[39;00m:\n\u001b[1;32m    137\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mgenerator didn\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mt yield\u001b[39m\u001b[38;5;124m\"\u001b[39m) \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n",
      "File \u001b[0;32m~/miniconda3/envs/controls/lib/python3.10/site-packages/scipy/io/matlab/_mio.py:17\u001b[0m, in \u001b[0;36m_open_file_context\u001b[0;34m(file_like, appendmat, mode)\u001b[0m\n\u001b[1;32m     15\u001b[0m \u001b[38;5;129m@contextmanager\u001b[39m\n\u001b[1;32m     16\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21m_open_file_context\u001b[39m(file_like, appendmat, mode\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mrb\u001b[39m\u001b[38;5;124m'\u001b[39m):\n\u001b[0;32m---> 17\u001b[0m     f, opened \u001b[38;5;241m=\u001b[39m \u001b[43m_open_file\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile_like\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mappendmat\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m     18\u001b[0m     \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[1;32m     19\u001b[0m         \u001b[38;5;28;01myield\u001b[39;00m f\n",
      "File \u001b[0;32m~/miniconda3/envs/controls/lib/python3.10/site-packages/scipy/io/matlab/_mio.py:45\u001b[0m, in \u001b[0;36m_open_file\u001b[0;34m(file_like, appendmat, mode)\u001b[0m\n\u001b[1;32m     43\u001b[0m     \u001b[38;5;28;01mif\u001b[39;00m appendmat \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m file_like\u001b[38;5;241m.\u001b[39mendswith(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m.mat\u001b[39m\u001b[38;5;124m'\u001b[39m):\n\u001b[1;32m     44\u001b[0m         file_like \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;124m'\u001b[39m\u001b[38;5;124m.mat\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[0;32m---> 45\u001b[0m     \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mopen\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mfile_like\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmode\u001b[49m\u001b[43m)\u001b[49m, \u001b[38;5;28;01mTrue\u001b[39;00m\n\u001b[1;32m     46\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m     47\u001b[0m     \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m(\n\u001b[1;32m     48\u001b[0m         \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mReader needs file name or open file-like object\u001b[39m\u001b[38;5;124m'\u001b[39m\n\u001b[1;32m     49\u001b[0m     ) \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01me\u001b[39;00m\n",
      "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: '../data/noise_budget/LLO_O3_NB_data.mat'"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import lib, importlib; importlib.reload(lib)\n",
    "\n",
    "dot = 0.8   # 1 is dense, 10 is sparsely distributed dots\n",
    "lw1 = 2.0  # model curve\n",
    "lw2 = 1.5  # measured curve\n",
    "traces = {         # color,                    linestyle, linewidth, zorder, lgdorder, label\n",
    "    '/budget/DARMMeasured':             [[75/255,166/255,255/255] ,         '-', 1.5,  10,  1, 'Measured noise (O4)'],\n",
    "    '':                                 [[0/255,0/255,0/255]      ,         '-', 1.0, 100,  2, 'Sum of known noises'],\n",
    "    '/budget/Quantum':                  [[146/255,104/255,173/255],        '--', lw1,  15,  3, 'Quantum'],\n",
    "    '/budget/Thermal':                  [[216/255,54/255,54/255]  ,        '--', lw1,  16,  4, 'Thermal'],\n",
    "    '/budget/ResidualGas':              [[189/255,189/255,50/255] ,        '--', lw1,  17,  5, 'Residual gas'],\n",
    "    '/budget/Seismic':                  [[43/255,160/255,72/255]  , (0,(1,dot)), lw2,  14,  6, 'Seismic'],\n",
    "    # '/budget/Newtonian':                [[33/255,191/255,207/255] ,         '-', 1.0, 5,  7, 'Newtonian'],\n",
    "    '/budget/LSC':                      [[245/255,126/255,32/255] , (0,(1,dot)), lw2,  50,  8, 'Auxiliary length control'],\n",
    "    '/budget/ASC':                      [[214/255,40/255,40/255]  , (0,(1,dot)), lw2,  50,  9, 'Alignment control'],\n",
    "    '/budget/Laser/budget/InputJitter': [[32/255,119/255,180/255] , (0,(1,dot)), lw2,  50, 10, 'Beam jitter'],\n",
    "    # '/budget/Laser/budget/Intensity':   [[43/255,160/255,72/255]  , (0,(1,dot)), lw2,  50, 12, 'Laser intensity'],\n",
    "    '/budget/Laser':                    [[214/255,121/255,177/255], (0,(1,dot)), lw2,  50, 13, 'Laser'], # freq + RIN\n",
    "    '/budget/Dark':                     [[147/255,149/255,152/255], (0,(1,dot)), lw2,  50, 14, 'Photodetector dark'],\n",
    "    # '/budget/FCBackscatter':            [[90/255,70/255,90/255]   , (0,(1,dot)), lw2,  50, 15, 'Filter cavity backscatter'],\n",
    "    '/budget/PUMDAC':                   [[141/255,88/255,77/255]  , (0,(1,dot)), lw2,  50, 16, 'Penultimate-mass actuator'],\n",
    "    '/budget/OSEM':                     [[189/255,189/255,50/255] , (0,(1,dot)), lw2,  50, 17, 'Suspension damping (quads+triples)'],\n",
    "}\n",
    "\n",
    "\n",
    "freq = np.geomspace(10,5000,500)\n",
    "trace = ctn_budget.run(freq=freq)\n",
    "S_thermal = S_AMD(freq) + trace.CoatingBrownian.psd + trace.SuspensionThermal.psd + trace.CoatingThermoOptic.psd + trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd\n",
    "\n",
    "\n",
    "\n",
    "for key in traces:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = l1nb['Freq'][:]\n",
    "    psd.S = l1nb['L1'+key+'/PSD'][:]/L_arm**2\n",
    "    \n",
    "    fmt = traces[key]\n",
    "    \n",
    "    if key=='': # for the black sum of known noises trace\n",
    "        psd.S -= l1nb['L1/budget/Thermal/PSD'][:]/L_arm**2\n",
    "        psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "        psd.S += S_thermal\n",
    "    \n",
    "    if key == 'Thermal':\n",
    "        plt.loglog(freq, np.sqrt(S_thermal), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5], alpha=1)\n",
    "        continue\n",
    "        \n",
    "    lgdorder = fmt[4]\n",
    "    if lgdorder > 5:\n",
    "        psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "\n",
    "    plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5], alpha=1)\n",
    "\n",
    "    \n",
    "    \n",
    "plt.loglog(h1nb['Freq'][:], np.sqrt(h1nb['H1/budget/DARMMeasured/PSD'][:]/L_arm**2), \n",
    "           c=[238/255,0/255,0/255], alpha=0.4, lw=1.0, zorder=3, label='O4, LHO')\n",
    "\n",
    "\n",
    "\n",
    "# plot LLO O3a strain, copied from O3 commish paper\n",
    "NB_LLO_O3 = io.loadmat('../data/noise_budget/LLO_O3_NB_data.mat',squeeze_me=True, struct_as_record=False)\n",
    "freqq     = NB_LLO_O3['NB'].freq\n",
    "darm_o3_0 = NB_LLO_O3['NB'].DARM_reference/L_arm\n",
    "darm_o3   = np.interp(freq, freqq, darm_o3_0)\n",
    "plt.loglog(freq, darm_o3, alpha=0.5, lw=1, c='grey', zorder=0, label='O3, LLO')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# plt.title('(b) LIGO Livingston Observatory (LLO)', fontsize=16)\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(10, 5000)\n",
    "plt.ylim(1e-25, 1e-20)    \n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle='-', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=13*fontscale, edgecolor='black', ncol=3)\n",
    "legend = plt.legend(loc='upper center', fontsize=10, edgecolor='black', ncol=2, handlelength=2, markerscale=3)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(10, 6)\n",
    "\n",
    "\n",
    "plt.savefig('L1_noise_budget.svg', bbox_inches='tight')\n",
    "plt.savefig('L1_noise_budget.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1096c6b4-a48b-44f2-b1ad-189370331d02",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "traces = {         # color,                    linestyle, linewidth, zorder, lgdorder, label\n",
    "    '':                                 [[0/255,0/255,0/255]      ,        '-', 1.0, 5,  2, 'Sum of known noises'],\n",
    "    '/budget/ASC':                      [[214/255,40/255,40/255]  , (0,(1,10)), 1.0, 5,  9, 'Alignment control'],\n",
    "    '/budget/DARMMeasured':             [[32/255,119/255,180/255] ,        '-', 1.0, 5,  1, 'Measured noise (O4)'],\n",
    "    '/budget/Dark':                     [[147/255,149/255,152/255], (0,(1,10)), 1.0, 5, 14, 'Photodetector dark'],\n",
    "    '/budget/LSC':                      [[245/255,126/255,32/255] , (0,(1,10)), 1.0, 5, 8 , 'Auxiliary length control'],\n",
    "    '/budget/Laser/budget/Frequency':   [[214/255,121/255,177/255], (0,(1,10)), 1.0, 5, 13, 'Laser frequency'],\n",
    "    '/budget/Laser/budget/InputJitter': [[32/255,119/255,180/255] , (0,(1,10)), 1.0, 5, 10, 'Beam jitter'],\n",
    "    '/budget/OMCLength':                [[0/255,0/255,0/255]      , (0,(1,10)), 1.0, 5, 15, 'Output mode cleaner length'],\n",
    "    '/budget/PUMDAC':                   [[141/255,88/255,77/255]  , (0,(1,10)), 1.0, 5, 16, 'Penultimate-mass actuator'],\n",
    "    '/budget/Quantum':                  [[146/255,104/255,173/255],        '-', 1.0, 5,  3, 'Quantum'],\n",
    "    '/budget/ResidualGas':              [[189/255,189/255,50/255] ,        '-', 1.0, 5,  7, 'Residual gas'],\n",
    "    '/budget/Seismic':                  [[43/255,160/255,72/255]  ,        '-', 1.0, 5,  5, 'Seismic'],\n",
    "    '/budget/Thermal':                  [[216/255,54/255,54/255]  ,        '-', 1.0, 5,  4, 'Thermal'],\n",
    "    # '/budget/Newtonian':                [[33/255,191/255,207/255] ,        '-', 1.0, 5,  5, 'Newtonian'],\n",
    "}\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "freq = h1nb['Freq'][:]\n",
    "\n",
    "for name, data in h1nb['H1/budget'].items():\n",
    "    plt.loglog(freq, np.sqrt(data['PSD'][:])/L_arm, label=name)\n",
    "\n",
    "# for key in traces:\n",
    "#     fmt = traces[key]\n",
    "#     plt.loglog(freq, np.sqrt(data['H1'+key+'/PSD'][:])/L_arm, c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[4])\n",
    "\n",
    "plt.xlim(10, 5000)\n",
    "plt.ylim(1e-25, 1e-20)    \n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle='-', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=13*fontscale, edgecolor='black', ncol=3)\n",
    "legend = plt.legend(fontsize=10, edgecolor='black', ncol=2)\n",
    "# legend.loc='upper center'\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "# legend.set_zorder(100)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(10, 6)\n",
    "\n",
    "\n",
    "# plt.savefig('test.svg')\n",
    "# plt.savefig('test.pdf')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "73b8fb4c-e8f1-4608-927b-1e64f4184809",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Correlated noise budget"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f951871f-c136-4479-8af6-88d5aafe403d",
   "metadata": {},
   "source": [
    "Compute xcorr from raw time series, and correct it by making sum and GDS-STRAIN equal"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "65cd9111-a641-4592-8b20-38a59ad30523",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f_bin = np.geomspace(10, 5000, 500)\n",
    "\n",
    "\n",
    "dot = 0.8  # 1 is dense, 10 is sparsely distributed dots\n",
    "lw1 = 2.0  # model curve\n",
    "lw2 = 1.8  # measured curve\n",
    "\n",
    "traces = {                        # color,                    linestyle, linewidth, zorder, lgdorder, label\n",
    "    '/budget/CorrelatedDARMMeasured':   ['#ff7f0e',                           '-', lw2, 5, 1, 'Measured correlated noise'],\n",
    "    # '/budget/DARMMeasuredO3bLHO_NoSQZ': ['grey',                              '-', 1,   5, 1, 'O3, Unsqueezed noise'],\n",
    "    '/budget/DARMMeasured':             [[238/255,0/255,0/255] ,              '-', 1.5, 100, 0, 'Unsqueezed noise'],\n",
    "    # '':                                 [[0/255,0/255,0/255] ,              '-',   1.0, 5,  2, 'Sum of known noises'],\n",
    "    '/budget/CorrelatedQuantum':        [[146/255,104/255,173/255],          '--', lw1, 5,  3, 'Quantum'],\n",
    "    '/budget/Thermal':                  [[216/255,54/255,54/255]  ,          '--', lw1, 5,  4, 'Thermal'],\n",
    "    '/budget/ResidualGas':              [[189/255,189/255,50/255] ,          '--', lw1, 0,  5, 'Residual gas'],\n",
    "    '/budget/Seismic':                  [[43/255,160/255,72/255],     (0,(1,dot)), lw2, 5,  6, 'Seismic'],\n",
    "    '/budget/Newtonian':                [[33/255,191/255,207/255],          '-', 1.0, 5,  7, 'Newtonian'],\n",
    "    '/budget/LSC':                      [[245/255,126/255,32/255] ,   (0,(1,dot)), lw2, 5,  8, 'Auxiliary length control'],\n",
    "    '/budget/ASC':                      [[214/255,40/255,40/255],     (0,(1,dot)), lw2, 5,  9, 'Alignment control'],\n",
    "    '/budget/Laser/budget/InputJitter': [[32/255,119/255,180/255] ,   (0,(1,dot)), lw2, 5, 10, 'Beam jitter'],\n",
    "    '/budget/Laser/budget/Intensity':   [[43/255,160/255,72/255],     (0,(1,dot)), lw2, 5, 12, 'Laser intensity'],\n",
    "    '/budget/Laser/budget/Frequency':   [[214/255,121/255,177/255],   (0,(1,dot)), lw2, 6, 13, 'Laser frequency'],\n",
    "    '/budget/PUMDAC':                   [[141/255,88/255,77/255],     (0,(1,dot)), lw2, 5, 16, 'Penultimate-mass actuator'],\n",
    "    '/budget/OSEM':                     [[189/255,189/255,50/255],    (0,(1,dot)), lw2, 5, 17, 'Suspension damping (quads)'],\n",
    "}\n",
    "\n",
    "\n",
    "trace = ctn_budget.run(freq=f_bin)\n",
    "S_thermal = S_AMD(f_bin) + trace.CoatingBrownian.psd + trace.SuspensionThermal.psd + trace.CoatingThermoOptic.psd + trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd\n",
    "\n",
    "\n",
    "# Subtract CTN and CAL lines from \"sum of expected noises\"\n",
    "S_thermal_h1 = h1nb_xcorr['CorrelatedDARM']['budget']['Thermal']['PSD'][:]\n",
    "S_calLines   = h1nb_xcorr['CorrelatedDARM']['budget']['CalLines']['PSD'][:]\n",
    "\n",
    "psd = lib.DARM()\n",
    "psd.f = h1nb_xcorr['Freq'][:]\n",
    "psd.S = h1nb_xcorr['CorrelatedDARM']['PSD'][:]  # black line, sum of known noises\n",
    "psd.S -= S_thermal_h1\n",
    "psd.S -= S_calLines\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "\n",
    "psd.S += S_thermal*L_arm**2\n",
    "S_sum = deepcopy(psd.S)\n",
    "\n",
    "# S_sum = 0\n",
    "# for key in traces:\n",
    "#     fmt = traces[key]\n",
    "#     lgdorder = fmt[4]\n",
    "#     if lgdorder > 2:\n",
    "#         S_sum += h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]\n",
    "#         # S_sum += h1nb['H1'+key+'/PSD'][:]/L_arm**2\n",
    "\n",
    "# combine laser and controls noises\n",
    "laser_keys=['/budget/Laser/budget/InputJitter',\n",
    "            '/budget/Laser/budget/Intensity',\n",
    "            '/budget/Laser/budget/Frequency']\n",
    "S_laser = 0\n",
    "for key in laser_keys:\n",
    "    S_laser += h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]/L_arm**2\n",
    "psd = lib.DARM()\n",
    "psd.f = h1nb_xcorr['Freq'][:]; psd.S = S_laser\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "S_laser = psd.S\n",
    "\n",
    "controls_keys=['/budget/LSC',\n",
    "               '/budget/ASC',\n",
    "               '/budget/PUMDAC',\n",
    "               '/budget/OSEM']\n",
    "S_controls = 0\n",
    "for key in controls_keys:\n",
    "    S_controls += h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]/L_arm**2\n",
    "psd = lib.DARM()\n",
    "psd.f = h1nb_xcorr['Freq'][:]; psd.S = S_controls\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "S_controls = psd.S\n",
    "\n",
    "\n",
    "\n",
    "plot_keys=['/budget/CorrelatedDARMMeasured',\n",
    "           '/budget/DARMMeasured',\n",
    "           '/budget/Thermal',\n",
    "           '/budget/CorrelatedQuantum',\n",
    "           '/budget/OSEM',\n",
    "        #    '/budget/Laser/budget/InputJitter',\n",
    "           '/budget/Laser/budget/Frequency',]\n",
    "\n",
    "\n",
    "\n",
    "for key in plot_keys:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = h1nb_xcorr['Freq'][:]\n",
    "    psd.S = h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]/L_arm**2    \n",
    "    \n",
    "    if key == '/budget/CorrelatedDARMMeasured':   # remove cal lines from meas corr noise \n",
    "        psd.S[(psd.f >= 78.5) & (psd.f <= 79)] = np.nan\n",
    "        psd.S -= S_calLines/L_arm**2\n",
    "\n",
    "\n",
    "    fmt = traces[key]\n",
    "    lgdorder = fmt[4]\n",
    "    if lgdorder >= 0:  # rebin traces\n",
    "        psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "\n",
    "    if key == '/budget/Laser/budget/Frequency':\n",
    "        plt.loglog(f_bin, np.sqrt(S_laser), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label='Laser')\n",
    "        continue\n",
    "\n",
    "    if key == '/budget/OSEM':\n",
    "        plt.loglog(f_bin, np.sqrt(S_controls), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label='Controls')\n",
    "        continue\n",
    "    \n",
    "\n",
    "    # if key == '/budget/DARMMeasured' or 'O3' in key: alpha=0.3   # fade unsqz noise\n",
    "    plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5], alpha=1)\n",
    "    \n",
    "\n",
    "    if key == '/budget/CorrelatedDARMMeasured':  # orange\n",
    "        psd.S[(psd.f >= 78.5) & (psd.f <= 79)] = np.nan\n",
    "        S_sum[(psd.f >= 4090) & (psd.f <= 4100)] = np.nan\n",
    "        plt.loglog(f_bin, np.sqrt(S_sum/L_arm**2), c='black', ls='-', lw=0.9, zorder=200, label='Sum of correlated noises')\n",
    "\n",
    "        # # plot LHO O3a strain\n",
    "        # h1o3 = np.loadtxt(\"../data/noise_budget/2019-09-05_H1_O3a_darm_displacement_paperData.txt\")\n",
    "        # plt.plot(h1o3[:,0][::6] , h1o3[:,1][::6]/L_arm, alpha=0.35, c='grey', lw=1, zorder=0, label='O3, Squeezed noise')\n",
    "        \n",
    "\n",
    "    elif key == '/budget/DARMMeasured':   # if plotting unsqz, then plot sqz total noise after\n",
    "        psd_h1 = lib.DARM()\n",
    "        psd_h1.f = h1nb['Freq'][:]\n",
    "        psd_h1.S = np.sqrt(h1nb['H1/budget/DARMMeasured/PSD'][:]/L_arm**2)\n",
    "        psd_h1.setZeroErr(); psd_h1.rebin_log2log(f_bin)\n",
    "\n",
    "        plt.loglog(psd_h1.f, psd_h1.S,\n",
    "           c=[238/255,0/255,0/255], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label='Measured noise (O4)', alpha=0.3)\n",
    "\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# # plt.title('(a) LIGO Hanford Observatory', fontsize=16)\n",
    "\n",
    "# plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "# plt.xlim(20, 5000)\n",
    "\n",
    "# plt.yticks([1e-26, 1e-25, 1e-24, 1e-23, 1e-22, 1e-21, 1e-20,])\n",
    "# ax=plt.gca()\n",
    "# ax.yaxis.set_minor_locator(matplotlib.ticker.LogLocator(numticks=999, subs=\"auto\"))\n",
    "# plt.ylim(1e-25, 1e-21)\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(20, 5000)\n",
    "plt.ylim(5e-25, 1e-22)\n",
    "\n",
    "plt.grid(which='major', color='grey', alpha=0.5, ls='-', lw=0.5)\n",
    "plt.grid(which='minor', color='grey', alpha=0.5, ls=':', lw=0.5)\n",
    "\n",
    "legend = plt.legend(loc='upper center', fontsize=14, edgecolor='black', \n",
    "                    ncol=2, handlelength=1.5, markerscale=3, columnspacing=0.8,)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "# plt.gcf().set_size_inches(10, 6)\n",
    "plt.gcf().set_size_inches(7, 6)\n",
    "\n",
    "plt.savefig('H1_xcorr_budget.svg', bbox_inches='tight')\n",
    "plt.savefig('H1_xcorr_budget.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "34179efa-177f-44d2-aa66-2559d4355000",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "import lib, importlib; importlib.reload(lib)\n",
    "\n",
    "\n",
    "folder = '../data/xcorr_budget/';\n",
    "filelist = [\n",
    "        # # '0514_0_FDS',\n",
    "        # '0514_1_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_2_FIS',\n",
    "        # # '0514_3_FIAS',\n",
    "        # # '0514_4_FIS_minus140',\n",
    "        # '0514_5_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_6_FIS_minus150',\n",
    "        # # '0514_7_FIS_minus170',\n",
    "        # # '0514_8_FIS_minus140',\n",
    "        # '0514_9_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_10_QND_minus30',\n",
    "        # # '0514_11_QND_minus50',\n",
    "        # # '0514_12_QND_plus100',\n",
    "        # '0514_13_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_14_QND_plus143',\n",
    "        # # '0514_15_QND_plus140',\n",
    "        # # '0514_16_QND_plus140', # Lost lock after this\n",
    "        # '0514_17_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_18_QND_plus200',\n",
    "        # # '0514_19_QND_plus250',\n",
    "        # '0514_20_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_21_FDS',\n",
    "        # # '0514_22_FDS',\n",
    "        # '0514_23_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_24_QND_plus40',\n",
    "        # '0514_25_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_26_QND_plus70',\n",
    "        # '0514_27_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_28_QND_plus140',\n",
    "        # '0514_29_Unsqz_FCmis_LOonCLF',\n",
    "        # # '0514_30_QND_plus170', # Lost lock\n",
    "        # # '0515_1_FDS',\n",
    "        # # '0515_2_Unsqz_FConRLF_LOengaged',\n",
    "        # # '0515_3_FDS',\n",
    "        # '0515_4_Unsqz_FConRLF_LOengaged',\n",
    "        # '0515_5_Unsqz_FCmis_LOfinalized', # Lost lock\n",
    "        # '0516_1_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_2_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_3_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_4_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_5_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_6_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_7_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_8_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_9_Unsqz_FCmis_LOfinalized',\n",
    "        # '0516_10_Unsqz_FCmis_LOfinalized', # Lost lock\n",
    "        # # '0522_1_Unsqz_FConRLFCLF',\n",
    "        # '0522_2_Unsqz_FConRLFCLF_CLF5.0_gain4_FCBST_LO0dB',\n",
    "        # '0522_3_Unsqz_FConRLFCLF_CLF3.94_gain4_FCBST_LO0dB',\n",
    "        # '0522_4_Unsqz_FCmis_CLF3.94_gain6_LO2dB',\n",
    "        # '0522_5_Unsqz_FCmis_CLF3.94_gain1_LOm10dB', # Lost lock\n",
    "        # '0523_1_FDS',\n",
    "        # '0523_2_FIS',\n",
    "        # '0523_3_FIAS',\n",
    "        # '0523_4_FDAS',\n",
    "        # '0523_5_FDS_angle1',\n",
    "        # '0523_6_FDS_angle2',\n",
    "        # '0523_7_FDS_angle3',\n",
    "        # '0523_8_Unsqz_FConRLFCLF_LOengaged',\n",
    "        # '0523_9_Unsqz_FConRLFCLF_LOengaged_PRX',\n",
    "        '1022_Unsqz'\n",
    "    ]\n",
    "fileext = '.mat'\n",
    "\n",
    "\n",
    "# filelist = ['0516_1_Unsqz_FCmis_LOfinalized']\n",
    "\n",
    "\n",
    "\n",
    "# calCorrect = np.loadtxt('./data/calibration/L1_uncertainty_systematic_correction.txt')\n",
    "# freq = calCorrect[:,0]\n",
    "# real = calCorrect[:,1]\n",
    "# imag = calCorrect[:,2]\n",
    "\n",
    "# mag = abs(real + 1j*imag)\n",
    "# mag[0] = np.nan\n",
    "# mag[-1] = np.nan # No extrapolation\n",
    "# phi = np.angle(real + 1j*imag)*180/np.pi\n",
    "\n",
    "\n",
    "# darkNoise = np.loadtxt('./data/dark/dark_20230411.txt', delimiter=',')\n",
    "# ff = darkNoise[:,0]\n",
    "# S_dark = darkNoise[:,1]**2\n",
    "# S_dark[0] = np.nan\n",
    "# S_dark[-1] = np.nan\n",
    "\n",
    "for name in filelist:\n",
    "    if not os.path.isfile(folder + name + '.h5'):\n",
    "    \n",
    "        darm = lib.DARM(folder + name + fileext)\n",
    "        darm.welch(deltaf=2**(-4))\n",
    "        \n",
    "    #     darm.calCorrect = np.interp(darm.f, freq, mag)\n",
    "    #     calfile = glob.glob('./data/calibration/' + name + '*.txt')\n",
    "    #     caldata = np.loadtxt(calfile[0]) # f, median mag, median phi, 16th mag, 16th phi, 84th mag, 84th phi\n",
    "    #     darm.calMedian = np.interp(darm.f, caldata[:,0], caldata[:,1])\n",
    "        \n",
    "        # darm.S = darm.S*darm.calCorrect**2*darm.calMedian**2 # mag is ASD strain correction. We square here because it's systematic error instead of random error\n",
    "    #     darm.relerrG_n = abs(np.interp(darm.f, caldata[:,0], caldata[:,3])*darm.calCorrect-1)*2 # x2 because PSD relative error. Not square cuz it's random error\n",
    "    #     darm.relerrG_p = (np.interp(darm.f, caldata[:,0], caldata[:,5])*darm.calCorrect-1)*2\n",
    "\n",
    "        darm.welch_sum(average='median')\n",
    "        # darm.S_sum = abs(darm.S_sum*darm.calCorrect**2*darm.calMedian**2)\n",
    "\n",
    "        GDSoverCAL = darm.S/darm.S_sum # Compensate sys err on PD\n",
    "        # GDSoverCAL = 1\n",
    "\n",
    "        darm.S_sum = darm.S_sum*GDSoverCAL\n",
    "\n",
    "        darm.welch_null(average='median')\n",
    "        darm.S_null = darm.S_null*GDSoverCAL\n",
    "        # darm.S_null = darm.S_null*darm.calCorrect**2*darm.calMedian**2\n",
    "        \n",
    "        darm.xcorr(average='mean')\n",
    "        darm.S_xcorr = np.real(darm.S_xcorr)*GDSoverCAL\n",
    "        # darm.S_xcorr = np.real(darm.S_xcorr)*darm.calCorrect**2*darm.calMedian**2\n",
    "        \n",
    "        # darm.S_dark = np.interp(darm.f, ff, S_dark)*darm.calCorrect**2*darm.calMedian**2\n",
    "        \n",
    "        # darm.S_shot = darm.S - darm.S_xcorr - darm.S_dark\n",
    "        # darm.S_shot = darm.S_null - darm.S_dark\n",
    "        \n",
    "        darm.save(folder + name + '.h5')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7c0910c8-cfc2-4a92-a0b5-5d20fbf07292",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f_bin = np.geomspace(10, 5000, 500)\n",
    "\n",
    "xcorr = lib.DARM('../data/xcorr_budget/1022_Unsqz.h5')\n",
    "unsqz = deepcopy(xcorr)\n",
    "# unsqz.removeLines('DARM'); unsqz.removeLines('CAL'); \n",
    "unsqz.rebin_log(np.geomspace(10, 5000, 750))\n",
    "\n",
    "xcorr.S = xcorr.S_xcorr\n",
    "# xcorr.removeLines('DARM'); xcorr.removeLines('CAL'); \n",
    "xcorr.rebin_log(f_bin)\n",
    "\n",
    "\n",
    "budget = gwinc.load_budget(\"../data/noise_budget/L1_1022_FC7000.yaml\")\n",
    "budget.ifo.Squeezer.Type='None'\n",
    "traces = budget.run()\n",
    "sr = shotrad_debug(f_bin, budget.ifo)\n",
    "ASbudget = sr.ASbudget\n",
    "loss = (\n",
    "    ASbudget.lossSEC + ASbudget.lossARM + ASbudget.Loss_injection\n",
    "    + ASbudget.Loss_readout + ASbudget.lossMM\n",
    ")\n",
    "qnoise = sr.Gamma_IFO * sr.etaS_full + loss\n",
    "S_xqn = (sr.PSDdisplacement * (qnoise - 1))/(L_arm)**2\n",
    "S_xqn = np.real(S_xqn)\n",
    "S_xqn[S_xqn < 0] = 0\n",
    "\n",
    "dot = 0.8  # 1 is dense, 10 is sparsely distributed dots\n",
    "lw1 = 2.0  # model curve\n",
    "lw2 = 1.8  # measured curve\n",
    "traces = {                               # color,                    linestyle, linewidth, zorder, lgdorder, label\n",
    "    '/budget/DARMMeasured':             [[75/255,166/255,255/255] ,         '-', 1.5, 100,  1, 'Measured noise (O4)'],\n",
    "    # '':                                 [[0/255,0/255,0/255]      ,         '-', 1.0, 5,  2, 'Sum of known noises'],\n",
    "    '/budget/Quantum':                  [[146/255,104/255,173/255],        '--', lw1, 5,  3, 'Quantum'],\n",
    "    '/budget/Thermal':                  [[216/255,54/255,54/255]  ,        '--', lw1,   5,  4, 'Thermal'],\n",
    "    '/budget/ResidualGas':              [[189/255,189/255,50/255] ,        '--', lw1,   2,  5, 'Residual gas'],\n",
    "    '/budget/Seismic':                  [[43/255,160/255,72/255]  , (0,(1,dot)), lw2, 5,  6, 'Seismic'],\n",
    "    # '/budget/Newtonian':                [[33/255,191/255,207/255] ,         '-', 1.0, 5,  7, 'Newtonian'],\n",
    "    '/budget/LSC':                      [[245/255,126/255,32/255] , (0,(1,dot)), lw2,   5,  8, 'Auxiliary length control'],\n",
    "    '/budget/ASC':                      [[214/255,40/255,40/255]  , (0,(1,dot)), lw2,   5,  9, 'Alignment control'],\n",
    "    '/budget/Laser/budget/InputJitter': [[32/255,119/255,180/255] , (0,(1,dot)), lw2,   5, 10, 'Beam jitter'],\n",
    "    '/budget/Laser/budget/Intensity':   [[43/255,160/255,72/255]  , (0,(1,dot)), lw2,   5, 12, 'Laser intensity'],\n",
    "    '/budget/Laser':                    [[214/255,121/255,177/255], (0,(1,dot)), lw2,   5, 13, 'Laser frequency'], # Freq + RIN\n",
    "    # '/budget/Dark':                     [[147/255,149/255,152/255], (0,(1,dot)), lw2, 5, 14, 'Photodetector dark'],\n",
    "    # '/budget/FCBackscatter':                [[0/255,0/255,0/255]  , (0,(1,dot)), lw2, 1, 15, 'Filter cavity backscatter'],\n",
    "    '/budget/PUMDAC':                   [[141/255,88/255,77/255]  , (0,(1,dot)), lw2, 5, 16, 'Penultimate-mass actuator'],\n",
    "    '/budget/OSEM':                      [[189/255,189/255,50/255] , (0,(1,dot)), lw2, 5, 17, 'Suspension damping (quads+triples)'],\n",
    "}\n",
    "\n",
    "# file = io.loadmat('../data/thermal/l1nbws_nov23.mat'); \n",
    "# temp = file['ff']\n",
    "# freq = np.reshape(temp, temp.size)\n",
    "# temp = file['thermal_amd_to_darm']\n",
    "# S_amd = np.interp(f_bin, freq, np.reshape(temp, temp.size))**2\n",
    "# temp = file['thermal_sus_to_darm']\n",
    "# S_sus = np.interp(f_bin, freq, np.reshape(temp, temp.size))**2\n",
    "# S_ctn_fit = (1.75e-20*(100/f_bin)**0.54/L_arm)**2\n",
    "# S_thermal_fit = S_ctn_fit + S_amd + S_sus\n",
    "\n",
    "# NB = h5py.File('../data/noise_budget/gwincNBdata.h5', 'r')\n",
    "# sub_freq = NB['SubBrown']['Freq'][:]\n",
    "# sub      = NB['SubBrown']['PSD'][:]\n",
    "# S_sub = np.interp(f_bin, sub_freq, sub)**2\n",
    "# # ctn_freq = NB['CoatBrown']['Freq'][:]\n",
    "# # ctn = np.sqrt(NB['CoatBrown']['PSD'][:])/L_arm\n",
    "# S_thermal_fit = S_ctn_fit + S_amd + S_sus + S_sub\n",
    "\n",
    "\n",
    "plt.loglog(xcorr.f, np.sqrt(abs(xcorr.S)), ls='-', c='#ff7f0e', lw=1.5, zorder=10, label='Measured correlated noise')\n",
    "\n",
    "# combine laser and controls noises\n",
    "laser_keys=['/budget/Laser/budget/InputJitter',\n",
    "            '/budget/Laser/budget/Intensity',\n",
    "            '/budget/Laser']\n",
    "S_laser = 0\n",
    "for key in laser_keys:\n",
    "    S_laser += l1nb['L1'+key+'/PSD'][:]/L_arm**2\n",
    "psd = lib.DARM()\n",
    "psd.f = l1nb['Freq'][:]; psd.S = S_laser\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "S_laser = psd.S\n",
    "\n",
    "controls_keys=['/budget/LSC',\n",
    "               '/budget/ASC',\n",
    "               '/budget/PUMDAC',\n",
    "               '/budget/OSEM']\n",
    "S_controls = 0\n",
    "for key in controls_keys:\n",
    "    S_controls += l1nb['L1'+key+'/PSD'][:]/L_arm**2\n",
    "psd = lib.DARM()\n",
    "psd.f = l1nb['Freq'][:]; psd.S = S_controls\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "S_controls = psd.S\n",
    "\n",
    "\n",
    "\n",
    "trace = ctn_budget.run(freq=f_bin)\n",
    "S_thermal = S_AMD(f_bin) + trace.CoatingBrownian.psd + trace.SuspensionThermal.psd + trace.CoatingThermoOptic.psd + trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd\n",
    "\n",
    "\n",
    "S_sum = 0\n",
    "for key in traces:\n",
    "    fmt = traces[key]\n",
    "    lgdorder = fmt[4]\n",
    "    if lgdorder >= 4:\n",
    "        S_sum += l1nb['L1'+key+'/PSD'][:]/L_arm**2\n",
    "\n",
    "\n",
    "# Use fit instead\n",
    "psd = lib.DARM()\n",
    "psd.f = l1nb['Freq'][:]; psd.S = S_sum\n",
    "psd.S -= l1nb['L1/budget/Thermal/PSD'][:]/L_arm**2\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "psd.S = psd.S + S_thermal + abs(S_xqn)\n",
    "\n",
    "\n",
    "\n",
    "plt.loglog(psd.f, np.sqrt(psd.S), c='black', ls='-', lw=1.0, zorder=20, label='Sum of correlated noises')\n",
    "\n",
    "plt.loglog(unsqz.f, np.sqrt(unsqz.S), ls='-', alpha=1.0, lw=1.5, zorder=2, label='Unsqueezed noise')\n",
    "\n",
    "\n",
    "plot_keys=['/budget/DARMMeasured',\n",
    "           '/budget/Thermal',\n",
    "           '/budget/Quantum',\n",
    "           '/budget/OSEM',\n",
    "        #    '/budget/Laser/budget/InputJitter',\n",
    "        #    '/budget/Laser/budget/Intensity',\n",
    "           '/budget/Laser']\n",
    "\n",
    "# for key in traces:\n",
    "for key in plot_keys:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = l1nb['Freq'][:]\n",
    "    psd.S = l1nb['L1'+key+'/PSD'][:]/L_arm**2\n",
    "    \n",
    "    fmt = traces[key]\n",
    "    \n",
    "    lgdorder = fmt[4]\n",
    "    if lgdorder == 1 or lgdorder>5:\n",
    "        psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "        \n",
    "    if key == '/budget/DARMMeasured':\n",
    "        plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5], alpha=0.3)\n",
    "        continue\n",
    "        \n",
    "    if key == '/budget/Thermal':\n",
    "        plt.loglog(f_bin, np.sqrt(S_thermal), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label='Thermal')\n",
    "        # plt.loglog(f_bin, np.sqrt(S_thermal_fit), c=fmt[0], ls='dotted', lw=fmt[2], zorder=fmt[3], label='Thermal (fit)')\n",
    "        \n",
    "        continue\n",
    "    \n",
    "    if key == '/budget/Laser':\n",
    "        plt.loglog(f_bin, np.sqrt(S_laser), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label='Laser')\n",
    "        continue\n",
    "\n",
    "    if key == '/budget/OSEM':\n",
    "        plt.loglog(f_bin, np.sqrt(S_controls), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label='Controls')\n",
    "        continue\n",
    "    \n",
    "    if key == '/budget/Quantum':\n",
    "        plt.loglog(f_bin, np.sqrt(S_xqn), c=[146/255,104/255,173/255], ls='--', lw=2.0, zorder=5, label=fmt[5])\n",
    "        continue\n",
    "\n",
    "    plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5])\n",
    "    \n",
    "    \n",
    "    \n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# plt.title('(b) LIGO Livingston Observatory', fontsize=16)\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(20, 5000)\n",
    "plt.ylim(5e-25, 1e-22)\n",
    "\n",
    "plt.grid(which='major', color='grey', alpha=0.5, ls='-', lw=0.5)\n",
    "plt.grid(which='minor', color='grey', alpha=0.5, ls=':', lw=0.5)\n",
    "\n",
    "legend = plt.legend(loc='upper center', fontsize=14, edgecolor='black', \n",
    "                    ncol=2, handlelength=1.5, markerscale=3, columnspacing=0.8,)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "# plt.gcf().set_size_inches(10, 6)\n",
    "plt.gcf().set_size_inches(7, 6)\n",
    "\n",
    "\n",
    "plt.savefig('L1_xcorr_budget.svg', bbox_inches='tight')\n",
    "plt.savefig('L1_xcorr_budget.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0963a11c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "comparing shot-noise-limited strains between 850 - 950 Hz\n",
      "\n",
      "o3lho_nosqz_asd*1e23=1.13707\n",
      "o4lho_nosqz_asd*1e23=0.82150\n",
      "o3llo_nosqz_asd*1e23=0.97124\n",
      "o4llo_nosqz_asd*1e23=0.83841\n",
      "\n",
      "(o3llo_nosqz_asd/o4llo_nosqz_asd)**2=1.34195\n",
      "(o3lho_nosqz_asd/o4lho_nosqz_asd)**2=1.91582\n",
      "\n",
      "220*(o3llo_nosqz_asd/o4llo_nosqz_asd)**2=295.22951\n",
      "190*(o3lho_nosqz_asd/o4lho_nosqz_asd)**2=364.00573\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "## Compare O3 vs. O4 without and with squeezing\n",
    "flo_compare_sndarm = 850\n",
    "fhi_compare_sndarm = 950\n",
    "print(f\"comparing shot-noise-limited strains between {flo_compare_sndarm} - {fhi_compare_sndarm} Hz\\n\")\n",
    "\n",
    "\n",
    "f_bin = np.geomspace(15, 5000, 400)\n",
    "\n",
    "plt.rcdefaults()\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':18})\n",
    "matplotlib.rc('text', usetex=True)\n",
    "\n",
    "\n",
    "dot = 1.5\n",
    "\n",
    "# unsqueezed O3  LHO\n",
    "o3lho_unsqz = lib.DARM()\n",
    "o3lho_unsqz.f = h1nb_xcorr['Freq'][:]\n",
    "o3lho_unsqz.S = h1nb_xcorr['CorrelatedDARM']['budget']['DARMMeasuredO3bLHO_NoSQZ']['PSD'][:]/L_arm**2\n",
    "o3lho_unsqz.setZeroErr(); o3lho_unsqz.rebin_log2log(f_bin)\n",
    "plt.loglog(o3lho_unsqz.f, o3lho_unsqz.S**0.5, c='red', alpha=0.8, ls=(0,(1,dot)), lw=1., zorder=20, label='O3, LHO, Unsqueezed')\n",
    "o3lho_nosqz_asd = np.nanmedian(o3lho_unsqz.S[(o3lho_unsqz.f >= flo_compare_sndarm) & (o3lho_unsqz.f <= fhi_compare_sndarm)])**0.5\n",
    "print(f\"{o3lho_nosqz_asd*1e23=:0.5f}\")\n",
    "\n",
    "# unsqueezed O4  LHO\n",
    "o4lho_unsqz = lib.DARM()\n",
    "o4lho_unsqz.f = h1nb_xcorr['Freq'][:]\n",
    "o4lho_unsqz.S = h1nb_xcorr['CorrelatedDARM']['budget']['DARMMeasured']['PSD'][:]/L_arm**2\n",
    "o4lho_unsqz.setZeroErr(); o4lho_unsqz.rebin_log2log(f_bin)\n",
    "plt.loglog(o4lho_unsqz.f, o4lho_unsqz.S**0.5, c=[238/255,0/255,0/255], alpha=0.8, lw=1.5, zorder=200, label='O4, LHO, Unsqueezed')\n",
    "o4lho_nosqz_asd = np.nanmedian(o4lho_unsqz.S[(o4lho_unsqz.f >= flo_compare_sndarm) & (o4lho_unsqz.f <= fhi_compare_sndarm)])**0.5\n",
    "print(f\"{o4lho_nosqz_asd*1e23=:0.5f}\")\n",
    "\n",
    "# squeezed O4  LHO\n",
    "o4lho = lib.DARM()\n",
    "o4lho.f = h1nb['Freq'][:]\n",
    "o4lho.S = h1nb['H1/budget/DARMMeasured/PSD'][:]/L_arm**2\n",
    "o4lho.setZeroErr(); o4lho.rebin_log2log(f_bin)\n",
    "plt.loglog(o4lho.f, o4lho.S**0.5, zorder=1, alpha=0.3, c=[238/255,0/255,0/255], lw=1, label='O4, LHO, Squeezed') #[238/255,0/255,0/255])\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# unsqueezed O3  LLO, from O3 commish paper\n",
    "# O3 Cross correlation measured + noise budget from 2019-03-24\n",
    "NB_LLO_O3nosqz = io.loadmat('../data/noise_budget/LLO_O3_NB_data_nosqz.mat',squeeze_me=True,struct_as_record=False)\n",
    "o3llo_nosqz = lib.DARM()\n",
    "o3llo_nosqz.f = NB_LLO_O3nosqz['NB'].freq\n",
    "o3llo_nosqz.S =(NB_LLO_O3nosqz['NB'].DARM_reference/L_arm)**2\n",
    "o3llo_nosqz.setZeroErr(); o3llo_nosqz.rebin_log2log(f_bin)\n",
    "plt.loglog(o3llo_nosqz.f, o3llo_nosqz.S**0.5, c='C0', alpha=0.8, ls=(0,(1,dot)), lw=1., zorder=10, label='O3, LLO, Unsqueezed')\n",
    "o3llo_nosqz_asd = np.nanmedian(o3llo_nosqz.S[(o3llo_nosqz.f >= flo_compare_sndarm) & (o3llo_nosqz.f <= fhi_compare_sndarm)])**0.5\n",
    "print(f\"{o3llo_nosqz_asd*1e23=:0.5f}\")\n",
    "\n",
    "# unsqueezed O4  LLO\n",
    "xcorr = lib.DARM('../data/xcorr_budget/1022_Unsqz.h5')\n",
    "unsqz = deepcopy(xcorr)\n",
    "unsqz.rebin_log(f_bin)\n",
    "plt.loglog(unsqz.f, np.sqrt(unsqz.S), c='C0', lw=1.5, alpha=0.8, zorder=190, label='O4, LLO, Unsqueezed')\n",
    "o4llo_nosqz_asd = np.nanmedian(unsqz.S[(unsqz.f >= flo_compare_sndarm) & (unsqz.f <= fhi_compare_sndarm)])**0.5\n",
    "print(f\"{o4llo_nosqz_asd*1e23=:0.5f}\")\n",
    "\n",
    "# squeezed O4  LLO\n",
    "o4llo = lib.DARM()\n",
    "o4llo.f = l1nb['Freq'][:]\n",
    "o4llo.S = l1nb['L1/budget/DARMMeasured/PSD'][:]/L_arm**2\n",
    "o4llo.setZeroErr(); o4llo.rebin_log2log(f_bin)\n",
    "plt.loglog(o4llo.f, o4llo.S**0.5, alpha=0.5, zorder=0, c=[75/255,166/255,255/255], lw=1, label='O4, LLO, Squeezed') #, c=[75/255,166/255,255/255]\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(20, 5000)\n",
    "plt.ylim(3e-24, 1e-22)\n",
    "# plt.yticks([1e-24, 1e-23, 1e-22,])\n",
    "# ax=plt.gca()\n",
    "# ax.yaxis.set_minor_locator(matplotlib.ticker.LogLocator(numticks=999, subs=\"auto\"))\n",
    "# plt.ylim(1e-25, 1e-21)\n",
    "\n",
    "\n",
    "plt.grid(True, which='both', color='grey', linestyle=':', linewidth=0.5)\n",
    "# plt.grid(which='major', color='grey', alpha=0.7, ls='-', lw=0.5)\n",
    "# plt.grid(which='minor', color='grey', alpha=0.5, ls=':', lw=0.5)\n",
    "\n",
    "legend = plt.legend(loc='upper center', fontsize=13, edgecolor='black', ncol=2, handlelength=1., \n",
    "                    columnspacing=.8, labelspacing=0.4, borderpad=0.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(6, 5)\n",
    "\n",
    "plt.savefig('compare_sqz_unsqz.svg', bbox_inches='tight')\n",
    "plt.savefig('compare_sqz_unsqz.pdf', bbox_inches='tight')\n",
    "\n",
    "print()\n",
    "print(f\"{(o3llo_nosqz_asd/o4llo_nosqz_asd)**2=:0.5f}\")\n",
    "print(f\"{(o3lho_nosqz_asd/o4lho_nosqz_asd)**2=:0.5f}\")\n",
    "\n",
    "print()\n",
    "print(f\"{220*(o3llo_nosqz_asd/o4llo_nosqz_asd)**2=:0.5f}\")\n",
    "print(f\"{190*(o3lho_nosqz_asd/o4lho_nosqz_asd)**2=:0.5f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "91f3d703-953d-4b95-9564-b55bf82cf88a",
   "metadata": {},
   "source": [
    "## Quantum noise budget"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "acd8c4bf-a8f6-43de-9681-d2b1b69c690f",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "previous_labels = ['Measured noise, LLO', 'Total Quantum Vacuum', 'AS Port SQZ', 'SQZ misrotation*', 'SQZ FC/IFO dephasing*', 'SQZ Phase Noise*', 'SQZ FC Length RMS*', 'SQZ SEC Length RMS*', 'Mode Mismatch', 'Arm Loss', 'SEC Loss', 'Filter Cavity Loss', 'Injection Loss', 'Readout Loss']\n",
      "new_labels = ['Measured noise, LLO', 'Total quantum vacuum', 'Injected squeezing', 'Misrotation', 'Dephasing', 'Phase noise', 'Mode mismatch', 'Arm cavity loss', 'SRC loss', 'Filter cavity loss', 'Readout loss']\n",
      "modelled sqz angle @ -11.00000 deg\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# savedata = False\n",
    "\n",
    "## Set up plot\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "matplotlib.rc('text', usetex=True)\n",
    "matplotlib.rc('lines', **{'ls':'-'})\n",
    "\n",
    "# budget = gwinc.load_budget('L1_0514_FC7000.yaml')\n",
    "budget = gwinc.load_budget(\"../data/noise_budget/L1_1022_FC7000.yaml\")\n",
    "freq = np.geomspace(10, 5000, 200)\n",
    "# sqz_ang_deg = lib.getAngleSqzHighFreq(budget)\n",
    "# print(sqz_ang_deg, sqz_ang_deg/180*np.pi)\n",
    "# budget.ifo.Squeezer.SQZAngle = 15*np.pi/180\n",
    "# print(budget.ifo.Squeezer.FilterCavity.L_mm)\n",
    "# budget.ifo.Squeezer.FilterCavity.fdetune = -45\n",
    "# budget.ifo.Squeezer.FilterCavity.loss = -45\n",
    "trace = budget.run(freq=freq)\n",
    "\n",
    "\n",
    "\n",
    "fig = plt.figure()\n",
    "psd = lib.DARM()\n",
    "psd.f = l1nb['Freq'][:]\n",
    "psd.S = l1nb['L1/budget/DARMMeasured/PSD'][:]/L_arm**2\n",
    "plt.loglog(psd.f, np.sqrt(psd.S), lw=1.5, c=[75/255,166/255,255/255], label='Measured noise, LLO')\n",
    "\n",
    "ax = fig.gca()\n",
    "fig = trace.Quantum.plot(ax);\n",
    "handles, previous_labels = ax.get_legend_handles_labels()\n",
    "print(f\"{previous_labels = }\")\n",
    "\n",
    "\n",
    "ax.lines[2].set_color('limegreen')  # inj squeezing\n",
    "ax.lines.pop(-2) #  Injection loss (cut)\n",
    "ax.lines.pop(6)  #  SQZ FC Length RMS* \n",
    "ax.lines.pop(6)  #  SQZ SEC Length RMS*, given the above SQZ FC Length RMS* has been removed\n",
    "ax.lines[-3].set_zorder(0) # fc loss\n",
    "# ax.lines[-4].set_color('xkcd:cerulean') # sec loss\n",
    "ax.lines[-5].set_color('xkcd:salmon')  # mode mismatch\n",
    "ax.lines[-4].set_zorder(0)     # arm loss\n",
    "ax.lines[2].set_linewidth(4)   # gen sqz\n",
    "ax.lines[2].set_alpha(0.9)     # gen sqz\n",
    "ax.lines[2].set_linewidth(4)   # gen sqz\n",
    "ax.lines[2].set_zorder(20)     # gen sqz\n",
    "ax.lines[-1].set_zorder(19)    # readout loss\n",
    "ax.lines[5].set_zorder(15)     # phase noise\n",
    "# ax.lines[5].set_color('lawngreen') # phase noise\n",
    "\n",
    "fig.set_size_inches(8, 6)\n",
    "\n",
    "\n",
    "handles, previous_labels = ax.get_legend_handles_labels()\n",
    "new_labels = previous_labels\n",
    "new_labels = [  'Measured noise, LLO',\n",
    "                'Total quantum vacuum',\n",
    "                'Injected squeezing', #'Generated SQZ',\n",
    "                'Misrotation', #'Anti-SQZ*', #'SQZ misrotation*',\n",
    "                'Dephasing', #'SQZ FC/IFO dephasing*',\n",
    "                'Phase noise',\n",
    "                'Mode mismatch',\n",
    "                'Arm cavity loss',\n",
    "                'SRC loss',\n",
    "                'Filter cavity loss',\n",
    "                # 'Injection loss',\n",
    "                'Readout loss']\n",
    "legend = plt.legend(handles=handles, labels=new_labels, loc=[0, 1.01],#'lower center', \n",
    "                    fontsize=14, ncol=3, columnspacing=1, handlelength=1.5, edgecolor='black',)\n",
    "# legend = plt.legend(loc='lower center', fontsize=12, ncol=3, handlelength=1.5, edgecolor='black',)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "print(f\"{new_labels = }\")\n",
    "\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "plt.ylim(1e-25, 5e-23)\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'));\n",
    " \n",
    "\n",
    "plt.savefig('./L1_qn_subbudget.svg', bbox_inches='tight')\n",
    "plt.savefig('./L1_qn_subbudget.pdf', bbox_inches='tight')\n",
    "print(f'modelled sqz angle @ {budget.ifo.Squeezer.SQZAngle*180/np.pi:0.5f} deg')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2b892ed3-8d53-44c7-8d83-30c9a9a4748d",
   "metadata": {},
   "source": [
    "## Thermal noise & Fitting mid-freq noise"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6d7a55d6-72f0-4c20-a499-8223b91c0daa",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.loglog(xcorr.f, abs(np.sqrt(xcorr.S)))\n",
    "\n",
    "# psd = lib.DARM()\n",
    "# psd.f = h1nb_xcorr['Freq'][:]\n",
    "# key = '/budget/CorrelatedDARMMeasured'\n",
    "# psd.S = h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]/L_arm**2\n",
    "\n",
    "plt.loglog(psd.f, abs(np.sqrt(psd.S)))\n",
    "\n",
    "plt.xlim(50,500)\n",
    "plt.ylim(2e-24, 8e-24)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3ad4057b-c41d-4731-a230-1637c3addfa1",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def ctn(f, A,e):\n",
    "    return A*(100/f)**e\n",
    "\n",
    "\n",
    "# L1 xcorr\n",
    "f_bin = np.geomspace(60, 300, 60)\n",
    "\n",
    "xcorr = lib.DARM('../data/xcorr_budget/1022_Unsqz.h5')\n",
    "# unsqz = deepcopy(xcorr)\n",
    "# unsqz.removeLines('DARM'); unsqz.removeLines('CAL'); \n",
    "xcorr.S = xcorr.S_xcorr\n",
    "xcorr.removeLines('DARM');\n",
    "xcorr.rebin_log(f_bin)\n",
    "\n",
    "# re-calculate correlated quantum noise \n",
    "# can then subtract it from xcorr, and fit remaining excess\n",
    "budget = gwinc.load_budget(\"../data/noise_budget/L1_1022_FC7000.yaml\")\n",
    "budget.ifo.Squeezer.Type='None'\n",
    "traces = budget.run(f=f_bin)\n",
    "sr = shotrad_debug(f_bin, budget.ifo)\n",
    "ASbudget = sr.ASbudget\n",
    "loss = (\n",
    "    ASbudget.lossSEC + ASbudget.lossARM + ASbudget.Loss_injection\n",
    "    + ASbudget.Loss_readout + ASbudget.lossMM\n",
    ")\n",
    "qnoise = sr.Gamma_IFO * sr.etaS_full + loss\n",
    "S_xqn = (sr.PSDdisplacement * (qnoise - 1))/(L_arm)**2\n",
    "S_xqn = np.real(S_xqn)\n",
    "S_xqn[S_xqn < 0] = 0\n",
    "\n",
    "# xcorr.S -= S_xqn\n",
    "\n",
    "l1ctn, pcov = scipy.optimize.curve_fit(ctn, xcorr.f, L_arm*np.sqrt(abs(xcorr.S)), p0=[1.1e-20, 0.45])\n",
    "\n",
    "\n",
    "plt.loglog(f_bin, L_arm*np.sqrt(abs(xcorr.S)), c=[75/255,166/255,255/255], lw=1.5, zorder=10, label='Measured correlated noise, LLO')\n",
    "plt.loglog(f_bin, ctn(f_bin, *l1ctn), c=[75/255,166/255,255/255], ls='--', lw=2.0, \n",
    "           label='Fitted = '+str((l1ctn[0]*1e20).round(2)) + r'$\\times 10^{-20}\\left(\\frac{100}{f}\\right)^{' + str(l1ctn[1].round(2)) +r'}$ $\\frac{\\mathrm{m}}{\\sqrt{\\mathrm{Hz}}}$')\n",
    "\n",
    "\n",
    "# H1 xcorr\n",
    "\n",
    "psd = lib.DARM()\n",
    "psd.f = h1nb_xcorr['Freq'][:]\n",
    "key = '/budget/CorrelatedDARMMeasured'\n",
    "psd.S = h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]/L_arm**2\n",
    "S_qrpn = h1nb_xcorr['CorrelatedDARM']['budget']['CorrelatedQuantum']['PSD'][:]\n",
    "psd.S -= S_qrpn/L_arm**2\n",
    "\n",
    "psd.S[(psd.f >= 53) & (psd.f <= 54)] = np.nan\n",
    "psd.S[(psd.f >= 77.5) & (psd.f <= 78)] = np.nan\n",
    "psd.S[(psd.f >= 101.5) & (psd.f <= 102.5)] = np.nan\n",
    "psd.S[(psd.f >= 270.5) & (psd.f <= 271.5)] = np.nan\n",
    "psd.S[(psd.f >= 279) & (psd.f <= 280)] = np.nan\n",
    "psd.S[(psd.f >= 283.5) & (psd.f <= 284.5)] = np.nan\n",
    "psd.S[(psd.f >= 299) & (psd.f <= 300)] = np.nan\n",
    "psd.S[(psd.f >= 302) & (psd.f <= 303.5)] = np.nan\n",
    "\n",
    "\n",
    "psd.removeLines('DARM'); # psd.removeLines('CAL')\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "\n",
    "\n",
    "h1ctn, pcov = scipy.optimize.curve_fit(ctn, psd.f, L_arm*np.sqrt(abs(psd.S)), p0=[1.3e-20, 0.5])\n",
    "\n",
    "plt.loglog(f_bin, L_arm*np.sqrt(abs(psd.S)), c=[238/255,0/255,0/255], lw=1.5, zorder=10, label='Measured correlated noise, LHO')\n",
    "plt.loglog(f_bin, ctn(f_bin, *h1ctn), c=[238/255,0/255,0/255], ls='--', lw=2.0,\n",
    "           label='Fitted = '+str((h1ctn[0]*1e20).round(2)) + r'$\\times 10^{-20}\\left(\\frac{100}{f}\\right)^{' + str(h1ctn[1].round(2)) +r'}$ $\\frac{\\mathrm{m}}{\\sqrt{\\mathrm{Hz}}}$')\n",
    "\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'DARM $\\mathrm{[m/\\sqrt{Hz}]}$')\n",
    "# plt.title('(b) LIGO Livingston Observatory', fontsize=16)\n",
    "\n",
    "# plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xticks([60,100,200,300,400], ('60','100','200','300','400'))\n",
    "\n",
    "plt.xlim(f_bin[0], f_bin[-1])\n",
    "plt.ylim(0.8e-20, 3e-20)\n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle='-', linewidth=0.5)\n",
    "\n",
    "\n",
    "# legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=13*fontscale, edgecolor='black', ncol=3)\n",
    "legend = plt.legend(loc='upper right', fontsize=13, edgecolor='black', ncol=1, handlelength=2, markerscale=1)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(8, 6)\n",
    "\n",
    "\n",
    "# plt.savefig('CTN_fit.svg', bbox_inches='tight')\n",
    "# plt.savefig('CTN_fit.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "35899fc8-69ad-4e9b-901b-779051dfc3fb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def S_thermal(budget, Phihighn, Phihighn_slope):\n",
    "    ifo = budget.ifo\n",
    "    freq = budget.freq\n",
    "    \n",
    "    ifo.Materials.Coating.Phihighn = Phihighn\n",
    "    ifo.Materials.Coating.Phihighn_slope = Phihighn_slope\n",
    "    \n",
    "    trace = budget.run(freq=freq)\n",
    "    \n",
    "    S_total = S_AMD(freq) + trace.CoatingBrownian.psd + trace.SuspensionThermal.psd + trace.CoatingThermoOptic.psd + trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd\n",
    "    \n",
    "    \n",
    "    return S_total\n",
    "\n",
    "\n",
    "def reportCTN(budget):\n",
    "    freq = np.geomspace(100,1000,2)\n",
    "    ifo = budget.ifo\n",
    "    trace = budget.run(freq=freq)\n",
    "\n",
    "    ctn = np.sqrt(trace.CoatingBrownian.psd)*L_arm\n",
    "    \n",
    "    slope = np.log10(ctn[1]/ctn[0])\n",
    "    # print(ctn[0])\n",
    "    # print(slope)\n",
    "    return [ctn[0], slope]\n",
    "\n",
    "\n",
    "# L1 xcorr\n",
    "\n",
    "f_bin = np.geomspace(60, 300, 60)\n",
    "\n",
    "budget = gwinc.load_budget('aLIGO')\n",
    "budget.freq = f_bin\n",
    "\n",
    "\n",
    "\n",
    "xcorr = lib.DARM('../data/xcorr_budget/1022_Unsqz.h5')\n",
    "# unsqz = deepcopy(xcorr)\n",
    "# unsqz.removeLines('DARM'); unsqz.removeLines('CAL'); \n",
    "# unsqz.rebin_log(np.geomspace(10, 5000, 750))\n",
    "\n",
    "xcorr.S = xcorr.S_xcorr\n",
    "xcorr.removeLines('DARM'); # xcorr.removeLines('CAL'); \n",
    "xcorr.rebin_log(f_bin)\n",
    "\n",
    "\n",
    "l1ctn, pcov = scipy.optimize.curve_fit(S_thermal, budget, abs(xcorr.S), p0=[3.9e-4, 0.1])\n",
    "\n",
    "\n",
    "budget.ifo.Materials.Coating.Phihighn = l1ctn[0]\n",
    "budget.ifo.Materials.Coating.Phihighn_slope = l1ctn[1]\n",
    "\n",
    "l1_thermal = deepcopy(budget)\n",
    "\n",
    "[ctn100Hz, slope] = reportCTN(l1_thermal)\n",
    "slope = abs(slope)\n",
    "\n",
    "plt.loglog(f_bin, np.sqrt(abs(xcorr.S)), '-', c=[75/255,166/255,255/255], lw=1.5, zorder=10, label='Measured correlated noise, LLO')\n",
    "plt.loglog(f_bin, np.sqrt(S_thermal(budget, *l1ctn)), c=[75/255,166/255,255/255], ls='--', lw=2.0, \n",
    "           label='Fitted  '+str((ctn100Hz*1e20).round(2)) + r'$\\times 10^{-20}\\left(\\frac{100}{f}\\right)^{' + str(slope.round(2)) +r'}$ $\\frac{\\mathrm{m}}{\\sqrt{\\mathrm{Hz}}}$')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# H1 xcorr\n",
    "\n",
    "psd = lib.DARM()\n",
    "psd.f = h1nb_xcorr['Freq'][:]\n",
    "key = '/budget/CorrelatedDARMMeasured'\n",
    "psd.S = h1nb_xcorr['CorrelatedDARM'+key+'/PSD'][:]/L_arm**2\n",
    "# S_calLines = h1nb_xcorr['CorrelatedDARM']['budget']['CalLines']['PSD'][:]\n",
    "# psd.S -= S_calLines/L_arm**2\n",
    "# psd.S[(psd.f >= 78.5) & (psd.f <= 79.5)] = np.nan\n",
    "\n",
    "\n",
    "psd.S[(psd.f >= 53) & (psd.f <= 54)] = np.nan\n",
    "psd.S[(psd.f >= 77.5) & (psd.f <= 78)] = np.nan\n",
    "psd.S[(psd.f >= 101.5) & (psd.f <= 102.5)] = np.nan\n",
    "psd.S[(psd.f >= 270.5) & (psd.f <= 271.5)] = np.nan\n",
    "psd.S[(psd.f >= 279) & (psd.f <= 280)] = np.nan\n",
    "psd.S[(psd.f >= 283.5) & (psd.f <= 284.5)] = np.nan\n",
    "psd.S[(psd.f >= 299) & (psd.f <= 300)] = np.nan\n",
    "psd.S[(psd.f >= 302) & (psd.f <= 303.5)] = np.nan\n",
    "\n",
    "\n",
    "psd.removeLines('DARM'); # psd.removeLines('CAL')\n",
    "psd.setZeroErr(); psd.rebin_log2log(f_bin)\n",
    "\n",
    "\n",
    "h1ctn, pcov = scipy.optimize.curve_fit(S_thermal, budget, abs(psd.S), p0=[3.9e-4, 0.1])\n",
    "\n",
    "\n",
    "\n",
    "budget.ifo.Materials.Coating.Phihighn = h1ctn[0]\n",
    "budget.ifo.Materials.Coating.Phihighn_slope = h1ctn[1]\n",
    "\n",
    "h1_thermal = deepcopy(budget)\n",
    "[ctn100Hz, slope] = reportCTN(h1_thermal)\n",
    "slope = abs(slope)\n",
    "\n",
    "plt.loglog(f_bin, np.sqrt(abs(psd.S)), '-', c=[238/255,0/255,0/255], lw=1.5, zorder=10, label='Measured correlated noise, LHO')\n",
    "plt.loglog(f_bin, np.sqrt(S_thermal(budget, *h1ctn)), c=[238/255,0/255,0/255], ls='--', lw=2.0,\n",
    "           label='Fitted  '+str((ctn100Hz*1e20).round(2)) + r'$\\times 10^{-20}\\left(\\frac{100}{f}\\right)^{' + str(slope.round(2)) +r'}$ $\\frac{\\mathrm{m}}{\\sqrt{\\mathrm{Hz}}}$')\n",
    "\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# plt.title('(b) LIGO Livingston Observatory', fontsize=16)\n",
    "\n",
    "# plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xticks([60,100,200,300,400], ('60','100','200','300','400'))\n",
    "\n",
    "plt.xlim(f_bin[0], f_bin[-1])\n",
    "# plt.ylim(0.8e-20, 3e-20)\n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle='-', linewidth=0.5)\n",
    "\n",
    "\n",
    "# legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=13*fontscale, edgecolor='black', ncol=3)\n",
    "legend = plt.legend(loc='upper right', fontsize=13, edgecolor='black', ncol=1, handlelength=2, markerscale=1)\n",
    "for line in legend.get_lines(): line.set_linewidth(2)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(8, 6)\n",
    "\n",
    "\n",
    "# plt.savefig('CTN_fit.svg', bbox_inches='tight')\n",
    "# plt.savefig('CTN_fit.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e6cfd2fc-864c-455a-8a05-a219ca6497e6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import scipy.io as io\n",
    "\n",
    "\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':18})\n",
    "matplotlib.rc('lines',**{'lw':3,'ls':'--'})\n",
    "\n",
    "\n",
    "file = io.loadmat('../data/thermal/l1nbws_nov23.mat')\n",
    "ff   = file['ff']\n",
    "ff = ff.reshape(len(ff))\n",
    "\n",
    "darm = file['darm']\n",
    "\n",
    "\n",
    "trace = ctn_budget.run(freq=ff)\n",
    "total = S_AMD(ff) + trace.CoatingBrownian.psd + trace.SuspensionThermal.psd + trace.CoatingThermoOptic.psd + trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd\n",
    "\n",
    "\n",
    "# trace = l1_thermal.run(freq=ff)\n",
    "\n",
    "cto = trace.CoatingThermoOptic.asd\n",
    "amd = np.sqrt(S_AMD(ff))\n",
    "sus = trace.SuspensionThermal.asd\n",
    "sub = np.sqrt(trace.SubstrateBrownian.psd + trace.SubstrateThermoElastic.psd)\n",
    "\n",
    "# total = np.sqrt(ctn_fit**2 + cto**2 + amd**2 + sus**2 + sub**2)  # with fitted ctn\n",
    "\n",
    "trace = ctn_budget.run(freq=ff)\n",
    "ctn = trace.CoatingBrownian.asd\n",
    "total = np.sqrt(ctn**2 + cto**2 + amd**2 + sus**2 + sub**2)  # with plain ctn\n",
    "\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "ax.loglog(ff, darm, c=[75/255,166/255,255/255],  ls='-', lw=2, zorder=0, label='Measured noise, LLO')\n",
    "# ax.loglog(ff, total, c=[216/255,54/255,54/255], ls='-', label='Total thermal noise, fit') \n",
    "# ax.loglog(ff, ctn_fit, c='green', ls=':', label='Coating Brownian, fit')\n",
    "ax.loglog(ff, total, c=[216/255,54/255,54/255], ls='-', label='Total thermal') \n",
    "ax.loglog(ff, ctn, c='green',  label='Coating Brownian, witness sample')\n",
    "ax.loglog(ff, cto, c='#02ccfe',label='Coating thermo-optic')\n",
    "ax.loglog(ff, amd, c='magenta',label='Acoustic mode dampers')\n",
    "ax.loglog(ff, sub, c='#fb7d07',label='Substrate (Brownian + thermo-elastic)')\n",
    "ax.loglog(ff, sus, c='purple', label='Suspension (Brownian)', zorder=0)\n",
    "\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(10,5000)\n",
    "plt.ylim(1e-25, 1e-21)\n",
    "plt.grid(which='major', color='xkcd:grey', alpha=0.3, ls='-')\n",
    "plt.grid(which='minor', color='xkcd:grey', alpha=0.3, ls=':')\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=14, edgecolor='black', handlelength=1.8, labelspacing=.5,)\n",
    "for line in legend.get_lines(): line.set_linewidth(3)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "\n",
    "plt.gcf().set_size_inches(8, 6)\n",
    "\n",
    "plt.savefig('Thermal_subbudget.svg',bbox_inches='tight') \n",
    "plt.savefig('Thermal_subbudget.pdf',bbox_inches='tight')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "02388f7d-3cb3-4dae-9912-005328a555cd",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Range plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f22a2587-8915-487e-83e6-a8f780d936e4",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1368975618 1389456018\n",
      "1368975618 1389456018\n",
      "Trying to read from ../data/range/O4/range_data-1368975618-20480400.gwf...\n",
      "Reading (<built-in function format>): |██████████| 1/1 (100%) ETA 00:00 \n",
      "Trying to read from ../data/range/O4/segments-1368975618-20480400.xml...\n",
      "../data/range/O4/range_data-1368975618-20480400.gwf alreadfy exists! Not overwriting...\n",
      "../data/range/O4/segments-1368975618-20480400.xml alreadfy exists! Not overwriting...\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#!/usr/bin/env python3\n",
    "# -*- coding: utf-8 -*-\n",
    "#\n",
    "# IFO ranges during chosen time period\n",
    "# Based on:\n",
    "# O3a_Range.ipynb by G. Vajente (2020)\n",
    "# get_range_single_O3b,range_utils by A. Urban,D. Davis,Z. Doctor,M. J. Williams (2021)\n",
    "# Modified by R. Poggiani (2021, 2022)\n",
    "# Modified by D. Davis (2024)\n",
    "# Code is now easier to customize for specific use cases \n",
    "\n",
    "\n",
    "import numpy as np\n",
    "from numpy import *\n",
    "import os \n",
    "import glob\n",
    "import time\n",
    "import sys\n",
    "import h5py as h5\n",
    "\n",
    "import gwpy\n",
    "from gwpy.time import tconvert\n",
    "from gwpy.timeseries import TimeSeries, TimeSeriesList, TimeSeriesDict\n",
    "from gwpy.segments import SegmentList, DataQualityDict\n",
    "# import matplotlib\n",
    "# matplotlib.use('agg')\n",
    "# matplotlib.rcParams['text.usetex'] = True\n",
    "# matplotlib.rcParams['font.family'] = 'STIXGeneral'\n",
    "# matplotlib.rcParams['font.size'] = 9\n",
    "# matplotlib.rcParams['savefig.dpi'] = 300\n",
    "# matplotlib.rcParams['text.latex.preamble'] = r'\\usepackage{amsmath}'\n",
    "# matplotlib.rcParams['legend.fontsize'] = 9\n",
    "\n",
    "\n",
    "from pylab import *\n",
    "from matplotlib.colors import LogNorm\n",
    "from matplotlib import pyplot as plt\n",
    "plt.rc('axes', axisbelow=True)\n",
    "\n",
    "def save_fig(fig_id, figure, tight_layout=True):\n",
    "    path = fig_id + '.png'\n",
    "    print('Saving figure', fig_id)\n",
    "    if tight_layout:\n",
    "        figure.tight_layout()\n",
    "    figure.savefig(path, format='png', dpi=100)\n",
    "\n",
    "def save_fig_pdf(fig_id, tight_layout=True):\n",
    "    path = fig_id + '.pdf'\n",
    "    print('Saving figure', fig_id)\n",
    "    if tight_layout:\n",
    "        plt.tight_layout()\n",
    "    plt.savefig(path, format='pdf', dpi=100)\n",
    "\n",
    "\n",
    "def get_range_data(source, channels, start_time, end_time, frametype=None):\n",
    "    print(start_time, end_time)\n",
    "    try: # read from source first\n",
    "        print(f'Trying to read from {source}...')\n",
    "        data = TimeSeriesDict.read(source, channels=channels, \n",
    "                start=start_time, end=end_time, pad=0, verbose=True)\n",
    "    except: # fetch data from NDS2\n",
    "        try:\n",
    "            print(f'Trying to read from NDS2 all at once...')\n",
    "            data = TimeSeriesDict.fetch(channels=channels,\n",
    "                    start=start_time, end=end_time, pad=0, verbose=True)\n",
    "        except:\n",
    "            print(f'Trying to read from NDS2 one by one...')\n",
    "            data = TimeSeriesDict()\n",
    "            for chan in channels:\n",
    "                data[chan] = TimeSeries.get(chan,\n",
    "                    start=start_time, end=end_time, pad=0, verbose=True)\n",
    "    return data\n",
    "\n",
    "def get_segments_data(source, flags, start_time, end_time):\n",
    "    try: # read from source first\n",
    "        print(f'Trying to read from {source}...')\n",
    "        segments = DataQualityDict.read(source, flags)\n",
    "    except: # fetch data from segments database\n",
    "        print(f'Trying to read from segments database...')\n",
    "        segments = DataQualityDict.query_dqsegdb(flags,\n",
    "                start_time, end_time)\n",
    "    return segments\n",
    "\n",
    "def mask_non_observing(data, segments_dict):\n",
    "    for chan in data.keys():\n",
    "        for seg in segments_dict.keys():\n",
    "            if chan[:2] == seg[:2]: # matching channel and segment names\n",
    "                start_chan = data[chan].t0.value\n",
    "                end_chan = start_chan + data[chan].duration.value\n",
    "                full_time = SegmentList([[start_chan, end_chan]])\n",
    "                mask_times = full_time - segments_dict[seg].active\n",
    "                data[chan] = data[chan].mask(mask_times)\n",
    "    return data\n",
    "\n",
    "def calculate_medians(data, step_size):\n",
    "    median_data = TimeSeriesDict()\n",
    "    for chan in data.keys():\n",
    "        factor = int(step_size / data[chan].dt.value)\n",
    "        if factor != 1:\n",
    "            #range_data = repeat(median(range_lho.reshape(-1,factor), axis=1, keepdims=True), factor, axis=1).reshape(-1,1)\n",
    "            median_data[chan] = median(data[chan].reshape(-1,factor), axis=1)\n",
    "            median_data[chan].dt = median_data[chan].dt * factor\n",
    "        else:\n",
    "            median_data[chan] = data[chan]\n",
    "    return median_data\n",
    "\n",
    "# plot labels\n",
    "ifo_names = {\n",
    "        'H1': r'$\\mathrm{LIGO\\  Hanford}$',\n",
    "        'L1': r'$\\mathrm{LIGO\\  Livingston}$',\n",
    "        'V1': r'$\\mathrm{Virgo}$',\n",
    "        'K1': r'$\\mathrm{KAGRA}$',\n",
    "}\n",
    "\n",
    "colors = {'L1':'#4ba6ff','H1':'#ee0000','V1':'#9b59b6', 'V1pre': '#e5d4ec','V1post':'#b482c8'}\n",
    "\n",
    "range_labels = {}\n",
    "\n",
    "# =============== START OF VARIABLES - EDIT BELOW THIS LINE ===============\n",
    "\n",
    "# imgpath = '../../images/'\n",
    "imgpath = './'\n",
    "img_label = 'O4'\n",
    "\n",
    "# GPS times of start and end of O4a run\n",
    "gps_start = 1368975618\n",
    "gps_end = 1389456018  \n",
    "#gps_end = gps_start + (70*86400)\n",
    "print(gps_start, gps_end)\n",
    "channels = ['H1:DMT-SNSC_EFFECTIVE_RANGE_MPC.mean', 'L1:DMT-SNSC_EFFECTIVE_RANGE_MPC.mean']\n",
    "flags = ['H1:DMT-ANALYSIS_READY:1', 'L1:DMT-ANALYSIS_READY:1']\n",
    "step_size = 3600 # 1 hour\n",
    "\n",
    "data_file = '../data/range/O4/range_data-%d-%d.gwf'%(gps_start, gps_end-gps_start)\n",
    "segments_file = '../data/range/O4/segments-%d-%d.xml'%(gps_start, gps_end-gps_start)\n",
    "\n",
    "\n",
    "#plot params\n",
    "bins = 80\n",
    "max_val = 200\n",
    "min_val = 50\n",
    "\n",
    "# add month labels?\n",
    "months = True\n",
    "\n",
    "# past run markers\n",
    "\n",
    "# O1 median ranges for H1,L1 from plot_o1.py,based on https://git.ligo.org/agata.trovato/gwosc_data_paper/-/tree/master/range_from_Duncan/O1 with zeros removed\n",
    "range_labels['O1'] = {\n",
    "        'H1': 76,\n",
    "        'L1': 66,\n",
    "}\n",
    "\n",
    "# O2 median ranges for H1,L1,V1 from plot_o2.py,based on https://git.ligo.org/agata.trovato/gwosc_data_paper/-/tree/master/range_from_Duncan/O2 with zeros removed\n",
    "range_labels['O2'] = {\n",
    "        'H1': 76,\n",
    "        'L1': 89,\n",
    "        # 'V1': 28,\n",
    "}\n",
    "\n",
    "# O3a median ranges for H1, L1, V1 from GWTC-2 paper, Phys. Rev. X 11 (2021) 021053\n",
    "range_labels['O3a'] = {\n",
    "        'H1': 108,\n",
    "        'L1': 135,\n",
    "        # 'V1': 45,\n",
    "}\n",
    "\n",
    "# O3b median ranges for H1, L1, V1 from GWTC-3 paper\n",
    "range_labels['O3b'] = {\n",
    "        'H1': 115,\n",
    "        'L1': 133,\n",
    "        # 'V1': 51,\n",
    "}\n",
    "\n",
    "\n",
    "\n",
    "# # =============== END OF VARIABLES - DO NOT EDIT BELOW THIS LINE ===============\n",
    "\n",
    "#### ANALYSIS STARTS HERE\n",
    "\n",
    "max_date = np.ceil((gps_end - gps_start)/86400)\n",
    "\n",
    "# set up dicts for later use\n",
    "ifos = [chan[:2] for chan in channels]\n",
    "channels_dict = {chan[:2]:chan for chan in channels}\n",
    "flags_dict = {flag[:2]:flag for flag in flags}\n",
    "\n",
    "# get data\n",
    "data = get_range_data(data_file, channels, gps_start, gps_end)\n",
    "segments = get_segments_data(segments_file, flags, gps_start, gps_end)\n",
    "data = mask_non_observing(data, segments)\n",
    "median_data = calculate_medians(data, step_size)\n",
    "\n",
    "# write out data \n",
    "if not os.path.isfile(data_file):\n",
    "    median_data.write(data_file)\n",
    "else:\n",
    "    print(f'{data_file} alreadfy exists! Not overwriting...')\n",
    "if not os.path.isfile(segments_file):\n",
    "    segments.write(segments_file, format='ligolw')\n",
    "else:\n",
    "    print(f'{segments_file} alreadfy exists! Not overwriting...')\n",
    "\n",
    "# calculate median\n",
    "run_median = {}\n",
    "for ifo in ifos:\n",
    "    run_median[ifo] = np.median(data[channels_dict[ifo]].value[data[channels_dict[ifo]].value > 0.])\n",
    "\n",
    "# get order to show plots\n",
    "ifo_order = [i for _, i in sorted(zip(run_median.values(), run_median.keys()))]\n",
    "ifo_order = ifo_order[::-1]\n",
    "\n",
    "# make a histogram\n",
    "run_histo = {}\n",
    "for ifo in ifos:\n",
    "    run_histo[ifo], _, _ = plt.hist(median_data[channels_dict[ifo]].value,\n",
    "        bins = bins, range=(min_val,max_val),\n",
    "        density=True)\n",
    "\n",
    "# remove units for easier manipulation\n",
    "tim_dict = {}\n",
    "rng_dict = {}\n",
    "for ifo in ifos:\n",
    "    tim_dict[ifo] = (median_data[channels_dict[ifo]].times.value - gps_start)/86400\n",
    "    rng_dict[ifo] = median_data[channels_dict[ifo]].value\n",
    "\n",
    "range_label_data = []\n",
    "for run in range_labels.keys():\n",
    "    for ifo in range_labels[run].keys():\n",
    "        range_label_data.append([range_labels[run][ifo], range_labels[run][ifo], run, colors[ifo]])\n",
    "\n",
    "from operator import itemgetter\n",
    "range_label_data = sorted(range_label_data, key=itemgetter(0,1))\n",
    "orig_range_label_data = range_label_data.copy()\n",
    "min_offset = (max_val-min_val)*0.04\n",
    "min_steps = (max_val-min_val)*0.001\n",
    "overlap = True\n",
    "loop = 0\n",
    "while overlap == True:\n",
    "    overlap = False\n",
    "    for i in range(len(range_label_data)-1):\n",
    "        if abs(range_label_data[i][1] - range_label_data[i+1][1]) < min_offset:\n",
    "            overlap = True\n",
    "            # adjust the locations\n",
    "            range_label_data[i][1] -= min_steps\n",
    "            range_label_data[i+1][1] += min_steps\n",
    "    if loop > 1000:\n",
    "        print('Could not find good locations for the run labels!')\n",
    "        break\n",
    "    loop += 1 # to prevent infinite loops\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d238e048-da51-44b0-960d-ea77208f9aae",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, gridspec_kw={'width_ratios': [2, 1]})\n",
    "plt.subplots_adjust(wspace=0.12)\n",
    "\n",
    "\n",
    "lines = {}\n",
    "for ifo in ifo_order:\n",
    "    ax1.scatter(tim_dict[ifo], rng_dict[ifo], \n",
    "            marker='.', s=4, \n",
    "            label=ifo_names[ifo], \n",
    "            alpha=1, color=colors[ifo])\n",
    "    lines[ifo], = plot([0], [0], \n",
    "            ls='-', linewidth=3, \n",
    "            label=ifo_names[ifo], color=colors[ifo])\n",
    "\n",
    "# Marks for beginning of months\n",
    "from datetime import datetime, timedelta\n",
    "from dateutil.relativedelta import relativedelta\n",
    "from calendar import month_abbr\n",
    "start_date = tconvert(gps_start)\n",
    "c = 0 - start_date.day\n",
    "current_date = start_date.replace(day=1)\n",
    "while c < max_date:\n",
    "    if c > 0:\n",
    "        ax1.vlines(c,max_val, max_val-(max_val-min_val)*0.02, color='k', linewidth=1, linestyle='-')\n",
    "        ax1.text(c-(max_date*0.03),max_val+(max_val-min_val)*0.03, r'$\\mathrm{%s}$'%month_abbr[(current_date.month)], color='k', fontsize=12)\n",
    "    new_date = current_date + relativedelta(months=1) \n",
    "    c += (new_date - current_date).days\n",
    "    current_date = new_date\n",
    "\n",
    "# Marks for median ranges\n",
    "for label in range_label_data:\n",
    "    if label[0] < max_val and label[0] > min_val:\n",
    "        ax1.plot(max_date,label[0],marker=8,color=label[3],markersize=4,linestyle='')\n",
    "        ax1.text(max_date*1.01,label[1]-(max_val-min_val)*0.02, r'$\\mathrm{%s}$'%label[2], color=label[3], fontsize=9)\n",
    "ax1.set_xlim([0, max_date])\n",
    "ax1.set_ylim([min_val, max_val])\n",
    "ax1.set_xlabel(r'$\\mathrm{Time\\ [days]\\ from\\ %d\\ %s\\ %d}$'%(start_date.day, month_abbr[(start_date.month)], start_date.year))\n",
    "ax1.set_ylabel(r'$\\mathrm{Binary\\ neutron\\ star\\ range}\\,\\mathrm{[Mpc]}$')\n",
    "ax1.grid(True, which='both')\n",
    "legend = ax1.legend(handles=([lines[k] for k in lines.keys()]), ncol=1, fontsize=10,edgecolor='black',loc='lower left')\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "ax2.hist(rng_dict['L1'], color=colors['L1'], bins=30, density=True, histtype='bar', alpha=0.5, orientation='horizontal')\n",
    "ax2.hlines(run_median['L1'], 0, 0.08, color=colors['L1'], zorder=10, linewidth=1.5, linestyle='--')\n",
    "ax2.hist(rng_dict['H1'], color=colors['H1'], bins=30, density=True, histtype='bar', alpha=0.5, zorder=20, orientation='horizontal')\n",
    "ax2.hlines(run_median['H1'], 0, 0.08, color=colors['H1'], linewidth=1.5, linestyle='--')\n",
    "\n",
    "\n",
    "# Marks for median ranges\n",
    "for label in range_label_data:\n",
    "    if label[0] < max_val and label[0] > min_val:\n",
    "        ax2.plot(0,label[0],marker=9,color=label[3],markersize=4,linestyle='')\n",
    "        # ax2.text(max_date*1.01,label[1]-(max_val-min_val)*0.02, r'$\\mathrm{%s}$'%label[2], color=label[3], fontsize=7)\n",
    "        \n",
    "ax2.set_xlim([0, 0.08])\n",
    "ax2.set_ylim([min_val, max_val])\n",
    "ax2.set_xlabel(r'$\\mathrm{Probability \\ density}$')\n",
    "ax2.set_ylabel(r'$\\mathrm{Binary\\ neutron\\ star\\ range}\\,\\mathrm{[Mpc]}$')\n",
    "ax2.grid(True, which='both')\n",
    "ax2.set_xticks([0,0.02,0.04,0.06,0.08])\n",
    "# ax2.set_xticklabels(['0', '2', '4', '6', '8'])\n",
    "ax2.yaxis.tick_right()\n",
    "ax2.yaxis.set_label_position(\"right\")\n",
    "ax2.set_yticks([66,76,89,108,115,133, round(run_median['H1']), round(run_median['L1'])])\n",
    "# ax2.set_yticklabels([])\n",
    "\n",
    "plt.savefig('range.svg')\n",
    "plt.savefig('range.pdf')\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9a07ef70-eeb6-479f-b934-599f7671540f",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, '$\\\\mathrm{Probability\\\\ density}$')"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 337.5x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 337.5x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "   \n",
    "### PLOTTING STARTS HERE\n",
    "\n",
    "# plot_range_data\n",
    "fig = plt.figure(figsize=(3.375,3))\n",
    "ax = fig.gca()\n",
    "lines = {}\n",
    "for ifo in ifo_order:\n",
    "    ax.scatter(tim_dict[ifo], rng_dict[ifo], \n",
    "            marker='.', s=4, \n",
    "            label=ifo_names[ifo], \n",
    "            alpha=1, color=colors[ifo])\n",
    "    lines[ifo], = plot([0], [0], \n",
    "            ls='-', linewidth=3, \n",
    "            label=ifo_names[ifo], color=colors[ifo])\n",
    "\n",
    "# Marks for beginning of months\n",
    "from datetime import datetime, timedelta\n",
    "from dateutil.relativedelta import relativedelta\n",
    "from calendar import month_abbr\n",
    "start_date = tconvert(gps_start)\n",
    "c = 0 - start_date.day\n",
    "current_date = start_date.replace(day=1)\n",
    "while c < max_date:\n",
    "    if c > 0:\n",
    "        ax.vlines(c,max_val, max_val-(max_val-min_val)*0.02, color='k', linewidth=1, linestyle='-')\n",
    "        ax.text(c-(max_date*0.03),max_val+(max_val-min_val)*0.03, r'$\\mathrm{%s}$'%month_abbr[(current_date.month)], color='k', fontsize=7)\n",
    "    new_date = current_date + relativedelta(months=1) \n",
    "    c += (new_date - current_date).days\n",
    "    current_date = new_date\n",
    "\n",
    "# Marks for median ranges\n",
    "for label in range_label_data:\n",
    "    if label[0] < max_val and label[0] > min_val:\n",
    "        ax.plot(max_date,label[0],marker=8,color=label[3],markersize=4,linestyle='')\n",
    "        ax.text(max_date*1.01,label[1]-(max_val-min_val)*0.02, r'$\\mathrm{%s}$'%label[2], color=label[3], fontsize=7)\n",
    "ax.set_xlim([0, max_date])\n",
    "ax.set_ylim([min_val, max_val])\n",
    "ax.set_xlabel(r'$\\mathrm{Time\\ [days]\\ from\\ %d\\ %s\\ %d}$'%(start_date.day, month_abbr[(start_date.month)], start_date.year))\n",
    "ax.set_ylabel(r'$\\mathrm{Binary\\ neutron\\ star\\ range}\\,\\mathrm{[Mpc]}$')\n",
    "ax.grid(False)\n",
    "ax.legend(handles=([lines[k] for k in lines.keys()]), ncol=3, fontsize=6,frameon=False,bbox_to_anchor=(0.05,0.95),loc='upper left')\n",
    "# save_fig_pdf(imgpath+img_label+'_range_hourly_median', figure)\n",
    "\n",
    "\n",
    "# range histograms with caret markers for median ranges\n",
    "b = linspace(min_val, max_val, bins+1)\n",
    "fig = plt.figure(figsize=(3.375,3))\n",
    "ax = fig.gca()\n",
    "hist_max = 0\n",
    "for ifo in ifo_order:\n",
    "    ax.fill(0.5*(b[1:]+b[:-1]), run_histo[ifo]   / sum(run_histo[ifo])   / (b[1]-b[0]), alpha=0.7, label=ifo_names[ifo], color=colors[ifo])\n",
    "    hist_max = max([hist_max, max(run_histo[ifo] / sum(run_histo[ifo]) / (b[1]-b[0]))])\n",
    "i = 0\n",
    "for ifo in ifo_order:\n",
    "    ax.vlines(run_median[ifo], 0, hist_max, color=colors[ifo], linewidth=1.5, linestyle='--')\n",
    "    ax.text(run_median[ifo]-(max_val-min_val)*0.075,   hist_max*(1.05+0.1*i) , '%d Mpc' % round(run_median[ifo]), color=colors[ifo], fontsize=9)\n",
    "    i += 1\n",
    "\n",
    "plot_max = hist_max * 1.75\n",
    "\n",
    "# redo label location finder\n",
    "min_offset = (max_val-min_val)*0.06\n",
    "min_steps = (max_val-min_val)*0.001\n",
    "overlap = True\n",
    "loop = 0\n",
    "range_label_data = orig_range_label_data\n",
    "while overlap == True:\n",
    "    overlap = False\n",
    "    for i in range(len(range_label_data)-1):\n",
    "        if abs(range_label_data[i][1] - range_label_data[i+1][1])*4/len(range_label_data[i][2]+range_label_data[i+1][2]) < min_offset:\n",
    "            overlap = True\n",
    "            # adjust the locations\n",
    "            range_label_data[i][1] -= min_steps\n",
    "            range_label_data[i+1][1] += min_steps\n",
    "    if loop > 1000:\n",
    "        print('Could not find good locations for the run labels!')\n",
    "        break\n",
    "    loop += 1 # to prevent infinite loops\n",
    "\n",
    "# run markers\n",
    "for label in range_label_data:\n",
    "    if label[0] < max_val and label[0] > min_val:\n",
    "        ax.plot(label[0],plot_max, marker=11,color=label[3],markersize=4,linestyle='')\n",
    "        ax.text(label[1]-(max_val-min_val)*0.04, plot_max*1.02, r'$\\mathrm{%s}$'%label[2], color=label[3], fontsize=5)\n",
    "ax.grid(False)\n",
    "ax.legend(loc='upper left', ncol=2,fontsize=7,columnspacing=0.5,frameon=False, bbox_to_anchor=(0., 0.95))\n",
    "ax.set_ylim([0, plot_max])\n",
    "ax.set_xlim([min_val, max_val])\n",
    "ax.set_xlabel(r'$\\mathrm{Binary\\ neutron\\ star\\ range}\\,\\mathrm{[Mpc]}$')\n",
    "ax.set_ylabel(r'$\\mathrm{Probability\\ density}$')\n",
    "# save_fig_pdf(imgpath+img_label+'_range_histograms')\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e7e80561-d821-4cfa-89ce-6b903b42d780",
   "metadata": {
    "tags": []
   },
   "source": [
    "## VT plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "99fd0c81-30d5-49c2-b4aa-1e800268e9c4",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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KRERElLTSUk8NYqenpUb8OI/Hg4qKCgAIW/dzeG+px+OB0+lUjjudTtTX10On0wUNu1utVpSVlcFsNkOj0ShzRFtaWqKuX8pklIiIiCgJ+Xw+SADeeXETUlNUmJkVeT1RQRDQ1dUV1esJggCj0Qij0RhR+2jajoRzRomIiIiSjM/nQ8m1P8Cqtf+LYyfTsHjBGUhJmZpp29T8roiIiIgmMbH7GNyeNrz22mvw9h5PdDhxxWSUiIiIKIkML+d0TkFeAqOJPyajRERERElkaDmnBfPnIS93ZoIjii8mo0RERERJ6vUnfzFl54rKpvZ3R0RERDSJqVSqRIcQd0xGiYiIiJJIWmoKbrh2ufL1VMc6o0RERERJYGDQh93vfYzcnJn4jx9+HR0dnZiVPSPRYcUdk1EiIiKiBPP5fLig4jYc/qgdy5cvx2O/vg0N2yzTYpieySgRERFRgnl7jqPtwCEAgHv/PsyamTktElGAc0aJiIiIksp0WEE/1PT5TomIiIiSlCRJytfTpUdUxmSUiIiIKIGG77g03TAZJSIiIkqg3mN9yo5LCxfMgzonK8ERTSwuYCIiIiJKoOysDLz8xC/g7TmGK7543rSaLwowGSUiIiJKKJVKhbOLF02LmqKhTK/Um4iIiCiJ+Hw+lFz7A9z2H1vgPuSFzyeN/qApJumTUbPZjKKiIqhUKpSVlcHpdIZta7PZoNfrUVlZibKyMtTX149LWyIiIqJ48PYch9vThmeeewE7/9mCabaQHkASD9OLooiysjJoNBoIggAAcLlc0Ov1sFqtMBqNAe0rKyvhdDrR0tICjUYDACgqKkJHRwcsFsuY2xIRERHF27Fjx1CpXzLtyjoBSdwzumbNGlgsFjQ1NaGhoQFutxs1NTUAAJPJBFEUlbYOhwMOhwObNm1SkksAsFgsqK+vh8PhGFNbIiIiIoqvpExG5UTTYDAEHLdYLEovaWNjo3K8rq4OAKDT6QLay4+Xz0fbloiIiIjiKymT0c7OzrDD5cOTSFEU4XK5IAhCQE+nTBAEuFwueDyeqNoSERERUfwlZTIqCILSAzpcZ2cnAKC8vBzAqR7SUMml/FwA4PF4ompLRERERPGXtAuYwnG5XNDpdEpCKSeO+fn5IdsPbxdt26H6+vrQ19cXcJ+IiIhorFJTU/DF8vPxz8Z3kJqalH2EcTepvmun0wmPxwOr1aock+eXhuvtlBNPt9sdVdtQ6urqoFarldvChQuj/yaIiIiI4K8xmpqSgv+84+u4pGwpclj0PvmZTCbY7faAIXz566Gr64eSh/Vnz54dVdtQamtr4fV6ldvBgwfH8m0QERHRNCcXu//xz/+MhQsX4bnHNkzLsk7AJBqmN5vNMJlMQSvstVotgFOJ5HBy4ikIQlRtQ8nMzERmZqZyn8P0RERENBZysfsjHSK0JaVYs+rCRIeUMJMiGbXZbACg1BkdKtLezqHzTCNpS0RERBRvXq932ha7lyX9ML3D4YDb7R5xZyStVquUbhpueCmnaNoSERERUXwldTLqdDrR0NAQMhF1Op3KPvW1tbXKseFtAP8QvyyatkREREQUX0k7TC/vQ28wGFBZWRlwTu7ZlFe9GwwGGAwGmM3mgDml8hzTofvYR9OWiIiIKB4GBgcTHULSSMpk1OPxoKKiAgDC7hU/vLfUbrfDZrNBr9dDEAR4PB6YTKaQ80yjaUtEREQ03p5/ZXeiQ0gaSZmMCoKArq6uqB9nNBoj7tmMpi0RERHRePD5fDh+oh/qnJkAgGKhAOqcrARHlVhJmYwSERERTTVybVHd1ZfiR/92Az7asxU52TOQkpLUS3jijskoERER0QSQa4t6u4/inLPPxZpVF07rkk6y6Z2KExEREU2wI0eOTPvaokMxGSUiIiKaAJIkJTqEpMRklIiIiCjOfD4fLrnxx4kOIykxGSUiIiKKM2/PcRw6/BEAYMH8edN+Bf1QTEaJiIiI4kiSJKSknJof+sbTv5z2K+iH4mp6IiIiojiRJAl/fvYDVCxbgD896N9yfNbMGQmOKrkwGSUiIiKKA5/Ph0+OdOPpHa/i/b35qF13A2ZmZSQ6rKTDZJSIiIhonMkF7t2eNuXYHf92HZPREDhhgYiIiGgcSZKEw+2dAYkot/0Mjz2jRERERONEkiToqsz4Z9Ne5di/Xv4dFs2bzUVLYTAZJSIiIhoDn88Hb8/xgGOpqSlYXXUtDrd34eDhdhQLBUxER8FklIiIiChKoeaEAsA3vvENPLB+Jb664lIM+iSoc7KYiI6CySgRERFRlLw9x4MS0aFyc2ZOYDSTG5NRIiIiohj86+XfQf158pmZkY6sGekJjmhyYTJKREREFCGfz4e+kwMBOyrlqbOVZJSix2SUiIiIKALyPNHLLr8KdXdcj1/+dC0AYOYM1g6NBZNRIiIimvbklfEzMtMxIzMdKpUKJ0/243hfP3w+CQDg7TkGt6cNqpRdOLZOD9O3rk9w1FMDk1EiIiKa1oaujF+zZg3q77weGempeGjLk7hnw++D2u/fvx8zMplCjRe+k0RERDTtDO31lHs8/cdPjvpY7qY0vpiMEhER0bSz8WE7fv6rvwQd/4/v6ZGe5q8LetvqG/Hdr69QhullrB06vpiMEhER0bTh8/lwsn8w5LlioQBzZudApfKvlM/ISEdGBss0xRuTUSIiIpoW5LmhP7njO7jre5W4/d9uCuj1ZI9nYjAZJSIioinP5/PhwEcdcHva8KtNT6D7WCrWrLpQ6QWlxGH6T0RERFOa3CP6hSu+CwDYs2cPKvVLmIgmCSajRERENKUN30eeq+GTS1yG6R944AG43W5UVVXh6quvjsdLEBEREUXtXy//Dovmzebc0CQS009i2bJlWLJkCWprawOOmc1mWK1W6HQ6PPHEEzEHSURERDRWw/eRZyKaXGLqGe3q6kJTUxPUajUAYOPGjWhqakJZWRneeustiKKI6upq3HzzzeMSLBEREVG0sjLT8e9rbla+puQSUzJqMBiURNTr9cJsNkOlUsFutwMANBoNSktLY4+SiIiIaIwyMtLx89rvJjoMCiOmZNTr9Spfm81mAIDRaERBQYFyvKWlJZaXICIiIhoTn8+Hzzp78b9/eh0ZGemovfVyzGDPaNKJKRlVq9W47rrrAAANDQ0oKirCb37zG+X8zp074fF4YouQiIiIKEpyOaehq+h/eMvFTEaTUEwzeDds2ICSkhK43W4YDAY0NjYCAHbv3o2qqiqYTCYIgjAugRIRERFFSuw+xnJOk0TMpZ0sFgssFkvAsdLSUmzbti3WpyYiIiKKms/nwyU3/li5z3JOyS0uP5XW1tZ4PC0RERHRqLp7T+DQ4Y8AAAsWzGMimuRi/sm0trZi3bp1OOuss5RjkiShuroabW1tIzwyubhcrkSHQEREROMgKzMdxlu+jK/ffDX27Pg1E9EkF9NPp6WlBUVFRbBarXC73crxwsJC1NXVQafTobu7e8zPL4oizGazslJ/uPr6eqhUqrC3oqKioMfYbLaQbTs7O8ccJxERESWPzMx0/M9/r8PmX9yBGTMyEh0OjSKmOaMmkwlqtRq1tbVBc0QFQUBpaSnMZnPACvtIiKIIm82Guro6iKIIo9EYsp3VaoUgCNBqtUHnHA4HDAZD0HGLxQKdThdwTKPRBB0jIiIioviLKRltbGxEa2srcnNz4XQ6g87n5+eHPB6JmpoaaDQamEymkOedTicMBkPQ4inAn8w6HA5UV1cHPUar1SpF+YmIiGjqOdHXj59vehkzs7Lwo29ehMyMmNdrUxzF9NMpLy9Hbm5u2PONjY1jqjOq0WgAYMSyUIIghExEAWDbtm3QaDRBPaZmszlscktERESTn8/nw4W625UFTCbDY0xGk1xMc0YFQUBPT0/Icxs3boTL5Qo5hD4eRkpUrVYrqqqqAo65XC64XC6YTCaoVCqUlZWNudeWiIiIko/P58OBjzpOraSfP4+1RSeBmJJRi8WCq6++Gps3b0ZnZyf27NmDxx9/HNXV1Vi/fj1UKhVqa2vHK9aIiKIIl8uFysrKgOOdnZ3Q6XRKr6vL5YJerw9qN5K+vj50d3cH3IiIiCjx5B2XvnDFqT3oX3/yF1xJPwnE9BNSq9VwOp3Ytm0bmpqaoNVqUVlZCbvdDkmS8Mgjj2DlypXjFWtE5CH64QuSdDodGhoa0NXVBbfbrSyKcjgcYVfrD1dXVwe1Wq3cFi5cOO7xExERUfS6e08E7bikyZ2ZwIgoUjH/uaDRaLBjxw643W7s2LEDjzzyiJL0rVmzZjxijIrdbh91ZbwgCLBarWhoaADgLxEliuKoz11bWwuv16vcDh48OB4hExERUYyyMtPx/626Bl+/+Wp43vgTdu/4f+wVnSRimtH7wAMP4M477wTgry1aWFiIioqKgPMGgwEFBQUxBRkpURThdDqVJHM0Op0ONTU1qK+vR2Nj46hJbGZmJjIzM5X7fX19McVLRERE0fP5fPD2HA86/uDPf4CM9NQERESxiOlPhtGSvoqKigldvS7XOo2mZqhc/mksq/6JiIhoYslzQxeUfi3o9oijOdHh0RhE3TO6c+dOtLS0APAncL/97W8hSVJQO1EUYbVaJzTJs9vtIQvdj0Re0FReXh6HiIiIiGg8eXuOB8wNpckv6mS0vLwcZrMZu3fvBoCwuyPJCWq0yeFYyUP00Ra0l5PlkUpFERERUXJQqVTK1++98nvkzjpVuil75oxEhEQxijoZVavVaGxshMlkws6dO8MOw2s0GgiCEDCHNJ7kIfpwya8oikov6FBWqxUWiyXkOSIiIkouMzLTcPOXlgMAzjgtFzMyuff8ZDfmBUxWqxXbt2/HqlWrxjOeAHKvZWdn56htR1pF73K5UFZWBo1Gg02bNikJa319PfLz81FTUzN+QRMREVHcZKSn4ff/rwbpaVwpP1XE9JMcLRF9/PHH0draGvXzejwe2Gw2ZbtPp9OJ+vp6uFyukO3lIfpwBey1Wq0ynaCyshJ6vR4mkwk6nQ5WqzXq+IiIiGjiyYuX/vT03kSHQuNoXDZr7e7uDtl7+eabb8JsNmPfvn1RPZ8gCDAajWHnow6n0WhCLqIaymq1MvEkIiKaxOTFS3972ombrypAnjo70SHROIgpGfV6vdDpdGF7LAFwLiYRERGNK6fTCeDWRIdB4ySmZHTNmjVwu91YtWoVPB5PwIp0URTR1dUFm80Wc5BEREQ0vfkL3R9LdBgUBzElo6IoKsPzXq8XHo8HpaWlyvmqqioUFRXFFiERERFNa/JcUdYXnZpiWsBUVlamfK1Wq9HU1BRwXq/Xw2w2x/ISRERENM11954ISESLhQKoc7JGeARNJjElo263G21tbeju7gbg359+8+bNyvmGhgal/icRERHRWMzITMN1V5VDf2UZ3P/8I3bv+H9ISWFpp6kipmH6qqoqFBYWIiUlBfv370dFRQWuvfZaWCwWdHZ2QhRF7mxEREREMcnMSMdW272sLTpFxfRTNRgMeOSRR7By5UoUFBQA8O+E5PP50NXVBUmSlFqhRERERNGSJAl/fvYDPPbcB4kOheIk5jqjw+uBajQauN1utLS0oLCwMNanJyIiomnK5/PhwEcduO2HPwEA3HDZn1hbdAqKW3/38PmjRERERJGSV9B/4Yrvor+/H/39/YkOieIk4p7Rxx9/PKon7uzshMViwezZs3HzzTdHHRgRERFNX58e8XIF/TQRcTL62GOPYfv27VG/wCOPPMJklIiIiKLyrR+cWnPyr5d/h0XzZnMF/RQVcTJaVVUFl8sFg8GA2bNnA/CXdtq2bRuMRqNyTHbkyBFs374der1+fCMmIiKiKUuSJAwMSkhRqQD4e0SZiE5tESejer0eXV1dWLNmjXJs3bp1aGlpgVqtDvmY4uJiqD7/MBERERGNRF45n5qiwhO//ylO9A1AnZPFRHSKi/inq1arAxJRwD8vNFwiCgDl5eUs7UREREQREbuP4Yd3/Se+/+P/wIm+AeSps5mITgMxlXaSJGnE842NjfB4PLG8BBEREU0jx44dS3QINMFi+nNDEAT85Cc/CXlu586dMJlM0Gq1sbwEEREREU1hMfWMbtiwAcXFxbBaraiuroZarYYoimhsbITL5YJKpeIwPRERERGFFfMOTE1NTaipqcEjjzwScFyj0cBiseCaa66J9SWIiIiIaIqKORlVq9WwWq2or6+Hx+OBx+OBIAgoLS0dj/iIiIiIaAqLORmVqdVqlJaWBiWhzc3NKCkpGa+XISIiIqIpJO71EqxWa7xfgoiIiKaAPHU2tOcX45KypdDkzkx0ODRBIu4ZXbduHZqamvDmm28qx4qLi9HS0jLqY3/zm9+MLToiIiKaVnZs3YAZmRncNGcaibhndMeOHWhqakJ3d7dyrKKiApIkQa1Wh7yNVoeUiIiIyOfz4UhnL/78zLt4ZtcBDPqYP0wnEfeMut1utLS0IDc3VzlWVVWF8vLyoJ2Zhlq7dm1sERIREdGU5fP5UHLtD+D2tAHwr0GpeMnGYfppJKoFTIWFhQH3KyoqIAjCiI8xmUzRR0VERETTgth9TElEAeD02XnInTUjgRHRRIt5Nf3wBHWozZs349Zbb431JaYdb28v7t+yBa/s2RNw/Prly/HNFSuweO7cUR//a4cDAHDP6tXxCnPK6fX2Ysv9W7DnlcD3ffn1y7Himyswd3H4933Lz7Zg19O70N7WjqLzi7D67tUouaIkzhFPfb29XmzZcj/27Hkl4Pjy5ddjxYpvYu7cxWEfu2XLz7Br19Nob29DUdH5qKz8PpYvvyHeISdcT6+IX20x4809zoDjFcsNWLnChAVzw3cg/GqLGTt3OXC43YNzirRYXVkL3XJDwHO/sceJhle2Qn95dcC56Ur0Av95P/BC4EcUN10PfOebQGH4j2iAljbgwkuAPa9H/pipwOfz4ZIbf6zc/9fLv8OiebNH3I9e7O7FvZYteGFX4LX6phXL8W/fWIHCRSP/jpS1HGjHeVetwbsvblIeI3b34oVX92D7069g1fWX4+YvL4/4exG7e/GFK27FU4/+DKXnFUf8OIoiGX388cejeuLOzk5YLBbMnj0bN998c9SBTVdP7doF44YNuLykBI/dd5+SeLa1t6PmoYdwyZo1uHv1aty2alXQY729vXj0uefwoN0O79GjuOW66yY6/Elr11O7sMG4ASWXl+C+x+5TEs/2tnY8VPMQ1lyyBqvvXo1VtwW+773eXvxoxY+QnZuNuZ9fzNzvuHHv1+7FbfW3YcUtKyb8e5kqdu16Chs2GFFScjnuu+8xJfFsb2/DQw/VYM2aS7B69d1Yteq2oMf+8IfXoaTkcqxefTf27WvG9u0PY8MGI9avt03phNS5y4H1GypxUYkOD93XoCSeh9o9+PlDJty0pgjfX23Bt1fVBD32lh+W4aISHb6/2oL39r2FP26vx/oNldiw3q4knQ2vbsMftltwuN0D/eXVE/q9JaO/PgV8ywhcfTnwt8dOJZEtbcAPa/zJ5X/fDfww+CMa5Ktfi2+sycrbcxyHDn8EAFgwf96oiegTz+zCLbdvwNXLS/DkH+9TksiWA+34/t0P4byr1uA+82rcYQr+HTncjd+6N+jY40+/il9at6PlQDtWXX951N+P2H006sdQFMnoY489hu3bt0f9Ao888giT0Qg9tH077t+yBTcsXw7b+vUB5xbPnYut992H6nvvxf1btgBAyIT0tlWroM7ORs1DD01EyFPC9oe2Y8v9W7D8huVYbwt83+cunov7tt6He6vvxZb7twBAQEL64F0PYvXdq7H8hlN/PW/52RZsf3g7Hqp5CJfdeBlmqWdNyPcxlWzf/hC2bLkfy5ffgPXrbQHn5s5djPvu24p7763Gli33A0BAQrp9+0O4/faNKC6+AACwfPkNKCm5Avfe+zU8++yfpmwy+oft9fj1FjMqlhtgWW8POLdgroCH72vA9+7V49dbzAAQkJD+YXs97rl9E84p1gIAdMsNuLhEj9vu1ePxZ61KMrpyhRGH2t344/b6Cfquktf/PgT8x/3ATTcAfwz8iKJwMfC3rcBXq/1tgJET0v/4WfziTHaZGalYumQheo+dQNNz/2/ERPSX1u2417IFN39pOR59KPBaXbhoLp7603244Zv34l7LFgAYMSG9Z8OWkMe/+/UV8LS1439skeU7cnL85B/vwzWXlUCTm43S84rx/KvNuPFb9+LX99+G736dnRKjiXg1fVVVFQoLC3HXXXdhw4YN2LBhA9asWQO1Wh1wTL7deeedKCwshF6vj2f8U0Zbe7uSZG68/faw7Wxm/y+S+7dsgbe3N+CcepY/6Vk0yjA+ndLe1q4kmbdvDP++m23+933L/VvQ6/W/7/K/QxNRAFh9z2qlZ3X/nv3jHfKU197epiSZt9++MWw7s9mfAWzZcj96e73K8aKi85VEVFZSckUcIk0eh9o9SpJ5z+2bwrazmP1J6q+3mNHTKyrHzynSKomo7OISXcjnUOfMjjHaya+l7VSS+avwH1H84fMk9T/u9w/nh9L8NuDt9g/rTycDgz787SU3Gt48jH8+8yDef+V3yJ4Zfp5oy4F2Jcl8sC78tfrRh/z/D+61bIHY3Ruyze5398Pb04ubVoQegs/Py4nwuwCuvuxC/Mi4Cj+45yE88cwufOdrK/D8q834wT0P4btfvw5XLy+J+Lmms4h7RvV6Pbq6ugJWzq9btw4tLS1Qq9UhH1NcXMw6YRGSE9HLS0qUpDIU9axZuLykBK80N+OuBx8M6kGl6MiJaMnlJSP2YM5Sz0LJ5SVofqUZD971INbb1qNX7MXqu1eHbH/h5Reiva09DhFPfXIiWlJyOWbNCn1tAYBZs9QoKbkczc2v4MEH71J6UEMlnu3t/sURK1Z8Mw4RJ56ciF5UokPOLE3YdjmzNLioRIc3m5342YNrlB7UUInnoXYPAGDlCi5CHe4/P09Er74c0IT/iEKj9rd54RXgB3cF96DKz/W3rdOvd7T36An8e43/jbyy4cFRV87LiejVy0ugyQ1/rdbkzsLVy0vwwq5m3F77YFAPqv+5/oCn/nRf2N7RaGhyZ+Fn61fjZ+tX44lnduGvz+5Cfl4O3n0x/B+FFCzinlG1Wh1UwqmzszNsIgoA5eXlsFgsY49uGnlq1y4AwPlFRaO2ldu80twcz5CmhV1P+d/3ovNHf9/lNs2vNAPwD+GHW9TUK/r/Ii++kJPYo7Vr11MA/D2co5HbNDe/MmK7LVvux2231Yccopfnpm7Z8jPce281NmwwBvS0TgY7d/kXLJ5TpB2l5ak2bzY7R2z36y1m/OQ264iLlJy7HPjqmiKU36jCLT8sw/v7XVFEPXn91f8RxYWjf0SVNi+G+Ij+e01k80nluan/8TP/0P+3jOF7WicLn8+Hzz77DJ999llENcmf+If/Wl3yhdGv1XKbF3Y1B537/t0PRjSfVHndZ3bhvKvWIFu4Ecu/8kPsfjd4tOuX1u244Zv3osvbg5tWLEfhwrk476o1+KV1e9jeWQoU02r60T5AjY2N8Hg8sbzEtNDWfqoHrSCCIXa5jfcoJ0rHYmjP5dyC0d93uc1R7+jvu/sd96i9rRRM7sEEgLlzC0ZtL7c5ejT0b2Z5sVNz8yuYFaLH8NlnH8VDD9Vg06bXlQVSX/vaUtxzTxX+93+fizr+RJB7MAFgwdzRf1HLbXqOimGf7+cPmfBmsxO5s/LDPs8Wex1yc/KxcoUJ7+17Czt3OXDLj8rw0H0NYYf4p4KWUx9RFBaM3l5uMzx5/OtTgDoXuHqUGSS/f9SftA5dZb9oKfCVKuDlyfERDTJ8Bf1oWg6culYLI1Q1Gd5m+GKiJ57ZBXXOLFxzWUlEr/vAI3bkqXPw3a+vgOvtfXjiH7tw2Vd+pMwPBYDf/eVZ3GvZoswNXf6VH+Jn61cDAG65fQOAkeeukl9Me9MLgoCf/OQnIc/t3LkTJpMJWu3of6lPd0PnfkYy31OTc2o+y9BElqIjz/kEoKyEH0mO5tT7PtIQfPPLzWhva8dt9RF0eVCAoT2Sc+cuGrV9To5G+XpoIgsAzc0v49ln/6Tcf+65R/HDH14X1AZAQKJaUnI53O53Jk3vaO+QuZ/zRyjbJMvNOZVgDk1kAeCNZicef9aq3H/iORtu+WFZyOdZWlyOh+9rwLdX1cCy3o7vr/aPgv38oak9rO8d8rEoGP0jijzNqa/lRFb0Ar/8NfDf94z++BdeDn6eqy4Hmt+ZvL2jYvexgBX06pysUdqfulYXLBz9Wp2nPnWtlhNZsbsXDzxiVxLFSGjPL8ZTf7oPd5hW4dGH1uM+s/+xP7jn1ALh7359BQ43/wXf/foKiN29aH7Xjd3v7sfNX16Ow81/YSIaoZh6Rjds2IDi4mJYrVZUV1dDrVZDFEU0NjbC5XJBpVJxmD4CQ+uGdkfQ2yn29MQznGlj6BD70QjKcfSIkb3vD5kfwnrb+hHrklJoQ+uGHj3aPUJLv54eMey5kpIrlPmj+/e/jXvuqYbb/Q6am19Wjq9fb0N7e5syN7W316sktb294ohzVpPF0AQ0XG/nUN09nWHPXVyiU3o139/vwrp7KvC+24U3mp1BvZ0XlwYuTv32qhpssdfhcLsHh9o9I9YzncwKhtQA9Y7+EUWXGHzsB3eNvPBpqD/a/EmsPDdV9AKtbaeee6Q5q8loeK/o60/+YsQV9AAC6oZ6I7hWd3mDr9W31z6IB38efuFTKNcsLw24f4dpFX7xGztaDrSj5UC7Epc8h7VLDBySH2luKwWKqWcUAJqammAwGPDII4/AYrHAarWiqakJarUajzzyCK655prxiHNKU8+aBXV2NoDIejpbh7QZrQA+hTdLPQvZav/7Hslio/bWIcP6YRLNLT/bghW3rAhaYU+RmTVLjexs/2/X4T2dobS3typfj1QAv7j4AqxefTcAwO1+J+Dc3LmLP+9FfRTt7W0jPk8yypmlQU62BgBwuH30aVGH2t3K1yMljOcUa5Xezvfdkc0FXbqkPOI4JiuN+lQC2Dr6RxQtrae+LlzsH3bXXgiUXBD2IUEKF/t7SH//qP81CybXRzTA8RMnoUI/AGDhwvkRbfmpyZ0FTa7/Wt1ycPRrtWfI9bxw0Vz87i/PQnvBknEpRF96/hJ/HAeC4yhcNBdHPU+y4P0YxJyMqtVqWK1WdHV1oampCXa7HU1NTejs7Bxxz/qJ4HJNnsn0l5eUAAD27Ns3alt54dINy5nwxKrk8hIAwL49o7/v8sKlcInms48+CwBBhfEpOiUl/kLT+/btGaXlqYVLkdQOveyyGwFASXYBf0/ovfdWo739AFasuCWoJNRkcdHnvZbv7Xtr1LbywqWKCHZP0l9WBQBKsjsauV0k0wUms6s+r4XuGv0jqixcuunzj+hfn/SXesqdF3j734f95y+8xH//94/674te/6Kl1gPAd26JLolNRtkzZ+D9V36HQ7sfw3svPDxqr6hMLpHkenv0a/ULrzUDAG7+kv9a/fgzu3CvZQuyhRsDbnItUXmB0u/+8uyozy0nxZHu8kSRiXk7UJlarUZpaSlKSwO7tZ9//vkx946Kooi6ujoAGHG432azwWQKnqfU0NAQsq3dbodGo4HH40F1dTVqaoJ3I5lod69ejad27cJTu3bB29sbtryTt7cX77jdymMoNqvvXo1dT+3Crqd2odfbG3bBUa+3F+533Mpjhtv11C60t7Zj9T3B5yg6q1ffjV27nsKuXU+ht9cbdqi8t9er9HLKvZ4jkedWDk04f/QjfzHqFStuiTHqxPr+agt27nJg5y4HenrFsOWdenpFpZdT7vUcibfXP6R/bnF5RHHI0wSm6hC97L/u9i9A+utT/mQx3FC56PXP7ZQfA/i3CL3pxuC2f33SXwLqh9/zL3qSE94rPq+X/p3J/RENkvf5qFSk7jOvxhP/2IUn/rELYndv2CFwed6m/BgA+Levr8DKENt6Pv7MLrywqxk/Mq6CsHhuRDVB5UVRTEbH17gko88//zxEUQw6Lm8Jui+C3r6hRFGEzWZDXV0dRFGE0Wgcsb3FYoFOFzifSaPRBB2rrKyE0+lES0sLNBoNAKCoqAgdHR0Jn9u6eO5cfG/VKjz8+S5M9WEK3xs/j/Pu1as5RD8O5i6ei1XfW4XtD/t3Ybq9PvT7bjH63/fVd68OGqJvfrkZu1/eHfKxzS83AwD3qY/C3LmLsWrV97B9+8PYsuV+3H576N1+LBb/dWH16rsjGlpvbn4FJSWXK8loe3sb2tvbAnpKgfAr85PZgrkCvrWqBn/cXo9fbTHj7tutIduZLZUA/IloJAnjm81OXFSiCyqIH87efY0RJbmTXeFif9L4vw/764T+vzAbUn37819d/333qZXwN4XpxG9p9SejQ/ezb2nzD8sPT3a9k+8jCsA/X7TTewwvuw5jxoxMXPvFRUhLjaxntHDRXPzIuAr/Y9v++er10NfqW27zf/7uM69WEsZw+8t72trxwq7mqPaz3/3OPiXJpfETUzK6c+dOVFVVhUxEAX/pp7EWva+pqYFGownZ4zmU0+mEVquF3W4fsZ3D4YDD4VB6RWUWiwWVlZVYtmwZDIbRh63i6Z7Vq1GyZAmMGzZA7O3FxttvV3pIvb29MFoseHvfPtjWrx9xiP7A53NKxV7WN4vE6ntWY0nJEmwwbkCv2IvbN96u9JD2enthMVqw7+19WG9bHzREv//t/bj3a/di+Q3LscG4IeBce1s7jnYfxabXWfw4WqtX34MlS0o+r/kp4vbbNwYsMrJYjNi37+2Qe82vWXMJsrNzsXr13cpCpebml7Fr15PKrk3AqTmmR496sWGDESUlV6C5+WVlUdSzz/4JS5aUTJrtQ3+w2oJzlyzD+g2V6O7txD23b1J6SHt6RZgtldi7rzFgr3nZV9cUISdbg++vtigLld5odsK5y67s2jTce/veCnie+x804aISXch976ei/74H0Jb4a352if4FSUMXGX3bCOx+278AKVwCOho5KRW9/te5+gr/3FF5UdTv/+SPYazPP5F8Ph9Krv0B3B7/RNt58+ah8R//A3XO6HNGZT9bvxplFyzBLbdvQJfYiwfrbld6SMXuXtxymwW739mHRx9cHzYBjUbT2/sCnuf7dz+Iq5eXcIV8HMSUjJpMJnR1dcFoNKIoRLH2I0eOYNOm6H8Ry8miIIz+l7vZbB41YQWgDPcP7y2VE9C6urqEJ6OAfx7o3r/8Bb92OLDiRz8KOHf98uWwmc1hh/Db2tvxSnMzHtrunwcjf335hRfigmJOqB7J8huW4y97/wLHrx340YrA93359cthtpmDhvDb29pxT7W/NotcPH+4cDs00eiWL78Bf/nLXjgcv1aG00+dux5msy3kEP7y5dfj2Wf/D/fe+zWUlFyOoqLzUVJyBe67b2tQ2/Xrbdiy5X6lDuntt29Ee3sb7rmnGrt2PT3pdmzSLTfghb904feOOtzyo8CSTBXLDbCY7SGH8CuWG/DEszbcdq/e3xNapMXFJXo8fF/wVCc52XyjuQG3/LBMmR96cYkeK1eMPIo11dx0A3Bgr79M0xUrhp273r8daKyr3f9o888xffEVf3mnX23095Z+pRr469P+ntTJQOw+piSiADBzRgZyssNv/xmOXDLpgYcduOwrgdfqm1Ysx6MPmWNexS4nm8+/2ozlX/khCj8vJ3XNZSXcZz5OVFIkWx+EkZ+fj82bN2PlypVh22zfvh2rVo3trwin0wm9Xg+j0QirNXjYyeVyoazs1AVXq9WGHLIXRRF5eXkQBAFut3v406CoqAgejwdutzuiBFjW19eHDRs2YHVJCTJSU6P4zia3q2rvwC92/DLRYdAEu+OqWvzyFzsSHcaUdNcd1+PRX06eBZcT4d9qZ+GVHdzYY7K64toC7Pr7rwH4e0WXXrlOqS36r5d/h0XzZke8eIlO6Ts5iF891owf/ehHyM3Njegxka6/Gcrj8aCoqChsXmQ2m5VNjURRhFarRW1tbcDIczRi+iQMT/pCGWsiGonOzk7odDrlm3e5XNDr9aisrAxo19jYCABh3yT5jeZuUURERONDkiQMDPrg7TkeUOSeiejEEEUR9fX1KCwsRH19fdgplaHo9fqw5+SRcLvdDrvdjoaGBrhcLlRUVIw51pg+DZs2bcLWrcFDX0Nt3rw5lpcYkU6nQ0NDA7q6uuB2u5WFTg6HA2azWWknJ5n5+aG3tpOT1NGS0b6+PnR3dwfciIiIKNifn/0ALzQeQnpaCmbn5WLGjAw0Pfu/TEQnUE1NTdQLtIfmT8PZbDZ4PB7U1tYGPcblco25pGbMOzCJoojrrrsuZDduZ2cnHA4Hbr311lheJiKCIMBqtaKyshJ6vR719fVKl7H810C4nlE5SQ01hD9UXV0d/uu//ku5n5mZGfQDISIimm58PqC751RKoUpNx/31DwIAXv97PQ40/V+iQpu2oll/I3O5XBBFEQaDAfX1wWUimpqaAPjzu1A5VWdn+B3eRhJTMup2u0PW8hxqrKvpx0qn06Gmpgb19fVobGyETqdTfhDhuqjlN2/27NkjPndtbS3uuOMO5X5fXx8efvjh8QmciIhoEvL5gLIr5sDt+XTI0X1Dzo95aQpNMLPZjIaGhrC9o/IQvdlsDqhiJFcqKi+PrCbxcDElo9XV1QAQtnewo6MD69evj+UlxqS6uhr19fXKsLtW66+RFy5jl5PU0f56yMzMRGZmpnK/r69vHKIlIiKavI4dBz76+NOQ54qFAqhzsiY4IhoLk8k04hA94B/2t1qtcDgcqKyshN1uh81mw7Zt27Bz584xL2CKKRmVex2H77o01FhKO8VKfjPkDD3SntFIFmQRERHRKbOygU/cgOg9lVJ8pXIRnvrTz6HOyeIc0Tjo6ekJuD+8syxaDocj5GZBoTQ0NECv18PhcCiVioZuJjQWMX1C5C1Aw3n88ceRl5cXy0uMidwjOrSnU6vVwuPxhExIXS4XBEGI6Y0kIiKaTnw+oKMrE8+9eA1e+qceObMkaNQD0KgHAPiQp85mIhonS5cuhVqtVm5y6aaxkEs/RbrQSRAEZYheFEW4XC7YbLZRHjWycfmUdHd3o7W1Nej25ptvjlgeIFbhejqtVissFktAcilPJXA6nQFt5fujdU0TERGRnzxPtPALfaj8xvO4w9yKY8cmdo3IdLZ37154vV7lFsti6jVr1kQ1iu1yuVBZWQm3242aGv8mGJFuQBROTMmo1+vFsmXLkJeXh6KioqDbxo0bx7yyCjjVwxnqOVwuF/Ly8pCXlweHw6Ecr6+vR35+vvIGyQwGAwwGQ1DSaTKZYDAYlLJQRERENDKxOz1gwZLP50V29kACI5pecnJykJubq9zGOkRvs9mwbNkyZW3NaDweD8rKymCxWCAIAiwWi7KQ3WazBeRj0YhpzuiaNWvgdruxatUqeDyegGFxURTR1dU1pq5bj8cDp9OpdBk7nU7U19dDp9Mpb5hWq4XRaMS2bdtQWVmpzF81mUxBiahMnmir1+shCAI8Hs+I7YmIiCiQzwdcdm0ugA4AwDtvzMTC+Z+CI/KTj91uh9PpHHX1vNVqhdFoVNoNnVsq13zX6/WwWq1j2lo9pmRUFEWl19Lr9cLj8QTMIa2qqgq5Z/1oBEGA0WgctbfSarWG3CZ0JJE8LxEREQWSJMDnS0VPrwqHDvkT0QULZmPh/A4mopOUyWQK2rUSOJWk1tTUoKioSEk+w9Vtl3fDTEid0aH7wqvVajQ1NQUko3q9HmazGb/5zW9ieRkiIiJKIEkCtv79u1g034MLlr6oHP/nTiaik1m4Xky32w2n0wmTyRS0GNzpdAaNhsvGWmc0po+Q2+1GW1ubsi1mYWFhwPafDQ0N2LZtWywvQURERAnW05uO+l+8jB/XtkPypaH7I6D7IyA3J9GR0WhGWn8TLXlny+GLleQpmdFuPSqLqWe0qqoKhYWFSElJwf79+1FRUYFrr70WFosFnZ2dEEUxqm2oiIiIKLn4fMAXK3Jx6NB+AMCgL6bUgSZIJOtvoqXRaNDS0gKz2Qy9Xq8M1+fn58dUazSmT5TBYMAjjzwCp9OJgoICAMC2bdtQVlaGrq4uAGPPkomIiCjxunvSAuaI5uZ0JDgiikSk629CsVgsYfM3jUYT9Xqd0cT8583wb1Sj0cDtdqOlpQWFhYWxPj0REREliVd3dHOOKI27uH2kmIgSERFNLSkqKdEh0BQUcc/o+vXr4fV6Afgnwebn54+4Sn7dunVcRU9ERDTJ+Hz+ofm0VCAri8knxV/EPaOzZ8+G1WrFtm3bUF1dPWqiaTAYsG7dupgDJCIiookhb/O5aOkAvlT5BbjevRipqQO4zTgLAJCayl2WaPxFnIzKK6SampqwcuXKUdtXVFSgo6MDzc3NY42NiIiIJoDPB4jeNBw8PDNgm08AyJkF3FPTiy8uA2ZlJyhAmtIiTkYbGhpgtVqVVfORMJlM477iioiIiMbP0N7Q8y8+phx/7Hf7oD3vDQDAzCzgub8CKlWCgqQpLeJkdPfu3aiuro7qySsqKuB0OqMOioiIiCbG0WMI6g0tKpqDM884htTUQQD+JJSJKMVLxAuYOjs7kZubG/ULjEfFfyIiIoqPWdmA5x3A601Dfr4/6czN+ZQlnGjCRJyMSpKE7u7uqBLSlpYWiKI4lriIiIgoTuQV87IZmcBpAhcnUWJE/HdPeXk5du7cGdWTO51ObgdKRESURIbOEZVvhtXnovlfyzDoY3dosjrRN4C29u5EhxEXEX/qSktLUVNTg56enoif3Gw2Q6fTjSkwIiIiGn/dPWlBc0T7+zPx/v7zkaLyJSgqGkn7kaP449N78dTLnkSHEhcRJ6M/+clP0NHRgYqKCrS1tY3YtrW1FcuWLYPX64XZbI45SCIiIhp/77wxEwf2puFv/7cb1V/5HRcpJSFJkrDzrYPw9p7E4BT9WyHiOaNqtRobNmzA2rVrIQgCKisrodPpIAgC8vPz4fF44PF48NZbb8HhcAAALBZLVKWgiIiIaOKoc09Co+Zc0WSmUqlw/WWF+ONTe6HJycQnncdGf9AkE3EyCgBGoxFutxsbN26E3W6H3W4P2U6SJOj1etx5553jEiQRERGNj9TUQVSuVMP+uFcp3UTJxeeTkJJyqptak5OJr113FmbNzMBD2/YkMLL4iHqmssViwY4dO1BSUgJJkoJuhYWFsNvteO655+IRLxEREUXJ5wM6ujLxeqMWBw5fiHvu6v58RyXuPZ9MJEnCng8/w6PPvI+T/YF/KMzJn4nUlKk5jyLintHW1lZlyF2n06GpqQlerxeNjY0QRRGCIEAQBKjV6njFSkRERFGSV8/7Fy25cOmll8L++1Q899cBzhFNIif7B7Hjnwewt8Vfn73hjQP48vICqKbBDyniZFQQBBQVFWHt2rVYtWoVCgoKoFarUVFREc/4iIiIKAZid3rA6vlPPtmP7Gwmosnks67j+PvLHnR6TyjHMtNTIUnTY+eriIfp5aH5u+66C0VFRViyZAl+8YtfoLW1NY7hERER0Vj5fMBl157arOadN2ai6SXurpRM3t1/BI8+s1dJRDPSU/CVKwToLl4UMG90Kov446jT6WC32+Hz+bB161YmpkREREmuuycNhw51AAAWLJiNhfOPMRFNEv0DPvxjVyv+8VobBgb9c3fn5GXhW9cvxdkFeQmObmKN6SNpMBjCJqbLli1jYkpERJQEhq6Wf31nJxPRJNHhPYFHn9mLd90dyrELzzoN/9+Xz0Fe7owERpYYMX8shyemhYWFQYkpERERTbzsmRLeeAF44wUghyvnk8b+gyKOiP5h+fS0FFx/WSGu/eJipKVOz78WxvW7NhgM2LZtm5KYajQa1NTUjOdLEBERUYRSUoClZ/tv7BVNHhd94QwUzsvFaZoZ+Ob1S3GukJ/okBIqqqL30TAYDDAYDPF6eiIiIhqFz5eC/a3nAACKC95HSsoU3U8yyZ3sH0RGeqpyX6VS4frLC5GWmoL0NP6VEJd34IEHHsC6devwwgsvxOPpiYiIaBQ+H9D+6Qz8+O7T8eO7T8fx40x6EuGD1i5Yt7+Dg5/0BBzPykxjIvq5mHpGly1bBlEUYTAYUFdXpxxzuVyQJAk2mw0OhwM333zzuARLREREowssdP8SAKB/IG6DoRTCwKAPLzYewu4PPgMAPPlyC759w1JkZ6UnOLLkE9Mns6urC01NTcquSxs3bkRTUxPKysrw1ltvQRRFVFdXMxklIiKaQN09aQGF7ouK5iA359MRHkHjSezpw5Mve9DecUw5tmhuDntCw4gpGTUYDEoi6vV6YTaboVKpYLfbAQAajQalpaWxR0lERERj8s4bM7FwPgvdT5R9B0T8Y1cr+j7fWz41RYWKixbigiWnTYutPccipmTU6/UqX5vNZgCA0WhU9rAHgJaWllhegoiIiGKgzj3JRHQCDA768JLrMJr2nuqB1uRk4itXCjgjf2YCI0t+MSWjarUa1113HQCgoaEBRUVF+M1vfqOc37lzJzweT2wREhERUVRShhS7H/o1xUd370n8/WUPPj5yVDl29uI8XHfJYmRmpI7wSAJiXE2/YcMGlJSUwO12w2AwoLGxEQCwe/duVFVVwWQyQRCEcQmUiIiIRufzASopFc8/pcILzwDZWSx2H299/YP4rMs/PzTl82H5G68oZCIaoZiX1lksFlgsloBjpaWl2LZtW6xPTURERFGQV9ELRRdi432tEBbtS3RI08LpeVnQf3ExXtvzEW68QsCZp2UnOqRJJe6zSJ5//vl4vwQRERHh1Cr6Xbt2obubpZzipffYSQwMBm4gcF7RbKy+8VwmomMwLp/U559/HqIoBh3v7OyExWLBvn3J/5eZy+WCVqtNdBhEREQxO3bsGBYtcCc6jCmp5aNuPP1KC5YW5qHiokUB54buskSRiykZ3blzJ6qqqkImogAgSVJMZQxEUVSK6Q+fCjCU2WyGw+GAx+OBVquFxWKBTqcL2dZms8FkMgUdb2hoGHOcREREiebzAd7uDAADAIAUFbf+HE8+n4TX3v4Yr7/9MQDA9f5nWDQ3F0sWaRIb2BQQUzJqMpnQ1dUFo9GIoqKioPNHjhzBpk2bon5eURRhs9lQV1cHURRhNBrDtisrK4NGo1EWSrlcLuj1elit1pCPC5WoajSasMkrERFRsgvccYnGW+/xfjz9SgsOtJ/a0lOYn4sFc2YlMKqpI6ZktLOzEw6HAytXrgzb5qKLLhrTc9fU1ECj0YTsxZStWbMGFosFBoNBOWY2m1FfXw+TyYSqqipoNBrlnNPphFarVYryExERTQW9x1TccSlODrT34MmXPTh2wt/jrFIBl5fOx0VfOINF7MdJTAuYIulNXLVqVdTPKyeQI5WFkqcGDE1EAX/Pp/w4udSUzGw2Q6/XRx0PERFRMsvOkvC0A/jL71LR8m4aml7ijkuxkiQJr7/9MbY1fKgkotlZ6ai+9ixcfN5cJqLjKKaP6qZNm7B169YR22zevDmWlwhLXhwVSqgk2eVyweVywWQyQaVSoaysDE6nMy6xERERTQSfD+gUM/D+/iIUFBTgS9f6MDt/gIlojPpODsKxcz9ebf4I0udlWhefmYNv37AUC8/ISWxwU1BMw/QbNmyAKIq47rrrQvZiysP4t956aywvE9JIvaadnZ0AgPLy8oBjOp0OjY2NEEVRmVtqMBgiHrbv6+tDX19fwH0iIqJEGDpPVK0+guXLl+N3vzqEmTMHEh3apJeWloL+/lM7Vy0vmYcvnjcXKSnsDY2HmJJRt9s96ir0RHRju1wu6HS6gPmiOp1O6TH1eDywWCyw2WxwOBwwm80jrtaX1dXV4b/+67+U+5mZmaitrR33+ImIiEYjdqcr80S9Xi8++KARM2YwER0PqSkq3HiFAMfOfbhm2UIsPjM30SFNaTF15FdXV8NgMKCpqSnkbceOHSgtLR2vWCPidDrh8XhgtVrDthEEAVarVUmk6+vrw5anGqq2thZer1e5HTx4cLzCJiIiipjPB1x27akE6Z03ZnKeaAyO9w2gw3si4FhOdgZW33guE9EJEFPPqE6ngyAIIyacYyntFAuTyQS73T7iML5Mp9OhpqYG9fX1aGxsHHVBVmZmJjIzM5X7HKYnIqKJJEmAJKnQ3ZOKQ4c6AAALFszGwvkdTETH6KPPevHkyy1QqYBv33BuwH7yXKQ0MWL66KrVaiURbW1txeOPP47nn38e3d3dSpuJ7Bk1m80wmUxBK+xHUl1dDcA/dE9ERJSsJAnY+vfv4tMjZyIlxYcLzvP32L3u7GIiOgaSJKHxvU/wl2c/QPfRk/D2nsQLjRzxTISYP76tra1YtmwZioqKUFlZCb1ej7y8PHzve98LSErjzWazAfDXJ42GPK906GInIiKiZHP8eBqefrYDDzw4H2mpKbinphtfXAbk5nCnpWidODmAv73kwQuNh+D7fLX8/DmzsPzCeYkNbJqKaZje6/VCq9VCFEVoNBqUl5dDEAR4PB489thjaGhomJB96R0OB9xud0SLkIaTe0QjGdYnIiJKlJP9wN/+9jcAwD0/ToPuKuC6Cn8Rdopce8dR/P0lD7y9J5VjF33hDFxWOh+pXC2fEDElo2azGfn5+bDb7aioqAg6X19fj9raWmV/+XhwOp1oaGgIuWBJriOq0+mUhHk4q9UKi8US8hwREVGySovpN/j0I0kSdn/wGV5sPITBz7tDZ2Sk4suXFaBogSaxwU1zMX2UGxsb4XK5kJsbeqVZTU0N1q5dO+bnl3st5bqhww2tFVpZWRn0WFEU4Xa74XK5lD3sN23apMwpra+vR35+ftRD+0RERBNFkoCe3hR4uzMAsHTTWEiShGd2teI9z6l84szTsnHjFYVQz8oc4ZE0EWJKRgVBCJuIyrq6uqJ+Xo/HA6fTqQy7O51O1NfXQ6fTQavVKm3k3liHwxHyeeTHa7VaGI1GbNu2DZWVlUoVAJPJxESUiIiSliQB134VeKPRB+BYosOZtFQqFebOnqkko2VL5+BK7XykpnLlVzKIKRmdPXv2iOdbWlrGtEpdEAQYjUYYjcYR20ST6Fqt1hFrjxIRESULnw/o7klDagqw7tYBdIo52Le/BwBQVDQHuTmfJjjCyUd7zhx81nUcwgI1zlqUl+hwaIiYSzv94he/CHlu8+bNKC8vH7V2JxEREZ0ib/O5aOkAfnjPzbjistPxwtNHcWBvGg7sTWNx+wic7B/Eh22BHVYqlQorLi1gIpqEYt6bPj8/Hz//+c8Dttp0uVwAgMLCwrguXiIiIppKfD7g4OGZyjafJ0/6V3z7yzexhFMkjojH8feXPOjwnoChohiF89WJDolGEfNaPI/Hg8rKStjt9oDjBoNhwndfIiIimqzkHlE5EQWAjf/VgNl5xxMY1eTyrrsDzjcOoH/An7g3vHEAt950HlJYsimpxZyMajQaNDQ0wOv1orGxEYC/gLxazb9EiIiIItXdkxaQiBYVzcGc0z5lHdEI9A/4sPPNA3hnf4dy7PS8LHzlSoGJ6CQwblXK1Gp1yFqjzc3NKCkpGa+XISIimpJSUk4Nw//rrUzMP5NzQyPR6T2Bv73kwRHxVA/yBUtOwzXLFiI9jW/gZBD3krlWqxW/+c1v4v0yREREk9qMTB8e/qV/R6W5c/qYiEZgb0snnnu9TRmWT09Lgf6Li/AFYeRqP5RcIk5G161bh6amJrz55pvKseLiYrS0tIz6WCajRERE4UkS8Pg/vosbr38c6hwx0eFMCm++246XXIeV+7PVM/CVKwWcpslKYFQ0FhH/3bVjxw40NTWhu7tbOVZRUQFJkqBWq0PeJEmKS9BERERTyfET6dixsxuP/L4Yx49zn89ILFmkQUa6P435gpCPW758DhPRSSriT7zb7UZLS0vAjktVVVUoLy/HmjVrwj4ulu1AiYiIpjqfDyi/MheHDvl3EzR9Ow1ZzKlGlZc7AysuLcDJk4M4r3g2VFzpNWlF9edXYWFhwP2KigoIgjDiY0wmU/RRERERTRNidzoOHfKvAl+wYDZyczpGecT0MzjoQ+N7n0K7dE7AoqSzF7OA/VQQ0/ToBx54IChBHWrjxo3Iy+MHhYiIKBSfD7js2lMjjq/u6ObCpWG8vX34y3Mf4OXdh7HzzQOJDofiIKaPfENDw4jndTode0aJiIjC6O5JC+gV1eT2Jzii5LL/oIg/PLUXHx85BgB4z9OJzu4TCY6KxlvUs6R37typrKD3eDz47W9/G3KhkiiKsFqt8Hg8sUdJREQ0BamG1BZ9zdnFXtHPDfokvOI6jLfe+0Q5pp6Vga9eWYT83BkJjIziIepktLy8HGazGbt37wYAGI3GkO3kBNVgMMQQHhER0dQ1c4YPD9zv/zo7i3vPA0D30ZN48mUPPvrsqHLsrEUarLi0AJkZqQmMjOIl6mRUrVajsbERJpMJO3fuDDsMr9FoIAhCyF2ZiIiICEhPB4zfSXQUyaPlsBdPv9qC432DAICUFBWuLluA0nNO52r5KWzMxcysViu2b9+OVatWjWc8RERE04YkAcdPzAQAZM04Nq33oT/Q3gPHzv3K/dzsDHzlSgFnnpadwKhoIsQ0O4WJKBER0dj4fMCnn83EHffeBPN/V6Kvb3oXu18wZxYWn5kDAChaoMa3b1jKRHSaiPmTX1tbC6/Xi4cfflg5tnv3bmzbtg11dXWxPj0REdGU4/MBZVfMgdvzKYA/AwDuW5+GGdN4bU5KigrXX1aID9q6UHo2h+Wnk5h6Rjdu3AiLxQKr1RpwvLS0FJWVlVi2bFlMwREREU1FYnf654moX1HRHOTmDCQwoonl80nYtecjHP60N+B4dlY6tOfMYSI6zcSUjG7duhU1NTXo7OwMOqfVaiFJEn7yk5/E8hJERERTyvBC9++8MRNNL306bco6HT3eD7tzH17b8zGefNmDYyemTxJOocX00c/Pz8eGDRugVqtDnhcEAXa7PZaXICIimlJ6jqYEFLpfOP/YtElED7b34A9PvYcD7T0AgN7j/TjQ3p3gqCjRYpozqtFoRjzvcrnQ1dUVy0sQERFNKVmZPtx3D9DTm4K7/r1jWiSikiThjXfb8WrzR5D3ycnOSsONlwtYODcnscFRwsWUjAqCgCeeeAI333xz0Ln169fD4/FAr9fH8hJERERTSloaYPpuGmbMmB7D08dODOCZV1vQ8tGpHtBFc3Nww+WFyM5KT2BklCxiSkY3bNiA4uJiPPbYY6iuroZGo4HH44HVaoXL5YJKpYLFYhmvWImIiCY1eRX9D25bgFsM7yAtrX9K1xY99GkvnnrZg55j/cqxSy88E5ecfyZSUqbwN05Ribm0U2NjI9asWQODwaCsfpMkCRqNBps2bUJJSUmsL0FERDQldPekwe35FNbfnoZB6Zv4t6//LtEhxc2JvgFs37kPJ/v925zOnJGG6y8rRMG83FEeSdNNzMmoRqOB3W6H1+tFY2MjPB4PysvLUVpaOh7xERERTTnvvfceVl2/b0r3is7ITMPV5Qvx3OttWHDGLNx4eSFmzcxIdFiUhMZtuwe1Wo2KigpUVFSgtbV1vJ6WiIhoSvD5AG93BgD/XFEVpMQGNAHOL56NzPRULFmk4bA8hRXzGr7W1lasW7cOZ511lnJMkiRUV1ejra0t1qcnIiKa9OS5oudffCzRocSFJAGudy/GK2/oAo6rVCqcXZDHRJRGFFPPaEtLC4qLiyFJUsBuCYWFhairq4NOp0NTUxNyczk/hIiIpidJAnp6U0PsuPTpCI+aPPpOZmLHS1/FvpZzAQBz5xwCcCKxQdGkElPPqMlkglqthsVigVarDTgnCAJKS0thNptjCpCIiGiykiRg69+/i6wZg1h/B1DzwxS4306bMjsufXLkTDz6uElJRAHgSOcZCYyIJqOYekYbGxvR2tqK3NxcOJ3OoPP5+fkhjxMREU1lPp9/5fzJkxl4sykFqSjFj7//DjIzBwD4Eh1ezCQJeHtvOV58bQUGff5UIjPjOFZc9VcUFXwAoCCh8dHkElMyWl5ePuIQvLy6noiIaLqQ54f6h+UHAGzG5s3Agb1pyMxMdHSxO3kyAw2v3IgP3Ocrx844/TBu0NmhzhETFxhNWjHvwNTT04OcnOCtvDZu3AiXy4WysrJYXoKIiGhS6ehMC5gfCkydOaKfdc7BUw1V6PKephwrPe+fuOLiBqSmDiYwMprMYkpGLRYLrr76aqxduxadnZ3Ys2cP3G43tm7dCofDAZVKhdra2vGKlYiIKOn9z4OnhuHfeWMm1LknkZszNeaIvvjaCiURzUg/gWuv/DvOEt5LcFQ02cWUjKrVajidTlRVVaGpqUlZxCRJ/tppVqsVK1eujD1KIiKiJCXPDwWArBlASoq/jmhR0RwsnD81klDZdVf9DY9uNyFnlhc36OzIU3cmOiSaAsZlB6YdO3agpaUFHo8HHo8HgiCgvLwcarV6PGIkIiJKSoHzQ4Ef//h7+I/1D+OuH6YiZ9bkT0QlSQWV6lRx/txZXlTe8AfkqTuQljaQwMhoKonpv8kDDzygfF1YWIiKigqsWbMGFRUVUKvVeOCBB2LajUkURZjN5lHLQ9lsNuj1elRWVqKsrAz19fXj0paIiGgk8l7zQ2VkAOrcwUmfiL637wL83+NG9J0MXHV1+uxPmIjSuIqpZ7ShoQF33nln2PMVFRUwmUx47rnnonpeURRhs9lQV1cHURRhNBrDtq2srITT6URLSws0Gg0AoKioCB0dHbBYLGNuS0REFI133piJuXNsiQ4jZv0DaXjhtS/h3ff9C5CdL9+IL1c4oOImShQnUSejO3fuREtLCwDA4/Hgt7/9rTJHdChRFGG1Wsdc2qmmpgYajQYmkylsG4fDAYfDAbvdriSXgH9hVWVlJZYtWwaDwRB1WyIiomipc09+Xkd08uoSZ+NJZyWOdM5VjqWln4RPSkGqavLXR6XkFHUyWl5eDrPZjN27dwNA2F5LOUEdS4InJ4uCIIzYrq6uDgCg0wXuhSu/Zl1dXcDXkbYlIiKabj5wfwE7Xv4K+vv9w/Jpqf2ouPwpfOGsPQmOjKa6qJNRtVqNxsZGmEwm7Ny5M2zPpUajgSAIqKioiDnIUERRhMvlgiAIAT2dMkEQ4HK54PF4kJ+fH3Hb0RJgIiIixZDFPQFfTyIDg6l46fXrsOe9i5Rj+ZrPcINuG07L/yyBkdF0MeY5o1arFdu3b8eqVavGM56INTY2AkDI5BLwJ5jy6n55qkAkbZmMEhFRJHw+YOYMFW79NvDue4A6Z/IVfRe78/CUsxKfHpmnHFu6ZA8qLnsaGeknExgZTScxLWAKl4i2traioKAglqcelZxg5ufnhzwvJ55D56xG0zaUvr4+9PX1BdwnIqLpRy7p9I1vVKLupw8hIwOTcoGPp+1sJRFNTe3HNcv/gfPOdk3K74Umr5gLT7S2tmLdunU466yzlGOSJKG6uhptbW2xPn1YoigCCN/bKSeebrc7qrYjqaurg1qtVm4LFy6MOm4iIpr8xO50uD2fYufzu3H8RNqkTd5Kz/sniha/D426A9+4aTPOP4eJKE28mHpGW1paUFxcDEmSoBry6S0sLERdXR10Oh2ampqQm5sbc6DDycPpcqI5XGenf1eI2bNnR9V2JLW1tbjjjjuU+319fXj44YejCZuIiCY5nw+47NpcAB147bXXMA77x0yYk/0ZAcPvKhVw3VV/hUolITODo32UGDH1jJpMJqjValgsFmUrUJkgCCgtLR21YP1Yya8nJ5LDyYmnIAhRtR1JZmYmcnNzA25ERDR9SBJw6KMsHDrUAQBYsGA2cnMmRzknT9tZ+O1f/h1thwJ/183IPMFElBIqpj/nGhsb0draitzcXDidzqDz+fn5IY+Ph0h7O3U6nTI8H0lbIiKiUCQJuParwBuNx5Vjr+7oTvqdlgZ9Kdj11jVo3HMZAOAfL6zELasewayZvQmOjMgvpv9C5eXlI/YONjY2jrnofSS0Wi08Hk/IJHN4Kado2hIREQ138iRQNKRTsahoDjS5/YkLKAI9R3PgeOrbSiIKAPPOOIi01MnRm0vTQ0zJqCAI6OnpCXlu48aNcLlcQcP346m2thYAgnpf5ftDpwhE05aIiGi4zEzgkf8FDryfigN709D00qdJ3SvaerAIj25fi8PtiwEAKapBXHXJs7hRvxUzMk8kODqiU2IaprdYLLj66quxdu1adHZ2Ys+ePXC73di6dSscDgdUKpWSBI6F3Ksabq6nwWCAwWCA2WwO2D3JZDLBYDAE7A4VTVsiIqKhfD6gu8f/K1OjTu5eRZ9PhdebrsIbu68A4F9cnDNLxA06O86cczixwRGFEFMyqlar4XQ6UVVVhaamJqUXVN4K1Gq1YuXKlVE/r8fjgdPphMViAeDvvayvr4dOpwvqabXb7bDZbNDr9UrxepPJhJqamqDnjaYtERERcKqmqNvzKa688kqsuPY8rLnFioz05EtKe4/NwjM7V+HQx4XKMWHRB7juqr8ia8bxER5JlDgx16PQaDTYsWMHWlpa4Ha70dLSAkEQUF5eDrVaPabnFAQBRqMx4t7KeLUlIiKSa4oCwEsvvYRDh/Zi3beTLxEFgP6Tmfjk8yL2KpUPly3bifILX4Nqkm5VStPDuBRH6+7uRmFhIQoLC0dvTERENEkMrSkKAO+8MRML5yfvXNE8TQf0lz+Jl9+4FtdXODB/7oFEh0Q0qjH/d6qtrcWyZcuQmpqKvLw8pKamYsmSJfjJT36C7u7u8YyRiIgoIbp70gJqii6cfyypEtFjx2eifyCwX+mc4nexuupBJqI0aUT9X+rxxx/H7NmzUV9fj6amJkiSpNzcbjcsFgvy8/PxxBNPxCNeIiKiiTNka8xdDd6kSkQPfbwYf9q+Fi++9qWgc0N3WSJKdlEN0+/cuROVlZWQJAkajQZGoxHLli2DRqOBKIrweDzYunUrXC4XDAYDnE4nrr766njFTkREFFea3AHcdAPQ/on/62QgSSq8tedS7HqrApKUgnfeL8PCeS04p/jdRIdGNCZRJaMmkwmSJKG+vh533nlnyDZ33XUXnE4nKisrUVlZiSNHjoxLoERERIlg+5W/xqhKNXrbeDt+IgvPvnAzWg6epRxbOK8FC+e1Ji4oohhFnIxu374dHo8HDodj1HJNOp0OTU1NKC4uxhNPPIGbb7455kCJiIgmUv9AOv78xBoAwDdu3oT0tMTutvTRJwvwtLMSPUflSjUSLta+jEu0LyIlhavlafKKOBltaGiATqeLuG6oIAi466678NhjjzEZJSKiScXnAz76OB3f//eHAQBfvTYNmrFVK4yZJAGud76IV97QwyelAgCyZhzFl655HAUL3IkJimgcRZyM7ty5E3a7PaonX7t2La699tqogyIiIkqUoUXuE+1kfwb+8cLNcLcuVY7Nn9uGL1c4kJMdejtuoskm4mS0s7MTJSUlUT15YWFh2K08iYiIkpG3Oy0gES0qmoPcnMQkpmmp/Th5coZyf1nJK1he/gJSUnwJiYcoHsal6P1I8vLy4v0SRERE40KSgBsMp1bNJ7rIfUqKhC9fsx2Op7+Fyy9ugLBoX2ICIYqjuP/3UiXD8kMiIqII9PUBZ57p/3rxookvct93MhMdXacHHMue2YtvGX7DRJSmrIh7Rru6uvC1r30tqi0/PR4PPB7PmAIjIiKaaDNmAI4/AWJ3GnJndUxoIvrpkbl4ylmJQV8qbllpRdaM48o57i1PU1lUw/TRLmCSJIk9o0RENCmc7E/D7x/7LmbNklB14+8nLBGVJOCd98vwwmtfwuCg/9fyC699CV++5vGJCYAowaJKRktLS5Gfnx9x+87OTuzevTvqoIiIiCaSzweULFfj0CEb0tPTcf01mJBSTif7M+B85Qa8v/8C5dgZp32ES8tfiP+LEyWJiJNRg8GAbdu2Rf0CVVVVUT+GiIhoovh8wMHDM3HoUAcA4IwzcpGb0xH31z3SOQdPOSvRKZ6aI1ryhTdwxRd3IC11MO6vT5QsIk5GTSbTmF5grI8jIiKKt1A1RV/d0R33Ifp/fVCCna9ej4HBdABARnofrr3ybzhLeC++L0yUhCJORisqKsb0AmN9HBER0Xjy+YDunlO/9rKzgaNHEVRTVJMb35qiO1+9HnveW6bcP312O27QbUOemnW5aXqKe51RIiKiRBveAzpz5kz86n+qcKNuCy67BJAkFbY8korTT4t/TdHT89uVr88/pxFXXfos0tMGRngE0dTGZJSIiKY8sTs95PaeWVnAM9sBQAIwMQnh+Uub8MmRM7HgzDYsXfLOhLwmUTJjMkpERFOazwdcdm0uAP+ipHfemAl17klkZz8a99ceGEhDy8ElWFK4VzmmUgH6K56K+2sTTRZMRomIaErr7klTVsovWDAbC+dPTDH7Lm8+nnJW4rOOM/HV6/6MosUfxv9FiSahBO22S0RENDEyMwZQeiFwVjHw1osTk4h+6DkX//e4CZ91+PcW3fnqDRgYTI3/CxNNQnHpGW1tbUVBQUE8npqIiCgqWVnAS/+YmNcaGEzFy/+8Fs3/ulg5lqc+ghv121g7lCiMmP8+bG1txbp163DWWWcpxyRJQnV1Ndra2mJ9eiIioknB263B1r9/NyARPaf4bfx/K204LT++5aKIJrOYekZbWlpQXFwctAd9YWEh6urqoNPp0NTUhNzc3JgDJSIiGouBgTQ82eDfDfBG/TakxaGM0v7Ws/Hcizeh72QWACA1dQBXX/oPnH9OE4b8eiSiEGLqGTWZTFCr1bBYLNBqtQHnBEFAaWkpzGZzTAESERHF4ugx4Ad3PI0f3PE0jh4b/+dv/tcy/H3H15VEVJPbga9/dTMuWMpElCgSMfWMNjY2orW1Fbm5uXA6nUHn8/PzQx4nIiKaKJIEeL3ez78e/6UShYv2IfOt4+g7mYUlhf/CtVf+HZkZfeP+OkRTVUz/K8vLy0ccgm9sbITH44nlJYiIiGLik+LbPanOEbHi6ifQ3aNByRfeZG8oUZRiGqYXBAE9PT0hz23cuBEulyto+J6IiGiinCp4P17Pl4LGPZfiZH9GwPGixR+i9DwmokRjEVPPqMViwdVXX421a9eis7MTe/bsgdvtxtatW+FwOKBSqVBbWztesRIREUVleMH73JyOMT9X79EcPP38Khz+uACfdszFl65+nMkn0TiIKRlVq9VwOp2oqqpCU1OT0gsqSRIAwGq1YuXKlbFHSUREFKNXd3SPueB92yEBzzy/CsdPZAMAPnR/ActKXsXpLNlEFLOYktHnn38e11xzDXbs2IGWlhZ4PB54PB4IgoDy8nKo1erxipOIiChqGvUAzjkL0KiBPHV/1I/3+VT4p+tK/NN1JQB/N+isbC9u0NmZiBKNk5iS0crKSmzevBk333wzCgsLUVhYiIqKivGKjYiIKGYvPuPfhSnaIfWjx2bhmedX4uBHgnKsYOE+fOnqJ5A1Iw41ooimqZgWMOXl5eG5557DkiVL8MADD6C7u3u84iIiIopJf38q/vLXauzcVYnBwej6Xg5+VIBHt5uURFSl8uGyi5y4ecWfmYgSjbOYekbtdjtKS0sBANu3b4fBYEBeXh5MJhOuueaacQmQiIgoWj4fUHJZHg4e3IrTTz8dV7wCqCNcVP/RJwvgePpbkCR/f032zB5cX+HAgjO5xTVRPMTUMyonogCwatUq7NixAxs2bMCOHTuwZMkS/OIXv2BvKRERTbjunjQcPHgEAJCZ6UPOrMi3AD1zzmEULNwPAFg8341vrnqEiShRHMWUjA7X3d2N7du3Y/v27XC73bjrrruwZs2a8XyJuHO5XIkOgYiIxlG0q+hVKgkrrnoCV37xOdz8pUcxM+to/IIjotiS0ccffxwA0NzcjOrqauTl5aGmpgZut1v5d+vWreMS6Ejq6+uhUqnC3oqKioIeY7PZQrbt7OyMe7xERBRfQ3ddSlFJYdtJkgpv7bkUBz4qCDieNeM4yi54HSkp4R9LROMjpjmjt956K9asWQNRFCFJEgRBgNlsnvDeUKvVCkEQQu725HA4YDAYgo5bLBbodLqAYxqNJugYERFNLqd2XRq5wP3xE1l47sWb4DlwNrKzenDLqkeQPZO9oEQTLaZkVBRFAIBOp4PZbE5IWSen0wmDwQCLxRJ0ThRFOBwOVFdXBz1Gq9XCbrdPVJhERDRBjp8AVJ8nogsXht516eNP5+MpZyV6ejUAgKPHZ6H1UDG+cNaeiQyViBBjMioIAhwOB0pKSsYpnLHFECoRBYBt27ZBo9EE9ZiazWaYTKaJCI+IiCZY9kzgX28CojcNuTkdAfNFJQnY/e7FePmNa+HzpQIAsmYcxZeufhwFC90Jiphoeotpzqjdbk9oIgr4k9FwrFYrqqqqAo65XC64XC6YTCaoVCqUlZXB6XTGO0wiIpoA/f2psD91M5598SbMmiUFJKIn+mbgyYYqvPj6l5REdN4ZB3DLSisTUaIEGrfSTuE0NzfH8hJjJooiXC4XKisrA453dnZCp9NBo9EA8Cener0+qF0ofX196O7uDrgREVFykGuL/pvxCfzwzjdx7NipRUyfHDkT//e4Eftbz1WOlV/4Kipv3IKcWbyWEyXSuJZ2CsVqtcb7JUKSh+iHL0jS6XRoaGhAV1cX3G43jEYjAP9CJ7PZPOJz1tXVQa1WK7eFCxfGLX4iIgpNkoCBwVTlfu9R/5D8wcMzldqiKSl9mJXtry16sj8D25/+Jrw9+QCAzMzjuOm6P+OKi51ITfFN/DdARAEiTkbXrVuHiy66KOBYcXExUlNTR7zZbLZxDzoSdrt91JXxgiDAarWioaEBgL9ElLwoK5Ta2lp4vV7ldvDgwfEMmYiIRiFJwNa/fxcvvX6dcuy8i4FFSwdw/sWntukcWls0I/0krrr0WQDA3NMP4ZsrH4Gw+MMJjZuIwot4AdOOHTvQ2tqK7u5u5Ob691SrqKjApk2blCHv4URRhEqlCnkunkRRhNPpVJLM0eh0OtTU1KC+vh6NjY1hk9jMzExkZmYq9/v6+sYlXiIiikx3bzp+et+zSE9Px64dacjNCd5ZqahoDjS5nwYcO3fJ20hNGURxwftITR2cqHCJKAIRJ6NutxstLS1KIgoAVVVVKC8vH7Gu6Nq1a2OLcAy2bdsGAFHVDK2urkZ9fT08Hk+8wiIiohj4fMAlFbn46KOPPr/v/xX27hvAwID/a0kCDnw0H6+8UYIrL9kR8Pizi/41sQETUUSiKu1UWFgYcL+iomLE1ewAElJCyW63hyx0PxK5d7e8vDwOERERUay6e9Jw6JC/ZuiCBafqh87KBoAB9Penw/nqDdi770IAwNw5h5mAEk0CMS1geuCBB4IS1KE2btyIvLy8WF4iavIQ/fBC96ORe0RHS66JiCgxhm7xOXy/+Y6u0/Hnv65RElEAaP9s3kSGR0RjFFMyOtqcTJ1ON+E9o/IQfbie0XALlKxWKywWS9j5r0RElDintvj0G7rf/HsfXoj/e2INOrrmAADS0/vw5WscuPKLka0bIKLEinoHpp07d6KlpQWAvzfxt7/9LSRJCmoniiKsVuuEz8EcaRW9y+VCWVkZNBoNNm3apCSs9fX1yM/PR01NzUSGSkREETp2HOjo+HyLzwX5yM3pRP9AGl7Y9WW8+8GpXfZOy/8EN+i2IV8z8r70RJQ8ok5Gy8vLYTabsXv3bgBQ6nQOJyeo0c7djIU8RB+utqlWq4XRaMS2bdtQWVkJnU4HQRBgMpmYiBIRJbFZ2cAnbnmLz054u2fjSWcljnTOVdqcd04Trr70H0hPC15hT0TJK+pkVK1Wo7GxESaTCTt37gw7DK/RaCAIAioqKmIOMlIajSZkL+1QVqs1YYX4iYgoej6ff/FSagqgUfsTzRf/eZ2SiKalnYTusqdw7llvJzJMoknD6XTC5XJBo9GE7VScSFEnozKr1Yrt27dj1apV4xkPERGRwucDyq6YA7fnUyxZsgS/tBTgsmXPQ3/5k/jT9rWYmXUUN+jsmJ33WaJDJUp6NpsNZrMZRqMRJpMpYNF2fX39iDtRCoIAt9sdl7jGnIwCGDURffzxx6HValFQUBDLyxAR0TTk8wEHD8+E23OqgP3HnyxESsogZmX3wHD9H6HJ7UR6en8CoyRKfh6PB3q9HgDQ1NQUsnKQ1WqFIAjQarVB5xwOR1ynXcaUjMq6u7vR2dkZdPzNN9+E2WzGvn37xuNliIhompAkSekRlW37w2cQFv8O8sZ+p8/+JEHREU0eHo8HZWVlAICWlpaQVYOcTicMBgMsFkvQOVEU4XA4oi6ZGY2YklGv1wudTgeXyxW2DUslERFROJIkYdAX2LOZokqFSpUekIguXLgQb++9FMLirRMdItGkVllZCVEU0dDQEDYnEwQhZCIK+EtmajSakD2m4yWmZHTNmjVwu91YtWoVPB5PQLevKIro6uqCzWaLOUgiIpp6JEnCax/8Hl1HDwYcX3LmlcjMnAHACwC48847kZ2djYyMdzE4mIY0rpYniojNZoPL5YIgCCNukT7Shj9WqxVVVVXxCE8RUzIqiqIyPO/1euHxeFBaWqqcr6qqQlFRUWwREhHRlDTgOxmUiAJA74kj0F33HXz5xhkAgNSUAVx16dO4YGmjMkRPRKOTqwdptVqYTCZlYyC5TOdICSrgz/NcLlfYXtPxEtMOTPIcBMBf8qmpqSngvF6vH3FlFhERTV/eYx8rX+svuBPXXliDgjkX4+OufyEjw5+IqnM68bWbfosLz2UiSiTr6elBd3e3cuvr6wvZbug0SrPZjJaWFmzatAlOpxN6vR4Oh2PE15GH6EdLWmMVUzLqdrvR1taG7u5uAEBhYSE2b96snG9oaFCycCIimr4kScLA4Enl5vMNIi0lHQCQl70Qg74BvLX/L2j99A3lMcUF7+GWVVaccdrH4Z6WaFpaunQp1Gq1cqurqwtqM3QHTLvdDkEQoNFoYDAYYLfbAWDUDsORdrUcTzEN01dVVaGwsBApKSnYv38/KioqcO2118JisaCzsxOiKI44D4GIiKa+UHNDl87XQTjjEqwoqUVqSjoOHGlSzqtUKWje3YAfrXmFvaFEIezduxc5OTnK/czMzKA2oigCCD0f1GAwQKPRwOPxBK35Gfp4p9OJhoaG8Qs8jJh6Rg0GAx555BGsXLlSqSW6bds2+Hw+dHV1QZKkuM8zICKi5CVJPpwcOBZybqhKlYK01AyoVCosOq0MZ+Z9AVkZalx69nfh2e9iIkoURk5ODnJzc5VbqGR0tM7A8vJyAIE9qEPJI9tJ3zMK+PemH7qVlEajgdvtRktLCwoLC2N9eiIimsQ6eg/gnx/+Qbmvv+BOpKakw+cbDGinUqlwweIbIUk+ZKRlTXSYRFOOXMYpXLIpn8/Pzw953m63x7XQ/VAx9YyORE5Em5ub4/USRESUpCRJgk8KTDjzshciI20mxKOH8NJ7D+NTb+CGKOmpmUxEicaR3KsZKiGVh/FD1Q+Vh+jjWeh+qLglo7JQk2qJiGjqkueIHvisCbNnLcKKklqsKKnFJWd9G/s+fgn/3Pcn9A30YnfLEzh+0pvocImmLHmBklziaajGxsawPZ/yEP1E9YxGPEyfkpICFSfwEBHRCCRJUuaInujvxoLZJUhLzUBffy8aW57AkZ5TPTSa7HlI/XxFPRGNP51OB6PRiPr6elRXVyu9oPKGRJs2bQr5uIlaRS+LOBldtWoVtm/fHtXq+I6ODqXsExERTW3DV83LvZ4dPa1wtWxHX3/v5y1VOHve1Sieexk7OYjizGq1oqysDGazGRqNRpkjGm6fenmIPlRvarxEnIxee+21WLt2LSoqKqJ6gbVr10YdFBERTT6Dvv6AVfN52Qvh+eSf+PDjFwFIAIDMtFkoFVbhtJyChMRINB0NX2w+Eo1GA0mS4hxRoIiT0aqqqjH9BWsymaJ+DBERTW5Xnvs9/Ovgc/jw4xeUY6flFKK0cCUy02clMDIiSjYRJ6NqtTrqJ+/u7ube9ERE00j+rMXo7G2DBAnisUPK8SVnXomzzrwCKlXc180S0SQTU53R0co2bd26FcuWLcPKlStjeRkiIkpC/i0++3C4822kpmRg/uzzUTT3Ukgf+5Az43RcuPireOfA0ygtvBmn57JjgohCiykZ1Wq1ow7d63Q6JqNERFNMqC0+T88txum5xZiTuwQqlQpn5i3F6bkC0lKDd4chIpLFvAPTqlWrQh73eDzIz8+f0NIAREQUfz7Jh/6B4wGJaIoqFXsPNaCk8KaATgomokQ0mpiS0ZqaGmzYsCHs+aqqKi5gIiKaYtrFvXB5HEOOqOCTBnG4622clluIhaeVJCo0IpqEYppJXltbO+L56upqrFmzJpaXICKiBPNJPnzU9S981PUv+CRfiBb+MjB52QtwWm7hxAZHRJNeTMnoaCvsPR4PnE5nLC9BREQJ5vMNwOVxwOVxwOcbwMwMDbIyNAFthDMuwSVnr0ZWRvSVV4hoeotpmH7z5s1hzzU1NcFms0W1YxMRESUHnzQIn28QgL+YvezgERf2HnbCJ/nPpafOwIUFX8VczTkJiZOIJr+YklGj0QiVShVUqX/oMYvFEstLEBFRAhzueAd72v4WdPxfh55TvlbPnIcywYCZmXkTGRoRTTExJaOCIMBgMIQtbK/T6VBYyPlDRETJzif58Fn3fgD+Ek2hpKXOwMDgCQBAwekXYekCPVJTYi7KQkTTXExXEavVGvVe9URElHx8vgG8tf8vAIAVJbWYP/t8nJl3bkCbQV8/Xv/wDzhr3lWYN+wcEdFYxbSAKZJE9IEHHojlJYiIKAEkyYfjJ0WkpWYot8z0bFx57lomokQ0rmIeX2ltbYXD4YDb7Q4619nZCafTiTvvvDPWlyEiojiRd1OS9Z44gj2tf8XJwRO4YqkJmenZyjnuLU9E4y2mZHTTpk1Yu3Zt0AKmoUbbLpSIiBJrYLAP3cfbAQBZGWq89sHv4ZMGAADvHHgK5UXViQyPiKa4mJJRs9mM0tJS1NbWQqPRID8/P+B8R0cH1q9fH1OAREQUX21HmpSvj5/0Kl/nzJiDc+ZzXQARxVdMyWh+fj42b96MkpKSsG1Y2omIKHEkSQqoEzpcWmoGBgdPBh1fOLsE5y36MlJT0uMZHhFRbMmoTqdDZ2fniG2WLVsWy0sQEdEYyXNBu44eDHn+9NxiaGbOg+eT15VjKao0nL/4eiycXTJBURLRdBfTTHSz2Qyr1TpiG5vNFstLEBFRlCRJwsDgSfikQczVnI2MtJkh233WvR/72l/GoOTvOZ014zRcvnQNE1EimlAx9YwWFhaivLwcy5YtC9r2UxRFAEiK1fQulwtarTahMRARTYShvaGXnXMriuYux+LTQ49QHep4G+8efBoAMD//Apy/6HqkpWZMZLhERLEloxs3bsT69eshSRKamppCtpnI1fQ2mw0mkynoeENDQ8i2drsdGo0GHo8H1dXVqKmpmYgwiYjiZtDXrwzLD3w+VzRcglkwpxw9Jz6BeuaZWDi7lNVPiCghYt6BqbS0FBaLJahnFAC6uromdDW9xWKBTqcLOKbRaIKOVVZWwul0oqWlBRqNBgBQVFSEjo4OLrgioilDPfNM5WufbxCfeD/EmXlLA9qcv+j6iQ6LiChAzEXvR1pNX1hYCLPZHOtLRMTpdEKr1cJut4/YzuFwwOFwKL2iMovFgsrKSixbtgwGgyHO0RIRxZ8K/p7O4ye9aPLYIR49DK1QyR2UiCipxLSAyWAwwOPxjNhmolbTm81m6PX6UdvV1dUBQFBvqZyAyueJiKaCT7wf4uX3rBCPHgYAvHvgaQyEKOVERJQoMSWjGzZswNatW0dsMxGr6V0uF1wuF0wmE1QqFcrKyuB0OoPaiaIIl8sFQRACekVlgiDA5XKNmmATESWj4dt6fvDRC3hr/1/QP3gcADAzQ4OLiv8/LlIioqQS0zD9unXr4PF4sGTJkpBzRjs7O+FyueK+mr6zsxM6nQ6NjY1KwqnX62EwGAKG7RsbGwEgZCIK+JNRj8cDj8cT8vshIko2Q4vaq1QpOENzNnpPHIFKlYKWT/+ptDtDcw5KFn8V6WkzEhUqEVFIMSWjHR0dyip6t9sdss1ErM7U6XTKsLvH44HFYoHNZoPD4YDZbFYWJck9nsO3LZXJSWq4ntG+vj709fUF3CciSpThRe2vPHcd8mctRGtKutIbqkIKli7Qo3DOxVwtT0RJKaZh+urqahiNRrjdbnR1dQXd9u/fj1WrVo1XrBERBAFWq1Up51RfX6/UPJX/DdczKiep4RLruro6qNVq5bZw4cJxjZ2IKBpDyzgBQHvX+3hj36NKIpqVocalZ38HwhlfZCJKREkrpmR01apVMJlMKCwsDEjS5JsgCKitrR2vWKOi0+mUuqHy8Lw89C4npcPJW5vOnj075Pna2lp4vV7ldvBg6C32iIgmmv6COzF/9oVIT80CAMxRL8HlS43Im7UgwZEREY0spmQUAEpLS8Oe6+7uRlFRUawvMWbV1dUATg27y7swyUnncHKSGm6+aGZmJnJzcwNuRETJIDUlHTMz1SgtXIlz5uuwrOjrYbcBJSJKJjHNGW1ubh7x/NatW7Fs2TKsXLkylpcZM3k4vry8HEDkPaPDyz4RESUbSZLQ9tlbQcfnqIsxR12cgIiIiMYmpmRUq9WOOg9Jp9MlLBmVe0SH9nRqtVq4XC6Iohg0d3Sksk9ERMnixMleNLc+gSM9LENHRJNfzDswhVug5PF4kJ+fPyG9jKESS8C/XanFYgk4V1tbq2wHOnSnJbku6UTtGEVENBYdPW34574/QpJ8yrH5+ecjRZWawKiIiMYupmS0pqYGGzZsCHu+qqoKJpMplpcYlcvlQllZGTQaDTZt2qQkmPX19cjPz1cWMckMBgMMBgPMZnNAMmoymWAwGGA0GuMaLxHRSCRJAnCqLN6gbwCS5IMkSWj59J/48OMXlbYZqTOhFQw4LbcwEaESEY2LmJLR0VbKV1dXY82aNaPu0hQLrVYLo9GIbdu2obKyEjqdDoIgwGQyBSWiMrvdDpvNBr1erxS6H6k9EdFEkOuGlhdVIzM9GwDw3qHn0PZZY8j2y5feiuzMvIkMkYho3MWUjKrV6hHPezyekNtyjjer1Qqr1RrVY4xGI3tBiShpSJKEkwPH0HX0INyf7MJZZ16FtNQM9PUfDdk+L3shZmZoJjZIIpr0PB4PioqK4Ha7Q1YPMpvNcDgc8Hg80Gq1qK2tDRhJjoeYktHNmzeHPdfU1ASbzcZtNYmIIjB0JyXPJ6/jrDOvgvdYO9rF95U26alZuLDgqzgtpxCpKeksZE9EUdPr9WHPlZWVQafTwWKx4K233kJ9fT0qKytht9vjmpDGlIwajUaoVCpljpNs6DF5K04iIgotIyM9YCelvOyFSE1JR27WGZirOQft4l7kz1qE0sJVyMpgfWMiGpuRFmnX19dj06ZNSk12g8EAvV4PvV4Pq9WavMmoIAgwGAxhC9vrdDoUFnJiPRHRSEq15ylf6y+4ExlpM5VezwsLvgLNZ/MgnHEpUlQx71NCRNOUXNbSYDCgvr4+6LxWq1USUdlE1V2PKRm1Wq2oqKgYr1iIiKYFSZLg8w0AAFJSTl2GZ2bkwXvs44Ci9empM1A897IJj5GIphaz2YyGhoawvaOhEk+5Xnu8KyPF9Gc2E1EiouhIkoQPPvg7mpt/j+bm38PnG8Bu179whuYcHDvZhebWJ3D8ZHeiwySiJNbT04Pu7m7l1tfXN2J7k8k0pjrqZrM57kP0QBQ9o+vXr4fX6wXg3zYzPz8fv/nNb8K2X7du3YjniYimI59vAEePfqLcP368E/rrLscnny9UOjlwDJ94P0DB6csSFSIRJbmlS5eip6dHuf+f//mf+OlPfxqyrcPhgEajiWrIXS556XQ6kZ+fH2u4o4o4GZ09ezbq6+uRl5eHTZs2jbrFp8FgYEJKRDSC+fMvxgcfPImc3FkAgLTUTFy4+Ks4M29pgiMjomS2d+9e5OTkKPczMzNDthNFEXV1dWhqaor4uZ1OJxoaGpT7NpsNjY2NUT1HtCIeppe31Gxqaopor/mKigp0dHSgubl5rLEREU0p8hC97PDhNwD4t/VUzzwTly81MRElolHl5OQgNzdXuYVLRtesWYNNmzZF9dxyaaeGhgY0NTVBo9HA5XLFtW58xMloQ0MDrFYrCgoKIn5yk8kUdTF6IqKpRJIkDA72A/AP0R8/3hHU5sMPPLj07O9yNyUiGjc2mw3Lli0LWiEfDa1Wq5TodLlc4xVakIiT0d27d6O6ujqqJ6+oqJiQHZiIiJLR0MVK/vuDUA0pz5SSko7Cwgq4Gt9BakpMxU2IiALY7XaYzWaoVKqAm1zWqaioCCqVCjabbcTnqaqqAnBqhDweIr76dXZ2Ijc3+mLLnZ2dUT+GiGiykyQJAwMnlMVKg4P9SEubgcLCa+DxOJGVlQ9B0GHGDE1iAyWiKclkMqGysjLouN1uh9PpRE1NDYqKikZd2CTnceXl5XGJE4giGZUkCd3d3VElpC0tLRBFcSxxERFNWnKP6NBV87K8PAGFhddAoykIqDFKRDSewpVjcrvdcDqdMJlMEW3Z7nQ6odPpYhruH03Ew/Tl5eXYuXNnVE/udDq5Nz0RTTvDyzdlZ58RkHjm5xczESWipFJUVISysrKA6ZVOpxN2ux12uz2urx1xMlpaWoqampqAulajMZvNE7aVFBFRspB3V5Kddto5yvaeRETJyGAwwOPxKPvRy0XyGxoa4jpfFIgiGf3JT36Cjo4OVFRUoK2tbcS2ra2tWLZsGbxe75gq/hMRTTbyqvljxzrw4YdPB5w7duyzBEVFRBTIYrFAkqSgkWuLxYKuri5IkoSGhgZYLJbk25terVZjw4YNWLt2LQRBQGVlJXQ6HQRBQH5+PjweDzweD9566y04HA4A/m8smlJQRESTUbg5oipVKhYtugynnXZ2giIjIkp+UU1aMhqNcLvd2Lhx44hzCCRJgl6vx5133jkuQRIRJStJknDy5NGgRDQzU42iIj2ysuK/lR4R0WQW8TC9zGKxYMeOHSgpKYEkSUG3wsJC2O12PPfcc/GIl4goaUiShPfffwLvvvvngON5eUVYuvRmJqJERBEY03JOnU6HpqYmeL1eNDY2QhRFCIIAQRCgVqvHO0YioqTk8w3g2LEjAccWLlyO008/lwuWiIgiFFNtEbVajYqKivGKhYhoUlGpVMjOPgPHjn2G9PSZEAQ9srNPT3RYRESTCgvdERGNQpIkpVyTJEkBvZ7nnPNVHDvWgczMHKSmZiQqRCKiSYvJKBHRCEbaTSktbQYuvPBbmDlzdgIiIyKaGpiMEtG0N7TnU6ZSqZCSkha0mxIREY0vJqNENK2F6/nMyJiF88//Bvr7jyElJR0+X79yLjd3IRYvvhKpqekTHS4R0ZTDZJSIprWRej67uw+hpeX5IYmoCgsWXIw5c87nankionHCZJSI6HMXXPBNpKSkQZJ8+OSTPdi37xnlXHp6NgRBh1mzzkhghEREUw+TUSKa1lQqFWbMyAMApKamY3DwJFpaXkBPz2GlTW7uQhQWXo20tBmJCpOIaMpiMkpE087QBUsqlQpf+EKlcq6ryzMkEVVh/vxlOOOMCzksT0QUJ0xGiWhaGb5gacaMvIBkND9/Cbq7D6On5zAKCyuQk3NmokIlIpoWmIwS0bQSvGBJCjivUqmwaNFl8PkGkJ6eNbHBERFNQymJDoCIKFGKiq7DwMBJdHW1BBxPTU1nIkpENEGYjBLRlCVJEgYH+4MK2svc7ucwMHAMbW0voa+ve4KjIyIigMP0RDRFDZ0bOnPm6Vi69GYAwMDAiaC2WVmzkZLCyyERUSLw6ktEU1KoYvZHj34Kj8cZcGzu3FLMm1cGlYoDRUREicBklIimvOLiFfjkk3dw+PAbkCQfACAlJQOCUAG1emGCoyMimt6YjBLRlDR0nmhb20vweg8o97Ozz4AgVCAjY1YiQiMioiE4LjWMy+VKdAhENA7ee8+ufN3T0658fcYZF+Dss29kIkpElCSmVDJqNptRVFQElUqFsrIyOJ3OsG1tNhtUKlXQrbOzcwIjJqJ4y84+A4WFVyM1NRNFRddhwYIvcn4oEVESmRLD9KIooqysDBqNBoIgAPD3cOr1elitVhiNxqDHWCwW6HS6gGMajSboGBFNLoODJwEA5533dQBASkoaVCoVzj//60hNzUhkaEREFMKUSEbXrFkDi8UCg8GgHDObzaivr4fJZEJVVRU0Go1yzul0QqvVwm63h3g2IkoWQ/eQB/y7Iw0twTQ42B/Q/ujRz7B//z+QmpqO8877OlJT05VzTESJiJLTpE9GRVEEgIBEFPD3fDocDng8HjQ2Ngb0eJrNZphMpokMk4iiNHwPeQDIzV2IJUu+pNx/++0/hSxoPzAwiCNH3scZZ5w/IbESEdHYTfqJU52dnbBYLCHPhRpyd7lccLlcMJlMEc0tJaL4G94DCviL0w+vExqplJQ0qNWLxiM0IiKKs0nfMyrPEQ1FXoxUXl4ecEyn06GxsRGiKCpzSw0Gw6jD9n19fejr6wu4T0SxkXtA09NnoqhIrxx/++0/KV9fcME3lbmfQ5111o1oaXkBfX2icuy0087BggWXBAzRExFR8pr0PaMjcblc0Ol0AfNFdTodGhoa0NXVBbfbrSxucjgcMJvNIz5fXV0d1Gq1clu4kMWyiWIl75Qkii1Bc0AB/2r4tLQZSE1ND5gv2tHxIT788EklEU1JSUdh4TVYvPgKJqJERJPIlE1GnU4nPB4PrFZr2DaCIMBqtaKhoQEAUF9fr8xBDaW2thZer1e5HTx4cLzDJqLPlZR8ByUl38HZZ38loEfU5xtEW9vLaG19URnaz8rKx9KlNyM/vzhR4RIR0RhN2WTUZDLBbrePOIwv0+l0qKmpAQA0NjaGbZeZmYnc3NyAGxHFR2pqOlJT04OG5lWqFPT3H1fuz559Ns455ybMmKGZ4AiJiGg8TMlkVF4tP3yF/Uiqq6sBAB6PJ15hEdEw8nzRaKhUKhQUXIUZM/JQUHAVCgquDBi+JyKiyWXKXcFtNhsAKD2dkZLnlQ5d7ERE8eXzDeD48Q4AQFbW7JBJpc83gL6+bmRl5SvH0tIyce65q7iTEhHRFDClruQOhwNutztsqaeRyD2ikQzrE9H4Gz43FAD6+rrxwQd/x4cfPo3+/mMB55iIEhFNDVOmZ9TpdKKhoSHkgiW5jqhOp4MoigGr62VWqxUWiyXkOSKKj5SUNJSUfEf5eqiurpbPFyn5V9i3tr4UUPCeiIimhimRjA6tFVpZWRlwzuPxQBRFuN1uuFwuZQ/7TZs2KXNK6+vrkZ+fH/XQPhGNzdAi98PLMPl8gzh8+A18+um7yrHMTDXmz79oQmMkIqKJMemTUY/Hg4qKCgD+YfpQ5GF7rVYLo9GIbdu2obKyEjqdDoIgwGQyMRElmiDDt/mcPfssLFp0OVJSUtHX1wOPx4ljxz5T2uflFWHx4su5tzwR0RQ16ZNRQRDQ1dUVcXur1Tpi7VEiii+5yL3sxAkvVKoUiGIbWltfxOCgf2czlSoFCxdeitNOWxo0l5SIiKaOSZ+MEtHkdcEF30Ra2gx8/HETPv7YpRzPyMhBUZEeM2eelsDoiIhoIjAZJaKEkfebH1qwXqMpQEHBVRyWJyKaJpiMEtGECVfkPj+/GEePfoqMjBzMmXMeh+WJiKYRJqNEFHfy6nmVSoXi4hU4cOBVDAycCCjntHDhpQmMkIiIEoXJKBHF1dDV87Nnn4W+vh709n6MxYuvYg8oERFNrR2YiCg5SJKEwcF+DA72Y2DghLJ6vrPTjd7ejwEAhw69hsHBk4kMk4iIkgB7RoloXA2vIxp4bhAAkJ6eDUGo4CIlIiJizygRjb/Cwmtw+unnhjyXm7sAS5euxKxZcyc4KiIiSkZMRoloXKlUKmRm5kCtXoy0tKyAc/PmLUNx8ZeQnp4V5tFERDTdcJieiMaNvGq+q8uDtraXAUgAgLS0LAhCBXJy5iU2QCIiSjpMRoloXAyfK6pSpUGSBpCTMw+FhdcgPX1mgiMkIqJkxGSUiGIi94YO33M+MzMHGk0B5s0rg0rFGUFERBQak1Eiisnx453Yu3d7wDF5z3nWESUiotEwGSWiqMm9oYOD/Th48LWAc9nZZzARJSJKEqIooq6uDgBgsVjGre14YjJKRFEZOjc0JSUDPt+pwvXFxV9Cbu4CJqJERAkmiiJsNhvq6uogiiKMRuO4tI0HJqNEFJXBwX5lbqiciKamZqKw8Gqo1QsTGRoREQ1RU1MDjUYDk8k0rm3HG5NRIoqISgWcPHkUBw68GnA8O/sMCEIFMjJmJSgyIiIaTqPRAAAEQRjXtvHAZJSIIrJ40UK8887/BRybM+c8LFjwRa6WJyKiMWMySkQhSZIE34APANDX3YcvfrE84PyMGRosWHAJ54cSEVFMmIwSURBJkvDB3z/A0U+OAgDmXzQfBw8eRkHBImRlnYbCwqswY0YeE1EiogTo6ekJuJ+ZmYnMzMwERRM7jq0RURDfgE9JRAEAKuCNN12YN68c55zzVWRl5TMRJSJKkKVLl0KtVis3uRzTZMWeUSIa0QXfvACpGakYGBjAmWdqEx0OEdG0t3fvXuTk5Cj3J3OvKMBklIhCkU59mZKWgpRUDqIQESWLnJwc5ObmJjqMccPfMEQUpLe9N9EhEBHRNMFklIgA+BctDfYPQvJJSEnzXxqyz8hWviYiIooHDtMTUcDq+YXLF+L0paej5DslSElL4UIlIiKKKyajRNOU5JPgG/TXER26et7X74MqRYXUlNREhkdEROPA4/EAADo7O8e17XhiMko0TXUf6sb+Z/cHHT9t6WkJiIaIiMaTx+OB0+mExWIBADidTtTX10On00Gr1Y65bTwwGSVKQvLuRympKVCl+IfJh/ZkhhJt21Cyz8hGagZ7RImIJjtBEGA0GmE0Gse1bTwwGSVKMkPnbxavKIZ6kRoA0LGvA20vtYV9nKATkCfkAQDEVhEepyds28VXLsbsJbNR8p2SgOOcI0pERBONy2QpoXwDPgz2D4a9SdKpgpe+wUnQ1je2tpJPUo4PnBhQ5m8O9g/G5X0H4J8Xmp4acGMiSkQ09ZjNZhQVFUGlUqGsrAwOhyPRIQVgzyglVMsLLRBbxLDnS75TgtR0/7DxgVcOoOPDjrBtL/jmBUjPSgcAHHr9ED5777Owbc/7+nnIzPHvWPHRWx/hk7c/Cdv2XMO5yMrPAgC0727Hx66Pw7Y956ZzkD0nGwDw6buf4vAbh8O2PeuG/7+9+wmR48rvAP6d0dgjryOreoTXu97VElfjNYq19rp6RAghkOAqwpIYbKjSJIENITDdx4ANXcwlxqdJzTGQQ/UcYljyR6qGwOYQQpWPOWm6EN5dhFl36aBDCMbqwtIuHlnSy2H8nvtPVf+Z6Z7qVn8/0KDuft3z+lejme+8qvfeD3HuxaMdND679Rnu/M+dgTbnL55X/77w8gU18pml+9S79rvawKhnXlsiInpyVSoVmKYJz/Nw48YN7O3twXEcBEEA27aL7h4AhlEC8PDx457Rv35PnTnT0/bMmTO5I3YyOAJHo549o4oPH+Pjn30MoDdkUrZnX3gWq099ExonmeHO2fBERLS3t4f9/X01Ccm2bViWBcuy4Ps+wyjNj//85BN89tvfZj53dm0Nf/366+r+f/3619h65y9w859vDrRdXVvFG3/7hrrfDtv44s4XQ7/2S3/yEsQf5wfh7gXXf/BHP8DFP7w4Vtvv/8H38b3f/95YbV+88iK+W/nuWG2/88Z38MLrL+S37Rpx/Pblb+P533t+rLbPX3oeF354YeDr8rQ5EREdl2EYA7PhTdMsqDf5GEYLIITAIyGwtvpNGPnqUf61gSsrKz1th41knqTtaene1WeS3X1Wz6wCYw72LVpbjmQSEdG0ZQVPuZZorVY77e7kYhg9ZUII/PyTT7C6soK3XnlFPf5vv/wlvnz4MPM1z3/rW3jn0iV1//qvfoX7Dx5kti2dPQvn1VfV/f+4dQudL7/MbPs7Tz+Nv/rRj/DWK68MPU3f7Scvv4w//XsXuz//h5Fty1Y583054kdERHR89+7d67m/vr6O9fX1sV7ruu5cnaIHlng2faPRgGVZcBwHlUoFe3t7p/J1Hz5+jP/7zW/wv/fvDx0NPU1rq6t46syZ3Ft/20ePHg3Mwpa3bqtrq5ltGESJiIiO79KlSzh//ry67e7ujnxNkiSwLAvNZhOtVusUejm+pRwZdRwHURTh9u3b0DQNAFAul/H555+r3Qcm8dWjR+iPV/2nwGXwfPg4eyHyv7x8Off9+8Pb1VdfHXrqvds7ly6N3ZaIiIjm361bt3Du3Dl1f9SoaBRFCMNQ3W80Gjg4OJibULp0YbTZbKLZbCIIAhVEAcDzPDiOgytXrkw8dP0vv/jFwGMXn3sOP3n5ZXX/Zx9/nBtEAQyMQA4zyXWeRVwTSkRERLNz7tw5PPfcc2O3N01TXT8axzHefPNNxHGMKIrmYkLT0iUVOZTdX3wZQMcZ6p6GF559lkGRiIiITpVhGOoscBzHBffmyFKNjKZpijiOoet6z6iopOs64jhGkiTQdX2i9/7pa6/1hMv+U+A/fe21nvtrq5zEQ0RERKfv6tWrqNVqmVmoCEs1NHdwcAAAucWXAVQuezCuv/nxj/HMU0/1TPrpH/XsnxTEIEpERERFuHv3LgBgc3Oz4J4cWaqRURkyNzY2Mp+XITUvjB4eHuLw8FDd//LrJZMezMms+NOytraGRw+W6zPT18f9UfaSYnQya2tr+OrR4eiGS2Rt7WkcPshe7o7m39raUzjk74mpO/x698Nxl2PMI68V7V8QvyhLFUbTNAWQPzIqQ2q73c58fnd3Fx988IG6f+7cObz33nv414wJTE+yq29v4eaHN4vuBp2yratv4+bND4vuxhPJ3voz/PfN0Wv3LpO33v47/NOHRfeCjuvP3wb+8d9vFt2NJ9aDnLXG+5XLZWiaBs/z1FyZKIoQBAGCIJhlFyeyVGFUnoaXobSfHLa+cOFC5vM7Ozt499131f00TXH58mV8+umnOH/+/HQ7S7m++OILXLx4EXfu3JloNiGdHGtfDNa9OKx9cVj7QY8fP8b9+/dzz/D2s21brasuR0Ity+pZ5mkeLFUYlcPRMnT2kyE1b/JS1g4H9+7dw9mzZ8fe+YBObn19HYeHhxPtOEHTwdoXg3UvDmtfHNY+2zPPPDN2W8/zjrV++mlbqglM446MzsOaW0RERETLYKnCKHA0OpokSWYgHbbsExERERFN39KF0Z2dHQBHF/B2k/dd1x37vdbX1/H+++/z9MEpY92Lw9oXg3UvDmtfHNZ+eayIk64PsIAcx0Ecxz2z5svlMgzDmKvZZURERERPuqUMowDQaDQQBAF0XUeSJLAsC/V6vehuERERES2VpQ2jRERERFS8pVraiYhoHkVRhDiOoWkaqtVq0d0hIjpVSzeBaRrkArKO46BSqWBvb6/oLi0013VRLpexsrKCSqUyMLms2yS153EaX5IkWFlZyd0Kl3WfjUajgVKphDAMYdt2ZhBl7afDdV04jgPHcWBZFlzXzV3mjzU/vjRN4bruyMnAs6oxj8eCEjQR27aFpmmi0+mox3RdF/V6vbhOLahOpyN0XReGYQjTNIWu6wKAACB83x9oP0nteZwmI2vfbrcHnmPdp6/dbgtd14Wu65k1l1j76ciqg2mawjCMgbas+fF0Oh3heZ7QNE0AENVqNbftrGrM47G4GEYnEASBACCCIBjrcRrOtu2BmtXrdRVIu3+gTFJ7HqfJ1Ov13DDKuk9fu90WmqYN/NLsx9pPh+/7Az9PhBAiDEMBQLRaLfUYa358sr6y3nlhdFY15vFYbAyjEzAMI/OHmhBCAMj8K5uydTodYdt25nMyGIVhqB6bpPY8TuNrtVqiWq2qPwL6wyjrPn2yTt3f38PasfYnU61WM7+3ZRjlz5npknXNC6OzqjGPx2JjGB1Tp9MRAISu65nPDzvNSYPa7XZureQvD/lLYpLa8zhNxjRNIYTIDKOs+/TJUaO8Okms/fR4nicADPzxW61We0anWfPpGBZGZ1VjHo/FxwlMYzo4OACA3K1C5b73eRNAqJeu66pm/e7evQsA2NzcBDBZ7Xmcxler1YZOMmDdp8/3fQBH2xLXajWUSiWUSiVYltUzcY+1n556vQ5d19FsNuE4DoCjSS7Xr1/HRx99pOrGms/erGrM47H4uLTTmOQ38cbGRubz8j8Bv9lPLo5jmKY5UNNJas/jNFyz2YSmaTBNM7cN6z59cRyrf7uuC8/zEEURHMdBFEUIggC2bbP2UxaGISzLQrPZRKlUgq7ruH37dk94Yc1nb9Y15vFYXBwZHZNcAiTvLy/5n6B7i1GaXBRFSJJEjSABk9Wex2m0NE2xu7sLz/NGtgNY92np/kUod3/TNA22battiOVINWs/XbquqxqnaYo4jtFoNHrasOazN6sa83gsPobRMclh/rx16eSp5QsXLpxWl55ItVpN/aKWJqk9j9No29vb2N/fH9mOdZ8uWZusy1Ns24amaUiSBEmSsPZTFscxHMdBu91W2z67rotarabasOazN6sa83gsPobRMRmGAeCbb+p+w37R0HjkLwfbtnsen6T2PE7DNRoNXLlyRdVpGNZ9ukZ9dnmNdJIkrP0UJUmCSqUCz/Og6zo8z0MYhgCO/j80m00A/H4/DbOqMY/H4mMYHdO4f3kNuwaP8slTZnLUotsktedxGi4IAriui5WVlZ6b3KVE7oTVaDRY9ykbdd2afH5jY4O1nyJ56UP35zdNUwVSeUkQaz57s6oxj8cToOjp/Itk1Dpmo5ZroWxBEIzcIWOS2vM45QuCQPi+P3AzTVMAEPV6Xfi+r5ZAYd2nS9Y5a4kZ+ZzE2k9Hf127aZo20VqVrPloJ11n9Lg15vFYbAyjE8jbyUH+58vawpKGC8Mw94dWGIZqrdFJas/jNLm8Re9Z9+mStcj640vTtJ61MFn76cj73hbiqObdP39Y85MbFUZnVWMej8XGMDoh27YH/sLSdT13NyHK12q11GLU/TfDMAbqPEnteZwmM+wXNus+XXJTh+5tKH3fz9welLU/uU6nIzRNUxs8SKz5bMiNHYbVYFY15vFYXCtCCDGV8/1LpNFoqBnfSZLAsqzMax0pn5xUkHeNDwB4njdQ10lqz+M0Ptd1sbe3h3a7nXmRP+s+XbJGmqapZWc8z8tcmoa1P7k0TeG6LpIk6bk2lzWfniRJEEURPM9Tdd7Z2YFpmpkTJmdVYx6PxcQwSkRERESF4Wx6IiIiIioMwygRERERFYZhlIiIiIgKwzBKRERERIVhGCUiIiKiwjCMEhEREVFhGEaJiIiIqDAMo0RERERUGIZRIiIiIioMwygRERERFYZhlIiIiIgKwzBKRHPJdV2srKzk3kql0sBjUrlcRq1WK7D3o0VRhGaziSiK4DjOwGeTN/lZms1m0V3ukSQJXNctuhtE9ARgGCWiuaXrOlqtFoQQEELA9331eKfTgRACnU4H9XpdvSZJEiRJgoODg6K6PdLe3h7iOIZt2zBNE0EQwDAMAIBt2+h0OuoWBAGSJIHjOCiXy4iiqODeH9F1HbVaDY7jFN0VIlpwDKNENJfSNIXv+yqk5dE0DZ7nqXYyqLZardPo5sQajQZu3LjRE6ABYGNjA8BR/7sZhoEwDFUotSxrbkZJZSC1LKvorhDRAmMYJaK5pGkaTNMcu/3W1hbSNFWvnUdxHMN1Xezv70/8Wtu24XkeAGB7e3vaXTs2eYz29vYK7gkRLSqGUSKaSzJ4jater89tCJW2t7dhmuax+yk/Y5qmc3W9puu6cF1X/TFARDQJhlEieqJEUYRarYZyudzzeLPZhOM4amKT67ool8sol8tqVC9JEvXaUqmERqMx8P5pmqpT06VSCZZlIUmSkf2K4xhxHGNra+tEn69ararPmfX5XNeFZVlwHKcnHEZRpCZ9lcvlnlP9cRyjUqmgVCohjmP1uOu6qNVqqlaVSiWzT5ubmwCA3d3dE302IlpSgohoQfi+LwAIXdczn2+326pN94+3VqslqtWqACAMwxC2bYsgCESr1RKGYQgAwvM8Ydu2CMOw5/F2u63ep9PpCMMwRKfTUfc1TRtol6Verw9tZ5qmACDq9frQ9wmCYODzyc/c/d6apgnDMDJfa5rmwPtWq1Xh+35Pf7vbdTqd3LoLIYSu60OfJyLKw5FRInpi6LqOarU6cBrcMAx1WjtNUwRBANu2YRiGuhzg2rVrCIIApmnCMAzs7OwAQM8IohxZle+vaZpqN+qyAjmSKScqHVf3Z5Mjn2EYDry3aZqI47hndNS2bei6jiiKBkZzr1+/rkZdAQxMktI0DbZt5/ZL13UkScJT9UQ0MYZRIloKebPV5f3+x2Xoa7fbAI5O4UdRBN/3YVmWul27dg3A4GnzfjL8nfS61u6wJ98rCAK02211P01T9fXu3r3b83oZyrvDcxRFuHr1ak87wzDUJQ/yaw4L3PJrj3PJAhFRN4ZRIqIM/SOYMmTt7+8jDEN1k+ugytA6a7IfWaE6iiI0Gg0kSTLwvCRHjhuNhgqZvu8PbBKwv78PXdfRaDRQKpXGni3fH36JiEZhGCUiGoMMgccd+Tvp6XlJjsR2nzJP01RNpKpWqyPXZpWn4+UErTiOB16jaRra7bZq67pu7gSmbtP6nES0PBhGiYjGIEcaZRjsJ3d+ytN9Cv24oihSs93ltaoAUKlUVBAdh3zt7u4ums1m5tap8uv4vo92uw3DMBDHce4IqfxceSOyRER5GEaJaOHM4lTwqJAoly9qNpsDgUzu0z4siMklnY47siq3BAWOrhHtvkYzSZKBmgz7PJqmoVqtIk1TbG9vZ05M6l6mSW7LCiD3cgR5acC8r/VKRPOHYZSIFoYMQqOCY9bzMqyNG9r622uaBt/3AXxzylruzW5Z1sjZ9DLw5U10kl+nP6zKoCvXTQ3DsCc8ygCcpikcx0Gj0YDjOOr9fN/P3D5U9ndzczMzRMdx3NNXWaesvejlhKlhs+2JiHIVvbYUEdEorVZLrdMpb6ZpCs/zBtrJ9UQBiGq1Klqtlmi1WsK2bfW453mi0+mIMAzV+p79j8t1RjVN6/k6QRCo53RdF9VqVa07Oopt2wNrfIZh2NM3+b66rgtN04Su62pd1DxBEKj2sj+tVku9ftjapnnva9u2WpNVrjma11auXzpuHYiIuq0IIUQBGZiIaOmkaYqXXnoJrVZrLq6tLJfLU1kFoFKpYGtrC/V6fQq9IqJlw9P0RESnRNM0BEEwF/vKN5tNmKY5lffRdZ1BlIiOjSOjRESnrNls4saNGyOvM522KIqwsbEBTdNgWRbCMDzRCG0cx9jd3UUQBFPsJREtG4ZRIqICxHF8qpN+4jjuWSfU87wTjWbKHanGXU6KiCgPwygR0ZKo1Wo4ODjg9Z1ENFcYRomIiIioMJzARERERESFYRglIiIiosIwjBIRERFRYRhGiYiIiKgwDKNEREREVBiGUSIiIiIqDMMoERERERWGYZSIiIiICvP/5jrVePVNr/kAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 700x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from datetime import datetime, timedelta, date\n",
    "from dateutil.relativedelta import relativedelta\n",
    "from calendar import month_abbr\n",
    "\n",
    "\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "\n",
    "previous_gw_events = [20150914,20151012,20151226,\n",
    "    20170104,20170608,20170729,20170809,20170814,20170817,20170818,20170823,\n",
    "    20190408,20190412,20190421,20190425,20190426,\n",
    "    20190503,20190510,20190512,20190513,20190517,20190519,20190521,20190521,\n",
    "    20190602,20190630,20190701,20190706,20190707,\n",
    "    20190718,20190720,20190727,20190728,\n",
    "    20190814,20190828,20190828,20190901,20190910,\n",
    "    20190910,20190915,20190923,20190924,\n",
    "    20190930,\n",
    "    20191105,20191109,20191129,20191204,\n",
    "    20191204,20191205,20191213,20191215,20191216,20191222,\n",
    "    20200105,20200112,20200114,20200115,\n",
    "    20200128,20200129,20200208,20200213,\n",
    "    20200219,20200224,20200225,20200302,\n",
    "    20200311,20200316];\n",
    "\n",
    "O4a_list = [\n",
    "    20230529,20230601,20230605,20230606,20230608,20230609,20230624,20230627,\n",
    "    20230628,20230630,20230630,20230702,20230704,20230706,20230707,20230708,\n",
    "    20230708,20230708,20230709,20230723,20230726,20230729,20230731,20230802,\n",
    "    20230805,20230806,20230807,20230811,20230814,20230814,20230819,20230820,\n",
    "    20230822,20230824,20230825,20230831,20230904,20230911,20230914,20230919,\n",
    "    20230920,20230922,20230922,20230924,20230927,20230927,20230928,20230930,\n",
    "    20231001,20231005,20231005,20231008,20231014,20231020,20231020,20231028,\n",
    "    20231029,20231102,20231104,20231108,20231110,20231113,20231113,20231114,\n",
    "    20231118,20231118,20231118,20231119,20231123,20231127,20231129,20231206,\n",
    "    20231206,20231213,20231223,20231224,20231226,20231231,20240104,20240107,\n",
    "    20240109];\n",
    "\n",
    "O4b_list = [\n",
    "    20240413, 20240421, 20240422, 20240426, 20240426, 20240428, 20240430, \n",
    "    20240501, 20240505, 20240507, 20240511, 20240512, 20240513, 20240514, \n",
    "    20240514, 20240515, 20240520, 20240525, 20240527, 20240527, 20240530, \n",
    "    20240531, 20240601, 20240601, 20240615, 20240615, 20240618, 20240621, \n",
    "    20240621, 20240621, 20240622, 20240627, 20240629, 20240630, 20240703, \n",
    "    20240705, 20240716, 20240807, 20240813, 20240813, 20240825, 20240830, \n",
    "    20240902, 20240907, 20240908, 20240908, 20240910, 20240915, 20240915, \n",
    "    20240916, 20240917, 20240919, 20240920, 20240920, 20240921, 20240922, \n",
    "    20240923, 20240924, 20240925, 20240930, 20240930, 20241002, 20241006, \n",
    "    20241007, 20241009, 20241009, 20241009, 20241011]\n",
    "\n",
    "\n",
    "\n",
    "gw_event = previous_gw_events + O4a_list + O4b_list;\n",
    "\n",
    "datetime_event = []\n",
    "for j in range(len(gw_event)):\n",
    "    time = str(gw_event[j])\n",
    "    yyyy = int(time[0:4])\n",
    "    mm = int(time[4:6])\n",
    "    dd = int(time[6:])\n",
    "    datetime_event.append(date(yyyy,mm,dd))\n",
    "    \n",
    "num_event = len(gw_event);\n",
    "\n",
    "\n",
    "O1_start  = date(2015,9,12);\n",
    "O1_end    = date(2016,1,19);\n",
    "len_O1    = O1_end - O1_start;\n",
    "\n",
    "O2_start  = date(2016,11,30);\n",
    "O2_end    = date(2017,8,25);\n",
    "len_O2    = O2_end - O2_start;\n",
    "\n",
    "O3a_start = date(2019,4,1);\n",
    "O3a_end   = date(2019,10,1);\n",
    "len_O3a   = O3a_end - O3a_start;\n",
    "\n",
    "\n",
    "O3b_start = date(2019,11,1);\n",
    "O3b_end   = date(2020,3,26); # BTL changed to covid end\n",
    "len_O3b   = O3b_end - O3b_start;\n",
    "\n",
    "O4a_start = date(2023,5,24);\n",
    "O4a_end   = date(2024,1,16);\n",
    "len_O4a   = O4a_end - O4a_start;\n",
    "\n",
    "O4b_start = date(2024,  4, 10)\n",
    "O4b_end   = date(2024,  10,  11) # updated on June 2024\n",
    "len_O4b   = O4b_end - O4b_start\n",
    "\n",
    "\n",
    "\n",
    "total_days = len_O1 + len_O2 + len_O3a + len_O3b + len_O4a + len_O4b;\n",
    "O1  = len_O1.days;\n",
    "O2  = (len_O1 + len_O2).days;\n",
    "O3a = (len_O1 + len_O2 + len_O3a).days;\n",
    "O3b = (len_O1 + len_O2 + len_O3a + len_O3b).days;\n",
    "O4a = (len_O1 + len_O2 + len_O3a + len_O3b + len_O4a).days;\n",
    "O4b = (len_O1 + len_O2 + len_O3a + len_O3b + len_O4a + len_O4b).days;\n",
    "\n",
    "nev_O1 = 3;\n",
    "nev_O2 = 8;\n",
    "nev_O3a = 32;\n",
    "nev_O3b = 24;\n",
    "nev_O1_O3 = nev_O1 + nev_O2 + nev_O3a + nev_O3b;\n",
    "nev_O4a   = len(O4a_list)\n",
    "nev_O1_O4a = nev_O1 + nev_O2 + nev_O3a + nev_O3b + nev_O4a\n",
    "nev_O4b   = num_event - nev_O1_O4a\n",
    "\n",
    "\n",
    "event_days = []\n",
    "for i in range(num_event):\n",
    "    if (datetime_event[i]>=O1_start and datetime_event[i]<=O1_end):\n",
    "        event_days.append((datetime_event[i]-O1_start).days);\n",
    "    elif (datetime_event[i]>=O2_start and datetime_event[i]<=O2_end):\n",
    "        event_days.append((datetime_event[i]-O2_start+len_O1).days)\n",
    "    elif (datetime_event[i]>=O3a_start and datetime_event[i]<=O3a_end):\n",
    "        event_days.append((datetime_event[i]-O3a_start+len_O1+len_O2).days)\n",
    "    elif (datetime_event[i]>=O3b_start and datetime_event[i]<=O3b_end):\n",
    "        event_days.append((datetime_event[i]-O3b_start+len_O1+len_O2+len_O3a).days)\n",
    "    elif (datetime_event[i]>=O4a_start and datetime_event[i]<=O4a_end):\n",
    "        event_days.append((datetime_event[i]-O4a_start+len_O1+len_O2+len_O3a+len_O3b).days)\n",
    "    elif (datetime_event[i]>=O4b_start and datetime_event[i]<=O4b_end):\n",
    "        event_days.append((datetime_event[i]-O4b_start+len_O1+len_O2+len_O3a+len_O3b+len_O4a).days)\n",
    "\n",
    "# event_days.append(1000) # for plotting purposes\n",
    "\n",
    "O4_start = nev_O1_O3 + 1;\n",
    "# % O4 events are still \"significant events\" and not GW events, as of Dec 2023\n",
    "# %%\n",
    "cumu = np.linspace(1,num_event,num_event);\n",
    "\n",
    "ymax = 220\n",
    "facealpha = 1.0\n",
    "\n",
    "\n",
    "filly1 = np.array([ymax,ymax])\n",
    "filly2 = np.array([0,0])\n",
    "\n",
    "# fig, ax = plt.subplot()\n",
    "plt.fill_between([0,O1], filly1, where=filly1>filly2, fc=[0.9, 0.7, 0.7], alpha=facealpha, ec='black',lw=0.5)\n",
    "plt.fill_between([O1, O2], filly1, where=filly1>filly2, fc=[0.7, 0.9, 0.7], alpha=facealpha, ec='black',lw=0.5)\n",
    "plt.fill_between([O2, O3a], filly1, where=filly1>filly2, fc=[0.7, 0.7, 0.9], alpha=facealpha, ec='black',lw=0.5)\n",
    "plt.fill_between([O3a, O3b], filly1, where=filly1>filly2, fc=[0.8, 0.7, 1.0], alpha=facealpha, ec='black',lw=0.5)\n",
    "plt.fill_between([O3b, O4a], filly1, where=filly1>filly2, fc=[0.95, 0.9, 0.0], alpha=facealpha, ec='black',lw=0.5)\n",
    "plt.fill_between([O4a, O4b], filly1, where=filly1>filly2, fc='wheat', alpha=facealpha, ec='black',lw=0.5)\n",
    "    \n",
    "\n",
    "text_height=0.7\n",
    "plt.text(O1/2, ymax*text_height, 'O1', horizontalalignment='center', verticalalignment='center')\n",
    "plt.text((O1+O2)/2, ymax*text_height, 'O2', horizontalalignment='center', verticalalignment='center')\n",
    "plt.text((O2+O3a)/2, ymax*text_height, 'O3a', horizontalalignment='center', verticalalignment='center')\n",
    "plt.text((O3a+O3b)/2, ymax*text_height, 'O3b', horizontalalignment='center', verticalalignment='center')\n",
    "plt.text((O3b+O4a)/2, ymax*text_height, 'O4a', horizontalalignment='center', verticalalignment='center')\n",
    "plt.text((O4a+O4b)/2, ymax*text_height, 'O4b*', horizontalalignment='center', verticalalignment='center')\n",
    "\n",
    "\n",
    "\n",
    "plt.xlim(0, total_days.days)\n",
    "plt.ylim(0, ymax)\n",
    "\n",
    "\n",
    "slopeO3 = (nev_O3a+nev_O3b)/(O3b-O2)\n",
    "# plt.plot([O2,O3b],[nev_O1+nev_O2,nev_O1+nev_O2+nev_O3a+nev_O3b], ls='--', color='gray', lw=2)\n",
    "plt.plot([O2,O4b],[nev_O1+nev_O2, nev_O1+nev_O2 + slopeO3*(O4b-O2)], ls='--', color='gray', lw=2)\n",
    "# plt.plot([O2,O4a],[nev_O1+nev_O2, nev_O1+nev_O2], ls='--', color='gray', lw=2)\n",
    "\n",
    "slopeO4 = (num_event - (nev_O1+nev_O2+nev_O3a+nev_O3b))/225\n",
    "# plt.plot([O3b,O4a],[nev_O1+nev_O2+nev_O3a+nev_O3b, nev_O1+nev_O2+nev_O3a+nev_O3b+slopeO4*(O4a-O3b)], ls='--', color='black', lw=2)\n",
    "\n",
    "plt.step(event_days, cumu, color='gray', lw=1.5);\n",
    "# % redraw the O4 events in grey\n",
    "plt.step(event_days[nev_O1_O3:], cumu[nev_O1_O3:], color='black', lw=1.5);\n",
    "\n",
    "\n",
    "\n",
    "# tt=title({['O1+O2+O3 = ' num2str(nev_O1_O3),', O4a* = ' num2str(nev_O4a), ', Total = ' num2str(num_event)]});\n",
    "\n",
    "plt.xlabel('Time (Days)', fontsize=16);\n",
    "plt.ylabel('Cumulative Detections/Candidates', fontsize=16);\n",
    "\n",
    "\n",
    "# set(gca,'FontSize', fontsize-2, 'FontWeight','bold','LineWidth', 1.5);\n",
    "# xx = get(gca,'xlim');\n",
    "# yy = get(gca,'ylim');\n",
    "# credit_y_offset = 0.1;\n",
    "# text(xx(2)*1.03, yy(1)-credit_y_offset*yy(2), 'Credit: LIGO-Virgo-KAGRA Collaboration', 'Color', 'k', \n",
    "#     'FontSize', 12, 'FontAngle', 'italic','horizontalalignment','right');\n",
    "\n",
    "# %%% document number %%%\n",
    "# text(xx(1), yy(1)-credit_y_offset*yy(2), 'LIGO-G2302098-v11', 'Color', 'k', 'FontSize', 12, 'FontAngle', 'italic');\n",
    "# %%%%%%%%%%%%%%%%%%%%%%%\n",
    "\n",
    "plt.grid(False)\n",
    "# %text(xx(1),yy(2),' * O4a entries are preliminary candidates found online.','verticalalignment','top', 'FontSize', 14)\n",
    "# text(xx(1)+200,yy(2)*0+195,' * O4a entries are preliminary candidates found online.','verticalalignment','top', 'FontSize', 20)\n",
    "\n",
    "ax1 = plt.gca()\n",
    "ax2 = ax1.secondary_xaxis(\"top\")\n",
    "ax2.set_xticks([0,O1,O2,O3a,O3b,O4a])\n",
    "\n",
    "ax3 = ax1.secondary_yaxis(\"right\")\n",
    "ax3.set_yticks([nev_O1,nev_O1+nev_O2,nev_O1+nev_O2+nev_O3a,\n",
    "                nev_O1+nev_O2+nev_O3a+nev_O3b,nev_O1+nev_O2+nev_O3a+nev_O3b+nev_O4a,num_event])\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(7, 6)\n",
    "plt.savefig('cumu.svg')\n",
    "plt.savefig('cumu.pdf')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2a3a6366-ee90-4c74-b07e-835eee95dca0",
   "metadata": {},
   "source": [
    "## Damping noise"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a114ebd2-bb6b-4dfd-895f-ac20857e6439",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 700x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import scipy.io as io\n",
    "import seaborn as sea\n",
    "\n",
    "# matplotlib.use('agg')\n",
    "# matplotlib.rcParams['text.usetex'] = True\n",
    "# matplotlib.rcParams['font.size'] = 12\n",
    "# matplotlib.rcParams['savefig.dpi'] = 300\n",
    "# matplotlib.rcParams['text.latex.preamble'] = r'\\usepackage{amsmath}'\n",
    "# matplotlib.rcParams['legend.fontsize'] = 12\n",
    "\n",
    "\n",
    "# sea.set_palette('colorblind')\n",
    "\n",
    "\n",
    "## Set up plot\n",
    "dot = 1   # 1 is dense, 10 is sparsely distributed dots\n",
    "plt.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "plt.rc('text', usetex=True)\n",
    "plt.rc('axes', **{'grid':True,'grid.which':'both'})\n",
    "plt.rc('lines', **{'linestyle':(0,(1,dot)),'lw':2})\n",
    "# plt.rc('lines', **{'linestyle':'','linewidth':.1,'marker':'o','markersize':2,'markeredgecolor':'none'})\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# load LLO data from .mat file\n",
    "\n",
    "data = io.loadmat('../data/damping/DampNBdata.mat')\n",
    "\n",
    "keys = {'quadnoise', 'bsnoise', 'triplenoise'}\n",
    "\n",
    "idx_bs  = np.where(data['bsnoise'] !=0)[0]\n",
    "bsnoise = data['bsnoise'][idx_bs]\n",
    "f_bs = data['f_bs'][idx_bs]\n",
    "\n",
    "idx_triple = np.where(data['triplenoise'] !=0)[0]\n",
    "triplenoise = data['triplenoise'][idx_triple]\n",
    "f_triple = data['f_triple'][idx_triple]\n",
    "\n",
    "idx_quad  = np.where(data['quadnoise'] !=0)[0]\n",
    "quadnoise = data['quadnoise'][idx_quad]\n",
    "f_quad = data['f_quad'][idx_quad]\n",
    "\n",
    "\n",
    "\n",
    "dot = 0.8   # 1 is dense, 10 is sparsely distributed dots\n",
    "\n",
    "fig, ax = plt.subplots()\n",
    "ax.loglog(data['f_darm'], data['darm'], ls='-', c=[75/255,166/255,255/255], linewidth=2, label='Measured noise, LLO')\n",
    "ax.loglog(data['f_sum'], data['allnoise'], ls='-', c=[189/255,189/255,50/255], linewidth=2, label='Suspension damping \\n(quads+triples)')\n",
    "ax.loglog(f_quad, quadnoise, c='darkorange', zorder=1000, ls=(0,(1,dot)), lw=2, label='Quadruple suspensions')\n",
    "ax.loglog(f_bs, bsnoise, c='limegreen', ls=(0,(1,dot)), lw=2, label='Beamsplitter suspension')\n",
    "ax.loglog(f_triple, triplenoise, c='darkorchid', ls=(0,(1,dot)), lw=2, label='Triple suspensions')\n",
    "\n",
    "\n",
    "legend = plt.legend(loc='upper right', edgecolor='black', fontsize=13, handlelength=1.5, markerscale=3)\n",
    "for line in legend.get_lines(): line.set_linewidth(3)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.xticks(list(np.arange(10,31,1)), \n",
    "           ('10','', '12','','14', '','16','','18', '', '20','', '22', '','24','', '26','','28','','30'))\n",
    "\n",
    "ax.set_xlim(10, 30)\n",
    "ax.set_ylim(1e-25, 1e-20)\n",
    "\n",
    "\n",
    "ax.grid(which='both', color='grey', ls=':', alpha= 0.3)\n",
    "ax.set_xlabel('Frequency [Hz]',)\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(7, 5)\n",
    "plt.savefig('DampingNoise.svg', bbox_inches='tight')\n",
    "plt.savefig('DampingNoise.pdf', bbox_inches='tight')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5f45583f-c3b3-4dff-8e24-ead272d47030",
   "metadata": {},
   "source": [
    "## ASC budget"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6d27fec0-2416-4c36-ad17-6efe5244f635",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import h5py\n",
    "import seaborn as sea\n",
    "\n",
    "# matplotlib.use('agg')\n",
    "# matplotlib.rcParams['text.usetex'] = True\n",
    "# matplotlib.rcParams['font.size'] = 12\n",
    "# matplotlib.rcParams['savefig.dpi'] = 300\n",
    "# matplotlib.rcParams['text.latex.preamble'] = r'\\usepackage{amsmath}'\n",
    "# matplotlib.rcParams['legend.fontsize'] = 12\n",
    "\n",
    "\n",
    "## Set up plot\n",
    "dot = 1   # 1 is dense, 10 is sparsely distributed dots\n",
    "plt.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "plt.rc('text', usetex=True)\n",
    "plt.rc('axes', **{'grid':True,'grid.which':'both'})\n",
    "plt.rc('lines', **{'linestyle':(0,(1,dot)),'linewidth':2,'marker':'none','markersize':8,'markeredgecolor':'none'})\n",
    "# plt.rc('lines', **{'linestyle':'','linewidth':.1,'marker':'o','markersize':2,'markeredgecolor':'none'})\n",
    "\n",
    "\n",
    "\n",
    "freq = h1nb['Freq'][:]\n",
    "total_asc = np.sqrt(h1nb['H1']['budget']['ASC']['PSD'][:])\n",
    "ch_p = np.sqrt(h1nb['H1']['budget']['ASC']['budget']['CHARDPit']['PSD'][:])\n",
    "dh_p = np.sqrt(h1nb['H1']['budget']['ASC']['budget']['DHARDPit']['PSD'][:])\n",
    "dh_y = np.sqrt(h1nb['H1']['budget']['ASC']['budget']['DHARDYaw']['PSD'][:])\n",
    "ch_y = np.sqrt(h1nb['H1']['budget']['ASC']['budget']['CHARDYaw']['PSD'][:])\n",
    "cs_p = np.sqrt(h1nb['H1']['budget']['ASC']['budget']['CSOFTPit']['PSD'][:])\n",
    "\n",
    "\n",
    "\n",
    "# darm = np.sqrt(h1nb['H1/budget/DARMMeasured/PSD'][:])\n",
    "ffs = np.linspace(1,100,1000)\n",
    "darm = np.interp(ffs, h1nb['Freq'], np.sqrt(h1nb['H1/budget/DARMMeasured/PSD']))\n",
    "\n",
    "# remove injection notches, zeros, etc\n",
    "total_asc[(freq >= 13) & (freq <= 15) & (total_asc/L_arm<1e-22)] = np.nan\n",
    "total_asc[(freq >= 15) & (freq <= 18) & (total_asc/L_arm<1e-23)] = np.nan\n",
    "total_asc[(freq >= 25) & (freq <= 35) & (total_asc/L_arm<1e-24)] = np.nan\n",
    "total_asc[total_asc/L_arm<1e-25] = np.nan\n",
    "\n",
    "\n",
    "# %%\n",
    "fig, ax = plt.subplots(figsize=(12,8))\n",
    "ax.loglog(ffs, darm/L_arm, c=[238/255,0/255,0/255], ls='-', marker='none', lw=2, label='Measured noise, LHO')\n",
    "ax.loglog(freq, total_asc/L_arm, c=[214/255,40/255,40/255], ls='-', label='Alignment control', lw=1.5, alpha=0.6, zorder=0)\n",
    "# ax.loglog(freq, total_asc/L_arm, c='slategrey', ls='-', label='Alignment control', lw=2, alpha=0.7, zorder=0)\n",
    "ax.loglog(freq, ch_p/L_arm, c='magenta', label='Common axis, pitch', alpha=0.9)\n",
    "ax.loglog(freq, ch_y/L_arm, c='yellowgreen', label='Common axis, yaw', zorder=100)\n",
    "ax.loglog(freq, dh_p/L_arm, c='royalblue',  label='Differential axis, pitch', alpha=0.9)\n",
    "ax.loglog(freq, dh_y/L_arm, c='purple', label='Differential axis, yaw', zorder=101)  #'#1f77b4'\n",
    "\n",
    "\n",
    "ax.set_xlim(10, 60)\n",
    "ax.set_ylim(1e-25, 1e-20)\n",
    "ax.grid(which='both', color='grey', ls=':', alpha= 0.3)\n",
    "\n",
    "ax.set_xticks([10, 20, 30, 40, 50, 60])\n",
    "ax.set_xticklabels([10, 20, 30, 40, 50, 60])\n",
    "ax.set_xlabel('Frequency [Hz]')\n",
    "ax.set_ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "\n",
    "legend = plt.legend(loc='best', edgecolor='black', fontsize=13, handlelength=1.5, markerscale=3)\n",
    "for line in legend.get_lines(): line.set_linewidth(3)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(7, 5)\n",
    "plt.savefig('ASC_budget_plot.svg',bbox_inches='tight') \n",
    "plt.savefig('ASC_budget_plot.pdf',bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40ef8904-00db-443d-9770-89523a430c34",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Laser noise budget"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "62a94061-f301-43d2-911f-dd980699e02b",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dot = 1   # 1 is dense, 10 is sparsely distributed dots\n",
    "lw1 = 2.0  # model curve\n",
    "lw2 = 2.0  # measured curve\n",
    "traces = {                              # color,                 linestyle, linewidth, zorder, lgdorder, label\n",
    "    '/budget/DARMMeasured':             [[238/255,0/255,0/255]    ,         '-', 1.0,  10,  1, 'Measured noise, LHO'],\n",
    "    # '':                                 [[0/255,0/255,0/255]      ,         '-', 1.0, 100,  2, 'Sum of known noises'],\n",
    "    # '/budget/Quantum':                  [[146/255,104/255,173/255],        '--', lw1, 15,  3, 'Quantum'],\n",
    "    # '/budget/Thermal':                  [[216/255,54/255,54/255]  ,        '--', lw1, 16,  4, 'Thermal'],\n",
    "    # '/budget/ResidualGas':              [[189/255,189/255,50/255] ,        '--', lw1, 17,  5, 'Residual gas'],\n",
    "    # '/budget/Seismic':                  [[43/255,160/255,72/255]  , (0,(1,dot)), lw2, 30,  6, 'Seismic'],\n",
    "    # '/budget/Newtonian':                [[33/255,191/255,207/255] ,         '-', 1.0,  5,  7, 'Newtonian'],\n",
    "    # '/budget/LSC':                      [[245/255,126/255,32/255] , (0,(1,dot)), lw2, 40,  8, 'Auxiliary length control'],\n",
    "    # '/budget/ASC':                      [[214/255,40/255,40/255]  , (0,(1,dot)), lw2, 50,  9, 'Alignment control'],\n",
    "    '/budget/Laser/budget/InputJitter': ['blue',                      (0,(1,dot)), lw2, 50, 10, 'Beam jitter'], #[32/255,119/255,180/255]\n",
    "    '/budget/Laser/budget/Intensity':   [[43/255,160/255,72/255]  ,   (0,(1,dot)), lw2,  5, 12, 'Laser intensity'], # neg w/ freq noise\n",
    "    '/budget/Laser/budget/Frequency':   [[214/255,121/255,177/255],   (0,(1,dot)), lw2, 20, 13, 'Laser frequency'],\n",
    "    # '/budget/Dark':                     [[147/255,149/255,152/255], (0,(1,dot)), lw2, 50, 14, 'Photodetector dark'],\n",
    "    # '/budget/OMCLength':                [[0/255,0/255,0/255]      , (0,(1,dot)), lw2, 50, 15, 'Output mode cleaner length'],\n",
    "    # '/budget/PUMDAC':                   [[141/255,88/255,77/255]  , (0,(1,dot)), lw2, 50, 16, 'Penultimate-mass actuator'],\n",
    "    # '/budget/OSEM':                                        ['cyan', (0,(1,dot)), lw2, 50, 17, 'Suspension damping (quad)'],\n",
    "}\n",
    "\n",
    "plt.rcdefaults()\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "matplotlib.rc('text', usetex=True)\n",
    "\n",
    "\n",
    "\n",
    "freq = np.geomspace(10,5000,1500)\n",
    "\n",
    "S_total = h1nb['Freq'][:]*0\n",
    "# S_total = freq*0\n",
    "\n",
    "Slist = []\n",
    "\n",
    "for key in traces:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = h1nb['Freq'][:]\n",
    "    psd.S = h1nb['H1'+key+'/PSD'][:]/L_arm**2\n",
    "\n",
    "    fmt = traces[key]\n",
    "    \n",
    "    lgdorder = fmt[4]\n",
    "    # if lgdorder > 5:\n",
    "    #     psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "    \n",
    "    if key == '/budget/DARMMeasured':\n",
    "        plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5])\n",
    "    else:\n",
    "        Slist.append(psd.S)\n",
    "        S_total += psd.S\n",
    "\n",
    "\n",
    "psd = lib.DARM()\n",
    "psd.f = h1nb['Freq'][:]\n",
    "psd.S = S_total\n",
    "psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "plt.loglog(psd.f, psd.S**0.5, c='black', alpha=0.9, ls='-', lw=1, zorder=100, label='Sum of laser noises')\n",
    "\n",
    "\n",
    "# j = 0\n",
    "# for key in traces:\n",
    "#     fmt = traces[key]\n",
    "#     if key != '/budget/DARMMeasured':\n",
    "#         # plt.loglog(psd.f, np.sqrt(Slist[j]), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5])\n",
    "#         plt.loglog(psd.f, np.sqrt(Slist[j]), c=fmt[0], ls='', lw=fmt[2], zorder=fmt[3], label=fmt[5], marker='o',markersize=2.5,alpha=1)\n",
    "#         j += 1\n",
    "for key in traces:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = h1nb['Freq'][:]\n",
    "    psd.S = h1nb['H1'+key+'/PSD'][:]/L_arm**2\n",
    "\n",
    "    # remove injection notches, zeros, etc\n",
    "    psd.S[psd.S < 1e-70] = np.nan\n",
    "\n",
    "    fmt = traces[key]\n",
    "    if lgdorder > 5:\n",
    "        psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "\n",
    "    if key != '/budget/DARMMeasured':\n",
    "        # plt.loglog(psd.f, psd.S**0.5, c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5])\n",
    "        plt.loglog(psd.f, psd.S**0.5, c=fmt[0], ls='', lw=fmt[2], zorder=fmt[3], label=fmt[5], marker='o',markersize=2.5,alpha=1)\n",
    "\n",
    "    \n",
    "    \n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# plt.title('(a) LIGO Hanford Observatory (LHO)', fontsize=16)\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(20, 5000)\n",
    "plt.ylim(1e-25, 1e-22)    \n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=13*fontscale, edgecolor='black', ncol=3)\n",
    "legend = plt.legend(loc='upper center', fontsize=14, edgecolor='black', ncol=1, markerscale=2.5, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(10, 5)\n",
    "\n",
    "plt.savefig('H1_laser_budget.svg', bbox_inches='tight')\n",
    "plt.savefig('H1_laser_budget.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f77108c8-81a7-4681-9360-45f941c41292",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "dot = 1   # 1 is dense, 10 is sparsely distributed dots\n",
    "lw1 = 2.0  # model curve\n",
    "lw2 = 2.0  # measured curve\n",
    "traces = {                              # color,                 linestyle, linewidth, zorder, lgdorder, label\n",
    "    '/budget/DARMMeasured':             [[75/255,166/255,255/255]    ,         '-', 1.0,  10,  1, 'Measured noise, LLO'],\n",
    "    # '':                                 [[0/255,0/255,0/255]      ,         '-', 1.0, 100,  2, 'Sum of known noises'],\n",
    "    # '/budget/Quantum':                  [[146/255,104/255,173/255],        '--', lw1, 15,  3, 'Quantum'],\n",
    "    # '/budget/Thermal':                  [[216/255,54/255,54/255]  ,        '--', lw1, 16,  4, 'Thermal'],\n",
    "    # '/budget/ResidualGas':              [[189/255,189/255,50/255] ,        '--', lw1, 17,  5, 'Residual gas'],\n",
    "    # '/budget/Seismic':                  [[43/255,160/255,72/255]  , (0,(1,dot)), lw2, 30,  6, 'Seismic'],\n",
    "    # '/budget/Newtonian':                [[33/255,191/255,207/255] ,         '-', 1.0, 5,  7, 'Newtonian'],\n",
    "    # '/budget/LSC':                      [[245/255,126/255,32/255] , (0,(1,dot)), lw2, 40,  8, 'Auxiliary length control'],\n",
    "    # '/budget/ASC':                      [[214/255,40/255,40/255]  , (0,(1,dot)), lw2, 50,  9, 'Alignment control'],\n",
    "    '/budget/Laser/budget/InputJitter': ['blue' , (0,(1,dot)), lw2, 50, 10, 'Beam jitter'],\n",
    "    '/budget/Laser/budget/Intensity':   [[43/255,160/255,72/255]  , (0,(1,dot)), lw2, 5, 12, 'Laser intensity'], # neg w/ freq noise\n",
    "    '/budget/Laser/budget/Frequency':   [[214/255,121/255,177/255], (0,(1,dot)), lw2, 50, 13, 'Laser frequency'],\n",
    "    # '/budget/Dark':                     [[147/255,149/255,152/255], (0,(1,dot)), lw2, 50, 14, 'Photodetector dark'],\n",
    "    # '/budget/OMCLength':                [[0/255,0/255,0/255]      , (0,(1,dot)), lw2, 50, 15, 'Output mode cleaner length'],\n",
    "    # '/budget/PUMDAC':                   [[141/255,88/255,77/255]  , (0,(1,dot)), lw2, 50, 16, 'Penultimate-mass actuator'],\n",
    "    # '/budget/OSEM':                                        ['cyan', (0,(1,dot)), lw2, 50, 17, 'Suspension damping (quad)'],\n",
    "}\n",
    "\n",
    "\n",
    "\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "matplotlib.rc('text', usetex=True)\n",
    "\n",
    "\n",
    "# freq = np.geomspace(10,5000,400)\n",
    "freq = np.geomspace(10,5000,1500)\n",
    "\n",
    "# for name, data in h1nb['H1/budget'].items():\n",
    "#     plt.loglog(freq, np.sqrt(data['PSD'][:])/L_arm, label=name)\n",
    "\n",
    "# S_total = l1nb['Freq'][:]*0\n",
    "S_total = freq*0\n",
    "\n",
    "Slist = []\n",
    "\n",
    "for key in traces:\n",
    "    psd = lib.DARM()\n",
    "    psd.f = l1nb['Freq'][:]\n",
    "    psd.S = l1nb['L1'+key+'/PSD'][:]/L_arm**2\n",
    "    # psd.S = abs(psd.S)\n",
    "    \n",
    "    fmt = traces[key]\n",
    "    \n",
    "    lgdorder = fmt[4]\n",
    "\n",
    "    if lgdorder > 5:\n",
    "        psd.setZeroErr(); psd.rebin_log2log(freq)\n",
    "        S_total += psd.S\n",
    "    \n",
    "    if key == '/budget/DARMMeasured':\n",
    "        plt.loglog(psd.f, np.sqrt(psd.S), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5])\n",
    "    else:\n",
    "        Slist.append(psd.S)\n",
    "\n",
    "\n",
    "plt.loglog(psd.f, np.sqrt(S_total), ls='-', c='black', alpha=0.9, lw=1., zorder=100, label='Sum of laser noises')\n",
    "    \n",
    "\n",
    "j = 0\n",
    "for key in traces:\n",
    "    fmt = traces[key]\n",
    "    if key == '/budget/DARMMeasured':\n",
    "        donothing=1\n",
    "    else:\n",
    "        # plt.loglog(psd.f, np.sqrt(Slist[j]), c=fmt[0], ls=fmt[1], lw=fmt[2], zorder=fmt[3], label=fmt[5])\n",
    "        plt.loglog(psd.f, np.sqrt(Slist[j]), c=fmt[0], ls='', lw=fmt[2], zorder=fmt[3], label=fmt[5], marker='o',markersize=2.5,alpha=1)\n",
    "        j += 1\n",
    "\n",
    "    \n",
    "    \n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "# plt.title('(b) LIGO Livingston Observatory (LLO)', fontsize=16)\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(20, 5000)\n",
    "plt.ylim(1e-25, 1e-22)    \n",
    "\n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=13*fontscale, edgecolor='black', ncol=3)\n",
    "legend = plt.legend(loc='upper center', fontsize=14, edgecolor='black', ncol=1, markerscale=2.5, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(10, 5)\n",
    "\n",
    "\n",
    "plt.savefig('L1_laser_budget.svg', bbox_inches='tight')\n",
    "plt.savefig('L1_laser_budget.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fde640d8-30dc-410d-8561-2cbec9e119d8",
   "metadata": {},
   "source": [
    "## MICH feedforward"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a15e0230-1538-44d1-a896-647d5f174642",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import h5py\n",
    "import seaborn as sea\n",
    "\n",
    "\n",
    "\n",
    "#preshaping function\n",
    "data = np.loadtxt('../data/LSC/michff_tf.txt')\n",
    "freq = data[:,0]\n",
    "shaping = data[:,1] + 1j*data[:,2]\n",
    "\n",
    "# no ff data\n",
    "data = np.loadtxt('../data/LSC/MICH_no_ff_TF.txt')\n",
    "freq1 = data[:,0]\n",
    "MICH_noff = data[:,1] + 1j*data[:,2]\n",
    "\n",
    "# first ff tuning data\n",
    "data = np.loadtxt('../data/LSC/ff_before_iterative.txt')\n",
    "MICH_ff_before_iter = data[:,1] + 1j*data[:,2]\n",
    "\n",
    "# second ff tuning data\n",
    "data = np.loadtxt('../data/LSC/ff_after_iterative.txt')\n",
    "MICH_ff_after_iter = data[:,1] + 1j*data[:,2]\n",
    "\n",
    "# darm no mich ff\n",
    "data = np.loadtxt('../data/LSC/CALIB_STRAIN_NOLINES_MICH_DEC18_FF_ON.txt')\n",
    "freq_on = data[:,0]\n",
    "darm_on = data[:,1]*L_arm\n",
    "\n",
    "#darm w/ mich ff\n",
    "data = np.loadtxt('../data/LSC/CALIB_STRAIN_NOLINES_MICH_DEC18.txt')\n",
    "freq_off = data[:,0]\n",
    "darm_off = data[:,1]*L_arm\n",
    "\n",
    "# adjust freq vectors and data length\n",
    "idx = freq1 <= freq.max()\n",
    "\n",
    "freq1 = freq1[idx]\n",
    "MICH_noff = MICH_noff[idx]\n",
    "MICH_ff_before_iter = MICH_ff_before_iter[idx]\n",
    "MICH_ff_after_iter = MICH_ff_after_iter[idx]\n",
    "darm_on = darm_on[idx]\n",
    "darm_off = darm_off[idx]\n",
    "\n",
    "# %%\n",
    "# calculating MICH contribution from TF data\n",
    "MICH_off =  darm_off / np.abs(MICH_noff/shaping)\n",
    "\n",
    "MICH_before = darm_on * np.abs(MICH_ff_before_iter/shaping)\n",
    "\n",
    "MICH_after = darm_on * np.abs(MICH_ff_after_iter/shaping)\n",
    "\n",
    "\n",
    "# %%\n",
    "# fig, ax = plt.subplots(figsize=(12,8))\n",
    "# plt.loglog(freq1, darm_on/L_arm, ls='-', lw=1, c=[238/255,0/255,0/255], label='Measured noise')\n",
    "# plt.loglog(freq1, darm_off/L_arm, ls=(0,(2,dot)), lw=1.0, c=[238/255,0/255,0/255], label='Measured noise, No feedforward')\n",
    "# plt.loglog(freq1, MICH_off/L_arm, ls=(0,(2,dot)), lw=1.0, c='xkcd:blue grey', label='MICH length, No feedforward')\n",
    "# plt.loglog(freq1, MICH_before/L_arm, ls='-', lw=1, c='xkcd:blue grey', label='MICH length, 1st tuning')\n",
    "# plt.loglog(freq1, MICH_after/L_arm, ls='-', lw=1, c='xkcd:navy', label='MICH length, 2nd tuning')\n",
    "\n",
    "# in displacement units:\n",
    "plt.loglog(freq1, darm_on, ls='-', lw=1, c=[238/255,0/255,0/255], label='DARM')\n",
    "plt.loglog(freq1, darm_off, ls=(0,(2,dot)), alpha=0.6, lw=1.0, c=[238/255,0/255,0/255], label='DARM (No MICH feedforward)')\n",
    "plt.loglog(freq1, MICH_off, ls=(0,(2,dot)), lw=1.0, c='xkcd:blue grey', label='MICH\\ \\ (No MICH feedforward)')\n",
    "plt.loglog(freq1, MICH_before, ls='-', lw=1, c='xkcd:blue grey', label='MICH (1st tuning)')\n",
    "plt.loglog(freq1, MICH_after, ls='-', lw=1, c='black', label='MICH (2nd tuning)')\n",
    "\n",
    "#plt.loglog(MICH_freq, MICH_NB, label='MICH NB')\n",
    "plt.xlim(10,80)\n",
    "plt.ylim(1e-23, 1e-17)\n",
    "# plt.ylim(1e-27, 1e-21)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5)\n",
    "\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=2)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "# change the line width for the legend\n",
    "for line in legend.get_lines():\n",
    "    line.set_linewidth(2)\n",
    "\n",
    "\n",
    "plt.xticks([10, 20, 30, 40, 50, 60, 70, 80], ['10', '20', '30', '40', '50', '60', '70', '80'])\n",
    "# plt.xticklabels([20, 30, 40, 50, 60])\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "# plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "plt.ylabel(r'Displacement $\\mathrm{[m/\\sqrt{Hz}]}$')\n",
    "\n",
    "\n",
    "\n",
    "plt.gcf().set_size_inches(8, 5)\n",
    "\n",
    "plt.savefig('MICH_FF_plot.svg', bbox_inches='tight')\n",
    "plt.savefig('MICH_FF_plot.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6bde8e8-7ae3-41f1-aad0-ab0b11ae79d8",
   "metadata": {},
   "source": [
    "## High power challenges"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "79a34c6c-1d10-4b8a-8b0b-8e049255a253",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "# import warnings\n",
    "# warnings.filterwarnings('ignore')\n",
    "# from numpy import *\n",
    "# import numpy\n",
    "# %matplotlib inline\n",
    "# from pylab import *\n",
    "# from matplotlib.colors import LogNorm\n",
    "# import os\n",
    "# import time\n",
    "# from scipy.signal import *\n",
    "# import nds2\n",
    "# import pickle\n",
    "# import sys\n",
    "# from tqdm.notebook import tqdm\n",
    "\n",
    "# from gwpy.time import tconvert\n",
    "\n",
    "# import gpstime\n",
    "# import datetime\n",
    "\n",
    "\n",
    "\n",
    "# data = pickle.load(open('../data/high_power/lowfreqnoise_sub.pickle', 'rb'))\n",
    "# fr = data['fr']\n",
    "# channels = list(data['Shh'].keys())\n",
    "\n",
    "# #sp = data['sp']\n",
    "# trend = data['trend']\n",
    "\n",
    "# fr2 = data['fr2']\n",
    "# Shh = data['Shh']\n",
    "# Srr = data['Srr']\n",
    "\n",
    "# gps = array(list(Shh[channels[0]].keys()))\n",
    "# dates = {g: datetime.datetime.strptime(gpstime.tconvert(g), '%Y-%m-%d %H:%M:%S.%f %Z') for g in gps}\n",
    "\n",
    "# band = [20, 50]\n",
    "# idx = (fr2>band[0])*(fr2<band[1])\n",
    "# blrms_orig = {c:{} for c in channels}\n",
    "# blrms_sub  = {c:{} for c in channels}\n",
    "\n",
    "# for g in gps:\n",
    "#     for c in channels:\n",
    "#         blrms_orig[c][g] = exp(mean(log(Shh[c][g][idx]))) / exp(mean(log(Shh[c][gps[0]][idx])))\n",
    "#         blrms_sub[c][g]  = exp(mean(log(Srr[c][g][idx]))) / exp(mean(log(Shh[c][gps[0]][idx])))\n",
    "        \n",
    "# ch = 'H1:CAL-DELTAL_EXTERNAL_DQ'\n",
    "\n",
    "# # find date on May 1, before DCPD value change\n",
    "# idx = np.where(np.logical_and(gps>1366934418, gps<1367020818))[0][0]\n",
    "\n",
    "# end = gps[idx]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f88173c4-5356-44e8-8d54-8d333c6a9fb2",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "# matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "# matplotlib.rc('text', usetex=True)\n",
    "\n",
    "\n",
    "# fig, ax = subplots(2, 1, figsize=(10,12))\n",
    "# #ax1b = ax[1].twinx()\n",
    "# for g in gps:\n",
    "#     l1 = ax[0].plot(dates[g], blrms_orig[ch][g], 'o', color='darkgray', alpha=1, markeredgecolor='none', label='Calibrated differential\\narm length')\n",
    "#     l2 = ax[0].plot(dates[g], blrms_sub[ch][g], 'o', color='orange', alpha=1, markeredgecolor='none', label='With coherence-based\\nLSC subtraction')\n",
    "#     ax[1].plot(dates[g], trend['H1:IMC-PWR_IN_OUT_DQ.mean'][g], 'ko')\n",
    "#     #ax1b.plot(dates[g], trend['H1:OMC-DCPD_SUM_OUT_DQ.mean'][g], 'ro')\n",
    "\n",
    "# ax[0].set_ylabel('Normalized Noise %d-%d Hz' % (band[0], band[1]))\n",
    "# ax[0].set_xlabel('Date')\n",
    "# ax[1].set_xlabel('Date')\n",
    "# ax[0].set_ylim([0.3, 3])\n",
    "# # ax[0].set_title(ch)\n",
    "\n",
    "# ax[0].set_xlim([dates[gps.min()], dates[end]])\n",
    "\n",
    "# ax[0].legend(handles=(l1[0],l2[0]))\n",
    "\n",
    "# ax[1].set_ylim([55,82])\n",
    "# ax[1].set_ylabel('PSL Input power [W]')\n",
    "\n",
    "# ax[1].set_xlim([dates[gps.min()], dates[end]])\n",
    "\n",
    "# #ax1b.set_ylim([15,50])\n",
    "# #ax1b.set_ylabel('DCPD mean [mA]', color='r')\n",
    "# #ax1b.tick_params(axis='y', labelcolor='r')\n",
    "\n",
    "# xticks = arange(dates[gps.min()].date(), dates[end].date()+datetime.timedelta(days=5), datetime.timedelta(days=5))\n",
    "# for i in range(2):\n",
    "#     ax[i].set_xticks(xticks)\n",
    "#     ax[i].set_xticklabels([x.astype(datetime.datetime).strftime('%m/%d') for x in xticks])\n",
    "#     ax[i].tick_params(axis='x', labelrotation=0, size=6)\n",
    "\n",
    "\n",
    "# ax[0].grid(True)\n",
    "# ax[1].grid(True)\n",
    "\n",
    "# # tight_layout()\n",
    "\n",
    "# # plt.gcf().set_size_inches(10, 8)\n",
    "\n",
    "# plt.savefig('LowFreqNoise.svg')\n",
    "# plt.savefig('LowFreqNoise.pdf')\n",
    "# plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "09bc9a04-a48a-47c1-8b67-9b97c71e710e",
   "metadata": {},
   "source": [
    "## Laser frequency noise"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "26ec2575-3562-454c-8deb-00e4cf54e26f",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x1000 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data = np.loadtxt('../data/lasernoise/LLO_freq_inloop.txt')\n",
    "l1_inloopf = data[:,0]\n",
    "l1_inloop = data[:,1]\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHO_freq_cp.txt')\n",
    "l1_f = data[:,0]\n",
    "l1_rtS = data[:,1]\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHO_freq_inloop.txt')\n",
    "h1_inloopf = data[:,0]\n",
    "h1_inloop = data[:,1]\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHO_freq_outofloop.txt')\n",
    "h1_outloopf = data[:,0]\n",
    "h1_outloop = data[:,1]\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LLO_freq_cp.txt')\n",
    "h1_f = data[:,0]\n",
    "h1_rtS = data[:,1]\n",
    "\n",
    "\n",
    "S_FDS = h1nb['H1/budget/DARMMeasured/PSD'][:]/L_arm**2\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# fig, (ax1, ax2, ax3) = plt.subplots(3, 1, gridspec_kw={'height_ratios': [2, 1, 1]})\n",
    "# fig, (ax1, ax2, ax3) = plt.subplots(3, 1)\n",
    "# plt.subplots_adjust(hspace=0.05)\n",
    "\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':14})\n",
    "\n",
    "\n",
    "\n",
    "plt.subplot(3,1,1)\n",
    "plt.loglog(h1nb['Freq'][:], np.sqrt(S_FDS), ls='-', lw=1, c='black', label='Measured noise, LHO')\n",
    "plt.loglog(h1_f, h1_rtS, ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO frequency noise projection')\n",
    "plt.loglog(l1_f, l1_rtS, ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO frequency noise projection')\n",
    "\n",
    "\n",
    "plt.xlim(10, 5000)\n",
    "plt.ylim(1e-26, 1e-20)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5)\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5, ls=':')\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.yticks([1e-26, 1e-25, 1e-24, 1e-23, 1e-22, 1e-21, 1e-20,])\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.subplot(3,1,2)\n",
    "plt.loglog(h1_outloopf, h1_outloop, ls='-', lw=1, c='orange', label='LHO frequency noise, out-of-loop')\n",
    "plt.loglog(h1_inloopf, h1_inloop, ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO frequency noise, in-loop')\n",
    "plt.loglog(l1_inloopf, l1_inloop, ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO frequency noise, in-loop')\n",
    "\n",
    "\n",
    "plt.xlim(20,80)\n",
    "plt.ylim(1e-7, 1e-3)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5)\n",
    "plt.minorticks_on()\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5, ls=':')\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.xlim(10, 5000)\n",
    "plt.yticks([1e-7, 1e-6, 1e-5, 1e-4, 1e-3])\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Frequency noise $\\mathrm{[Hz/\\sqrt{Hz}]}$')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.subplot(3,1,3)\n",
    "plt.loglog(h1_inloopf, np.interp(h1_inloopf, h1_f, h1_rtS)/h1_inloop, ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO coupling from frequency noise to strain')\n",
    "plt.loglog(l1_inloopf, np.interp(l1_inloopf, l1_f, l1_rtS)/l1_inloop, ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO coupling from frequency noise to strain')\n",
    "# plt.loglog(h1_outloopf, np.interp(h1_outloopf, h1_f, h1_rtS)/h1_outloop)\n",
    "\n",
    "\n",
    "plt.xlim(10,5000)\n",
    "plt.ylim(1e-20, 1e-15)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5)\n",
    "plt.minorticks_on()\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5, ls=':')\n",
    "plt.xticks([10,20,50,100,200,500,1000,2000,5000], ('10','20','50','100','200','500','1000','2000','5000'))\n",
    "plt.yticks([1e-20, 1e-19, 1e-18, 1e-17, 1e-16, 1e-15])\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Coupling function $\\mathrm{[1/Hz]}$')\n",
    "\n",
    "\n",
    "# plt.tight_layout()\n",
    "plt.subplots_adjust(hspace=0.25)\n",
    "plt.gcf().set_size_inches(7, 10)\n",
    "\n",
    "plt.savefig('FreqNoise.svg', bbox_inches='tight')\n",
    "plt.savefig('FreqNoise.pdf', bbox_inches='tight')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "62bd10ac-2fb8-466a-a7a6-88ad3ca5ed21",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Beam jitter noise"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "58de1b09-989e-472d-9454-7f4df0c29c5f",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x1000 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# fig, (ax1, ax2, ax3) = plt.subplots(3, 1, gridspec_kw={'height_ratios': [2, 1]})\n",
    "# fig, (ax1, ax2, ax3) = plt.subplots(3, 1)\n",
    "# plt.subplots_adjust(hspace=0.05)\n",
    "\n",
    "matplotlib.rc('font',**{'family':'serif','serif':['Times'], 'size':14})\n",
    "\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LLO_jitter_wit_pit.txt')\n",
    "l1_pitwitf = data[:,0]\n",
    "l1_pitwit = data[:,1]\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LLO_jitter_wit_yaw.txt')\n",
    "l1_yawwitf = data[:,0]\n",
    "l1_yawwit = data[:,1]\n",
    "\n",
    "l1_witf = l1_pitwitf\n",
    "l1_wit = np.sqrt(l1_pitwit**2 + l1_yawwit**2)\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LLOpit_jitter_cp.txt')\n",
    "l1_pitf = data[:,0]\n",
    "l1_pit = data[:,1]\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LLOyaw_jitter_cp.txt')\n",
    "l1_yawf = data[:,0]\n",
    "l1_yaw = data[:,1]\n",
    "\n",
    "l1_cp = np.sqrt(l1_pit**2 + l1_yaw**2)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHO_jitter_wit_pit.txt')\n",
    "h1_pitwitf = data[:,0]\n",
    "h1_pitwit = data[:,1]\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHO_jitter_wit_yaw.txt')\n",
    "h1_yawwitf = data[:,0]\n",
    "h1_yawwit = data[:,1]\n",
    "\n",
    "h1_witf = h1_pitwitf\n",
    "h1_wit = np.sqrt(h1_pitwit**2 + h1_yawwit**2)\n",
    "\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHOpit_jitter_cp.txt')\n",
    "h1_pitf = data[:,0]\n",
    "h1_pit = data[:,1]\n",
    "\n",
    "\n",
    "data = np.loadtxt('../data/lasernoise/LHOyaw_jitter_cp.txt')\n",
    "h1_yawf = data[:,0]\n",
    "h1_yaw = data[:,1]\n",
    "h1_yaw = np.interp(h1_pitf, h1_yawf, h1_yaw)\n",
    "\n",
    "h1_cp = np.sqrt(h1_pit**2 + h1_yaw**2)\n",
    "\n",
    "\n",
    "S_FDS = h1nb['H1/budget/DARMMeasured/PSD'][:]/L_arm**2\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.subplot(3,1,1)\n",
    "\n",
    "plt.loglog(h1nb['Freq'][:], np.sqrt(S_FDS), ls='-', lw=1, c='black', label='Measured noise, LHO')\n",
    "# plt.loglog(h1_pitf, h1_cp*np.interp(h1_pitf, h1_witf, h1_wit), ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO input jitter projection')\n",
    "plt.loglog(h1_pitf, np.sqrt((h1_pit*np.interp(h1_pitf, h1_pitwitf, h1_pitwit))**2 + (h1_yaw*np.interp(h1_pitf, h1_yawwitf, h1_yawwit))**2), \n",
    "           ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO input jitter projection')\n",
    "plt.loglog(l1_pitf, np.sqrt((l1_pit*np.interp(l1_pitf, l1_pitwitf, l1_pitwit))**2 + (l1_yaw*np.interp(l1_pitf, l1_yawwitf, l1_yawwit))**2), \n",
    "           ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO input jitter projection')\n",
    "# plt.loglog(l1_pitf, l1_cp*np.interp(l1_pitf, l1_witf, l1_wit), ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO input jitter projection')\n",
    "\n",
    "\n",
    "plt.xlim(10,1000)\n",
    "plt.ylim(1e-26, 1e-20)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5)\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.minorticks_on()\n",
    "plt.xticks([10,20,50,100,200,500,1000], ('10','20','50','100','200','500','1000'))\n",
    "plt.yticks([1e-26, 1e-25, 1e-24, 1e-23, 1e-22, 1e-21, 1e-20,]) #, ('10','20','50','100','200','500','1000'))\n",
    "\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Strain $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5, ls=':')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "RIN_to_jitter_factor_mn = 7433\n",
    "\n",
    "\n",
    "plt.subplot(3,1,2)\n",
    "plt.loglog(h1_witf, h1_wit*RIN_to_jitter_factor_mn, ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO beam jitter witness')\n",
    "plt.loglog(l1_witf, l1_wit*RIN_to_jitter_factor_mn, ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO beam jitter witness')\n",
    "\n",
    "\n",
    "plt.xlim(10,1000)\n",
    "# plt.ylim(1e-12, 1e-8)\n",
    "plt.ylim(1e-8, 1e-4)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5)\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "# legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000], ('10','20','50','100','200','500','1000'))\n",
    "plt.yticks([1e-8, 1e-7, 1e-6, 1e-5, 1e-4])\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Beam jitter noise $\\mathrm{[1/\\sqrt{Hz}]}$')\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5, ls=':')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.subplot(3,1,3)\n",
    "plt.loglog(h1_pitf, h1_pit/RIN_to_jitter_factor_mn, ls='-', lw=1, c=[238/255,0/255,0/255], label='LHO, pitch')\n",
    "plt.loglog(h1_pitf, h1_yaw/RIN_to_jitter_factor_mn, ls='-', lw=1, c='orange', label='LHO, yaw')\n",
    "plt.loglog(l1_pitf, l1_pit/RIN_to_jitter_factor_mn, ls='-', lw=1, c=[75/255,166/255,255/255], label='LLO, pitch')\n",
    "plt.loglog(l1_yawf, l1_yaw/RIN_to_jitter_factor_mn, ls='-', lw=1, c=[75/255,166/255/2,255/255], label='LLO, yaw')\n",
    "# plt.loglog(h1_outloopf, np.interp(h1_outloopf, h1_f, h1_rtS)/h1_outloop)\n",
    "\n",
    "\n",
    "\n",
    "plt.xlim(10,1000)\n",
    "plt.ylim(1e-20, 1e-17)\n",
    "plt.grid(True, which='both', color='xkcd:grey', alpha= 0.5, ls=':')\n",
    "\n",
    "legend = plt.legend(loc='best', fontsize=12, edgecolor='black', ncol=1, handlelength=1.5)\n",
    "for line in legend.get_lines(): line.set_linewidth(2.5)\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "# legend = ax.legend(edgecolor=\"black\", fontsize=10)\n",
    "legend.set_zorder(1000)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "plt.xticks([10,20,50,100,200,500,1000], ('10','20','50','100','200','500','1000'))\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Coupling function (a.u.)')\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.subplots_adjust(hspace=0.28)\n",
    "plt.gcf().set_size_inches(7, 10)\n",
    "\n",
    "plt.savefig('JitterNoise.svg', bbox_inches='tight')\n",
    "plt.savefig('JitterNoise.pdf', bbox_inches='tight')\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ed815fa5",
   "metadata": {},
   "source": [
    "## H1 sqz nlg scans"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "900568ee",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "using saved txt data from ../data/h1_sqz_nlg_scans\n",
      "\n",
      "NLG_HD_LHO73562_18Oct2023.txt\n",
      "\n",
      "NLG_DARM_LHO78025_24May2024.txt\n",
      "\n",
      "NLG_DARM_LHO73747_25Oct2023.txt\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib.lines import Line2D\n",
    "\n",
    "\n",
    "data_dir = '../data/h1_sqz_nlg_scans'  #os.path.join(os.getcwd())\n",
    "print('using saved txt data from',data_dir)\n",
    "\n",
    "\n",
    "## Set up plot\n",
    "plt.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "plt.rc('text', usetex=True)\n",
    "plt.rc('axes', **{'grid':True,'grid.which':'both'})\n",
    "plt.rc('lines', **{'linewidth':1.5,'markersize':8,'markeredgecolor':'k'})\n",
    "plt.rc('legend', **{'fontsize':11,'title_fontsize':11}) #,'labelspacing':0.35,'borderpad':0.4,})\n",
    "\n",
    "\n",
    "\n",
    "# plot sqz data from text files\n",
    "sqz_data_fnames = ['NLG_HD_LHO73562_18Oct2023.txt',\n",
    "                   'NLG_DARM_LHO78025_24May2024.txt',\n",
    "                   'NLG_DARM_LHO73747_25Oct2023.txt',\n",
    "                   ]\n",
    "\n",
    "labels = ['SQZ, -8.0 dB, Homodyne',# 18Oct2023',\n",
    "          'SQZ, -4.5 dB, Interferometer',# 25Oct2023',\n",
    "          'SQZ, -4.5 dB, Interferometer',# 'IFO, O4b, lho78025',# 25May2024'\n",
    "          ]\n",
    "\n",
    "# # get fit params from npy\n",
    "# fit_params = np.load(os.path.join(data_dir,'fit_params.npy'))\n",
    "# fit_params[0][0] = 0.1\n",
    "# fit_params[1][0] = 0.3\n",
    "\n",
    "alphas = [0.5, 0.9, 0.9]\n",
    "mkss = ['*','o','o']\n",
    "lss = [':','-','-',]\n",
    "\n",
    "\n",
    "fig,ax = plt.subplots(figsize=(8,5))\n",
    "\n",
    "for sqz_data_fname, alpha, ls, mks, label in zip(sqz_data_fnames, alphas, lss, mkss, labels):\n",
    "    print()\n",
    "    print(sqz_data_fname) \n",
    "\n",
    "    # load nlg data\n",
    "    data_fname = os.path.join(data_dir,sqz_data_fname[:-4]+'_data.txt')\n",
    "    NLG, SQZ, ASQZ, MSQZ = np.loadtxt(data_fname)\n",
    "\n",
    "    # load nlg fits from above\n",
    "    fit_fname = os.path.join(data_dir,sqz_data_fname[:-4]+'_fit_calc.txt')\n",
    "    NLGs, calc_sqz, calc_asqz, calc_msqz = np.loadtxt(fit_fname)\n",
    "\n",
    "    # plot\n",
    "    if sqz_data_fname != sqz_data_fnames[-1]: \n",
    "        plt.plot(NLGs, calc_sqz, 'b', ls=ls, alpha=alpha, ms=0, label='Squeezing ($\\phi=0$)')\n",
    "        plt.plot(NLGs, calc_asqz, 'r', ls=ls, alpha=alpha, ms=0, label='Anti-squeezing ($\\phi=\\pi/2$)')\n",
    "        plt.plot(NLGs, calc_msqz, 'g', ls=ls, alpha=alpha, ms=0, label='Mean squeezing ($\\phi$ unlocked)') \n",
    "        #label=f\"Loss $\\sim$ {(loss*100):0.0f}\\%\")\n",
    "\n",
    "    plt.plot(NLG, SQZ,  'b', ls='None', alpha=alpha, marker=mks, zorder=5, label='SQZ')#label=f'SQZ $\\sim$ {label[-5:]} dB')\n",
    "    plt.plot(NLG, MSQZ, 'g', ls='None', alpha=alpha, marker=mks, zorder=5, label='MSQZ')#label=f\"MSQZ, Loss $\\sim$ {(loss*100):0.0f}\\%\")\n",
    "    plt.plot(NLG, ASQZ, 'r', ls='None', alpha=alpha, marker=mks, zorder=5, label='ASQZ')#label='ASQZ')\n",
    "\n",
    "\n",
    "\n",
    "# access legend objects automatically created from data\n",
    "handles, labels = plt.gca().get_legend_handles_labels()\n",
    "\n",
    "# manually make symbols for legend\n",
    "labels = labels[0:3] + labels[6:9]\n",
    "\n",
    "bpoint = Line2D([0], [0], label=labels[0], marker=mkss[0], color='b', alpha=alphas[0],\n",
    "        markeredgecolor='b', markerfacecolor='b', linestyle=lss[0])\n",
    "rpoint = Line2D([0], [0], label=labels[2], marker=mkss[0], color='r', alpha=alphas[0],\n",
    "        markeredgecolor='r', markerfacecolor='r', linestyle=lss[0])\n",
    "gpoint = Line2D([0], [0], label=labels[1], marker=mkss[0], color='g', alpha=alphas[0],\n",
    "        markeredgecolor='g', markerfacecolor='g', linestyle=lss[0])\n",
    "bpoint1 = Line2D([0], [0], label=labels[3], marker=mkss[1], color='b', alpha=alphas[1],\n",
    "        markeredgecolor='k', markerfacecolor='b', linestyle=lss[1])\n",
    "rpoint1 = Line2D([0], [0], label=labels[4], marker=mkss[1], color='r', alpha=alphas[1],\n",
    "        markeredgecolor='k', markerfacecolor='r', linestyle=lss[1])\n",
    "gpoint1 = Line2D([0], [0], label=labels[5], marker=mkss[1], color='g', alpha=alphas[1],\n",
    "        markeredgecolor='k', markerfacecolor='g', linestyle=lss[1])\n",
    "\n",
    "# replace legend with manual symbols\n",
    "handles=[]\n",
    "handles.extend([bpoint,rpoint,gpoint,bpoint1,rpoint1,gpoint1])\n",
    "\n",
    "# # with 1 legend\n",
    "# plt.legend(handles=handles, labels=labels, fontsize=11, ncol=2)\n",
    "\n",
    "# try it with 2 legends?\n",
    "legend = plt.legend(handles=handles[0:3], labels=labels[0:3],\n",
    "                    loc=(0.007, 0.75),\n",
    "                    title='Homodyne (loss $\\sim 10$\\%, $\\phi_\\mathrm{rms}\\sim8$ mrad)')\n",
    "legend.set_zorder(100)\n",
    "legend.get_frame().set_alpha(0.7)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "\n",
    "ax.add_artist(legend)\n",
    "legend1 = plt.legend(handles=handles[3:], labels=labels[3:],\n",
    "                     loc=(0.43, 0.75), \n",
    "                     title='Interferometer (loss $\\sim 30$\\%, $\\phi_\\mathrm{rms}\\sim22$ mrad)')\n",
    "legend1.set_zorder(100)\n",
    "legend1.get_frame().set_alpha(0.7)\n",
    "legend1.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.ylabel('Noise relative to no squeezing (dB)',labelpad=-3)\n",
    "plt.xlabel('Nonlinear gain')\n",
    "plt.xscale('log')\n",
    "plt.xlim(0.9,170); plt.ylim(-10,35)\n",
    "plt.xticks(ticks=[1,10,100],labels=['1','10','100'])\n",
    "\n",
    "plt.grid(which='major',alpha=0.5,ls='-')\n",
    "plt.grid(which='minor',alpha=0.5,ls=':')\n",
    "plt.gcf().set_size_inches(8, 5)\n",
    "\n",
    "plt.savefig('O4_H1_nlg_hd_ifo.svg', bbox_inches='tight') \n",
    "plt.savefig('O4_H1_nlg_hd_ifo.pdf', bbox_inches='tight')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "52ad5435",
   "metadata": {},
   "source": [
    "## Range as horizon distance / redshift vs mass"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "cf2e14e7",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2.4933526148632326 1.8256781640584672\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#%% From Evan Hall lho70747\n",
    "import matplotlib as mpl\n",
    "import numpy as np\n",
    "import inspiral_range as ir\n",
    "from matplotlib import pyplot as plt\n",
    "\n",
    "plt.rcdefaults()\n",
    "mpl.rc('font',**{'family':'serif','serif':['Times'], 'size':16})\n",
    "mpl.rc('lines',**{'lw':1})\n",
    "mpl.rc('text', usetex=True)\n",
    "\n",
    "def makegrid(ax):\n",
    "    ax.grid(True, which='major', color='grey', alpha=0.5, ls=':')\n",
    "    ax.grid(True, which='minor', color='grey', alpha=0.2, ls=':')\n",
    "\n",
    "text_bbox = dict(fc='w', alpha=0.7, lw=0, pad=0.1)\n",
    "\n",
    "# %%\n",
    "fO3_H1, aO3_H1 = np.loadtxt(\n",
    "    '../data/evan_range_plots/O3-H1-C01_CLEAN_SUB60HZ-1262197260.0_sensitivity_strain_asd_binned.txt',\n",
    "    unpack=1,\n",
    "    )\n",
    "fO3_L1, aO3_L1 = np.loadtxt(\n",
    "    '../data/evan_range_plots/O3-L1-C01_CLEAN_SUB60HZ-1262141640.0_sensitivity_strain_asd_binned.txt',\n",
    "    unpack=1,\n",
    "    )\n",
    "fO4_H1, aO4_H1 = np.loadtxt(\n",
    "    '../data/noise_budget/lho_darm_noisebudget_O4a_hotOM2_start1386255618_span1800.txt',\n",
    "    unpack=1,\n",
    "    )\n",
    "aO4_H1 = aO4_H1[(fO4_H1>=10) & (fO4_H1<=5000)]\n",
    "fO4_H1 = fO4_H1[(fO4_H1>=10) & (fO4_H1<=5000)]\n",
    "\n",
    "fO4_L1, aO4_L1 = np.loadtxt(\n",
    "    '../data/noise_budget/L1NB_G2400537_O4a_strain_asd_withSqueezing.txt',\n",
    "    unpack=1,\n",
    "    )\n",
    "fgwinc, agwinc = np.loadtxt(\n",
    "    '../data/evan_range_plots/gwinc_O4_400kW_4p5dB_FDS.txt',\n",
    "    unpack=1,\n",
    "    )\n",
    "\n",
    "O3_H1_kwargs = dict(\n",
    "    label='O3, LHO',\n",
    "    color='red',\n",
    "    alpha=0.5,\n",
    "    zorder=25,ls=':',\n",
    "    )\n",
    "\n",
    "O3_L1_kwargs = dict(\n",
    "    label='O3, LLO',\n",
    "    color='blue',\n",
    "    alpha=0.5,\n",
    "    zorder=20,ls=':',\n",
    "    )\n",
    "\n",
    "\n",
    "O4_H1_kwargs = dict(\n",
    "    label='O4, LHO',\n",
    "    color=[238/255,0/255,0/255],\n",
    "    alpha=0.9,\n",
    "    zorder=35,\n",
    "    )\n",
    "\n",
    "O4_L1_kwargs = dict(\n",
    "    label='O4, LLO',\n",
    "    color=[75/255,166/255,255/255],\n",
    "    alpha=0.9,\n",
    "    zorder=30,\n",
    "    )\n",
    "\n",
    "gwinc_kwargs = dict(\n",
    "    label='GWINC (400 kW, 4.5 dB FDS)',\n",
    "    color='xkcd:blue grey',\n",
    "    alpha=0.5,\n",
    "    zorder=5,\n",
    "    )\n",
    "\n",
    "O3_H1_dict = dict(\n",
    "    freq=fO3_H1,\n",
    "    asd=aO3_H1,\n",
    "    lw=1,\n",
    "    kwargs=O3_H1_kwargs,\n",
    "    )\n",
    "\n",
    "O3_L1_dict = dict(\n",
    "    freq=fO3_L1,\n",
    "    asd=aO3_L1,\n",
    "    lw=1,\n",
    "    kwargs=O3_L1_kwargs,\n",
    "    )\n",
    "\n",
    "O4_H1_dict = dict(\n",
    "    freq=fO4_H1,\n",
    "    asd=aO4_H1,\n",
    "    lw=1,\n",
    "    kwargs=O4_H1_kwargs,\n",
    "    )\n",
    "\n",
    "O4_L1_dict = dict(\n",
    "    freq=fO4_L1,\n",
    "    asd=aO4_L1,\n",
    "    lw=1,\n",
    "    kwargs=O4_L1_kwargs,\n",
    "    )\n",
    "\n",
    "gwinc400kW_dict = dict(\n",
    "    freq=fgwinc,\n",
    "    asd=agwinc,\n",
    "    lw=1,\n",
    "    kwargs=gwinc_kwargs\n",
    "    )\n",
    "\n",
    "traces_list = [\n",
    "    O3_L1_dict,\n",
    "    O3_H1_dict,\n",
    "    O4_L1_dict,\n",
    "    O4_H1_dict,\n",
    "    # gwinc400kW_dict,\n",
    "    ]\n",
    "\n",
    "\n",
    "# %%\n",
    "# Horizon estimates\n",
    "marr = np.geomspace(1, 2000, 100)\n",
    "\n",
    "# fig_zhor, ax_zhor = plt.subplots(figsize=(6,4))\n",
    "\n",
    "fig_zhor, (ax_snr, ax_zhor) = plt.subplots(2, 1, sharex=True, \n",
    "                                           gridspec_kw={'height_ratios': [1,2.5]})\n",
    "fig_zhor.set_tight_layout({'pad': 0})\n",
    "ax_volhor = ax_zhor.twinx()\n",
    "# fig_volhor, ax_volhor1 = plt.subplots(figsize=(4, 3))\n",
    "\n",
    "# plot horizon traces\n",
    "for td in traces_list:\n",
    "    td['zhor'] = np.zeros_like(marr)\n",
    "    td['volhor'] = np.zeros_like(marr)\n",
    "    for i, m in enumerate(marr):\n",
    "        lal_kwargs = {\n",
    "        'm1': m/2,\n",
    "        'm2': m/2,\n",
    "        #'inclination': np.pi/4,\n",
    "        'approximant': 'IMRPhenomD',\n",
    "        }\n",
    "        td['zhor'][i] = ir.horizon_redshift(td['freq'], td['asd']**2, **lal_kwargs)\n",
    "        td['volhor'][i] = ir.volume(td['freq'], td['asd']**2, **lal_kwargs) / 1e9\n",
    "    ax_zhor.loglog(\n",
    "        marr,\n",
    "        td['zhor'],\n",
    "        lw=2,\n",
    "        **td['kwargs'],\n",
    "        )\n",
    "    # ax_volhor.loglog(\n",
    "    #     marr,\n",
    "    #     td['volhor'],\n",
    "    #     lw=2,\n",
    "    #     **td['kwargs'],\n",
    "    #     )\n",
    "# plot ratio traces\n",
    "for ax in [ax_snr]: #ax_zhor, ax_volhor\n",
    "    marr_max=1500\n",
    "    lL1_O4, = ax.loglog(\n",
    "       marr[marr<marr_max],\n",
    "       (O4_L1_dict['volhor'] / O3_L1_dict['volhor'])[marr<marr_max],\n",
    "       lw=1.5,\n",
    "       ls=(3, (4.5, 1.5,)),\n",
    "       color=O4_L1_kwargs['color'],\n",
    "       )\n",
    "    lH1_O4, = ax.loglog(\n",
    "        marr[marr<marr_max],\n",
    "        (O4_H1_dict['volhor'] / O3_H1_dict['volhor'])[marr<marr_max],\n",
    "        lw=1.5,\n",
    "        ls=(3, (4.5, 1.5,)),\n",
    "        color=O4_H1_kwargs['color'],\n",
    "        )\n",
    "    print(O4_H1_dict['volhor'][0] / O3_H1_dict['volhor'][0], O4_L1_dict['volhor'][0] / O3_L1_dict['volhor'][0])\n",
    "    \n",
    "# setup plot things nicely\n",
    "for ax in [ax_zhor]:\n",
    "    ax.set_xlim([marr[0], 1000])\n",
    "    ax.set_xlabel(r'Total source-frame mass [$M_\\odot$]')\n",
    "    ax.xaxis.set_major_formatter(mpl.ticker.FuncFormatter(lambda y, _: '{:g}'.format(y)))\n",
    "    ax.yaxis.set_major_formatter(mpl.ticker.FuncFormatter(lambda y, _: '{:g}'.format(y)))\n",
    "    ax.text(\n",
    "        0.035,\n",
    "        0.93,\n",
    "        r'SNR threshold = 8',\n",
    "        ha='left',\n",
    "        va='top',\n",
    "        fontsize='small',\n",
    "        transform=ax.transAxes,\n",
    "        bbox=text_bbox,\n",
    "        )\n",
    "    ax.legend(\n",
    "        fontsize='x-small',\n",
    "        handlelength=1.35,\n",
    "        labelspacing=0.15,\n",
    "        ).set_zorder(20)\n",
    "    makegrid(ax)\n",
    "\n",
    "makegrid(ax_snr)\n",
    "ax_snr.plot(1,1, color='black', ls='--', lw=2, label='Volume ratio O4 / O3')\n",
    "ax_snr.set_yscale('log')    # changed upper subplot between log and linear y-scales\n",
    "ax_snr.set_ylim(1,11)\n",
    "ax_snr.set_yticks([1,2,5,10],('1','2','5','10'))\n",
    "ax_snr.set_yticks([3,4,6,7,8,9,],('','','','','','',), minor=True)\n",
    "ax_snr.minorticks_on()\n",
    "# ax_snr.xaxis.set_minor_formatter(matplotlib.ticker.NullFormatter())\n",
    "ax_snr.legend(fontsize=16,loc='upper center',handlelength=1.5,)\n",
    "ax_snr.set_ylabel('Ratio\\nO4 / O3')\n",
    "\n",
    "h, l = ax_zhor.get_legend_handles_labels()\n",
    "# h.append(\n",
    "#     mpl.lines.Line2D([], [], color='xkcd:black', ls=(3, (4.5, 1.5),), lw=2))\n",
    "# l.append('Volume ratio O4 / O3')\n",
    "leg_zhor = ax_zhor.legend(\n",
    "    h,\n",
    "    l,\n",
    "    fontsize=16, #'small',\n",
    "    loc=(0.48,0.035),  # bbox_to_anchor=(0.57, 0),\n",
    "    handlelength=1.4,\n",
    "    labelspacing=0.5,\n",
    "    )\n",
    "for line in leg_zhor.get_lines(): line.set_linewidth(2.5)\n",
    "ax_zhor.set_xticks([1, 10, 100, 1000])\n",
    "ax_zhor.set_yticks([0.01, 0.03, 0.1, 0.3, 1, 3])\n",
    "ax_zhor.set_ylabel('Horizon redshift')\n",
    "\n",
    "ax_zhor.set_ylim([00.03, 2])\n",
    "ax_volhor.set_ylim([0.03, 2])\n",
    "ax_volhor.set_yscale('log')\n",
    "\n",
    "right_tick_volhor_targets = np.array([1e-3, 0.1, 10, 30])\n",
    "tick_idx = [np.argmin(np.abs(td['volhor'] - target)) for target in right_tick_volhor_targets]\n",
    "ax_volhor.minorticks_off()\n",
    "ax_volhor.set_yticks(td['zhor'][tick_idx],('0.001','0.1','10','30'))\n",
    "# ax_volhor.set_yticklabels([f'{val:0.2e}' for val in td['volhor'][tick_idx]])\n",
    "ax_volhor.set_ylabel('Comoving horizon volume [Gpc$^3$]')\n",
    "\n",
    "# plt.loglog(td['zhor'], td['volhor'], marker='.')\n",
    "# plt.loglog(td['zhor'][tick_idx], td['volhor'][tick_idx], marker='o',ls='')\n",
    "# plt.xlabel('zhor')\n",
    "# plt.ylabel('volhor')\n",
    "# plt.grid()\n",
    "\n",
    "plt.gcf().set_size_inches(6,5)\n",
    "fig_zhor.savefig('O4_horizon_redshift.pdf', bbox_inches='tight')\n",
    "# fig_volhor.savefig('O4a_preO4b_comoving_volume.pdf', bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "266a1333-4306-4bbd-bb7f-30ff63a372e1",
   "metadata": {
    "tags": []
   },
   "source": [
    "## Future filter cavity"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b37203da-afc1-413e-a5a0-fd125b85f6ad",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [],
   "source": [
    "\n",
    "D_r = lib.DARM('../data/l1_sqz_1022/1022_Unsqz.h5')\n",
    "D_s = lib.DARM('../data/l1_sqz_1022/1022_FDS.h5')\n",
    "\n",
    "# budget = gwinc.load_budget('L1_1022_FC7000.yaml')\n",
    "budget = gwinc.load_budget(\"../data/noise_budget/L1_1022_FC7000.yaml\")\n",
    "\n",
    "ifo = budget.ifo\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=D_r.f, ifo=ifo)\n",
    "C = lib.DARM()\n",
    "C.f = D_r.f\n",
    "S_nosqz = trace.Quantum.psd\n",
    "C.S = D_r.S - S_nosqz\n",
    "\n",
    "\n",
    "freq = np.geomspace(20,3000,100)\n",
    "\n",
    "if hasattr(D_s, 'relerrN_n'):\n",
    "    C.relerr_n = D_s.relerrN_n; C.relerr_p = D_s.relerrN_p\n",
    "elif hasattr(D_r, 'relerrN_n'):\n",
    "    C.relerr_n = D_r.relerrN_n; C.relerr_p = D_r.relerrN_p\n",
    "C.calcErr(); C.removeLines('DARM'); \n",
    "C.rebin_log(freq)\n",
    "\n",
    "D_r.relerr_n = D_r.relerrD_n; D_r.relerr_p = D_r.relerrD_p\n",
    "D_r.calcErr(); D_r.removeLines('DARM'); \n",
    "D_r.rebin_log(freq)\n",
    "\n",
    "D_s.relerr_n = D_s.relerrD_n; D_s.relerr_p = D_s.relerrD_p\n",
    "D_s.calcErr(); D_s.removeLines('DARM'); \n",
    "D_s.rebin_log(freq)\n",
    "\n",
    "# trace = budget.run(freq=D_r.f, ifo=ifo)\n",
    "# M = lib.DARM()\n",
    "# M.f = D_r.f\n",
    "# M.S = trace.Quantum.psd\n",
    "# M.err_n = M.S*np.interp(M.f, np.geomspace(20,2000,100), relerrM_n)\n",
    "# M.err_p = M.S*np.interp(M.f, np.geomspace(20,2000,100), relerrM_p)\n",
    "\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=freq, ifo=ifo)\n",
    "S_nosqz = trace.Quantum.psd\n",
    "\n",
    "\n",
    "Q = D_s - C\n",
    "# Q.err_n = np.sqrt((D_s.err_n)**2 + (D_r.err_n)**2 + (C.err_n)**2 + (Q.S*np.interp(Q.f, D_s.f_lin, D_s.relerrG_n))**2 + (M.err_n)**2)\n",
    "# Q.err_p = np.sqrt((D_s.err_p)**2 + (D_r.err_p)**2 + (C.err_p)**2 + (Q.S*np.interp(Q.f, D_s.f_lin, D_s.relerrG_p))**2 + (M.err_p)**2)\n",
    "Q.err_n = np.sqrt((D_s.err_n)**2 + (D_r.err_n)**2 + (C.err_n)**2 + (Q.S*np.interp(Q.f, D_s.f_lin, D_s.relerrG_n))**2 )\n",
    "Q.err_p = np.sqrt((D_s.err_p)**2 + (D_r.err_p)**2 + (C.err_p)**2 + (Q.S*np.interp(Q.f, D_s.f_lin, D_s.relerrG_p))**2 )\n",
    "\n",
    "\n",
    "M_s = lib.DARM(); M_s.f = np.geomspace(20,2000,1000); \n",
    "ifo.Squeezer.Type = 'Freq Dependent'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "M_s.S = trace.Quantum.psd\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e8bb77b1-417d-4866-9166-02cf254e6647",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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CpSd3ZeGq3bi93lavUURE2r8t61ZwoKAMi9lEePChCecBNNm8NhZ/vKjL5WLBggXMmTMHl8vF9OnT62w7depUli5dys6dO6uDTO/evcnOzmbu3LnNWlNycjKLFi2q8Xhqaipz586tnqzucrmYNWtWs71uawmymgkPtnLgqMOOt2cWEhFsw2KqPL/vF2N68PrK3fyQms14fxQqIiLtS1E2bPoABl7CmiwTj6+xMjfIgpXKnyuBOOH8aH4JU0D1HKQZM2bU2Wbx4sUsXryYRYsW1egRmjt3LlOnTmX06NHVPUmLFy9m4cKF9b7u3LlzawzfVbnllluOCVIAiYmJ1fOoJk+ezJw5c9plmILKeVPH9EwdLKR7lKP688FdwxnWLZyPfspQmBIRkfodmmO7K3Q4Ny08SL+upxI7ujPG8n8E7ITzo/klTFUFo9pCzZHmzJkDcMzcpqoANWfOnOr/nzJlSq1DdA2xYMECZsyYwYgRx58YN3v2bCZPnnxCr9EWdAoLIvOonqkdBwuZGBMMBYcfu2ZMD354/0PckQewpCdDrLZLEBGROqQn4ynI5OVF79IpdBIvXj8KW2F0QE84P1qbnYBeNeyWmJhY6zylxMREkpOTm7y6bvHixSQmJtYIbC6Xq9a2UVFR9Qautuzonimv10fqwaIaPVMAl0amMdOyBF9xLqx4QkfMiIhI7dKS8Hz7OBWF2fzS8w6vn+OunCcV4BPOj9Zmw9Tq1auB2ieKw+FeraaEqaVLl7Jq1SqioqJITk4mOTmZxYsX89Zbb+FyuVi8eHGN9i+88AIvvvjiCb+ev8WFBdXYGiEjv5SSCg/x8V1r/KMPzvqZ0CArbq8PHz4dMSMiIrXLSCEzvxQfPrpGBBOdv7ny8QCfcH40v82Zqk9VSIqKiqr1+aqQdaJhKjk5uXrI7ujVgbm5uUDlMOItt9zCvffeS0REBLNnz653aBKgrKyMsrLDoSU/P/+EamxucaF2DuSX4ivKwti0hDTbaQD06NYDogccbhg/jLAgC75SH6UVXoI7wORBERFpvJ+9CVhL3cRaTVgs5g4x2bw2bTZMVQ211dUzVRWyduzYcUL3HzFixLFHqxxlzZo1J3TvOXPm8MADD5zQtS2pU1gQZW4vhbmZhK55mf0JPbFbTHSNDK7ZMGEc9rN+x8H3/kxS+FVc2QEmD4qISOOUuT3c8YODyyKv5re+1zvMZPPatNlhvqoeoLrmL+Xk5AAQHd32uhDvvfde8vLyqv/bs6dtbIIZF1a511R2YWWv2e6cYnrFODEf2hbhSOauI/E6Ynl9bwxuj/acEhGRQw4dN/bK0mR2Zxdz8XkXYXSgyea1abNhqmqid1VoOlpVyGrIsFtrs9vthIWF1fivLag6UianqByAPTnF9I4LqbN9hMOKq7ic71N1pIyIiBxSnE3Zj//hnRUp3HR6L3r16NGhJpvXps2GqYb2TB29bYLULS608kiZrKqeqdxiesfWHaaCrWa6RATzwbr0VqlPRETaPh8+0l0lRDhs3Dmxb4ebbF6bNhumoLJ3KjU1tdZAdbxtE6R2wTYzoUEWcorKcft85BaV0zvWWWd7Azi7fxyfbthPmdtT3bVLkXqqREQ6qpSVX2EvzebPw0tw2Nrs1OtW1abD1L333gtUbmFwpKrP6zvTT47VKSyI7KJyyioq50H1Oc4wH8BZA+IoKHXz9ZaD1bvcUqwwJSLSERVvXU7ommeINhcxeOdL2ofwEL+GqaptDeqaF1W1q/nRoWnGjBlMmTLluGf6Se3iQu2VYcrtASAx5vhhKiHayYDOoXyQoqE+EZGO7uvln+E15WCpSg/ahxDwU5hKTU1lwYIF1QcVL126lHnz5pGcnHxM20WLFlUf4zJjxozqj7Wdoyf16xQWRE5hOWVuL3GhQQTbzLU3PGL32kuGd+HLTQcornC3aq0iItJ2pOxx8XreRgxTBYbRcQ4xbgi/DHYmJiYyffr0BvcsNaatHF9cqJ2NaWWUebz0iHbU3bBqQiFw8dBg5n26he+2Z6Pp/iIiHY/b4+WuJa+QFbuDzLhr6bPpsw69r9TR2vScKTm+1ftX89y65xp1TVxYENmFlcN83aOC678A6B7lYESPCFJTvoWiTEg/tgdRREQC0KGFRwu+XMrBoFcZHXsGp466rUMdYtwQClPtWFp+Gs+lPMe+wn0NviYu1E6Z20OZ20vPqLpX8h3tlh4ZnHnwNR1+LCLSkRzaU+qTrXNxWEJ4fOL/YThiOvy+UkdTmGrHLuh1AU6rk8VbF9ff+JBOYUHV/9896jjDfEc5JWgvPsBbdQSPJh2KiAQ8X/oa8rJ3MNi3k8fOmke4PVz7StVCYaodc1gdXNL7Et7Z9g7lnvIGXVO1CzpAj8iGh6mgHicDUH2aoSYdiogEtrQkcj5/kFBvMXcUmxjfwJ8zHZHCVDs3rf80ckpzWLpraf2NOXw+n9lkEOm0Nvh1gvtOYIHnYsos4Zp0KCLSAezZvJycsoOAQeeQaI1IHIfCVAuaP38+gwYNYvTo0S32Gr0jejOq0ygWblnYoPYOm4Uxtl3EmfIx0tc2+HUMwyAtaACF1ihNOhQRCXCuonIe2LYcDB92sw0DQyMSx6Ew1YJmzpzJxo0bWbVqVYu+zlUDriI5M5ltudvqb5yWxAzzB4T7Cho9kTwsyIrH66u/oYiItE9F2XhW/Yfpr/+dlWHp5Jw8HZMjSiMS9VCYCgATu08kOii6Yb1TGSl0Dg/CYjZVf95QYcEWhSkRkUBWnE36sqco8b3D2fFXcsro67UNQgMoTAUAq9nKFX2v4MPUDymuKD5+4/hhBFnMmIzDnzdUWJAVt9d74oWKiEiblvTtx1jK9nKqN5SHJ/6pxmkYUjeFqQAxtd9UStwlfJj64fEbJoyr7K4Njmx0t616pkREAlfKio+I2/AIET43v6+owLZnlbZBaCCFqQARHxLPhG4TWLhlIT5fPYGny4gT6ra1hsTynmmyfkMREQkwK7Zl8fHyF8FUitVkxWayafVeIyhMBZCr+l/F1tytpBxsmTeAPTyOVyvO1m8oIiKB4NBRMT/+vJWbXv+IrdHbCLOFYjGZK5/X6r0GU5gKIKd1OY1uId0avE1CY0U6rOSXVmioT0QkEGz/grJl/2TRW/8irOebZHXqTcTZfzuhaSAdncJUADEZJqb1n8ZnaZ+RW5rb7PePcNjw+SCvpKLZ7y0iIq0oLYnirx7FW5TD7fY3GV6xm0fOeBj7gItgwizoM9nfFbYrClMB5rI+l2Fg8N7295r93pGOyh3Tc4t1pICISHtWvnct+/NKMEw+3BRze9w4+kf114TzE6QwFWAigyI5J+Ec3tryFl5f825jEOm0AeBSmBIRadcWp0fj9rnx4SbEGsLwYb/yd0ntmsJUALqq/1XsLdzLd+nfNet9I6p6poo0zCci0l6lHizk/hQnizpHUmCxEjHxbxgJ4/1dVrumMBWAhsUOo39k/2afiB4RXNkzpWE+EZH2yefz8bclGwnv+iWrLPmERPQiuMdp/i6r3VOYCkCGYTCt/zS+2fsNGYUZzXZfm8WE02bGVayeKRGR9uizDQdI2reCMucyrh5xO45TbtPegc1AYSpAXZR4EcGWYBZtXdSs941w2NQzJSLS3hRlU77y3zzx0WeEdV/EhG4TuOrk2zXZvJkoTLWg+fPnM2jQIEaPHt3qr+2wOrg48WLe2fYOFZ7m60mKdFrJVc+UiEj7sv0LSr/8J8OszxIeHMyD4x7EMIz6r5MGUZhqQTNnzmTjxo2sWrXKL69/Vf+ryC7NZunupc12z0iHTav5RETak7QkSr9+FGt5NjeX7OD5vtcRGRTp76oCisJUAOsT2YcxncfwxuY3mu2eGuYTEWlf9m9ZyV6XCwwvUUFRDCgr9XdJAUdhKsBdM+Aa1mauZVP2pma5X6TDqgnoIiLtxLYDBdz3YzlY8jAZJqKCInXmXgtQmApwZ3Y/k87Ozry++fVmuV+Ew6YwJSLS1hVlc/Dr57n1xc9YF7+WN6LjsDhiMcbfrTP3WoDCVICzmCxc1f8qPk79GFepq8n3i3RYNcwnItLGZa39EM/X8zg9+E3KrBuZPHku5jP/qDP3WojCVAdwZd8rAXh729uVDziiYeQNJ7S3SKTDRpnbS0m5pxkrFBGR5uLZuYLCZY8QTj7XlX7NX+LPZmzvC7UNQgtSmOoAIoMiOb/X+SzcshCP19OkgywjdNixiEib9vPqbyhzuzEMD3aLnStD+vi7pICnMNVBXDPwGjKKMvh679dNuk+kQ0fKiIi0VeVuLwu2h2C1F+DDR2dHZ8xdRvi7rICnMNVBnBR9EsNih/HGpqZtk1AVpjQJXUSk7Vm4ajdfmPfzWKSdvJ6nYp38oCactwKFqQ7kmgHXsHL/Sna4dpzwPSKcGuYTEWmLSso9PPHtMoI6fUz3UdPpfMMnMOB8f5fVIShMdSDn9DyH6KDoJm3iGWq3YDEZOlJGRKSNef7bnymNepm+EQO4Z+Q9/i6nQ1GY6kCsZitT+0/lgx0fUFBecEL3MAyDCIcVV5F6pkRE2oSibIq/+xfvbH4Au7WcpyY+itVs9XdVHYrCVAcztd9UKjwVvL/9/RO+R3iwDjsWEWkztn9B6VcPMN63lr+OfYCuIV39XVGHozDVwcQ54pjcczJvbH4Dr897QvfQYcciIm1EWhKFXz1EsLuA2wrgMnuIvyvqkBSmOqBrBl7D7oLdfJf+3QldH+Gw4SpRz5SIiL/t3LCcjML9gEGXkFjISPF3SR2SwlQHNDx2OAOjBvL6phM7r++4R8oUZcPqlyo/iohI8zv0ffaD79bz163LMAwfNrMNi8mkQ4z9RGGqBc2fP59BgwYxevRof5dSg2EYXDPgGlbsW8Hu/N2Nvj7SeZzDjouzYc3LlR9FRKTZubd+Tt5nD7H867+yLuoApafcjtkRBePv0p5SfqIw1YJmzpzJxo0bWbVqlb9LOcb5vc4nzB52QtskROiwYxERv6jY8S37P5qDtSKXW30ruK/z2Qw+9Q6YMEuHGPuRwlQHFWQJYkrfKby7/V0KywsbdW2kw0ZeSQUer6+FqhMRkdp89uXnFFdUYBgegi1BTAnt06TzVqV5KEx1YFcPuJoydxnv72jcNgmRDis+H+RrErqISKt59YddvLIzDHtQAeCjk6OTzt1rIxSmOrDOzs5MTpjM/zb+D4/X0+DrIo532HF6MhRlVn4UEZFm8UNqNg98sAHzyRU8H2rFcERjnfAHzZFqIxSmOrhfDvwlewv3snzv8gZfE1kdpmr2THl3riDzk3/iLc6FFU9AWlJzlioi0vFs/oSi167jzVdf4KTELDaVvkXCyFsIOus+zZFqQyz+LkD8a0jsEIbHDufVja9ydo+zG3RNpKPymIKjN+7M2raK3OIKIi2+ypSekaLfmkRETlRaEt6lf8OctZM7jGSeNDuJjBvOTafMApN+fLcl6pkSrht0HasPrGZT9qYGtY+oo2fqZ29PAHy+QxPTtd+JiMgJ82WsY39+KT6fD6u9gD6lhcybMA+LglSbozAlTOwxkXhnPP/b9L8GtbdZTDht5mN6pj4v6sNz7ovJN0K134mISBN9nNWJglI3ZrOPUk8JZ425izhHnL/LklooTAkWk4VfDPgFn+z8hKySrAZdE+GwHTMBfe1uFz/5EskiHLTCRETkhK1Oy+HO7x380HMy2YaXnYMvZfDIGf4uS+qgMCUAXNHvCiwmCwu3LGxQ+0intcYwX0FpBVszCxgUH0aF20u558QOURYR6egyC0q5/bVkhvSAxfYfWdrzZCZOnOPvsuQ4FKYEgDBbGJf1uYy3trxFmaes3vYRwTbyjghT6/fm4fPB5EGd8QEZeaUtWK2ISGByb/qI7fOncJp3Jfaur1Fid3DhtEWYQzS815YpTEm1awdeS25pLh+nflxv26OPlFm7O5ewIAtje0cBsC+3uMXqFBEJSGlJ5Lz/Z4aXrGS2/d8409fwyBmPEBUU5e/KpB4KU1KtZ1hPzuh2Bq9uevXwirw6RDpseAqzYPVLUJTN2t0uhveIJDbEjskw2OcqaaWqRUQCw86fviO3uAKL2UdhRT63dRrH8Ljh/i5LGkBhSmq4btB1bMvdxsr9K4/bLtJhxSjOhjUv4yvOYu0eFyd3j8BwxPCl43y2FNhaqWIRkfavqMzNIz8FEWzz4fG5CbGGMHL4jf4uSxpIYUpqGNN5DP0i+/G/jcffJiHCYSOvtHLOVLqrhJyick7uEQHOaDZ3vZKNLmsrVCsiEhjmfbqZZaU9eatzKIUWK5ETH8BIGO/vsqSBFKakBsMwuG7gdSzfu5xd+bvqbBfptFLu9uL1wcaMfACGd48AICHGSVpWUWuUKyLS7q1Mzea/36cxeNgXfGarwHf6HwgacJG/y5JGUJiSY1yQeAFRQVHH7Z2q2gXd7fWyKaOAxFhn9WO9Ypyk55VSWtHww5NFRDqiknIPs95eT5/eP7G58GvuGv8P4ibMAme0v0uTRlCYkmPYzXau7n817+94H1epq9Y2VYcde7w+NmXkc3L3yOrnesU4AdiVrRV9IiJ12vwJqc9NYWDxe2QHLeLq/ldzYeKF/q5KToDClNTq6gFX4/V5eXPLm7U+X3XYcYXHx47Mwsr5UockRFeGqZ0a6hMRqV1aEiWf/pVeOSuYZX2Ty62x/GH0H/xdlZwghakWNH/+fAYNGsTo0aP9XUqjRQZFclmfy3hj8xu1buJZNaRXWObG4/PVCFMxITZC7BbSshWmRERqk79zNel5JRgmN+DjzvizsJm1Crq9UphqQTNnzmTjxo2sWrXK36WckF8N+hW5pbl8sOODY54LC7JgMgzySyuwW8z07xRa/ZxhGCTEONh5UGFKRORoxeVu/m+tDZ+pEPDRydmJ8J6n+7ssaQKFKalTj7AeTOo5iVc2vILXV/OsPcMwCAuqXNHXv3MoFnPNf0q9YkLYWVfPVFF29WafIiIdidfr456FKSwpq+DfkSbc9jCcZ/4ZEsb5uzRpAoUpOa4bTrqBtPw0vtrz1THPhQZZABgYH3bMc72iHXVvj3Bos0+KFaZEpGN55PMtfL51C2E93qIscQLOifdDn8n+LkuayOLvAqRtGxo7lBFxI/jvhv8yscfEGs+FBVuhEAbFhx5zXUKMk8yCMorK3Djt+mcmIpL04asMWvkKv+hRykp7MH85+3FMQZH1XyhtnnqmpF43nHQDazPXsi5zXY3HhxqpxJDHECP1mGsSDm2PoEnoIiKwZeWnxP74TyZZ1nBD5mYW9L2eSAWpgKEwJfU6o/sZ9ArvxcsbXj78YFoSFxUsJNJURPia+ZCWVOOaXoe2R0jL0l5TItKxHcgv5aPPPsVmK8WHlzhHLL2K8/1dljQjhSmpl8kwcf2g61m2exlpeWmVD2akEOm0YauaeJ6RUuOaSKeNCIeVnVmFx9yvbPcqfEWZkJ7cwpWLiPhXaYWHGa+uYbPNidvIw2yYCbOFQfwwf5cmzUhhShrkot4XERUUxasbX618IH4YdrOJ6kV8tXxjSIh2krk/vcbKvcKty9mzZA7uwhxY8cQxPVoiIoHC5/Px1/d/ZmNmOlsSfuC9nsMwD7gQJt6v1XsBRmFKGsRutvOLgb/g/R3vk12SXfmNYPxdEBxZ+bGWbwy9Ypy4svfXWLm36vuv8Hh9eH2+ykZH9WiJiASEzZ+Q9vw0ste8S/8h74Ph5rrLX8M87RUYcL6/q5NmpjAlDXZV/6swGabDR8x0GQHOuMqPtUiIdrIvt6T685yicl7aEYbZZOD1+fDhU1e3iASetCSKP/kLnfZ/zf2h/yU2exWPnPEInZ2d/V2ZtBCFKWmwcHs4l/e5nDc3v0lxRf0TyxNiHLhKyvEc6oV6YfkO1jCIvBEzyfWGcGDo7erqFpGAk7JqOXtdJZhMPsp8BdzWaRyjO7e/Y8Wk4dpdmHK5XMyYMYPIyEgiIyOZPXv2MW3qe7429V0ze/ZsZs+ezbx58xp8z0B0/UnXU1heyNvb3q63ba9D2yOUub1kF5Xx3+/TuGl8LwaMPINswkl292zpckVEWo3H6+Ohjzfxf8k2nHbw4SbUFsKo4b/2d2nSwtpdmLrllluYPHkyixYtYtKkScybN4958+ZVPz9jxgymTp3Kzp07uffee5k3bx5Lly497j3ru2b27NmkpqYyd+5cZs2aBcDUqVNb5gts47qEdOGCxAt4ecPLVHjdx21btddUudvL6yt3Y7eYuen0RJw2C3armZ/3aWmwiASAzZ9Q/saveOrZp/jXt6mccd65/Ds+jOTwWCIueBwjYby/K5QW1q7C1NKlS5kxYwZTpkxh0qRJLFq0iBEjRvDCCy8Alb1Ws2fPZtKkSURERDBr1iwiIiJITT12U8kq9V3jcrmYN28eM2bMqL5mxowZLF68+Lj3DWQ3Db6Jg8UHaz1i5khhQVYiHDYKSt18uD6d6RMSCQ+2AuC0mdmQrjAlIu1cWhLuL+7Hu+VTLspawNsX+NjsXsCnQQY9fr2MoJMu93eF0graVZgaNWoUkyZNqvHYkZ9HRESQmJhY/bnL5SIxMZFp06bVec/6rlm9enX1a1epar948eImfDXtV2JEIhN7TOSdbW/jq6ftBOcezMUHGWPfxQ2nJVQ/7rRb2JtbTHZhWYvWKiLSojJSOJBfhg8fPaOcFGe+wdd7v+afp/+T7mHd/V2dtJJGh6mqnpz65g0tWLCAyZMnM3XqVEaOHFljKO5ERUREHPNYamoqU6ZMqbXOiRMnMmPGjFqvq01t1yQnJ9f62hEREaxataox5QeUm4fcTHphOvnlx+ldSktiWtnbRBiF3B38Mc6MldVPOWxmANbsym3pUkVEWsz3Jd0oLHNjNZuo8JXwr4OruH3Y7UzoNsHfpUkravAJtC6XiwULFjBnzhxcLhfTp0+vs+3UqVNZunQpO3furA4hvXv3Jjs7m7lz5za56CNrSk5OZtGiRTUer5rfVDVZ3eVyVc91qktd1+zYsaPW9lFRUbhcrub6Utqdk2JOYnjscLK2JhGGD6O2RhkpBFtNmMoMIoKtlXtKJYwDRzS2Mb/G6opg9a5czjlJy4VFpP3JKSrnt98Fc0OXGXQN/YYHijbj7H0OM4bNqP9iCSgNDlNA9XyiI+cPHW3x4sUsXryYRYsW1ejNmTt3LlOnTmX06NHVPUmLFy9m4cKF9b7u3LlzawzFVbnllluOCVJQOQxXNY9q8uTJzJkzp94wVdc1vXv3Pu41HdmUflMo3fglaw6sYVRs/2MbxA8jItiGr8yEYRiH95RyRsOoG+mzNZnVaTmtW7SISDP5+5INlLu9XDj1F1z77Zd4Hb14/fQ5mIx2NYNGmkGDw1RVMKovQMyZMwfgmLlNVQFqzpw51f8/ZcqUWofoGmLBggXMmDGDESNq3zCyyuzZs5k8eXKj7n3kNVVfr8vlqhEOU1NTGTlyZOOKDjBDYoew0xLMq1sXM2rwL45tcGiXdOPLB2rdJX1Uz0ge2nCA0goPQVZz6xQtItIMvtx0gPfWpfPwlCE8tu4BMoszef3C1wm1hfq7NPGDZo3PVcNuiYmJtc5TSkxMJDk5ucmr4BYvXkxiYmKNwFbXkFtUVFS9get411S9RtVEdKC6/iMnpXdEBgYxwTFszN5I8oE6Di0+zi7poxKiKPd42bRjZ43z+0RE2rLin5bge+sG7uy2nf2m91m+dzlzJ8ylV3gvf5cmftKsYaoqcNQ14buql6cpYWrp0qWsWrWKqKgokpOTSU5OZvHixbz11lu4XK5jVti98MILvPjii9WfJycn1ximrO+aiIgIpk+fXj0EWPX8pEmTGh3SAlGoLZQeYT3410//avS1AzqH4rCZ2bwjrcb5fSIibVXZjm9xLbmPcd7V3Fi+gDU/PsUdI+7QhPMOrlFzpupTFZKioqJqfb4qZJ1omEpOTq4efjt6dWBubuWqsDlz5nDLLbdw7733EhERwezZs2sMTa5evfqYTTzru+aFF16oXsEYHR2Ny+Xiiy++OKGvIdAYVM6d+u36p9mcs5kBUQMafK3FbGJEj0g2pO9tuQJFRJpJ6sFCvlj8PmeVuYk1G6SXZnJ53EguGXyTv0sTP2vWMFU11FZXz1RVyKprhVx9RowYgc93/J2N1qxZc9znp0+fXmMlYkRERL3XACe0CnH+/PnMnz8fj8fT6GvbBUc0jLyB8X0voFvqu/zrp3/xyBmPNOoWI3tG8s13G/F1pvYVgSIi/pSWBBkprCjqyoxv7Ex29uKXkXY8eRVYTcGce+ofKhfYSIfWrMN8R07Wrk1OTuXKrejo6OZ82TZr5syZbNy4MXD3ozq0Ks8S0olfD/k1n6d9zg5X44LyqIRI8ksrKHN7W6hIEZETlJaE9+NZ5C57gqhv7mNGwn7+dsev+VenTnwXEorzvHkE9Z7o7yqlDWjWMFU1h6gqNB2tKmR19C0FAtFlvS+js7MzL6x/of7GRzi5RySGAcVlxz/nT0Sk1WWkcDC/CHt5Ll3DbPx2YBHP//QkL1XsJ/Tat4kefp2/K5Q2wi89U0dvmyDtn9Vs5eYhN/Ppzk9JzWv4nLgQu4VzIzIwig9Ceh0rAkVE/GBNeQ9cxRXYzCbCg6186yngtU2vMWvMLEZ3Hu3v8qQNafadxUaMGEFqamqtgep42yZI+3dZn8uIc8SxYP2Chl+UlsSvvO8S7M6HFU9Uzk8QEfGzzIJSpn9j59NO0zEPOI/U0b/krp1vcWXfK7m6/9X+Lk/amGYPU/feey/AMSvmqj6v70w/ab9sZhs3D7mZT3Z+QlpeWuWDhyap46hjnlxGCsFWM16fD7fXW3nkjIiIH/l8Pv6waD2GAddefysHL3qYm9PeZlD0IP50yp804VyO0egwVbWtQV3zoqp2NT86NM2YMYMpU6Yc90w/af+u6HsFMcExh3unDk1Sx1lHmIofRvChQ49LKjyHj5wREfGT/36XxvKtB3l46jCcQV7uWHYHhmHw+JmPYzPb/F2etEENDlOpqaksWLCgeouApUuXMm/ePJKTj53nsmjRouojWWbMmFH9sbZz9CSw2Mw2bhp8Ex/t/Ihd+bvqvyBhHNYJ91BghLIs+hfHHDkjItKa9n7/NnGf3cpDg/ZwRr8Y7ltxH6l5qTxz9jPEOmL9XZ60UYavvo2bpMny8/MJDw8nLy+PsLAwf5fT4so8ZVzw9gWM7TKW/xv/f/VfcHAru/99LXODf8f8OzUXQUT8o2jrcg6++Rs6ew9gi+nF+wMm8Nd9n/L4mY8zqacWTnVEDf35raOtpdnZzXZ+PeTXfJT6EXvy9zToGqfNwvbMAkrKA3SDUxFp08rcHt7+8CMqvF5sFhNF7kK2bnyLO06+Q0FK6qUwJS3iyr5XEhkUyYKfGrayz2Ez4/b6SNnratnCRESO4vVWTjj/NKczXcODAS8HijOJSDiDm4fc7O/ypB1QmJIWEWQJ4teDf82SHUsa1DsVZDXjtFlYnVb7wgYRkZYy99PNLFmfzrXTrqH07LtZ7gjmvR5DueHCF7VyTxpEYUpazNR+U4kKiuLZlGfrbWsAg7qEsXpXbssXJiICkJbEytf/wdpvP+IvFw7irIHh3Lr7fR7q0Y8brlyI3Wz3d4XSTihMSYsJsgQxfeh0Pkr9iO252+ttP7hLOGt25eL1ak2EiLQsX9oKct6+i66bX+apiDe5odte7ku6j7T8NJ45+xligmP8XaK0IwpT0qKu7HslXUK6MH/d/HrbntQ1nIJSN1szC1qhMhHpqPJKKnj7w485mFdMnLmATiFmklY/y9JdS5lz+hz6R/X3d4nSzihMSYuymq3cOuxWlu5eyobsDbU3OrRL+oDEBCwmg1VpGuoTkRaQlsS+Tx7lT48/z4cHY+kSHoTNYqKwvJB/Z63mzhF3MrHHRH9XKe2QwpS0uIsSLyIhLIFn1j5Te4NDu6QHR8RxUtfwyknoRdmw+qXKjyIiTZWWRPbiu+CHZ/md59/MmzKU0AsfJLfHKfwl2E3XwdP49eBf+7tKaacUpqTFWUwWZp48kxX7VrA2c+1x247uGcnqtFwozoY1L1d+FBFpog3J35KVX0ysuZCEKDtxhVvY02Uwl1pzcSWcyv2n3q+Ve3LCFKakVZzT8xz6R/bnqeSnON6m+6MSItnnKiGzoLQVqxORQLYnp5iH19sJDbJgNRuYMCiI7s3tX95OuD2cJ896UmfuSZMoTEmrMBkmfnvyb1l9YDXfZ3xfZ7uRPaMA+Dk9v7VKE5EAVuHx8ts31rI9eBgRFz+I0fdcKs7+E7/Z8Tp5ZXk8O/FZwu3h/i5T2jmFKWk1E7pNYGjsUJ5OfrrO3qnYUDu9Ypxs2JfXytWJSCB69POt/Lwvj6evORnHkIvxTX2Z+w4m8XPWzzx19lN0D+vu7xIlAChMSasxDIM7T76Tn7N/5svdX9bZbmTPSH5SmBKRpkhLYscH80j+5kP+cG5/Tu4RCcD8dfP5eOfHPHT6QwyPG+7fGiVgKExJqxoTP4bxXcfzRPITVHgram0zOiGS1KxCPMeZWyUiUqe0JCo++gOO5Bd4OOQ1bumRAcB729/jhfUvcNeIuzg34Vw/FymBRGFKWt1dI+5id/5u3t76dq3Pj+wZxWBSqcg/AOnJrVydiLR3ZXvWkp5TQAQFdA2zYtq/npUZK3nguwe4su+V2gJBmp3ClLS6/lH9uaT3JTyX8hxFFUXHPN+7eB2/sX2IudQFK56AtKRWr1FE2qfSCg//XGen3O3FbjFhMZnYFxrD3V/dzZj4Mfx57J+1BYI0O4Up8YvfnPwbiiqKeOnnl455zshYj91iwls1zJeR0srViUh7VOHxMvO1ZN7I7IZv4v2Y+p1L3ul3cdOW/9A5pDOPnvEoVpPV32VKALL4uwDpmDo7O3PdwOt4ZeMrTOs/jThH3OEn44dhMRv43Ic/FxE5Hs/OFXzw8ceUZETzwq9+Rb9+sRRVXMgtn95Iuaecl897mRBbiL/LlAClninxm5uG3ITdbOfZdc/WfCJhHGu734CLEBh/FySM80t9ItI+uFO/5cDCOznlwEKej36LM2xbqfBUcPdXd7OnYA/PTXqOzs7O/i5TApjClPhNqC2UGUNn8O72d9nh2lHzya4nk+kNo7zTcL/UJiLtw+b9+by0+H0KikvpbC0kzGbgzVjHX777C6sPrObJs56kf1R/f5cpAU5hqgXNnz+fQYMGMXr0aH+X0mZd1f8quji78MSaJ2o83ik0GICDOlZGRI6WloQ7aT6L3l7IxU+vYBO96BHlwGKqnFi+KH8rH6V+xEPjH2JM/Bg/FysdgcJUC5o5cyYbN25k1apV/i6lzbKardw54k6+3vs1KzNWVj8eF2YHIDO/zF+liUhblJZEyZLfk730cU5KeZB/DM9jzj23Enze36HvuXzVbwIP7l/G7NGzOa/Xef6uVjoIhSnxu3MTzmV47HDmrpqL21s56zwutDJM7VfPlIgcYf3q5ezJyifcl09idBBXd8vFbjHDgPP5dMw13Jn+KTeedCPXDbrO36VKB6IwJX5nGAZ/HPNHtuVuq97I024xYzGZOJCnnikRAbfHyz8+3MiDa2yEBlmxW0wEWczVq31/zPiRP337Jy5IvIC7Rt7l32Klw9HWCNImnBRzEpf1uYxn1j3Deb3OIxywWQwOqGdKpGNLS6Jo1xoe/SmY/6Z35b6LrqRz9CCM9Qth6NWQMI4tOVu486s7GdVpFP847R+YDPUTSOtSmJI2484Rd/J52uc8l/Icf+x1BVazicw8hSmRDistidIlv6cg5yBX+RxccdFcBp/WC+gFAy4AYF/hPm5fejvdQ7vz+FmPYzVrU05pfYrv0mbEBMcwfeh03tz8Jjvd+WyIv4JtRXZ/lyUifrJjfRJ7svKJ8OWTGBXEYGNnjeezSrKY/vl0bGYbz056FqfV6adKpaNTmJI25ZeDfkmXkC788+cXyex7NZvzbHi9Pn+XJSKt7I0fd/PnlWaCbWbsFhNWs6nGaQj55fnM+GIGJe4SXjznRWKCY/xYrXR0GuaTNsVmtvH7Ub/nzq/uZGDfFMo9Vg4WltEpLMjfpYlIK/DuXMGyr77g3W2hDBh7Hp37DcD46a3q+VEAxRXFzFw6kwPFB3j53JfpFtrNz1VLR6cwJW3OWd3PYmz8WD7c+xwYt7E3t0RhSqQjSEviwFt3MqDIxXPRUUQNG4uRcCEMvLC6SYWngnu+voctuVv41zn/ok9kHz8WLFJJw3zS5hiGwb2n3Et2WSa26K/Z5yrxd0ki0goq9q2lsLiUTpZCooPNGBnrazzv8Xq4d8W9/Lj/R546+ymGxg71U6UiNSlMSZuUGJ7IjSfdiD3mazZkbvd3OSLSCjb4elHhM4EjGkzmGnOkfD4fD658kC92fcHDEx5mbPxYP1YqUpPClLRZ04dOx+yN4IvM5/D5NAldJNC9k92T+UHTsYybCefPq54jBfBE8hMs3rqYB057gIk9J/qxSpFjKUxJmxVkCaKP+ZccdP/MZ2mf+bscEWlBPp+PLzdlEjv4bIxTZ9YIUv/66V/85+f/MGv0LC7rc5n/ihSpg8KUtGknRZyCvXwY81bNo7C8sP4LirJh9UuVH5vSRkSaX1oSfP9s5cejbD1QyD5XCWcPiKvx+KsbX+XJ5Ce5ddit/HLQL1urUpFGUZiSNq1rZDAl6RdRWFHI/HXz67+gOBvWvFz5sSltRKR5pSXheuduKpKegU9mHROolm46gNNm5pTEqOrHFm5eyLxV87hx8I3cPuz21q5YpMEUpqRN6xrhoKgklBsHTef1za+zIXuDv0sSkRNwcOuPHHAV4SnMwud1Q0ZKjeeXbc7k9L6x2C1mAN7d9i4PrnyQ6wZex90j7sYwDH+ULdIgClPSpnWNDAbg1JjL6RvRl/uT7qfCW+HnqkSksV7fE4nJAK/PR2GZu8ZKvZyicpJ353L2wMohviU7lnD/d/czrd80Zo2epSAlbZ7ClLRpXSMqw9SB/Ar+Pu7vbHdt56WfX/JzVSLSGNszC3lieyx7R8wiJfgUHvVcja/nadXPf7U5E4Cz+sfxWdpn3Jd0H5f1uYw/j/2zgpS0CwpT0qbFhNiwW0xkHUhn0M6V3NpnKs+nPE+qK7VlX1iT1EWazTPLttE5LIjTLrwOY9p/eTl7EJ9tOFD9/LLNmQzrFsFPuUn88Zs/cn6v87n/1PsxGfoRJe2D/qVKm2YYBl0jgsnL3g9rXubGxEvoGtKVv373Vzxez4ndND0ZijIrP9ZFk9RFmkXqwUI+SEnn9jN7Y7eYGZsYzamJ0TyxdCter49yt5dvth6kb889/G757zi7x9k8OO5BzCazv0sXaTCFKWnzukYGcyC/DAC72c4Dpz1AysEU3tzyZqPv5U79lvSP5uAtzoUVT9S6RFtEms8zX20nNtTO1FHdqx+7e3I/Nu8v4LMN+1mVlkOx9SeW5szj9K6n888J/8Ri0rGx0r4oTEmb1zUimMyC0urPR3QawdX9r+bJ5CfZW7C3ZuN6ep3yUtdQUOrG4z20o/pRK4pEpPmkZRXx/rp0bjujN0HWwz1NY3pFMa5PNE8s3cZ/132Eo9v/OKP7BB4941GsJqsfKxY5MQpT0uZ1jTjcM1XlrpF3EWmP5M8r/nx4uC8tifLlj0FJ3b1OadbKE+a9VcfTHLGiSESaUVoSKYsfYlLwNq4e0+OYp++e1I+owoUk7rufc9w9ePiMh7GaFaSkfVKYkjava2QweSXleI44n89pdfLPkX8gcfs3LFz7LAAZm39gZ1YRHu+hRrX0Oq01DeI598Xk+ELwjruzxpEVItJM0pIoW/J7RmW8yUPB/yNo3w/HNPHu/y/3mxbyy7xS/lZ4AOvuH/1QqEjzUJiSNq/Loe0RKjw1Dzs+OaQHM9x2Fq97gS05W1he0AXg8KHItfQ6pWYVsYHeHPSGsSd4YJ2vWb57Nb76JqmLyDFKyj0sX/4Fu7LyiTIKiAwyHfOLzcepH7N81VOEWkKI8XlxWtCQu7RrClPS5nWtDlPeY56Lc8TRJaQLf1rxJ17aF8dz7ospNIfC+Ltq7XXaebCIkT0jAdiYkVfr67lTv2XPhw/hKczRJHWRBvLuXMFPi+dwz8PzeWFbGJEOG0EWEybDqPGLzZIdS7h3xb1EJJxBl5BO2GtpI9LeaMmEtHmdw4MwDCh3HxumTBj8buTvuOK7P1LkeRebdQQ5RBDRZUSt99qZVcQ5g0IJyjSzKb2A82tpk75pJW6PD4/ZV/kGyUjRcKBIHTxeH6uXLyF2xV+JrCjgT0HhWKc9TKxtIKx/E4ZeXf3+eXfbu9z/3f1c1ucyfn3q/RhbPz+mjUh7pDAlbZ7VbCLWaa+1ZwqgV3gvTo26lm+8rzAmvj9l22pvV1TmZn9+KV0jQ3HYzHX2TK0o6spIoGrBn35jFjlKWhLle9fyVX48czZEcbbrc24I9hJvLcQcHgtFW2Do7TDg8K8rr2x4hYdXP8y0ftP489g/V27IOeD8Gm1E2iuFKWkX4sKDKC+sPSQB5B8YR4j5OzaVv0GFx01BmZvQo9qkZRcB0C0yGIfNzM6DRRSUVhAaVHMF0f8yuvGT6XJ+630N9+jfEKrfmEWquVO/xfXOPZQX5tDd6+DSHvdw0RkX02PVanAdOvrliF9AfD4fz6Y8y/Mpz3PT4Ju4c8SdOiJGAo7mTEm70CnUToXbV+tzheVuVqbmcm2ve/FSjsmWy66somPa7cyqClMOHDYL+CBlT83eqQP5pWzMyGfQyDPIIpxNRu/m/2JE2qnvdmSxYOG7ZOcXE2MU0CcmmLtPKqHvmHNh4v3Q99DHQ7+AeH1e5q6ay/Mpz3PniDu5a+RdClISkBSmpF3oFB5EeR3DfKvScqjw+Lh86En8ZvgdGKZSPtq55Jh2qQeLiHLaCIvqjG3Mr6mwR5K8O7dGm+VbDmIYcPGwLphNBlv2F9ZdlM7vkw4id+37JD9yKf/+17NkOPrTM9qBzWLCZjYd7oUacD5M+2/1sJ3b6+avSX/l9U2v85exf+HmITf78SsQaVkKU9IuDPTuINyTi3vvmmOe+2FHNgPjw+gW6WB817EY3lC+y1rMhqwNNdrtzCqiV4wTnNGYRt9IQo+erN2dWyMUfbUlk+HdI4gIthJsNbNlf37dRen8PglwXq+Pzz9+m6z3/sTAwu94LPp9HrjkJILO/fsxvVBHKveU84flf+DD1A+Zc/ocpvWf5ofqRVqPwpS0fWlJDN/1EhFGISVfPVJjqwIf8ENqDpMHxlU/5jBFYffF8/vlv6egvKD68dSqMHXIiB4RrN3jwlecBWtepqLwICu2ZXFW/8p7OWxmNu0vOLxvlUgHkpZVxDUv/sAPSV8RGmQlyGImPNiKaf/6Y3qhjlRcUcxvvvwN3+z9hifOeoILEy/0Q/UirUthStq+jBSCbWbMJoP9+aXk7lhV/VRRuZvCsgomDuxU/ZjdasaUewmuMhf3f3c/Pp8Pn8/HzoOFR4WpSFzFFezJLQFgY3o+BWVuzuwfC0CwzYyruJyMvMPnAooElLQk+P7ZGr+geDZ9zI5np/DPJx8jPa+Eyy+4gM4RTgxnDJjMx13dmlWSxQ2f3sBPWT/x3KTnOLP7ma3wRYj4n1bzSdsXPwwDA5vZhNljMGednb9P8BAE5Je4iXLaGNI1vLq53WLmYGYwf5nyALNX/I6XNrzEpQnXkl/qJvGIMDW8RwSGARvT8+gBrNyZQ0yIjcFdwqHEgzHyBnI+DGX9Xlf1LuwiASMtCd8nsygtyKHQCOGtmN+wz1XCjXlP09WXyd+d2wm74gyC+lwAXcMr91uLH1bnflBpeWncuvRWyj3lvHzey/SP6t/KX5CI/6hnStq+hHEw/i4MRyTWM+/h/dwE/vbBBnz4yC+t4NTEGEymwyuEgqyV/6y720/hliG38GTykyzZ+jUAibEh1e3Cgqz0iQ1hY3rlUOCPO7OZ0C+28l7OaMLGT8cWFkvK3tr3oxJp1zJSyC4oxleUhauwmKCsnxkTtIcohw271UxcaBBBB3+ubJswDk69vc4gtf7gen71ya+wm+3874L/KUhJh6Mw1YLmz5/PoEGDGD16tL9Laf+6jABnHN0Hjecflw7mzVV7WPLJR4S5czk3at/hdo5oTKNuJMcXyvaDBczsdzV/MMXyv5/uw2TLpme0o8ZtR/SIZGNGHuUeLzuzijizf1yN54d2i2D9XlftNaUng87vk3bqh5JuZBeWYzWb6BMXwk1TL+Oy8y8gOtSBuQFDelWW71nOTZ/dREJ4Aq+c/wpdQrq0QvUibYvCVAuaOXMmGzduZNWqVfU3lgabNro7swdm0X/7v4k0Chm4/T+H53w4owkaexNB4XFsO1CIucTF1YWlxLhthPZ4DS9lNe41omcEadlF5JVUYBgwoW9MjeeHdQtn/d48vN6jJqGnJZH7+Tw8RTq/T9qfDel53PiVja+63YZlwHkYE/9W2euUMA7Onwdjb6/8WM+GtW9vfZs7vrqD8V3Hs2DyAsLt4cdtLxKoFKakXbq5TwFBVhNmk1F5SOpRJ873iQthW2blHlEWw0x33y/AklU9Ib3KiB6R+HxwsLCcQfHhRDhsNe4ztFsEBaVudu/dU2NPqaztP5JZUEaFx4cPX+NOvNf+VOJHBwvKuOW/q+kTF8L1N9yGcfSqvHqG9KByM84n1jzB377/G9P6TeORMx4hyBLUCtWLtE0KU9IuWbueTI8oB1bLoX/CRw1H9I0LZUfm4Q03c1wRjHLezqdpn/JsyrPVj/eODWGMfRcRnlwuitl/zOsM7Vb5m/b2tF019pR6a28UhgFen4/SCm/jzu/T/lTiJ+UbP2TrM1dyivtHFvxqJME2c6PvUVxRzO++/h3/+fk//H7U7/nTKX/CbGr8fUQCicKUtE8J4zDG340RHAnj7zrmt+g+cSGkZRdR7vHgA/a5Shjf5WzuHHEnz6c8zwc7PgDAtPs7ZlqWEGEUMiHzf8cM10U4bPSMdrD5wOHNO/e5Snhsayx7B02n0BTKoqArdeK9tHm+tBXkvH8fJ5eu5KHQd4jPbfxcvwNFB7jh0xtISk/iqbOf4vqTrtfxMCIoTEl7dmhSOl1GHPNU304heH2wL7eUCo+XCo+XXjFObhp8E1f0vYL7v7ufVftXQUYKDrsFwzCwW0y1DtcN7RbB1iOOlVmwfAchQRbGnj4ZIySO1/ZEk1VY1rzDdxoKlGa2+oevySupwGYxEWw1N25oGtiQvYFffPQLcstyefX8V7WHlMgRFKYkIPU5tAVCWk4RZe7KM/0SY0IwDIP7xt7HqE6juPOrO0kPiyXSYSXIYsLAqHW4bli3cLZlFuAFcorKeXPVHn49rhcOq4VIhw2TyWDhqj0NH75ryCpADQVKY9WyAWeVNbtyePznYCIdVixV24g0Ymh66a6l3PjpjXRyduKNC9/Q1gciR1GYkoAU6bQRE2JjV1YxZW4vVpOJrpGVG29aTVYeO/Mx4oLj+PXmf1Mw+mYMR+3DhQDDukdQ7vZSVuFhcfJerGYT15+aAIDFZHD2gDhe+2EXnoYcO5OWRMlXj+IryW3cKkD1VMnxpCVR/uEf8Hw/Hz6ZVePfVWZ+Kbf+Lxl3t9OIuvT/jnum3tG8Pi8vpLzA3V/fzYRuE/jPuf8hJjim3utEOhqFKQlYfeJC2J1bTFmFhy4RwZiP2Ngz1BbKs5OepcJbwZ92LsLtiK51uBDgpC5hGAYUlLlZkpLOdWN7Eu6wVj9/6bCupOeV8kNq/UFn14bv2Z1TjKdqq4W6hlqO7r1ST5XUodzt5auvvyAtM4/yvEwO5hdTuGtN9XO3vZaMyYBnrj0Zy8AL6zxT72iF5YXc/dXdPLPuGW4fdjvzJszTij2ROihMScDqExfC7qzKYb5ukcceB9MlpAsLJi8gtzSX3fm7KXGX1Hofh81CQrSTzPwy3B4vN43vVeP5fp1CGdY9gg9S0uutaZmrMwDuqi0VahtqSUuifPljje+9kg5ny/4CLn82iQXbQokKsWExm3AVl3PrUjdvvvoCm566gph9S3nuupHEhTY8CKXmpfKLj3/Bj/t/5Omzn+a24bdhMvTjQqQuendIwOobF8re3BLK3F66RtV+tl7viN7cf9rfKPOUMWflHMo95bW2mxi+jyifi5t7u4gNtR/z/K/G9mR1Wk71/KzaeL0+nt/Vmc8jryHH62RtjxtrHWrZs/F7dmYVUVbhpbDMjS9jXcO+YAlcmz+Bt66HzZ/g8/koTPmAHfOn8NgzT1Du9vLn228m5pKHsA44j/gr5nDxsC6M3PEUffOSmBvxHiO8Gxv8Ust2L+MXH/0CA4M3LnxDE81FGkBhSgJWn7gQKryVK/m619IzVaVfRF96hHZnQ/YG/vjtH3F73TUbpCVxgWshEUYhlxS+dbinyBENI28ARzQXDo3nFPtuSl3765xYvnZPLgfyyzjzrHMpC4pm/pbQyp3Vj5gPVe728sSGYIKsJgyjchuGB5NtpG9MOnbSeqDOowrUr+sEuTZ9zcH3/0TZpk9Ie2sWD91/F/vevpf4zOU8GPoOH15qYnDX8Mqhu2n/JWTYJVzVNYfEmBDsFhMRwbYGrdzzeD08s/YZ7vzqTk6NP5XXL3ydhPCElv8CRQKAwpQErL5xhw817hbpPG5bp9XJH0b/gWW7l/Gnb/9UM1BlpBAWbCHIasZqOmL7BGc0jLqx8gibfT9wd/BH2CpceL99vNahuU9+2k9cqJ2TuoQRFxpEWnYRn23YX2M+1IvfpvJebi/ME+7BFhpNxdg7yC4sp+DLRygvyMa74oh7t+Y8qtYMOB19ftihP+sSVyZPf7mN5994G1dJZY9psM3ML+LS6BIeRJDVTGyIHXvmT8feI34YZsM4PE+wnpV7WSVZ3Lr0VhasX8AdJ9/BY2c+htN6/PeMiBymMCUBKzbUzhj7LmLII6F0S73tx8aP5ZEzHuGLXV8w+5vZVHgrKp+IH4aBQfX89dp+MGWkEB5sxecDV0nF4cB16AejryiLT37ez7kndcZkGDhtZk7uEcHTy7ZXzp0C9rqKefLLbdw8vhfdBo3DcMYxePRZPDK+8mtxe32k55ZQtmdtM/zpNFJrBpz0ZLyFHfcAac+2zylaOod/Pv0UTy3bRvzAsfSKruxl6hQaRK9R5xPqCMJ0vMOIE8ZVrthrwMq9HzN+ZOqSqWzL3caCcxZwy9BbtBGnSCMpTEn7cMSQWkMZu77jNvMHRBqFhK55ukETuSf1nMQjZz7Csj3LDgeqhHGV2ybUsds6APHDsJlNWEwGuUXllMUNqXz8UAjZkprGPlcJ5w/pXH3JdWMT2JiRz/c7svEBT3yxlU5hdu6c1LfGrS1dhxPlsGG3mCip8PDXVWYyC0ob/OfQrqQlUbzsEcrysyhf/liHm3y/Z+0X7F3yEEZJLjPMS1hxlZ3rr7kWy+S/HQ5GY29t2GHEh4b96lq55/F6eC7lOW754hZ6h/dm8SWLGRs/tuW+OJEApjAl7cMRQ2oNlpFCkNWMYTIqN+Rs4I7PE3tM5PEzH+erPV/x+69/T4Wn4ri7rQPVgcvkiOKZiotYmNm9xtPLtx0kymljTEJU9WPDu0UwJiGK//2wi9ziCtbucfHgZUNw2Cy13tvsjCL47N/zVUlfrnzuOzK3fF//5p/tbf5RRgrFFZVHAOUUlTd6l+52qSgbz6r/8O/PV/HKOx/g9YHdYqZLeDCdig71qB4djBpwGPHxZJVkMWPpDJ5b9xy3Dr2VFya/oP2jRJpAYUoCV/wwYkLt2M21H4Z8PGd2P5Mnz3qSb/d9y8wvZ1LsLq7/oi4jsIR1IrbfWJ77egdlbg8APmDFtizOPakTFrOpRi/bHRP7YstMocy1n+t75nBGv9g6740zjm6DxvHO7acxik3kL30Yb3E92yc01/Bcbbu2t0RQix9GWUXlisj8kgoOhg5ovnu3URmrl5Dzyf/x8/K3SRh8Gj2jHFT9k23UAdoN9O3eb5nywRS2527nxXNe5Lbht+mgYpEmUpiSwJUwDtP4u4+7uzlQ5xDihG4TeH7S86zPWs99K+7D7XPXfv1Rrh3bk/35pby9Zh8ApRUe0l0lnD84vrLBEb1s46ybuSf4IyKMAn5R8U6DhrW6RTp4aKwHi8mg3O3Fi69le3DSkihb/hjuopyak+tbYh5VwjgWeC+m3BbOy6bLmZ/aqfnu3ZyaKUh+v+wDCpY9TKi3gIdiv+TaU3pgmvS3Ru1S3lAl7hIe/OFBbv/ydgZED2DxJYs5Jf6UZru/SEemMCWBrb7hOTjuEOKY+DG8dO5LZJVksTMvjf1F++t9yZ5RTi4YEs+zX2+nwuslr6SCELuVU3sfe38jYz1dIoKxW8xYjlwpWM8cseAeI+kcHoTX5yOnsLyyB6OlhvQyUsgqKKPc7WXHwULe++Rjvt12EM++NfUPMzZSZn4pHxSdxN7Bv6HnKZfyxo+7Kw+Rbk0N+XPc/gV8M6/y4wne66WknXyx7HNC7RbsRx4+XM9cpxOxIXsD05ZM473t7/HnU/7McxOf07CeSDNSmBKpx8DogcydMBfwMevb2WzK3lTvNb89uw97c0tYuukAeSUVnNYnGqu5lrdb/DAsJtOxKwXrmyOWMI6gM3+Hxx7JnPxz2WAbXGtPUfnu1fiaGHh88UMpqajsCYty2vgqvwtP/+e/pL3/f/UPMzbST/vyyCWM8NOnc9UZw7CYDP69Ymez3LvB6glKnp0ryPl8HqX52WR/Npe8TV9XPlFLcPJt/7zmvYqy8a56iSfe/54Hlmyk1+DT6BwehHG8laJN4PF6eHH9i1z30XUEW4J56+K3uHrA1VqtJ9LMLPU3EWmjTmCF34mKd8ZTEd6L6KAIrv/0eh4a/xCTek6qs/2AzmGcM6gT3y1/j2GeXC6Mzqi9YdVKwS8faPxQZJcROKPjybMPYdbi9bx3VSzWIy5J/uZDwpY9RHcjG9uKxzHCu5/QsFF6xEieKb+If4a/S/S5s3li6FWkf/oYxSt9eLy+yt/IMlKaZUjqp315RDqsdIsMxjAMrju1J69+v4tbz+hNeLC1/hs01aGjfEyFOXiXP4at6s+sKBs2fcCmyDNZ8fZ7TCgsI8EM2UXlLHr9bbIHR3BHbDLdkueRkl7K+77TKdn2LbfkP0MPUzauj//Jxv12BgbnEfTN/5FWMoW/XDSDX47vBZsjYf2bMPTqZh3WS81L5f6k+1mftZ6bBt/EbcNuw2puhT9DkQ5IPVPSfp3ICr8msBoW5pw+h9O7ns7dX9/NgvUL8Pl8dbafPTCH6zzvEmkUMij1P3X33jRhKNIEzDp3AJv3F7Bw1R4A3F4v8z7dzIeffYrVbODx+igodVcGnhMYCly328VPvkTMYZ2gywgMw6DrwLE4rGa8VV9/M/Wo/LQ3j8Fdw6t7Tm4a34tyj5e3lq87sSHMo7/e2r7+Q495C7P48fuvSMsuotzjZWdWES8sfJenv9zGntXvk/fZQyz4zwtsMSXSI8qB3WIiMSaEIaNOpzz1W8q+fpTygmxCVj9D/ubljA/ZS0yoHZNROW9u97evk7/0YewVefw96gtu6nboLMdmHtar8Fbwr5/+xdQPppJblstL577EHSPuUJASaUEKUyINcahnKCi0Kw+f8TC3D7udp9c+zexvZ1Pqrn3Pp97u7YQFWTCbTZgasTVDY/XrFMr0CYms+2EZZXn7ee71xbzwTSrDx0ygR5QDs8ngQEEpWaEDTmjS+Lo9ucSFBmE1HTE0lDCOLX1uIscbQsWpdzZbj8pP+/IY2i28+vO40CCuHt2dtB/ex7u8AXOUjnb011vb17/9C9xfz+X5fz/PI+uDCA+2EmQ10yU8iOLok1i1fAnFXz6KrdzFX8I/559XDCH4rN9BcCSWCXdzyaXTeOoME90ig7FZTPSOdfLEBINLz7uAKIcNm8VEQrSTa8Z0p1tkMEFWM2FB1hb597A5ZzPXfnQtT699mmsHXsviixczotNxQrqINAsN84k0RFXPEJW/gdw2/DYSIxK5b8V9/CrvVzx6xqN0P3ooLn4Y8eHB4GrYkR5NcVffg6T/+CGeohwuML3JpItHMvDUaZDixfLFA7xWcgXbfnDw6iW+Rv8GlbInj8HxYXDUGdDxg8ZxcMNL5Fj6cFIzfA0H8kvJLChjSNfwGo//pvcBXGvexVOUg2nFE9CY4cojtnSoiOpD8Y6VOPIPsGf9t+ztHolt7/f0WzOP4MJszjW9ybgL59Ip9I/w5QOETvwDdw+7moqkZyj/MRh7kZlgpw0O/ARDr4KKEugzGQBTl+E4bRYwGWAyVf5dV+1CfmgIzx4Uhn3Pd1C1y0Yz/nso95TzfMrzvPTzS/SK6MVrF7zG4JjBzXZ/ETk+hSmRE3Ruwrn0DOvJPV/fw1UfXsU/xv2DiYcCF9Dw+VAn6ojwZt++lPjwIEwug55RDiwcmrTdZQTm0DguOvNCpizO5r11xVzRiJdwe7z8tC+PKaeFwu6az/VJ6MmDTKLXAaNZwtRPe/MAGNItosbjcQVbMJw2Koq9uArLiE5fh+mIeUwMvKTWod6sn5dR9uEcoiuy2fvug7y6MIlfWJbR3cimYvljPFORy2BTGpHmMnqZDRKinZjNu6BPzaBk7XoyVtv/aoagI8I1cExwqv67HnB+zeG72to00ffp3/PQyofYW7iX6UOnc/OQmzWkJ9LKNMwn0gQDogaw8KKFjO0ylru+vouHVz18+Ew/aNh8qBN15Dyq+GEEWczYLKbKLRaO6vUY1TOKG05L4PtvvqAi/0CDV/dtPVBISYWHPgk9j5kAbw2NJbXnVL7ZV/e8scZYvy+PKKeNLuFBNZ+IH0ZMiA2r2UROUTkPrw+msMx97JDdEfOhNqTn8eq7H1Dm9mAyGUQ6rNzSfS9dD21DkRDtYMFkK/f8aip9O4Vgs5gwG0bNoFQV0BpynBA0bO5TM86POlB0gN8v/z3Tv5hOdHA0iy5axG3DNclcxB8UpkSaKNQWyqNnPMofx/yR1ze/zvWfXE9aXlrDb9AcqxLr+oF/xL3vHZTD7bbKoUDfiscbtJ3Buj0uzCaDgb171ToBfkxCFKvScvB46whUjZjw/vO+PIYcMfn8yK/NGH831pAoPKfdyasZXZny3Hdkbz3qOJ1D4erHjVuZ9vz3HHAOoEeUA5vZINppp9vJ5xJit2A2VR7XEpE4ipD+Z2Aaf3f9QanPZJgwq7q3yp8qvBX8d8N/ueS9S1i1fxUPjX+Il859iT6RffxdmkiHpTAl0gwMw+DagdfyynmvkF+ez9QlU1m4eSE+GtBr01yrEmvrBTvi3vaDP9E5rHKjz+rVffVI2eOif6dQgm21HzcyplcUBaVutuwvqP0GDZzw7vP5WL8375j5Ukd/bYNGnsm7t59G35L15H7xMOUF2bi+mMfedV/g3beGopwM3nzvfcYmRvOXmTdjmXDP4aA09tbaA2cTN3ZtTd/t+45pS6bx2JrHuLTPpSy5fAkX975Y+0aJ+JnmTIk0oyGxQ3jrord4bM1jPLjyQTZGDuE+r5s2MfASP4xgq5kyk8GBonKcnYdS34ls6/a4GNEzss7nh3WPwGY28ePObAZ1CTu2wZFn+sX2q/M+B/LLyCosY0i3OsLUET1sfZ2hzD3NS+H3Frylldd+v3gB4ywb6erLZXbop0RPuBCL3VLZk3TE/KdjPj/q3m3V9tztPLLmEZL2JTEibgRvXPgGg6IH+bssETlEPVMizcxhdXDf2Pt4btJzpOWlsd21nc/SPsPr8/q3sENDgYYjiidLL+Tj/MTjNi8sc7M1s4CTu0fU2SbIamZ49wh+TMs59slDG2D6jtwlvY5hv/V7XQB190wd1TPk6DmSuNAggqwm+sSFcM6gTkQe2oYgLtSO5cBPtV5Xaw9TG+l1qk12STb/+P4fXLnkSnbn7+bxMx/n5fNeVpASaWMUpkRayPiu43lm4tOE2cKYv24+N356I6muVP8W1WUEtrBOBPUcxdPLtuH1+uoMOD/tzcPng+E9Io57yzG9ovhxZ84xG5jm7lhFWlYRpe7K8wm96evqHPb7eV8eMSE24o+efF6XI+aImU+/my6nXUOM047FZGBgtOg2FK2hsLyQ51Oe58J3L+STtE+4Z+Q9vHfpe0zqOUlDeiJtkMKUSAsKtYbSNaQLD457kOzSbK5cciXPrH2GEndJ879YI4arrhvbk60HCvlsw/46A866PS6cNjO9Y0OOe68xvaLIKiwnNauoxuP/TYvAbDYwGbA/v5R7fzCxI+XbWg9HXr+v5s7nDXLkpPCGrrhr40rcJbz080uc/875vLj+RS7vczkfX/4x1590PTazzd/liUgdFKZEWsHQ2KG8fcnb3DT4Jv7z83+4+N2L+Sj1o+MeR9NojRiuGtwlnPF9Ynjyy22Hj4Q5SsoeF0O7RWA2HT/gjOgZidlk8OPOw0N9KXtcPLEtloNDb8MeGo11wj0YGLi/eYyygmy83x5eTejz+fhpbx5D6xriq8vRX29LbkPRwso95by26TXOf/t8nkp+inN6nsNHV3zE7DGziQiK8Hd5IlIPhSkJbP6eXHzkxppmO785+Te8f+n7DIkZwh+//SPXfXIdKQdb5piZ+uq5Y2JfNu8v4LsdWce2K8qmZ9pbjO1c/y1D7BYGdwmrDlM+n4+HPt5E/06hjB43CZxxJA47nYfGeipXE3p97M0toWR3Ze/Ugf37OKf0E06O8TTb19ZeFFcU88qGVzj/nfOZt2oe47uO54PLP+Avp/6Fzs4G/OGLSJug1XwS2I7eqboNvH73sO48ftbjrNq/inmr5nHdx9dxTs9zmDl8JokRx58U3pz1jOkFYxOj+CHpc8aZMjGOWHF3MDOdCys+Iy/mkgbddkyvKJLWb4XVa/nGPJaVO3N46cbRmA1XdRtTl+GEB1vxlJgp93j5y49mZg0vZdvOXVxjXkZ8ZBP/nvz9d90IrlIXr29+ndc3v05ReREXJF7AzUNupld4L3+XJiInQGFKxE9Gdx7Nmxe+yQc7PuC5lOe4/IPLuaDXBdw67FZ6hvVslRruG5yL9dO38FpzMB9x7t3mjHzCgYG1bXdQizG9olm2IpOyH1/lpUIrp/Xuw5n9YqHYfLi3KLYfjL8L85cP4Bz1e1as6M6Pz3/PLWErmWzKJyb/Z2BIC361/revcB+vbXqNxVsX4/P5uLLflVw/6HriQ+L9XZqINIHClIgfmU1mLu97ORcmXsg7297hxfUv8snOT7i498X8evCvW7yn4iRjJ3ttZsorvJSXVBCWsQ4jYRyb9hdwutlEjNPeoPuMTqjci2pvbgl7Cot58tqBlZPJj+4tOjSvKX7gaSwe0o1HFrzEmPRXiTQXYqx4EsJ7tNvJ43Xx+Xz8uP9HXtv0Gsv3LsdpdfLLQb/k2oHXEhUU5e/yRKQZKEyJtAE2s42rB1zNZX0uY9HWRfzn5//w/vb3ObP7mdw4+EZOjju5RV7XiB9Ol4hgPNkG+/NL+feGYG4cWs6WjHzOrWPX89pEOGycE5FOcFE2NybkMriuyeRHzGvq5nTw4FgPrhVmzN5Dk9wzUgImTBVXFPNh6oe8sfkNtru20yeiD/eNvY8Le12Iw+rwd3ki0owMX7MuJ5La5OfnEx4eTl5eHmFhDRs2kY6t3FPOh6kf8vKGl9mZt5NhscP41aBfcVaPs7Camnk/9ZQ34csHWNvvTm5Yk4jdYuLM0mX8xbGY0Av+DsOurv8eaUkceHMmoSX7sEb3wnrJ4w0LRWlJ8NHvwJUGEQlw4aPtOkz5fD7WZ63n3W3v8snOTyj1lHJmtzO5duC1jO48WntEibQzDf35rZ4pkTbIZrZxRd8ruKzPZXyz9xte+vklfrf8d8QGx3JF3yu4su+VzTfP5tDQ28mnnM1np/fgX/97lakH3sfhzq/cufzQPKrjykgh2mnDqDBjNpsa3sNUtT/Ulw+06/2hskuy+TD1Q97d9i478nbQ2dmZX530Ky7rcxldQ7r6uzwRaWEKUyJtmMkwcWb3Mzmz+5lsydnCoq2L+N+m//HiTy8yoesELu1zKad3Ox27uWFzm+rTOTyIP51cTsUqB+bCQ5t4NiQYxQ/DYjId3mylMTuQt9P9ofLL81m2exmfpn3KD+k/YDJMTOwxkVmjZ3FK/CmYTQ0fJhWR9k1hSqSd6B/Vn/vG3sfdI+/m450fs3jrYu7++m5CraGck3AOFyZeyMhOIzEZTds+ztRlOHbLEUGgIcEoQHqY6lNUUcQ3e7/hk52fsGLfCtxeNyM6jeCPY/7IeQnnaYNNkQ5KYUqknXFanUztN5Wp/aaSmpfKR6kf8VHqR7y97W06OzszscdEzu5+NiM6jcBiOoG3+IkGoxPtYWrjm22mF6bz9Z6vWb53OT/u/xG3183QmKHcPfJuzul5Dp2cnfxdooj4mcKUSDuWGJ7Ib0/+Lb8Z/hvWHVzHx6kf88WuL3ht02uE2cI4o9sZnNXjLMbGjyXUFlr7TWoLM6059NbGNtssdZey7uA6Vmas5Ju937A1dysWk4XRnUbz+1G/58zuZ2oelIjUoDAlEgAMw+DkuJM5Oe5k/nTKn9iYvZFle5axbPcylqQuwWSYGBwzmLHxYzk1/lSGxQ7Daj60KrC5wkwb72GqS4Wngo05G/kx40dWZqxkbeZayr3lRAVFcVqX05g+dDrjuowjxHb8A59FpOPS1gitQFsjiD/tLdjLDxk/8EPGD6zMWImrzEWwJZiTok9ieNxwhsUOY1jsMCKDIg9fdHArvHMLXPFi9REzgSKzOJOUgymkZKawPms9G7M3UuYpw2l1MqrTKE6JP4VT4k+hb0RfbWUg0sE19Oe3wlQrUJiStsLr87I5ZzMrM1ZWBoqDKWSVVB503CO0ByfFnES/yH4MCu7ESZmphA27FsMZ4+eqT4zb62ZX/i625m6t/m9LzhYOFB8AIN4Zz7DYYQyNHcqw2GEMjB7Y/Ht4iUi7pjDVhihMSVvl8/nYV7ivOlhtztnM1tytFFUUARBuD6dPRB96hPagR1gPuod2r/6vzjlYrcjtdZNZnMnugt3szt/N3oK97C7YzZ6CPaTlpVHuLQegk6MT/SL70S+yH4NjBjM0dihxjjg/Vy8ibZ3CVBuiMCXtic/nI70ona05lb05213b2VOwh90FuykoL6hu57Q6iQ2OJdYRW/kxOJao4ChCrCGE2cIIsYVU/7/dYsdiWLCYKv+zmqxYTBY8Pg9urxu3102Ft6L6Y2F5IQUVBZUfywsorCgkryyPrJIsMoszqz/mlObgo/JbmNkwE++Mrw59vcJ7VQeocHsdx9uIiByHwlQbojAlgSKvLI/d+ZU9P5nFmRwsOcjB4oMcLDlIVkkW2aXZFFUU4fV5m/V1gy3BhNnCiA2OJcYRQ1xwHDGOGGKDY+ns7EyP0B7Eh8RrmE5EmpWOkxGRZhduD2dI7BCGxA6ps43P56PYXUxBeUF1r1Kpu7RG75Pb68btc2MyTJU9VYYVq9mKxbBgNVtxWp2E2kIJtYbitDkVkkSkTVOYEpFmZRgGTqsTp9VJZ2dnf5cjItLimnbuhBzX/PnzGTRoEKNHj/Z3KSIiItJCNGeqFWjOlIiISPvT0J/f6pkSERERaQKFKREREZEmUJgSERERaQKFKREREZEmUJgSERERaQKFKREREZEmUJgSERERaQKFKREREZEmUJgSERERaQKFKREREZEmUJgSERERaQKLvwvoCKqOP8zPz/dzJSIiItJQVT+36zvGWGGqFRQUFADQvXt3P1ciIiIijVVQUEB4eHidzxu++uKWNJnX6yU9PZ3Q0FAMw2jWe48ePZpVq1Y16z2bqrVqau7Xaer9TvT6xl7XmPb1tc3Pz6d79+7s2bPnuCeiByK9d/TeaUrbjvzegbb3/mmpenw+HwUFBXTp0gWTqe6ZUeqZagUmk4lu3bq1yL3NZnObeyO3Vk3N/TpNvd+JXt/Y6xrTvqFtw8LC2ty/o5am947eO83RtiO+d6DtvX9asp7j9UhV0QT0dm7mzJn+LuEYrVVTc79OU+93otc39rrGtG+L/z7airb4Z6P3Tstep/dO82lrfz7+rkfDfCIdWH5+PuHh4eTl5bWp3zJF2jq9d+RI6pkS6cDsdjv3338/drvd36WItCt678iR1DMlIiIi0gTqmRIRERFpAoUpERERkSZQmBIRERFpAoUpkQDgcrmYPXs2s2fPPm67BQsWMHnyZKZOncrIkSOZN29es7QVaQ/8/T7ReypwadNOkXbM5XKxYMEC5syZg8vlYvr06XW2nTp1KkuXLmXnzp1EREQA0Lt3b7Kzs5k7d+4JtxVp69rC+0TvqQDnE5F2Kzc31+fz+XwvvPCCD/BNnz691naLFi3yAb5FixbV+3hj2oq0B/5+n+g9FfgUpkQCwBdffHHcHxIjRozwAdU/VI4E+EaMGHFCbUXaE3+9T/SeCnyaMyUS4FwuF8nJySQmJlYPLxwpMTGR5ORkUlNTG9VWJJC01PtE76mOQWFKJMCtXr0aoNZv5FD5zRwgNTW1UW1FAklLvU/0nuoYNAFdJMBVfZOOioqq9fmqb/JHfjNvTFuRQNDS7xO9pwKbeqZEApzL5QLq/s246pv8jh07GtVWJJC01PtE76mOQWFKJMBVDSNUfVM/Wk5ODgDR0dGNaisSSFrqfaL3VMegMCUS4EaMGAEc/qZ9tKpv8omJiY1qKxJIWup9ovdUx6A5UyIBrqG/GU+aNKl6KKIhbUUCSUu9T/Se6hjUMyXSAYwYMaJ6mfbRjl623Zi2IoGkpd4nek8FPoUpkQ7g3nvvBWDp0qU1Hq/6/MizyhrTViSQtNT7RO+pDsDfu4aKSNNVHZMxZcqUOttMmTLFl5iYWOOxxMTEWq9pTFuR9sKf7xO9pwKb4fP5fP4OdCJyYlJTU1m6dClz584lNTWViIgI7r33XiZNmlQ98fVICxYsYNGiRSQmJpKamsrkyZOZNWtWrfduTFuRtqytvE/0ngpcClMiIiIiTaA5UyIiIiJNoDAlIiIi0gQKUyIiIiJNoDAlIiIi0gQKUyIiIiJNoDAlIiIi0gQKUyIiIiJNoDAlIiIi0gQKUyIiIiJNoDAlIiIi0gQKUyIiIiJNoDAlIiIi0gQKUyIiIiJNoDAlIiIi0gT/D5X2rzHSWEzyAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.loglog(Q.f, np.sqrt(Q.S))\n",
    "plt.errorbar(Q.f, np.sqrt(abs(Q.S)), [Q.err_n, Q.err_p]/(2*np.sqrt(abs(Q.S))), marker='o', alpha=0.8, \n",
    "                 ms=3,ls='-',lw=0, elinewidth=1,capsize=0,mew=0,zorder=10,label='l')\n",
    "\n",
    "\n",
    "plt.loglog(M_s.f, np.sqrt(M_s.S))\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bae24d9d-4261-4882-b638-dc8bac7f3b99",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import inspiral_range\n",
    "\n",
    "def db(num):\n",
    "    return 20*np.log10(num)\n",
    "\n",
    "def db2mag(num):\n",
    "    return 10**(num/20)\n",
    "\n",
    "\n",
    "\n",
    "c = 3e8; L_FC = 300; \n",
    "PRXcolor = np.array([173,3,222])/255\n",
    "sqzcolor = 'mediumorchid'\n",
    "idealcolor = 'pink'\n",
    "phasesqz = 13.9\n",
    "\n",
    "\n",
    "\n",
    "# # budget = gwinc.load_budget('L1_1022_FC7000.yaml')\n",
    "# budget = gwinc.load_budget(\"../data/noise_budget/L1_1022_FC7000.yaml\")\n",
    "\n",
    "# ifo = budget.ifo\n",
    "\n",
    "\n",
    "\n",
    "colors = ['deepskyblue',\n",
    "         'olive',\n",
    "         'lime',\n",
    "         'teal']\n",
    "\n",
    "\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_nosqz_long = trace.Quantum.psd\n",
    "\n",
    "\n",
    "\n",
    "pH_UNS, = plt.plot([20,1000], [0,0], '--', lw=2, c='black', zorder=0)\n",
    "\n",
    "\n",
    "\n",
    "R1R2 = (1-ifo.Squeezer.FilterCavity.Ti)*(1-ifo.Squeezer.FilterCavity.Lrt)\n",
    "finesse = np.pi*np.sqrt(np.sqrt(R1R2))/(1-np.sqrt(R1R2))\n",
    "linewidth = 3e8/2/300/finesse/2\n",
    "label = str(round(ifo.Laser.ArmPower/1e3))+' kW in arm, with FC of '+str(round(linewidth))+' Hz linewidth, '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm loss'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $ '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm, $P_{arm}$ = 257 kW'\n",
    "pH_FDS = plt.errorbar(Q.f, db(np.sqrt(abs(Q.S))/np.sqrt(S_nosqz)), \n",
    "                      [Q.err_n, Q.err_p]/(2*np.sqrt(abs(Q.S)))*20/np.log(10)/np.sqrt(abs(Q.S)), ecolor=sqzcolor, \n",
    "                      marker='o', markerfacecolor=sqzcolor, alpha=0.8, ms=5,ls='-',lw=0,c=sqzcolor, elinewidth=1,capsize=0,mew=0,zorder=20,label=label)\n",
    "plt.semilogx(M_s.f, db(np.sqrt(M_s.S)/np.sqrt(S_nosqz_long)),linewidth = 2, linestyle = '--', zorder=20, color=plt.gca().lines[-1].get_color()) # get last color of the plot\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "P_arm = ifo.Laser.ArmPower\n",
    "ifo.Laser.ArmPower = 500e3\n",
    "ifo.Squeezer.Type = 'Freq Dependent'\n",
    "# ifo.Squeezer.SQZAngle = 13*np.pi/180;\n",
    "ifo.Squeezer.SQZAngle = lib.getAngleSqzHighFreq(budget)*np.pi/180;\n",
    "# ifo.Squeezer.FilterCavity.fdetune = -39.42; # [Hz], FC detuning\n",
    "# ifo.Squeezer.FilterCavity.Lrt = 0; # [-], FC RTL\n",
    "ifo.Squeezer.FilterCavity.fdetune = -39.3; # -39.3; # [Hz], FC detuning\n",
    "ifo.Squeezer.FilterCavity.Lrt = 60e-6; # [-], FC RTL\n",
    "R1R2 = (1-ifo.Squeezer.FilterCavity.Ti)*(1-ifo.Squeezer.FilterCavity.Lrt)\n",
    "finesse = np.pi*np.sqrt(np.sqrt(R1R2))/(1-np.sqrt(R1R2))\n",
    "linewidth = 3e8/2/300/finesse/2\n",
    "label = str(round(ifo.Laser.ArmPower/1e3))+' kW in arm, with FC of '+str(round(linewidth))+' Hz linewidth, '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm loss'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $ '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm, $P_{arm}$ = 500 kW'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_480kW = trace.Quantum.psd\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_nosqz_long = trace.Quantum.psd\n",
    "pH_480kW, = plt.semilogx(M_s.f, db(np.sqrt(S_480kW)/np.sqrt(S_nosqz_long)), ls='-', linewidth = 1.5,zorder=20, color='royalblue', label=label)\n",
    "ifo.Laser.ArmPower = P_arm\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "ifo.Squeezer.Type = 'Freq Dependent'\n",
    "# ifo.Squeezer.SQZAngle = 13*np.pi/180;\n",
    "ifo.Squeezer.SQZAngle = lib.getAngleSqzHighFreq(budget)*np.pi/180;\n",
    "# ifo.Squeezer.FilterCavity.fdetune = -27.118; # [Hz], FC detuning\n",
    "# ifo.Squeezer.FilterCavity.Lrt = 0; # [-], FC RTL\n",
    "ifo.Squeezer.FilterCavity.fdetune = -26.25; # [Hz], FC detuning\n",
    "ifo.Squeezer.FilterCavity.Lrt = 60e-6; # [-], FC RTL\n",
    "R1R2 = (1-ifo.Squeezer.FilterCavity.Ti)*(1-ifo.Squeezer.FilterCavity.Lrt)\n",
    "finesse = np.pi*np.sqrt(np.sqrt(R1R2))/(1-np.sqrt(R1R2))\n",
    "linewidth = 3e8/2/300/finesse/2\n",
    "label = str(round(ifo.Laser.ArmPower/1e3))+' kW in arm, with FC of '+str(round(linewidth))+' Hz linewidth, '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm loss'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $ '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm, $P_{arm}$ = 257 kW'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_losslessFC = trace.Quantum.psd\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_nosqz_long = trace.Quantum.psd\n",
    "pH_losslessFC, = plt.semilogx(M_s.f, db(np.sqrt(S_losslessFC)/np.sqrt(S_nosqz_long)), ls='-', linewidth = 1.5,zorder=20, color='darkorange', label=label)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "ifo.Squeezer.Type = 'Freq Dependent'\n",
    "# ifo.Squeezer.SQZAngle = 13*np.pi/180;\n",
    "ifo.Squeezer.SQZAngle = lib.getAngleSqzHighFreq(budget)*np.pi/180;\n",
    "f_SQL = np.sqrt(16*(2*np.pi/1064e-9)*ifo.Laser.ArmPower/(40*L_arm*2*np.pi*445))/2/np.pi\n",
    "# ifo.Squeezer.FilterCavity.fdetune = -f_SQL/np.sqrt(2); # [Hz], FC detuning\n",
    "# ifo.Squeezer.FilterCavity.fdetune = -30; # [Hz], FC detuning\n",
    "ifo.Squeezer.FilterCavity.fdetune = -28.22; #-28.26; # [Hz], FC detuning\n",
    "ifo.Squeezer.FilterCavity.Lrt = 60e-6; # [-], FC RTL\n",
    "deltaOmega_FC = 2*np.pi*22.89\n",
    "c = 3e8; L_FC = 300; loss_FC = 0\n",
    "# ifo.Squeezer.FilterCavity.Ti = np.sqrt(deltaOmega_FC**2 + (loss_FC*c/4/L_FC)**2)*4*L_FC/c; # [-] FC1 power Transmission\n",
    "ifo.Squeezer.FilterCavity.Ti = 584e-6; # 588e-6; # [-] FC1 power Transmission\n",
    "R1R2 = (1-ifo.Squeezer.FilterCavity.Ti)*(1-ifo.Squeezer.FilterCavity.Lrt)\n",
    "finesse = np.pi*np.sqrt(np.sqrt(R1R2))/(1-np.sqrt(R1R2))\n",
    "linewidth = 3e8/2/300/finesse/2\n",
    "label = str(round(ifo.Laser.ArmPower/1e3))+' kW in arm, with FC of '+str(round(linewidth))+' Hz linewidth, '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm loss'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $'+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $ '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm, $P_{arm}$ = 257 kW'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_optimalFC = trace.Quantum.psd\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_nosqz_long = trace.Quantum.psd\n",
    "pH_optimalrealFC, = plt.semilogx(M_s.f, db(np.sqrt(S_optimalFC)/np.sqrt(S_nosqz_long)), ls='-', linewidth = 1.5,zorder=20, color=sqzcolor, label=label)\n",
    "\n",
    "\n",
    "\n",
    "ifo.Squeezer.Type = 'Freq Dependent'\n",
    "ifo.Squeezer.SQZAngle = lib.getAngleSqzHighFreq(budget)*np.pi/180;\n",
    "f_SQL = np.sqrt(16*(2*np.pi/1064e-9)*ifo.Laser.ArmPower/(40*L_arm*2*np.pi*445))/2/np.pi\n",
    "ifo.Squeezer.FilterCavity.fdetune = -28.26; # [Hz], FC detuning\n",
    "ifo.Squeezer.FilterCavity.Lrt = 0e-6; # [-], FC RTL\n",
    "deltaOmega_FC = 2*np.pi*22.89\n",
    "c = 3e8; L_FC = 300; loss_FC = 0\n",
    "ifo.Squeezer.FilterCavity.Ti = np.sqrt(deltaOmega_FC**2 + (loss_FC*c/4/L_FC)**2)*4*L_FC/c; # [-] FC1 power Transmission\n",
    "R1R2 = (1-ifo.Squeezer.FilterCavity.Ti)*(1-ifo.Squeezer.FilterCavity.Lrt)\n",
    "finesse = np.pi*np.sqrt(np.sqrt(R1R2))/(1-np.sqrt(R1R2))\n",
    "linewidth = 3e8/2/300/finesse/2\n",
    "label = str(round(ifo.Laser.ArmPower/1e3))+' kW in arm, with FC of '+str(round(linewidth))+' Hz linewidth, '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm loss'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $'+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm'\n",
    "# label = r'$\\phi = \\phi(\\Omega)$, $T_{i} = $'+str(round(ifo.Squeezer.FilterCavity.Ti*1e6))+r' ppm, $\\Lambda = $ '+str(round(ifo.Squeezer.FilterCavity.Lrt*1e6))+' ppm, $P_{arm}$ = 257 kW'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_optimalFC = trace.Quantum.psd\n",
    "ifo.Squeezer.Type = 'None'\n",
    "trace = budget.run(freq=M_s.f, ifo=ifo)\n",
    "S_nosqz_long = trace.Quantum.psd\n",
    "pH_optimalFC, = plt.semilogx(M_s.f, db(np.sqrt(S_optimalFC)/np.sqrt(S_nosqz_long)), ls='dotted', linewidth = 1.5,zorder=20, color=sqzcolor, label=label)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "plt.xticks([20,50,100,200,500,1000,2000], ('20','50','100','200','500','1000','2000'))\n",
    "plt.xlim(20, 1000); plt.ylim(-10, 4)\n",
    "\n",
    "grayrgb = 200\n",
    "plt.grid(True, which='both', color=[grayrgb/255,grayrgb/255,grayrgb/255], linestyle='-', linewidth=0.5)\n",
    "\n",
    "handles, labels = plt.gca().get_legend_handles_labels()\n",
    "# legend = plt.legend([pH_UNS, (pH_FIS[0], pH_FIS[1], pH_FIS[2], pH_FIS[3]), pH_FDS, pH_optimalFC], \n",
    "#                    ['No squeezing', 'Squeezing without FC at various $\\phi$ (as in [2])', 'Squeezing with current filter cavity', 'Squeezing with optimal filter cavity'], \n",
    "#                    handler_map={tuple: HandlerTuple(ndivide=None)}, fontsize=12, edgecolor='black')\n",
    "order = [4,1,0,2,3]\n",
    "legend = plt.legend([handles[idx] for idx in order],[labels[idx] for idx in order], fontsize=12, edgecolor='black', ncol=1)\n",
    "legend.loc='upper center'\n",
    "legend.bbox_to_anchor=(0.5, 1.25)\n",
    "legend.set_zorder(100)\n",
    "legend.get_frame().set_alpha(None)\n",
    "legend.get_frame().set_facecolor('white')\n",
    "\n",
    "# ax.legend(bbox_to_anchor=(1.04, 0.5), loc=\"center left\", borderaxespad=0)\n",
    "# legend = ax.legend(edgecolor=\"black\")\n",
    "# legend.set_zorder(102)\n",
    "# legend.get_frame().set_alpha(None)\n",
    "# legend.get_frame().set_facecolor('white')\n",
    "\n",
    "plt.xlabel('Frequency [Hz]')\n",
    "plt.ylabel(r'Quantum noise relative to no squeezing [dB]')\n",
    "# ax.set_title(fdsfile)\n",
    "\n",
    "\n",
    "\n",
    "fig = plt.gcf()\n",
    "fig.set_size_inches(8, 6)\n",
    "\n",
    "# plt.savefig('./fig/Future_FC_2.svg')\n",
    "# plt.savefig('./fig/Future_FC_2.pdf')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "244d5082-856f-4966-88cb-9a023a984133",
   "metadata": {
    "tags": []
   },
   "source": [
    "## SQZ BLRMS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "59eeca53-6f5c-497d-b923-22fcb8d387eb",
   "metadata": {
    "jupyter": {
     "source_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "selecting only data with beam diverter open\n",
      "H1:SQZ-DCPD_RATIO_5_DB_MON\n",
      "-3.2653167163332304\n",
      "after removing bdiv closed, -3.6443573478609324\n",
      "\n",
      "median LHO sqz after crytal move ~ -4.044899665067593 dB\n",
      "\n",
      "median LHO sqz incl all 60W ~ -3.730494447549184 dB\n",
      "\n",
      "selecting only data with beam diverter open\n",
      "L1:SQZ-DCPD_RATIO_4_DB_MON\n",
      "-4.667612255116304\n",
      "after removing bdiv closed, -5.106696502367655\n",
      "\n",
      "median LLO sqz ~ -5.084431870778402 dB\n"
     ]
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# %%\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "# %matplotlib inline\n",
    "from datetime import datetime as dt\n",
    "from gwpy.time import tconvert\n",
    "import h5py\n",
    "import pandas as pd\n",
    "\n",
    "blrms_colors = ['#EC3445','#FB761F','#FCDD30','#51BC37','#1582FD','#733294']\n",
    "\n",
    "\n",
    "## Set up plot\n",
    "figsize = (12,3)\n",
    "plt.rc('font', **{'family':'serif','serif':['Times'], 'size':30})\n",
    "plt.rc('text', usetex=True)\n",
    "plt.rc('axes', **{'grid':True,'grid.which':'both'})\n",
    "\n",
    "\n",
    "\n",
    "def setup_plot(ax1, legend_title='', columnspacing=0, labelspacing=0,\n",
    "               xlabel=\"Time [days] from 24 May 2023\", xlims=(0,370),\n",
    "               ylabel=\"SQZ [dB]\", ylims=(-6,-1),\n",
    "               ):\n",
    "    legend = ax1.legend(loc=[-0.13,1.1], title=legend_title, ncol=6, edgecolor='black', fontsize=25, \n",
    "                        title_fontsize=35,\n",
    "                        columnspacing=columnspacing, handletextpad=0, markerscale=2, numpoints=1,\n",
    "                        labelspacing=labelspacing, borderpad=0.3,)\n",
    "    legend._legend_box.sep = 10\n",
    "    ax1.minorticks_on()\n",
    "\n",
    "    ax1.grid(True,which='both',lw=0.5,ls='-',alpha=0.5,)\n",
    "    ax1.grid(which='minor',lw=0.3,ls=':',alpha=0.5,)\n",
    "\n",
    "    ax1.set_xlabel(xlabel, labelpad=15, fontsize=30)\n",
    "    ax1.set_xticks(np.arange(0,370,50))  ; ax1.set_xlim(xlims)\n",
    "\n",
    "    ax1.set_ylabel(ylabel, labelpad=13, fontsize=30)\n",
    "    ax1.set_yticks([-6,-5,-4,-3,-2,-1,]) ; ax1.set_ylim(ylims)\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "## Function to get sqz blrms data, when sqz bdiv is open\n",
    "def get_h5_sqz_blrms_data(fname_sqz_blrms_o4):\n",
    "    ''' Example usage like this:\n",
    "\n",
    "    fname_sqz_blrms_o4 = \"h1_o4_sqz_blrms\"\n",
    "    sqzblrms_dict = get_h5_sqz_blrms_data('data_dir'+fname_sqz_blrms_o4)\n",
    "    plt.plot(sqzblrms_dict['H1:SQZ-DCPD_RATIO_5_DB_MON']['means'][::snkip], \n",
    "             alpha=0.05, ls='', marker='o')\n",
    "    plt.ylim(-10,20)\n",
    "    '''\n",
    "\n",
    "    # read hdf5 file\n",
    "    h5 = h5py.File('../data/sqz_blrms_trends/'+fname_sqz_blrms_o4+'.hdf5','r')\n",
    "\n",
    "    # mask data that has bdiv open\n",
    "    select_on_mask = False\n",
    "    for key in h5.keys():\n",
    "        if 'SYS-MOTION_C_BDIV_E_POSITION' in key:\n",
    "            mask = np.nan_to_num(np.array(h5[key]['max']))\n",
    "            mask = np.array(mask,dtype=bool)\n",
    "            select_on_mask = True\n",
    "            print('selecting only data with beam diverter open')\n",
    "        # if 'SQZ-GRD' in key:\n",
    "        #     grd_state = np.nan_to_num(np.array(h5[key]['max']))\n",
    "        #     mask = np.array(grd_state=10,dtype=bool)\n",
    "        #     select_on_mask = True\n",
    "        #     print('selecting only data with beam diverter open')\n",
    "    if not select_on_mask:\n",
    "        print('failed to select only data with beam diverter open')\n",
    "\n",
    "    # make data into dictionary\n",
    "    sqzblrms_dict={}\n",
    "    for key in h5.keys():\n",
    "        if 'SYS-MOTION_C_BDIV_E_POSITION' in key: continue\n",
    "        print(key)\n",
    "\n",
    "        sqzblrms_dict[key] = {}\n",
    "        means = np.array(h5[key]['mean']) ; print(np.nanmedian(means))\n",
    "        tts = np.arange(0,60*len(means+1),60) \n",
    "        # dt = 60 # ndscope had minute trends (1 datapoint every tt=60 seconds)\n",
    "\n",
    "        if select_on_mask:  means[mask] = np.nan ; print(f'after removing bdiv closed, {np.nanmedian(means)}')\n",
    "\n",
    "        sqzblrms_dict[key].update(tts=tts,means=means)\n",
    "\n",
    "    # close hdf5\n",
    "    h5.close()\n",
    "\n",
    "    return sqzblrms_dict\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# %% --------  H1  ---------------------------------------------\n",
    "# # H1 - Plot histogram and timeseries of kHz squeezing in days\n",
    "\n",
    "# %%\n",
    "fname_sqz_blrms_o4 = \"h1_o4_blrms\"\n",
    "\n",
    "sqzblrms_dict = get_h5_sqz_blrms_data(fname_sqz_blrms_o4)\n",
    "\n",
    "t0_gps = 1368975618 # start of ndscope ~ start of O4a 1368975618\n",
    "t0_dt  = tconvert(t0_gps)\n",
    "\n",
    "\n",
    "## resample data time-wise\n",
    "blrms_chan = \"H1:SQZ-DCPD_RATIO_5_DB_MON\"\n",
    "df_full = pd.DataFrame({\n",
    "    'datetime': sqzblrms_dict[blrms_chan]['tts']/(60*60*24), #days,\n",
    "    'blrms'   : sqzblrms_dict[blrms_chan]['means'],\n",
    "})\n",
    "df_full.datetime = pd.to_datetime(df_full.datetime, origin=t0_dt, unit='D')\n",
    "df_full.set_index('datetime', inplace=True)\n",
    "\n",
    "df = df_full.resample('3H',).median()\n",
    "\n",
    "# df.reset_index().plot.scatter(x='datetime', y='blrms', rot=45)\n",
    "tts   = (df.index - df.index[0]).astype(int).to_numpy()/1e9 /(60*60*24)\n",
    "blrms = df['blrms'].to_numpy()\n",
    "\n",
    "\n",
    "## prep plot\n",
    "t0 = t0_gps # 21.5*7 # O4a started May 24 2023 1500 UTC, week 21.5\n",
    "t1 = int(tconvert(dt(2023,  6, 21, 15, 0)) - t0_gps)/60/60/24  # June 20/21\n",
    "t2 = int(tconvert(dt(2023, 10, 17, 15, 0)) - t0_gps)/60/60/24  # ~Oct 17 2023\n",
    "t3 = int(tconvert(dt(2023, 12, 19,  0, 0)) - t0_gps)/60/60/24  # ~Dec 19 2023\n",
    "t4 = int(tconvert(dt(2024,  1, 16, 16, 0)) - t0_gps)/60/60/24  # O4a ended (datetime(2024,1,16,16,0,0))\n",
    "t5 = int(tconvert(dt(2024,  4, 10, 15, 0)) - t0_gps)/60/60/24  # O4b started 15:00 UTC, 10 April 2024\n",
    "\n",
    "# get indicies for different time periods\n",
    "tts1 = (tts<t1)\n",
    "tts2 = (tts>t1) & (tts<t2)\n",
    "tts3 = (tts>t2) & (tts<t3)\n",
    "tts4 = (tts>t3) & (tts<t4)\n",
    "tts5 = (tts>t4)\n",
    "# tts5 = (tts>t4) & (tts<t5)\n",
    "# tts6 = (tts>t5)\n",
    "tts_segments = [tts1, tts2, tts3, tts4, tts5]\n",
    "\n",
    "labels = ['72 W',\n",
    "          '57 W',\n",
    "          'Crystal move', #'O4a, Less crystal loss',\n",
    "          'Worse matching',\n",
    "          'New OMC + better matching',]\n",
    "\n",
    "plot_colors  = [blrms_colors[1],blrms_colors[4],\n",
    "                blrms_colors[0],blrms_colors[2],\n",
    "                blrms_colors[5], blrms_colors[2],]\n",
    "\n",
    "alphas  = [0.9, 0.9, 0.8, 0.8, 0.9, 0.9]\n",
    "zorders = [  10,   2,   4,   6,   3,   10]\n",
    "nbins = [90, 100, 200, 100, 100]\n",
    "\n",
    "## Plot timeseries kHz squeezing\n",
    "fig_h1, (ax1,ax2) = plt.subplots(figsize=figsize, ncols=2, nrows=1, sharey=True,\n",
    "                         gridspec_kw={'width_ratios': [4, 1]})\n",
    "\n",
    "plt.subplots_adjust(wspace=0.015, hspace=0, left=0, right=1, bottom=0, top=1,)\n",
    "for tts_segment, blrms_color, label, zorder, alpha, nbin in zip(tts_segments,plot_colors,labels,zorders,alphas,nbins):\n",
    "    yys = blrms[tts_segment]\n",
    "    if 'OMC' in label: yys[yys > np.random.rand(1)*-2] = 1\n",
    "    # timeseries kHz squeezing\n",
    "    ax1.plot(tts[tts_segment], yys, label=label,\n",
    "             color=blrms_color, alpha=0.6, ls='', marker='o', ms=5)\n",
    "    \n",
    "    # histogram plot\n",
    "    ax2.hist(yys, bins=nbin, label=label, zorder=zorder,\n",
    "             color=blrms_color, alpha=alpha, orientation=\"horizontal\", )\n",
    "    \n",
    "\n",
    "median_lho = np.nanmedian(blrms[(tts>t2) & (blrms<-3)])\n",
    "print()\n",
    "print(f'median LHO sqz after crytal move ~ {median_lho} dB')\n",
    "print()\n",
    "print(f'median LHO sqz incl all 60W ~ {np.nanmedian(blrms[(tts>t1) & (blrms<-3)])} dB')\n",
    "\n",
    "# timeseries kHz squeezing\n",
    "setup_plot(ax1, legend_title='LHO', columnspacing=0)\n",
    "\n",
    "# histogram \n",
    "setup_plot(ax2, xlabel=\"\", ylabel=\"\",xlims=(0,65))\n",
    "ax2.set_yticks([-6,-5,-4,-3,-2,-1,])\n",
    "ax2.set(xticklabels=[], xlabel=\"\")\n",
    "ax2.get_legend().remove()\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# %% --------  L1  ---------------------------------------------\n",
    "print()\n",
    "fname_sqz_blrms_o4 = \"l1_o4_blrms\"\n",
    "sqzblrms_dict = get_h5_sqz_blrms_data(fname_sqz_blrms_o4)\n",
    "\n",
    "\n",
    "## resample data time-wise\n",
    "blrms_chan = \"L1:SQZ-DCPD_RATIO_4_DB_MON\"\n",
    "df_full = pd.DataFrame({\n",
    "    'datetime': sqzblrms_dict[blrms_chan]['tts']/(60*60*24), #days,\n",
    "    'blrms'   : sqzblrms_dict[blrms_chan]['means'],\n",
    "})\n",
    "df_full.datetime = pd.to_datetime(df_full.datetime, origin=t0_dt, unit='D')\n",
    "df_full.set_index('datetime', inplace=True)\n",
    "\n",
    "df = df_full.resample('3H',).median()\n",
    "\n",
    "tts   = (df.index - df.index[0]).astype(int).to_numpy()/1e9 /(60*60*24)\n",
    "blrms = df['blrms'].to_numpy()\n",
    "\n",
    "\n",
    "\n",
    "\n",
    "### Label major time markers in timeseries\n",
    "\n",
    "t0 = t0_gps # 21.5*7 # O4a started May 24 2023 1500 UTC, week 21.5\n",
    "t1 = int(tconvert(dt(2023,  6, 20, 12, 0)) - t0_gps)/60/60/24  # June 20/21\n",
    "# t2 = int(tconvert(dt(2023,  7, 31, 15, 0)) - t0_gps)/60/60/24  # July 31 2023, LLO:66502, OMC_3Q back to CLF_6I'\n",
    "t2 = int(tconvert(dt(2023, 10,  3,  0, 0)) - t0_gps)/60/60/24  # Oct 3 2023, LLO:67569, crystal move\n",
    "t3 = int(tconvert(dt(2023, 11,  2,  0, 0)) - t0_gps)/60/60/24  # Nov 2 2023, LLO:68097, alignment shift\n",
    "t4 = int(tconvert(dt(2024,  1, 16, 16, 0)) - t0_gps)/60/60/24  # O4a ended (datetime(2024,1,16,16,0,0))\n",
    "t5 = int(tconvert(dt(2024,  4, 10, 15, 0)) - t0_gps)/60/60/24  # O4b started 15:00 UTC, 10 April 2024\n",
    "\n",
    "\n",
    "# get indicies for different time periods\n",
    "tts1 = (tts<t1)\n",
    "tts2 = (tts>t1) & (tts<t2)\n",
    "tts3 = (tts>t2) & (tts<t4)\n",
    "# tts4 = (tts>t3) & (tts<t4)\n",
    "tts5 = (tts>t4) #& (tts<t5)\n",
    "# tts6 = (tts>t5)\n",
    "tts_segments = [tts1, tts2, tts3, #tts4,\n",
    "                tts5, #tts6\n",
    "                ]\n",
    "\n",
    "\n",
    "# labels = ['O4a Start', # start O4a\n",
    "#           'June 20 2023, LLO:65737, alignment script',\n",
    "#           #'July 31 2023, LLO:66502, OMC_3Q back to CLF_6I', # what happened here?\n",
    "#           'Oct 3 2023,   LLO:67569, crystal move',    \n",
    "#           'Nov 2 2023,   LLO:68097, alignment shift',\n",
    "#           'Nov 9 2023,   LLO:68211, opo temp adjust',\n",
    "#           'O4b',\n",
    "#          ]\n",
    "labels = ['63 W',   # start O4a\n",
    "          'Re-optimized alignment and matching', # June 20 2023, LLO:65737\n",
    "          'Crystal move',       # Oct 3 2023, LLO:67569\n",
    "          # 'O4a, Alignment shift',  # Nov 2 2023, LLO:68097\n",
    "          'Re-optimized',\n",
    "          'Re-optimized',\n",
    "         ]\n",
    "\n",
    "plot_colors  = [blrms_colors[1], blrms_colors[4],\n",
    "                blrms_colors[0], #blrms_colors[3],\n",
    "                # blrms_colors[2], \n",
    "                blrms_colors[5], ]\n",
    "\n",
    "zorders = [  7,   3,   4,   5,   1,  ]\n",
    "\n",
    "## Plot timeseries kHz squeezing\n",
    "fig_l1, (ax1,ax2) = plt.subplots(figsize=figsize, ncols=2, nrows=1, sharey=True,\n",
    "                         gridspec_kw={'width_ratios': [4, 1]})\n",
    "plt.subplots_adjust(wspace=0.015, hspace=0, left=0, right=1, bottom=0, top=1,)\n",
    "\n",
    "for tts_segment, blrms_color, label, zorder in zip(tts_segments,plot_colors,labels,zorders):\n",
    "\n",
    "    # timeseries kHz squeezing\n",
    "    ax1.plot(tts[tts_segment], blrms[tts_segment], label=label,\n",
    "             color=blrms_color, alpha=0.6, ls='', marker='o', ms=5)\n",
    "    \n",
    "    # histogram plot\n",
    "    ax2.hist(blrms[tts_segment], bins=200, label=label, zorder=zorder,\n",
    "             color=blrms_color, alpha=0.9, orientation=\"horizontal\", )\n",
    "\n",
    "\n",
    "median_llo = np.nanmedian(blrms)\n",
    "print()\n",
    "print(f'median LLO sqz ~ {median_llo} dB')\n",
    "\n",
    "# timeseries kHz squeezing\n",
    "setup_plot(ax1, legend_title='LLO', columnspacing=0.4)\n",
    "\n",
    "# histogram \n",
    "setup_plot(ax2, xlabel=\"\", ylabel=\"\",xlims=(0,85))\n",
    "ax2.set_yticks([-6,-5,-4,-3,-2,-1,])\n",
    "ax2.set(xticklabels=[], xlabel=\"\")\n",
    "ax2.get_legend().remove()\n",
    "\n",
    "\n",
    "\n",
    "# %%  save data and figures\n",
    "# fig_l1.set_size_inches(6,3)\n",
    "fig_l1.savefig(fname_sqz_blrms_o4+'_2kHz_blrms_by_config.pdf',bbox_inches='tight')\n",
    "\n",
    "\n",
    "# fig_h1.set_size_inches(6,3)\n",
    "fname_sqz_blrms_o4 = \"h1_o4_blrms\"\n",
    "fig_h1.axes[0].axes.xaxis.set_ticklabels([])\n",
    "fig_h1.axes[0].axes.set_xlabel(None)\n",
    "fig_h1.savefig(fname_sqz_blrms_o4+'_2kHz_blrms_by_config.pdf',bbox_inches='tight')\n",
    "\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "37f7444e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# save HDF5 darm traces to txt files for easier later \n",
    "\n",
    "# np.savetxt('../data/noise_budget/L1_O4_strain_asd_withSqueezing.txt', \n",
    "#            np.c_[l1nb['Freq'][:], np.sqrt(l1nb['L1/budget/DARMMeasured/PSD'][:]/L_arm**2)],\n",
    "#            fmt='%.15e', header='L1, O4a, frequency [Hz], strain asd [1/rtHz]')\n",
    "\n",
    "# np.savetxt('../data/noise_budget/lho_darm_noisebudget_O4a_hotOM2_start1386255618_span1800.txt', \n",
    "#            np.c_[h1nb['Freq'][:], np.sqrt(h1nb['H1/budget/DARMMeasured/PSD'][:]/L_arm**2)],\n",
    "#            fmt='%.15e', header='H1, O4a, frequency [Hz], strain asd [1/rtHz]')\n",
    "\n",
    "# np.savetxt('../data/noise_budget/lho_correlated_darm_noisebudget_start1386718819_span900.txt', \n",
    "#            np.c_[h1nb_xcorr['Freq'][:], np.sqrt(h1nb_xcorr['CorrelatedDARM/budget/DARMMeasured/PSD'][:]/L_arm**2)],\n",
    "#            fmt='%.15e', header='H1, O4a, frequency [Hz], unsqz strain asd [1/rtHz]')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "797b73ad",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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