From 19ab859ecb6d79926e20288bafcbe04a3379446b Mon Sep 17 00:00:00 2001 From: djperrefort Date: Wed, 31 Jul 2019 21:09:45 -0400 Subject: [PATCH] Merge pull request #16 from djperrefort/compare_ew --- .gitignore | 4 + .travis.yml | 17 + analysis/equivalent_width/__init__.py | 16 + analysis/equivalent_width/_calc_ew.py | 288 ++ analysis/equivalent_width/_interpolate_pew.py | 62 + analysis/equivalent_width/features.yml | 55 + analysis/lc_colors/__init__.py | 2 - analysis/lc_colors/_chi_squared.py | 42 +- analysis/models/_models.py | 2 +- analysis/pseudo_ew.py | 115 - analysis/utils.py | 62 + notebooks/equivalent_width.ipynb | 593 +++- notebooks/gaussian_regression_colors.ipynb | 77 +- requirements.txt | 7 +- results/equivalent_width/fixed_False.ecsv | 3061 +++++++++++++++++ results/equivalent_width/fixed_True.ecsv | 3061 +++++++++++++++++ results/equivalent_width/peak_model_pew.ecsv | 61 + run_analysis.py | 101 +- run_analysis.sh | 4 + setup.py | 13 + tests/test_equivalent_width.py | 260 ++ 21 files changed, 7556 insertions(+), 347 deletions(-) create mode 100644 .travis.yml create mode 100644 analysis/equivalent_width/__init__.py create mode 100644 analysis/equivalent_width/_calc_ew.py create mode 100644 analysis/equivalent_width/_interpolate_pew.py create mode 100644 analysis/equivalent_width/features.yml delete mode 100644 analysis/pseudo_ew.py create mode 100644 results/equivalent_width/fixed_False.ecsv create mode 100644 results/equivalent_width/fixed_True.ecsv create mode 100644 results/equivalent_width/peak_model_pew.ecsv create mode 100644 run_analysis.sh create mode 100644 setup.py create mode 100644 tests/test_equivalent_width.py diff --git a/.gitignore b/.gitignore index 12ea2f0..a32064e 100644 --- a/.gitignore +++ b/.gitignore @@ -10,6 +10,10 @@ notebooks/figures/ # Python build files *__pycache__* *.pyc +.eggs +*.egg-info +build +dist # Jupyter Checkpoints *.ipynb_checkpoints diff --git a/.travis.yml b/.travis.yml new file mode 100644 index 0000000..ac58b9c --- /dev/null +++ b/.travis.yml @@ -0,0 +1,17 @@ +language: python + +os: + - linux + +matrix: + include: + - python: 3.7 + dist: xenial + sudo: true + +install: + - "pip install -r requirements.txt" + - "python setup.py install" + +script: + - pytest \ No newline at end of file diff --git a/analysis/equivalent_width/__init__.py b/analysis/equivalent_width/__init__.py new file mode 100644 index 0000000..67fdd52 --- /dev/null +++ b/analysis/equivalent_width/__init__.py @@ -0,0 +1,16 @@ +#!/usr/bin/env python3 +# -*- coding: UTF-8 -*- + +"""This module measures the pseudo equivalent widths of observed spectra and +compares them with CMFGEN models. +""" + +from ._calc_ew import ( + FEATURES as features, + UnobservedFeature, + calc_pew, + fit_continuum_func, + get_feature_bounds, + tabulate_peak_model_pew, + tabulate_pew_spectra, + tabulate_pew_spectrum) diff --git a/analysis/equivalent_width/_calc_ew.py b/analysis/equivalent_width/_calc_ew.py new file mode 100644 index 0000000..a079000 --- /dev/null +++ b/analysis/equivalent_width/_calc_ew.py @@ -0,0 +1,288 @@ +#!/usr/bin/env python3 +# -*- coding: UTF-8 -*- + +"""This module provides generic functions for measuring the pseudo equivalent +width of arbitrary features for a one or more spectra. +""" + +from pathlib import Path + +import numpy as np +import yaml +from astropy.table import Table, vstack + +from ..utils import get_csp_ebv, get_csp_t0, make_pbar, parse_spectra_table + +with open(Path(__file__).parent / 'features.yml') as infile: + FEATURES = yaml.load(infile, Loader=yaml.FullLoader) + + +class UnobservedFeature(Exception): + pass + + +# noinspection PyTypeChecker, PyUnresolvedReferences +def get_peak_wavelength( + wavelength, flux, lower_bound, upper_bound, behavior='min'): + """Return wavelength of the maximum flux within given wavelength bounds + + The behavior argument can be used to select the 'min' or 'max' wavelength + when there are multiple wavelengths having the same peak flux value. The + default behavior is 'min'. + + Args: + wavelength (ndarray): An array of wavelength values + flux (ndarray): An array of flux values + lower_bound (float): Lower wavelength boundary + upper_bound (float): Upper wavelength boundary + behavior (str): Return the 'min' or 'max' wavelength + + Returns: + The wavelength for the maximum flux value + The maximum flux value + """ + + # Make sure the given spectrum spans the given wavelength bounds + if (min(wavelength) > lower_bound) or (upper_bound > max(wavelength)): + raise UnobservedFeature('Feature not in spectral wavelength range.') + + # Select the portion of the spectrum within the given bounds + feature_indices = (lower_bound <= wavelength) & (wavelength <= upper_bound) + feature_flux = flux[feature_indices] + feature_wavelength = wavelength[feature_indices] + + peak_indices = np.argwhere(feature_flux == np.max(feature_flux)) + behavior_func = {'min': np.min, 'max': np.max}[behavior] + return behavior_func(feature_wavelength[peak_indices]) + + +def get_feature_bounds(wavelength, flux, feature): + """Get the start and end wavelengths / flux for a given feature + + Args: + wavelength (ndarray): An array of wavelength values + flux (ndarray): An array of flux values + feature (row): A dictionary defining feature parameters + + Returns: + The starting wavelength of the feature + The ending wavelength of the feature + """ + + feat_start = get_peak_wavelength( + wavelength, flux, feature['lower_blue'], feature['upper_blue'], 'min') + + feat_end = get_peak_wavelength( + wavelength, flux, feature['lower_red'], feature['upper_red'], 'max') + + return feat_start, feat_end + + +def fit_continuum_func(wavelength, flux, feat_start, feat_end): + """Fit the pseudo continuum for a given feature + + Args: + wavelength (ndarray): An array of wavelength values + flux (ndarray): An array of flux values + feat_start (float): The starting wavelength of the feature + feat_end (float): The ending wavelength of the feature + + Return: + A linear function fit to the flux values bounding a feature + """ + + if not ((feat_start in wavelength) and (feat_end in wavelength)): + raise ValueError('Feature bounds not in wavelength array.') + + blue_flux = flux[wavelength == feat_start] + red_flux = flux[wavelength == feat_end] + m = (red_flux - blue_flux) / (feat_end - feat_start) + b = blue_flux - m * feat_start + return lambda wave: m * np.array(wave) + b + + +# noinspection PyTypeChecker, PyUnresolvedReferences +def calc_pew(wavelength, flux, feature=None, feat_start=None, feat_end=None): + """Generic function for calculating the pseudo equivalent width + + If ``feat_start`` and ``feat_end`` are given, use them to determine the + continuum flux. If they aren't specified by ``feature`` is, estimate + the boundaries of the feature. + + Args: + wavelength (ndarray): An array of wavelength values + flux (ndarray): An array of flux values + feature (dict): A dictionary defining feature parameters + feat_start (float): The starting wavelength of the feature + feat_end (float): The ending wavelength of the feature + + Returns: + The pseudo equivalent width as a float + """ + + if (feat_start is None) or (feat_end is None): + if feature is None: + raise ValueError( + 'Must specify either feature bounds or feature dict.') + + feat_start, feat_end = get_feature_bounds(wavelength, flux, feature) + + # Select the portion of the spectrum within the given bounds + indices = (feat_start <= wavelength) & (wavelength <= feat_end) + feature_wave = wavelength[indices] + feature_flux = flux[indices] + + # Normalize the spectrum and calculate the EW + cont_func = fit_continuum_func(wavelength, flux, feat_start, feat_end) + continuum_flux = cont_func(feature_wave) + normalized_flux = feature_flux / continuum_flux + pew = np.trapz(1 - normalized_flux, feature_wave) + return pew, feat_start, feat_end + + +def create_pew_summary_table(models): + """Create an astropy Table to store pew results + + Args: + models (list): A list of sncosmo models + + Returns: + An astropy table + """ + + # First row represents observed data + model_names = [f'{m.source.name}' for m in models] + model_versions = [f'{m.source.version}' for m in models] + out_table = Table( + data=[['OBSERVED'] + model_names, [''] + model_versions], + names=['model', 'version'], + dtype=['U100', 'U100']) + + return out_table + + +def tabulate_pew_spectrum(time, wave, flux, models=(), fix_boundaries=True): + """Tabulate the observed and modeled pew for multiple features + + Args: + time (float): The time of the observed spectrum + wave (ndarray): An array of wavelength values + flux (ndarray): An array of flux values + models (list): A list of sncosmo models + fix_boundaries (bool): Fix feature boundaries to observed values + + Returns: + An astropy table + """ + + out_table = create_pew_summary_table(models) + out_table['time'] = time + + for feat_name, feature in FEATURES.items(): + # Calculate pew for observed data + try: + pew, feat_start, feat_end = calc_pew(wave, flux, feature) + pew_data = [[pew, feat_start, feat_end]] + + except UnobservedFeature: + continue + + # Reset feature boundaries + if not fix_boundaries: + feat_start, feat_end = None, None + + # Calculate pew for models + for model in models: + # Shift time to beginning of explosion + t0 = model.source.peakphase('csp_dr3_B') + model_pew_results = calc_pew( + wave, model.flux(time - t0, wave), feature, feat_start, feat_end) + + pew_data.append(model_pew_results) + + new_columns = np.transpose(pew_data) + out_table[feat_name] = new_columns[0] + out_table[feat_name + '_start'] = new_columns[1] + out_table[feat_name + '_end'] = new_columns[2] + + return out_table + + +def tabulate_pew_spectra( + data_release, models=(), fix_boundaries=True, verbose=True): + """Tabulate the pseudo equivalent widths for multiple spectra / features + + Args: + data_release (module): An sndata data release + models (list): A list of sncosmo models + fix_boundaries (bool): Fix feature boundaries to observed values + verbose (bool): Whether to display a progress bar + + Returns: + A table of equivalent widths over time + """ + + pew_data = [] + total_targets = len(data_release.get_available_ids()) + id_iter = make_pbar( + iterable=data_release.get_available_ids(), + verbose=verbose, + desc='Targets', + total=total_targets) + + for obj_id in id_iter: + data_table = data_release.get_data_for_id(obj_id) + time, wavelength, flux = parse_spectra_table(data_table) + + try: + for model in models: + model.set(extebv=get_csp_ebv(obj_id)) + + # Shift observed time to B-band peak + time -= get_csp_t0(obj_id) + + except ValueError: + continue + + spectra_iter = make_pbar( + iterable=zip(time, wavelength, flux), + verbose=verbose, + desc='Spectra', + position=1, + total=len(time)) + + pew_table = vstack([tabulate_pew_spectrum(*s, models, fix_boundaries) for s in spectra_iter]) + pew_table['obj_id'] = data_table.meta['obj_id'] + pew_data.append(pew_table) + + return vstack(pew_data) + + +def tabulate_peak_model_pew(models): + """Tabulate the pew for each feature at time of B band maximum + + Args: + models (list): A list of sncosmo models + + Returns: + A table of equivalent widths for each feature + """ + + out_table = create_pew_summary_table(models) + out_table.remove_row(0) # Remove row for observed data + + for feat_name, feature in FEATURES.items(): + pew_data = [] + for model in models: + time = model.source.peakphase('csp_dr3_B') + wave = model.source.interpolated_model()[1] + wave = wave[(wave > 3000) & (wave < 10000)] + model_pew_results = calc_pew(wave, model.flux(time, wave), feature) + pew_data.append(model_pew_results) + + new_columns = np.transpose(pew_data) + out_table[feat_name] = new_columns[0] + out_table[feat_name + '_start'] = new_columns[1] + out_table[feat_name + '_end'] = new_columns[2] + + return out_table diff --git a/analysis/equivalent_width/_interpolate_pew.py b/analysis/equivalent_width/_interpolate_pew.py new file mode 100644 index 0000000..a050cc0 --- /dev/null +++ b/analysis/equivalent_width/_interpolate_pew.py @@ -0,0 +1,62 @@ +#!/usr/bin/env python3 +# -*- coding: UTF-8 -*- + +"""This module handles the interpolation of equivalent width values in time""" + +import numpy as np + + +# Todo: Write the logic for interpolating pew +def interpolate_bmax_pew(time, ew_vals, tmax): + """Interpolate time dependent equivalent widths + + Interpolate equivalent width values to determine the value at the time + of B band maximum. + + From Folatelli et al. 2013: + + When several measurements are available within one week before and after + the time of maximum, a smooth polynomial fit is used. If only two data + points were obtained encompassing maximum light within −4 and +4 days, + then an interpolation was performed. If only data before or after maximum + is available within [−7, +7] days, an extrapolation is performed if the + closest point to maximum light is not farther than one day. For + observations which only have one measurement in the range [−4, +4] days or + when measurements in that range do not encompass maximum light, average + slopes determined from the best observed SNe are used for correcting the + pW value to the time of maximum light. + + Args: + time (ndarray): A list of observation times for each equivalent width + ew_vals (list): A list of equivalent width values + tmax (float): Time of maximum to interpolate for + + Returns: + The equivalent width interpolated at ``tmax`` + """ + + delta_t = np.abs(time - tmax) + delta_t_less_than_7 = delta_t[time - tmax < 2] + + # When several measurements are available within one week before and after + # the time of maximum, a smooth polynomial fit is used. + if sum(delta_t <= 7) > 2: + pass + + # If only two data points were obtained encompassing maximum light within + # −4 and +4 days, then an interpolation was performed. + elif sum(delta_t <= 4) == 2: + pass + + # If only data before or after maximum is available within [−7, +7] days, + # an extrapolation is performed if the closest point to maximum light is + # not farther than one day. + elif (all(delta_t_less_than_7 < 0) or all(delta_t_less_than_7 > 0)) and (min(delta_t) <= 1): + pass + + # For observations which only have one measurement in the range [−4, +4] + # days or when measurements in that range do not encompass maximum light, + # average slopes determined from the best observed SNe are used for + # correcting the pW value to the time of maximum light. + elif sum(delta_t <= 4) == 1: + pass diff --git a/analysis/equivalent_width/features.yml b/analysis/equivalent_width/features.yml new file mode 100644 index 0000000..9560078 --- /dev/null +++ b/analysis/equivalent_width/features.yml @@ -0,0 +1,55 @@ +pW1: + feature_id: Ca ii H&K + lower_blue: 3500 + upper_blue: 3800 + lower_red: 3900 + upper_red: 4100 + +pW2: + feature_id: Si ii λ4130 + lower_blue: 3900 + upper_blue: 4000 + lower_red: 4000 + upper_red: 4150 + +pW3: + feature_id: Mg ii, Fe ii + lower_blue: 3900 + upper_blue: 4150 + lower_red: 4450 + upper_red: 4700 + +pW4: + feature_id: Fe ii, Si ii + lower_blue: 4500 + upper_blue: 4700 + lower_red: 5050 + upper_red: 5550 + +pW5: + feature_id: S ii λ5449, λ5622 + lower_blue: 5150 + upper_blue: 5300 + lower_red: 5500 + upper_red: 5700 + +pW6: + feature_id: Si ii λ5972 + lower_blue: 5550 + upper_blue: 5700 + lower_red: 5800 + upper_red: 6000 + +pW7: + feature_id: Si ii λ6355 + lower_blue: 5800 + upper_blue: 6000 + lower_red: 6200 + upper_red: 6600 + +pW8: + feature_id: Ca ii IR triplet + lower_blue: 7500 + upper_blue: 8000 + lower_red: 8200 + upper_red: 8900 diff --git a/analysis/lc_colors/__init__.py b/analysis/lc_colors/__init__.py index 5c1fca7..c648aa8 100644 --- a/analysis/lc_colors/__init__.py +++ b/analysis/lc_colors/__init__.py @@ -5,8 +5,6 @@ the fitted colors with colors predicted by CMFGEN.""" from ._chi_squared import get_color_times -from ._chi_squared import get_csp_ebv -from ._chi_squared import get_csp_t0 from ._chi_squared import tabulate_residuals from ._lc_regression import fit_gaussian_process from ._lc_regression import predict_band_flux diff --git a/analysis/lc_colors/_chi_squared.py b/analysis/lc_colors/_chi_squared.py index 96a90ac..ce40558 100644 --- a/analysis/lc_colors/_chi_squared.py +++ b/analysis/lc_colors/_chi_squared.py @@ -5,54 +5,14 @@ an SNCosmo model. """ -import warnings from copy import deepcopy import numpy as np from astropy.table import Table from scipy import integrate -from sndata.csp import dr1, dr3 from ._lc_regression import fit_gaussian_process, predict_color -from ..utils import make_pbar - -warnings.filterwarnings('ignore') - - -def get_csp_t0(obj_id): - """Get the t0 value published by CSP DR3 for a given object - - Args: - obj_id (str): The object Id value - - Return: - The published MJD of maximum minus 53000 - """ - - params = dr3.load_table(3) - if obj_id not in params['SN']: - raise ValueError(f'No published t0 for {obj_id}') - - # Subtract 53000 to convert to zero point in DR3 photometry data tables - return params[params['SN'] == obj_id]['T(Bmax)'][0] - 53000 - - -def get_csp_ebv(obj_id): - """Get the E(B - V) value published by CSP DR1 for a given object - - Args: - obj_id (str): The object Id value - - Return: - The published E(B - V) value - """ - - extinction_table = dr1.load_table(1) - if obj_id not in extinction_table['SN']: - raise ValueError(f'No published E(B-V) for {obj_id}') - - data_for_target = extinction_table[extinction_table['SN'] == obj_id] - return data_for_target['E(B-V)'][0] +from ..utils import get_csp_ebv, make_pbar def get_color_times(data, band1, band2): diff --git a/analysis/models/_models.py b/analysis/models/_models.py index 081065b..53aabcc 100644 --- a/analysis/models/_models.py +++ b/analysis/models/_models.py @@ -80,7 +80,7 @@ def original_model(self): def _flux(self, phase, wave): # Returns the flux corresponding to the given phase and wavelength - amplitude = self._parameters + amplitude = self._parameters[0] return amplitude * self.spline(phase, wave) diff --git a/analysis/pseudo_ew.py b/analysis/pseudo_ew.py deleted file mode 100644 index 594724d..0000000 --- a/analysis/pseudo_ew.py +++ /dev/null @@ -1,115 +0,0 @@ -#!/usr/bin/env python3 -# -*- coding: UTF-8 -*- - -"""This module fits light curves using a gaussian regression and compares -the fitted colors with colors predicted by CMFGEN.""" - -import numpy as _np -from astropy.table import Table as _Table - -feature_table = _Table({ - 'feature_name': ['pW1', 'pW2', 'pW3', 'pW4', 'pW5', 'pW6', 'pW7', 'pW8'], - 'feature_id': ['Ca ii H&K', 'Si ii λ4130', 'Mg ii, Fe ii', 'Fe ii, Si ii', - 'S ii λ5449, λ5622', 'Si ii λ5972', 'Si ii λ6355', - 'Ca ii IR triplet'], - 'lower_blue': [3500, 3900, 3900, 4500, 5150, 5550, 5800, 7500], - 'upper_blue': [3800, 4000, 4150, 4700, 5300, 5700, 6000, 8000], - 'lower_red': [3900, 4000, 4450, 5050, 5500, 5800, 6200, 8200], - 'upper_red': [4100, 4150, 4700, 5550, 5700, 6000, 6600, 8900] -}) - - -class UnobservedFeature(Exception): - pass - - -# noinspection PyTypeChecker, PyUnresolvedReferences -def get_peak_coordinates(wavelength, flux, lower_bound, upper_bound): - """Return coordinates of the maximum flux within given wavelength bounds - - Args: - wavelength (array): An array of wavelength values - flux (array): An array of flux values - lower_bound (float): Lower wavelength boundary - upper_bound (float): Upper wavelength boundary - - Returns: - The wavelength for the maximum flux value - The maximum flux value - """ - - feature_indices = (lower_bound < wavelength) & (wavelength < upper_bound) - if not any(feature_indices): - raise UnobservedFeature('Feature not in spectral wavelength range.') - - feature_flux = flux[feature_indices] - feature_wavelength = wavelength[feature_indices] - - peak_index = _np.argmax(feature_flux) - return feature_wavelength[peak_index], feature_flux[peak_index] - - -def get_feature_coordinates(wavelength, flux, feature): - """Get the start and end wavelengths / flux for a given feature - - Args: - wavelength (array): An array of wavelength values - flux (array): An array of flux values - feature (row): A row from the CSP feature table - - Returns: - A list with the blueward and redward wavelengths - A list with the blueward and redward flux values - """ - - blue_wave, blue_flux = get_peak_coordinates( - wavelength, flux, feature['lower_blue'], feature['upper_blue']) - - red_wave, red_flux = get_peak_coordinates( - wavelength, flux, feature['lower_red'], feature['upper_red']) - - return [blue_wave, red_wave], [blue_flux, red_flux] - - -def get_continuum_func(blue_wave, red_wave, blue_flux, red_flux): - """Fit the pseudo continuum for a given feature - - Args: - blue_wave (float): Starting wavelength of the feature - red_wave (float): Flux value for ``blue_wave`` - blue_flux (float): Ending wavelength of the feature - red_flux (float): Flux value for ``red_flux`` - - Return: - A linear function fit to the flux peaks bounding a feature - """ - - # Fit points to a line - m = (red_flux - blue_flux) / (red_wave - blue_wave) - b = blue_flux - m * blue_wave - return lambda wave: m * _np.array(wave) + b - - -# noinspection PyTypeChecker, PyUnresolvedReferences -def calc_pew(wavelength, flux, feat_start, feat_end, cont_func): - """Calculate the pseudo equivalent width for a given feature - - Args: - wavelength (array): An array of wavelength values - flux (array): An array of flux values - feat_start (float): The starting wavelength of the feature - feat_end (float): The ending wavelength of the feature - cont_func (func): Vectorized function returning continuum - flux for wavelength - - Returns: - The pseudo equivilent width as a float - """ - - indices = (feat_start < wavelength) & (wavelength < feat_end) - feature_wave = wavelength[indices] - feature_flux = flux[indices] - continuum_flux = cont_func(feature_wave) - - normalized_flux = feature_flux / continuum_flux - return _np.trapz(normalized_flux, feature_wave) diff --git a/analysis/utils.py b/analysis/utils.py index a1fb357..7a01e81 100644 --- a/analysis/utils.py +++ b/analysis/utils.py @@ -3,10 +3,47 @@ """Utility functions used across the analysis package.""" +import numpy as np import sncosmo +from sndata.csp import dr1, dr3 from tqdm import tqdm +def get_csp_t0(obj_id): + """Get the t0 value published by CSP DR3 for a given object + + Args: + obj_id (str): The object Id value + + Return: + The published MJD of maximum minus 53000 + """ + + params = dr3.load_table(3) + if obj_id not in params['SN']: + raise ValueError(f'No published t0 for {obj_id}') + + return params[params['SN'] == obj_id]['T(Bmax)'][0] + + +def get_csp_ebv(obj_id): + """Get the E(B - V) value published by CSP DR1 for a given object + + Args: + obj_id (str): The object Id value + + Return: + The published E(B - V) value + """ + + extinction_table = dr1.load_table(1) + if obj_id not in extinction_table['SN']: + raise ValueError(f'No published E(B-V) for {obj_id}') + + data_for_target = extinction_table[extinction_table['SN'] == obj_id] + return data_for_target['E(B-V)'][0] + + def make_pbar(iterable, verbose, **kwargs): """A wrapper for tqdm.tqdm @@ -39,3 +76,28 @@ def get_effective_wavelength(band_name): """ return sncosmo.get_bandpass(band_name).wave_eff + + +def parse_spectra_table(data): + """Convert spectral data from an astropy table to arrays + + Args: + data (Table): A table of spectral data from sncosmo + + Returns: + A list of observed MJD dates for each spectra + A 2d list of wavelength values for each date + A 2d list of flux values for each date + """ + + obs_dates = list(set(data['date'])) + + wavelength, flux = [], [] + data.sort('wavelength') + for date in obs_dates: + data_for_date = data[data['date'] == date] + wavelength.append(data_for_date['wavelength']) + flux.append(data_for_date['flux']) + + obs_dates = np.array(obs_dates) - 2400000.5 # Convert from JD to MJD + return obs_dates, np.array(wavelength), np.array(flux) diff --git a/notebooks/equivalent_width.ipynb b/notebooks/equivalent_width.ipynb index 600cb67..ca96e8b 100644 --- a/notebooks/equivalent_width.ipynb +++ b/notebooks/equivalent_width.ipynb @@ -16,18 +16,19 @@ "outputs": [], "source": [ "import sys\n", - "\n", - "from astropy.table import Table\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import sncosmo\n", + "from astropy.table import Table, join\n", "from matplotlib import pyplot as plt\n", - "from sndata.csp import dr1 as data_release\n", + "from sndata.csp import dr1, dr3\n", "from specutils.analysis import equivalent_width\n", "from specutils.fitting import fit_generic_continuum\n", "\n", "sys.path.insert(0, '../')\n", - "from analysis.pseudo_ew import feature_table, get_continuum_func, \\\n", - " get_feature_coordinates, UnobservedFeature\n", - "\n", - "data_release.download_module_data()\n" + "from analysis import equivalent_width as ew\n", + "from analysis import models\n", + "from analysis import utils\n" ] }, { @@ -36,150 +37,155 @@ "metadata": {}, "outputs": [], "source": [ - "def get_spectra_for_id(obj_id):\n", - " \"\"\"Get spectral data for a given data id\n", - "\n", - " Args:\n", - " obj_id (str): The ID of the desired object\n", - "\n", - " Returns:\n", - " A list of observed MJD dates for each spectra\n", - " A 2d list of wavelength values for each date\n", - " A 2d list of flux values for each date\n", - " \"\"\"\n", - "\n", - " data = data_release.get_data_for_id(obj_id)\n", - " obs_dates = list(set(data['date']))\n", - "\n", - " wavelength, flux = [], []\n", - " for date in obs_dates:\n", - " data_for_date = data[data['date'] == date]\n", - " wavelength.append(data_for_date['wavelength'])\n", - " flux.append(data_for_date['flux'])\n", - "\n", - " return obs_dates, wavelength, flux\n", + "models.register_sources(force=True)\n", + "dr1.download_module_data()\n", + "dr3.register_filters()\n", "\n", + "# Load models for different masses\n", + "m102 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.02))\n", + "m104 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.04))\n", + "m14 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.4))\n", + "m17 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.7))\n", "\n", - "def plot_spectra(obs_dates, wavelength, flux, fig=None, axis=None, **kwargs):\n", - " \"\"\"Plot spectra and their continuums\n", - " \n", - " Args:\n", - " obs_dates (list): A list of observed MJD dates for each spectra\n", - " wavelength (list): A 2d list of wavelength values for each date\n", - " flux (list): A 2d list of flux values for each date\n", - " \"\"\"\n", - " \n", - " if fig is None or axis is None:\n", - " fig, axis = plt.subplots(1, 1, figsize=(10, 10))\n", - " \n", - " plot_data = zip(obs_dates, wavelength, flux)\n", - " \n", - " for date, wave, flux in plot_data:\n", - " axis.plot(wave, flux, label=str(date), **kwargs)\n", - " axis.legend()\n", - " \n", - " return fig, axis \n" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "obs_dates, wavelength, flux = get_spectra_for_id('2005kc')\n", - "plot_spectra(obs_dates, wavelength, flux)\n" + "# Add an extinction component to each model\n", + "# The extinction component is zero until changed\n", + "model_list = [m102, m104, m14, m17]\n", + "for model in model_list:\n", + " model.add_effect(sncosmo.F99Dust(), 'ext', 'rest')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Fitting the Continuum\n", + "## Identifying Features\n", "\n", "We consider the same set of features considered in Folatelli et al. 2013." ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "Table length=8\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", + "
feature_namefeature_idlower_blueupper_bluelower_redupper_red
str3str17int64int64int64int64
pW1Ca ii H&K3500380039004100
pW2Si ii λ41303900400040004150
pW3Mg ii, Fe ii3900415044504700
pW4Fe ii, Si ii4500470050505550
pW5S ii λ5449, λ56225150530055005700
pW6Si ii λ59725550570058006000
pW7Si ii λ63555800600062006600
pW8Ca ii IR triplet7500800082008900
\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", "
feature_idlower_bluelower_redupper_blueupper_redfeature_name
str17int64int64int64int64str3
Ca ii H&K3500390038004100pW1
Si ii λ41303900400040004150pW2
Mg ii, Fe ii3900445041504700pW3
Fe ii, Si ii4500505047005550pW4
S ii λ5449, λ56225150550053005700pW5
Si ii λ59725550580057006000pW6
Si ii λ63555800620060006600pW7
Ca ii IR triplet7500820080008900pW8
" ], "text/plain": [ "\n", - "feature_name feature_id lower_blue upper_blue lower_red upper_red\n", - " str3 str17 int64 int64 int64 int64 \n", - "------------ ----------------- ---------- ---------- --------- ---------\n", - " pW1 Ca ii H&K 3500 3800 3900 4100\n", - " pW2 Si ii λ4130 3900 4000 4000 4150\n", - " pW3 Mg ii, Fe ii 3900 4150 4450 4700\n", - " pW4 Fe ii, Si ii 4500 4700 5050 5550\n", - " pW5 S ii λ5449, λ5622 5150 5300 5500 5700\n", - " pW6 Si ii λ5972 5550 5700 5800 6000\n", - " pW7 Si ii λ6355 5800 6000 6200 6600\n", - " pW8 Ca ii IR triplet 7500 8000 8200 8900" + " feature_id lower_blue lower_red upper_blue upper_red feature_name\n", + " str17 int64 int64 int64 int64 str3 \n", + "----------------- ---------- --------- ---------- --------- ------------\n", + " Ca ii H&K 3500 3900 3800 4100 pW1\n", + " Si ii λ4130 3900 4000 4000 4150 pW2\n", + " Mg ii, Fe ii 3900 4450 4150 4700 pW3\n", + " Fe ii, Si ii 4500 5050 4700 5550 pW4\n", + "S ii λ5449, λ5622 5150 5500 5300 5700 pW5\n", + " Si ii λ5972 5550 5800 5700 6000 pW6\n", + " Si ii λ6355 5800 6200 6000 6600 pW7\n", + " Ca ii IR triplet 7500 8200 8000 8900 pW8" ] }, - "execution_count": 4, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "feature_table" + "# Features are stored as a dict, but we display them as a\n", + "# dictionary for easier mental parsing.\n", + "feature_table = Table(list(ew.features.values()))\n", + "feature_table ['feature_name'] = list(ew.features.keys())\n", + "feature_table\n" ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": { "scrolled": false }, + "outputs": [], + "source": [ + "def plot_spectra(obs_dates, wavelength, flux, **kwargs):\n", + " \"\"\"Plot spectra\n", + " \n", + " Args:\n", + " obs_dates (list): A list of observed MJD dates for each spectra\n", + " wavelength (list): A 2d list of wavelength values for each date\n", + " flux (list): A 2d list of flux values for each date\n", + " Any other arguments for ``axis.plot``\n", + " \"\"\"\n", + " \n", + " fig, axis = plt.subplots(1, 1, figsize=(10, 10)) \n", + " plot_data = zip(obs_dates, wavelength, flux)\n", + " for i, (date, wave, flux) in enumerate(plot_data):\n", + " axis.plot(wave, flux + i * 2e-15, label=str(date), **kwargs)\n", + " axis.legend()\n", + " \n", + " return fig, axis\n", + "\n", + "\n", + "def plot_ew(obs_dates, wavelength, flux, feature_table, **kwargs):\n", + " \"\"\"\n", + " \n", + " Args:\n", + " obs_dates (list): A list of observed MJD dates for each spectra\n", + " wavelength (list): A 2d list of wavelength values for each date\n", + " flux (list): A 2d list of flux values for each date\n", + " feature_table (Table): A table defining spectral features\n", + " Any other arguments for ``axis.plot``\n", + " \"\"\"\n", + "\n", + " fig, axis = plot_spectra(obs_dates, wavelength, flux)\n", + "\n", + " for i, (time, wave, fluxx) in enumerate(zip(obs_dates, wavelength, flux)):\n", + " for feature in ew.features.values():\n", + " try:\n", + " feat_start, feat_end = ew.get_feature_bounds(wave, fluxx, feature)\n", + "\n", + " except ew.UnobservedFeature:\n", + " continue\n", + "\n", + " # Get observed wavelength and flux for each feature\n", + " indices = (feat_start < wave) & (wave < feat_end)\n", + " spectral_wave = wave[indices]\n", + " spectral_flux = fluxx[indices]\n", + " \n", + " # Get continuum and plot\n", + " cont_func = ew.fit_continuum_func(wave, fluxx, feat_start, feat_end)\n", + " continuum_flux = cont_func(spectral_wave)\n", + " axis.fill_between(\n", + " spectral_wave,\n", + " spectral_flux + i * 2e-15,\n", + " continuum_flux + i * 2e-15, \n", + " color='tan', \n", + " alpha=.75)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -191,34 +197,19 @@ } ], "source": [ - "spectral_data = get_spectra_for_id('2005kc')\n", - "fig, axis = plot_spectra(*spectral_data)\n", - "\n", - "for obs_dates, wavelength, flux in zip(*spectral_data):\n", - " for feature in feature_table:\n", - " try:\n", - " feat_wave, feat_flux = get_feature_coordinates(wavelength, flux, feature)\n", - " \n", - " except UnobservedFeature:\n", - " pass\n", - " \n", - " \n", - " cont_func = get_continuum_func(*feat_wave, *feat_flux)\n", - " \n", - " indices = (feat_wave[0] < wavelength) & (wavelength < feat_wave[1])\n", - " spectral_wave = wavelength[indices]\n", - " spectral_flux = flux[indices]\n", - " continuum_flux = cont_func(spectral_wave)\n", - " \n", - " axis.fill_between(spectral_wave, spectral_flux, continuum_flux, color='grey', alpha=.75)\n", - " " + "demo_id = '2004ef'\n", + "demo_data = dr1.get_data_for_id(demo_id)\n", + "obs_dates, wavelength, flux = utils.parse_spectra_table(demo_data)\n", + "plot_ew(obs_dates, wavelength, flux, ew.features)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Validating Against CSP\n" + "## Comparing CMFGEN Against Observations\n", + "\n", + "We plot the pw values at peak for feature 7 (Si II 6355) verses feature 6 (si II 5972). Observed values are taken from the CSP DR1 paper." ] }, { @@ -227,23 +218,351 @@ "metadata": {}, "outputs": [], "source": [ - "# Todo" + "def plot_peak_pew(model_pew_table):\n", + " \"\"\"Plot peak pW7 vs peak pW7 for modeled and observed values\n", + " \n", + " Args:\n", + " peak_pew_table (Table): A table of modeled pw values at Bmax\n", + " \"\"\"\n", + "\n", + " fig, axes = plt.subplots(1, 3, figsize=(18, 6))\n", + " for axis, typing_system in zip(axes.flatten(), ('Type', 'Wst', 'Bst')):\n", + " axis.errorbar(model_pew_table['pW7'], model_pew_table['pW6'], \n", + " label='CMFGEN', linestyle='', fmt='o')\n", + " \n", + " csp_type_table = dr1.load_table(1)['SN', typing_system]\n", + " is_typed = ~csp_type_table[typing_system].mask\n", + " csp_type_table = csp_type_table[is_typed]\n", + " \n", + " csp_pew = dr1.load_table(6)\n", + " for subtype in set(csp_type_table[typing_system]):\n", + " is_subtype = csp_type_table[typing_system] == subtype\n", + " obj_ids = csp_type_table['SN'][is_subtype]\n", + " plot_data = csp_pew[np.isin(csp_pew['SN'], obj_ids)]\n", + " \n", + "# axis.scatter(plot_data['pW7'], plot_data['pW6'], label=subtype)\n", + " axis.errorbar(plot_data['pW7'], plot_data['pW6'],\n", + " xerr=plot_data['e_pW7'], yerr=plot_data['e_pW6'], \n", + " linestyle='', fmt='o', label=subtype)\n", + " \n", + " axis.legend()\n", + " axis.set_xlabel(r'pW7 (Si II 6355) [$\\AA$]')\n", + " axis.set_ylim(0, 70)\n", + " axis.set_xlim(40, 190)\n", + " \n", + " axes[0].set_ylabel(r'pW6 (Si II 5972) [$\\AA$]')\n", + " return fig, axes\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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i4vDKK690+echInI2V+fiuLg4LF++HNXV1QgODsZHH32EpKQkh+MmIvIWrs7DxcXFGDFihMNxehJFihJCiFsB/BlAHAAJ4GkAJwFsBTAAwFkAM6SU/1EiPiJqX+vk29m6Pfr27Yv7778fAPDTn/4Ur7/+OoqLizFp0iQAxmMUUVFRuHbtGn744QdMmzYNAKDVart8z7Vr1yInJwcAcOHCBZw6dQoRERHw9/fH9OnTHfyJ1It5mMizuSoXx8TE4IUXXsCkSZMQGhqK4cOHQ6Ph32G5CnMxkedy5WdiX6PU8Y01AD6WUg4FMBxACYClAD6TUt4J4LPmx0SkElmTs5A1OQtRIVFWn48KiXJolwQACCEsHoeFhSE2NtZ8Zvmbb77B7t27IaW0+n6NRoOmpibzY51O1+H9Pv/8c3z66ac4cOAAjh07hrvvvtv8Hq1WC39/f4d+HpVjHibyQO7Ixc888wyOHj2KL774Aj169MCdd97p0PWoQ8zFRB7G1Xk4NjYWR44c6fL7PZHbixJCiFsAjAXwHgBIKfVSyqsApgLY2PyyjQAec3dsRNS5hYkLofW33Jmg9ddiYeJCh699/vx5c/+Gv//977j33ntRVVVlXmtoaMC3336LW265BX369MEHH3wAAKivr8eNGzfQv39/HD9+HPX19aipqcFnn33W4f1qamrQvXt3dOvWDSdOnMC///1vh38GT8A8TOT5XJmLL126BMCYk3fs2IFZs2Y5fE1qi7mYyLO5Kg9PmDAB9fX1WL9+vXnt0KFDOHfunEPXVTMldkoMBFAFIEsI8bUQ4s9CiBAAt0kpKwCg+Z+9rL1ZCDFPCHFYCHG4qqrKfVETEQAgZWAKMu7LQKBfIABjNTjjvgykDExx+NoxMTHYuHEj4uPjceXKFTz33HPIzs7GCy+8gOHDhyMhIQH79+8HAGzatAlr165FfHw87rvvPlRWVqJv376YMWMG4uPjMXv2bNx9990d3m/y5MkwGAyIj4/Hyy+/jHvvvdfhn8FDMA8TeThX5uLp06dj2LBhmDJlCt555x10794dOTk56NOnDw4cOICUlBQ89NBDDt+HmIuJPJmr8rAQAjk5Ofjkk08waNAgxMbGIiMjA9HR0Th58iT69Olj/rV9+3Zn/CiKU+KQoAZAIoDnpJQHhRBrYMe2NCllJoBMAEhKSrK+h5vIxXJWHgUATFuSqHAkykgZmILs0mwAcHibcEt+fn549913LdYSEhLwxRdftHntnXfeiT179rRZf+utt/DWW2+1Wf/888/Nvz979qz59//85z+txlJbW2tj1B6JeZg8X1bzh740zxpJ7EyuysV79+5tszZt2jRzHx9rWuZYshlzMXk8U9NHZ+YgT+KqPBwdHY1t27a1WW9oaHDaPdREiaJEGYAyKeXB5sfZMCbgi0KIKCllhRAiCsAlBWIjIhv56v98vATzMJGXYC72aMzFRF6Aedhxbj++IaWsBHBBCGEadj0RwHEAHwKY27w2F8BOd8dGRMoZMGAAiouLlQ7DJzAPExEpj7mYiMhIqRlPzwHYLIQIBHAGQBqMBZJtQohnAJwH8KRCsRER+QLmYSIi5TEXE5HPU6QoIaUsBJBk5amJ7o6FiMgXMQ8TESmPuZiISLmdEkR2U0Nzya0rjP2nAkNnKBYDEZFiVNBc8tycVABA/wmKhUBEpCg1NJc0xUDkDEqMBCXyaTkrj5oLLJ7s3JxU85cDIiKPkpVys8Di4ZiLichTpX2c5hXFDeZhx7EoQeQFSvYWIHN+GlbOnILM+Wko2VugdEhdsmrVKsTGxiIuLg6zZs2CTqeDlBLLly/H4MGDERMTg7Vr15pf//HHH+Oee+7B0KFDkZCQgKeeegrnz59X8CcgIl9WerASG5ftwzvP7sHGZftQerBS6ZDsJoTAkiVLzI/ffvttZGRkKBcQEZEd8s7kITk7GfEb45GcnYy8M545Nvq1115DbGws4uPjkZCQgIMHD2LXrl24++67MXz4cAwbNgx/+tOflA7TaXh8gzxC6cFKXPy+Bo0GiY3L9mH01EEYPKq30mGpQsneAuzOXAeDvh4AcO1yFXZnrgMAxIwZ75J71uTmou7YMUi9HqcmTESvxYsQPmWKQ9f84YcfsHbtWhw/fhzBwcGYMWMGtmzZAiklLly4gBMnTsDPzw+XLhknoxUXF+O5557Dhx9+iJiYGADAhx9+iLNnz6Jfv34O/4xE1ErRNqDsENBYD6yKAyamA/E8ymZSerASBZtPwKBvAgDUXqlHweYTAOCy/1+5IhcHBQVhx44dePHFF9GzZ08nRUpEzpJ3Jg9FVUXQN+mRnJ2MhYkLkTLQO3Z+OSrvTB4y9mdA16gDAFRcr0DG/gwAcNmfkSvy8IEDB7Br1y4cPXoUQUFBuHz5Mq5fv45p06bhq6++Qp8+fVBfX4+zZ88654dQAe6UINUzfdBrNEgANz/o2fM3UN5yZMKa/HfXmgsSJgZ9PfLfXdvOOxxTk5uLipfTIfV6473Ky1HxcjpqcnMdvrbBYEBdXR0MBgNu3LiB6Oho/N///R/S09Ph52dMV7169QIAvPnmm1i2bJm5IAEAjz76KMaOHetwHETUStE2IPdXxoIEANRcMD4u2mbfdbzo2ERLOSuPYs+mEnNBwsSgb8KeTSUuuaercrFGo8G8efOwatUqZ4RJRE5k+tKtbzL+d2/60m3PbgBvOTJhTfq+dHNBwkTXqEP6vnSX3M9VebiiogI9e/ZEUFAQAKBnz54ICwuDwWBAREQEAGMBeciQIR1dxqOwKEGqd2Dnaasf9A7sPK1QROrSaGiwa72rTOflKpa/BKmzTPhSp0PF8pccOk93++234/nnn0e/fv0QFRWF8PBwJCcn4/Tp09i6dSuSkpLw8MMP49SpUwCAb7/9FomJyjU9JfIpn70CNNRZrjXUGdcJAMyFc1vXu8rVuRgA5s+fj82bN6Ompsah6xCRc605usbql+41R9coFJG6mIo1tq53lavzcHJyMi5cuIDBgwfjl7/8Jf71r3+hR48eePTRR9G/f3/MmjULmzdvRlNTU+cX8xAsSpDq1V6pt2vd1XQ3euPi9zUoP3VVFWeGw3pG2rXuKFM12NZ1W/3nP//Bzp078f3336O8vBzXr1/HX//6V9TX10Or1eLw4cP4+c9/jqeffrrNe6urq5GQkIDBgwfj7bffdigOIrKipsy+dRfrFnrBeJTk3JfGoyT27thwsmlLEhHaI8jqc+2tO8pVuRgAbrnlFqSmplr08CEi5VVet/6Zs711V6uuq0ZRVREOXzysiv4NUSFRdq07ylV5ODQ0FEeOHEFmZiYiIyPx1FNPYcOGDfjzn/+Mzz77DPfccw/efvttq5+JPRWLEqR67v6g1xHdjd6orYl16CiJs42ZmQpNoOWfhSYwCGNmtq3QluwtQEXpSZQdL7a7IWb/Te+j/6b3oYmOtvq8Jjoa/Te9b1/wLXz66ae44447EBkZiYCAADz++OPYv38/+vTpg+nTpwMApk2bhqKiIgBAbGwsjh41HsmJiIhAYWEh5s2bh9ra2i7HQETtCO9j37oLdQu9gIjIY44fJXGy0VMHQRNo+bFKE+iH0VMHtXmt6QzyjUOHcGrCRLu2+ro6F5ssWrQI7733Hq5fv+7wtYjIOXqHWO9P0966K1XXVePcf885dJTE2RYmLoTWX2uxpvXXYmHiwjavNfXm6EpBxR152N/fH+PGjcOKFSuwbt06/OMf/wAA3HXXXVi8eDE++eQT85o3YFGCVM+eD3qulLPyKGqvDgLgb7HuyjPDtogZMx7J8xYYd0YIgbCekUiet6BNk0tTQ0zTsQ5TQ0x7J3X0WrwIQmuZ8IVWi16LFzn0c/Tr1w///ve/cePGDUgp8dlnnyEmJgaPPfYY9uzZAwD417/+hcGDBwMAfvvb3+K1115DScnNP/sbN244FAMRtWNiOhAQbLkWEGxcd6esFHQPL4KfX6PlekMdsHOBe2NpZfCo3hg/e6i5YB7aIwjjZw9t0+TSWWeQXZWLTXr06IEZM2bgvffec8r1iMhx9nzpdqW0j9Nw9r9n0QTL4wOu7N9gi5SBKci4LwNRIVEQEIgKiULGfRltmlw6ozcH4Lo8fPLkSfNxZQAoLCzEbbfdhs8//9xirX///g7dR004fYNUz/SBbs+mEjQaJEJ7BCk4faOb1VVnnxm2V8yY8YgZMx5bVywFABTtyUfRnnyL11SUnmzTZ8LUEPOBBb/BlfK227B7RLf9W1BTR+GK5S9B6vXQREc7pdPwqFGj8MQTTyAxMREajQZ333035s2bh7q6OsyePRurVq1CaGgo/vznPwMwVorXrFmD1NRUXLt2DREREejXrx9WrFjhUBxEZIVpysbOBcYdCuF9FZu+4R9ksP5EozJH+loaPKo3Bo/qbTxLfB3AOuDcOsvXmLq0t2Q6g2x4Zx3qz3zf5rpBA+9os+aqXNzSkiVLsG7dus5fSERuYfpynb4vHfomPaJCohSbviFh/bOvs/s32CtlYApSBqaYm3lml2YjuzTb4jWm6SUtmQoqq2NX4/uatnn4jnD35eHa2lo899xzuHr1KjQaDX70ox9hzZo1+MUvfoFf/OIXCA4ORkhICDZs2ODQfdSERQnyCINH9ca3X5YDMJ7dVcK0JYn4v1/moakpuM1zShwlsZczG2KGT5mCq9u2A4BTtgmbrFixok1RISgoCHl51ivXKSkpSEnxvk7+RKoUPwM4stH4+zSFtuem5aFxeW9oAuraPhfe1/3xdIEzzyC7Ihe3PAJ32223cQcakcqkDEwxf8nOmpylSAxZk7MwYtMIqwUIV/VvcCZnNsR0RR4eMWIE9u/f32b9o48+csr11YhFCSI7dAs7hdqaWLQ8wqHEUZL2PPW7N9p9LnN+Gq5drmqzHtYzEiG3dre6K6IjzixGEBHZ6j9XYhAReczyCIcSR0k60FF+PDVhIgzl5W3WNdHRQM+eVndFdPVeRESucnvo7Tj333MWRziUOErSno4KNsnZyai4XtFmPSokCj2De1rdFdER5mHHsacEkR203SoRGv4t/DUCQPtnhtXInoaYRERqdaO2L6qrhgP+zfksvC8wZa0iR0m6wtW9IIiI3CEiOAL9b+mPQL9AAGi3f4MaqaU3B93EnRLkMZQ6ttGatlslbuk1FoB6YrKFqfFl/rtr0WhoQFjPSIyZmYqYMeMtmkUSEbVLqWMbrdyo7Qv0ae7xo5KYbNXRGeRy5mIisoFSxzZaiwiOQERwBAD1xGSLjnpz8DOxMliUIPIhMWPGmxtgdnTUg4iIXMdVfXmIiMg2aujNQTfx+AYRERERERERKYJFCSLqkpyVR5Gz8qjSYRAR+TTmYiIiZTEPO45FCSJSjTVr1iAuLg6xsbFYvXo1AGD79u2IjY2Fn58fDh8+bH7thg0bsGDBAqVCJSLySqGhoRaPTbn2888/x+jRoy2eMxgMuO2221BR0baLPRERdV1lZSVmzpyJQYMGYdiwYXjkkUdQWloKIQT++Mc/ml+3YMECbNiwQblAnYRFCSKyW+nBSlz8vgblp65i47J9KD1Y6fA1i4uLsX79enz11Vc4duwYdu3ahVOnTiEuLg47duzA2LFjnRA5EZH3cEUubs/YsWNRVlaGs2fPmtc+/fRTxMXFISoqymX3JSJSM1fkYSklpk2bhnHjxuH06dM4fvw4Xn/9dVy8eBG9evXCmjVroNfrnRC9erAoQUR2KT1YiYLNJ9BokACA2iv1KNh8wuEkXFJSgnvvvRfdunWDRqPBgw8+iJycHMTExGDIkCFW33PhwgVMnjwZQ4YMwYoVK8zrr776KoYOHYpJkyZh1qxZePvttx2KjYhIbVyVi9vj5+eHJ598Elu3bjWvbdmyBbNmzXLJ/YiI1M5VebigoAABAQF49tlnzWsJCQno27cvIiMjMXHiRGzcuNGhe6gNp28QkU1MZ+Uufl9jTr4mBn0T9mwqwbdflnd5TGpcXByWL1+O6upqBAcH46OPPkJSUlKH7/nqq69QXFyMbt26YeTIkUhJMY54+sc//oGvv/4aBoMBiYmJGDFiRJdiIiJSG1fn4rq6OiQkJJgfX7lyBY8++igAYNasWZijP18ZAAAgAElEQVQ3bx5eeOEF1NfX46OPPsKqVau6+JMQEXkmV+fh4uLiDj+7Ll26FA8//DCefvrpLl1fjViUICK7tE6+na3bKiYmBi+88AImTZqE0NBQDB8+HBpNxylq0qRJiIgwzsd+/PHH8eWXXwIApk6diuDgYADAlClTHIqLiEiNXJWLg4ODUVhYaH68YcMGcz+fkSNHora2FidPnjTvbuvevbtD9yMi8lSuysOdueOOO3DPPffgb3/7m0vv4048vkFENpm2JBHTliQitEeQ1edDewR1uSJs8swzz+Do0aP44osv0KNHD9x5550dvl4I0eaxlK79HwERkZLckYs7MnPmTGzZsoVHN4jIZ7k6D8fGxuLIkSMdvmbZsmV488030dTU1OX7qAmLEkRkl9FTB0ETaJk6NIF+GD11kMPXvnTpEgDg/Pnz2LFjR6cfeD/55BNcuXIFdXV1+OCDD3D//ffjgQceQG5uLnQ6HWpra5GXl+dwXEREauPKXNyRWbNm4a9//Sv27NljPtZBROSLXJWHJ0yYgPr6eqxfv968dujQIZw7d878eOjQoRg2bBh27drl0L3Ugsc3iLrAlX8LpXaDR/UGAOzZVIJGg0RojyCMnjrIvO6I6dOno7q6GgEBAXjnnXfQvXt35OTk4LnnnkNVVRVSUlKQkJCA/Px8AMADDzyAOXPm4LvvvsNPfvITcw+KRx99FMOHD0f//v2RlJSE8PBwh2MjIpVJ8+2CoytzcUeGDRuGbt26YcSIEQgJCXHpvYhI/bImZykdgmJclYeFEMjJycGiRYvwxhtvQKvVYsCAAVi9erXF65YvX467777boXupBYsSRDYq2VuAitKTaDQ0IHN+GsbMTEXMmPFKh6WIwaN649svywE4t0Czd+/eNmvTpk3DtGnT2qz/7Gc/w89+9jOr13n++eeRkZGBGzduYOzYsViyZInTYiQi5dTk5qLu2DFIvR6nJkxEr8WLEO7DfWNckYtra2stHlvLtceOHXPKvYjIM+WdyUNRVRH0TXokZydjYeJCpAxMUTosRbjqM3F0dDS2bdvWZr24uNj8++HDh3vN8Q0WJYhsULK3ALsz16HR0AAAuHa5Crsz1wGAzxYm1LxbZN68eTh+/Dh0Oh3mzp2LxET1xkpEtqnJzUXFy+mQzbPZDeXlqHg5HQB8ujCh5lxMRN4n70weMvZnQN9kzMUV1yuQsT8DAHy2MME87DgWJcirbV2xFABw+UJt8+O2FUdbmHZItGTQ1yP/3bUo2pNv17WsxfLU797oUlxknTd1IybydOfmpN58UGn82yTsSbX+4g6Ydki0JHU6VCx/CVe3bbfvYlbi6L/pfbtjIiLyFGkfpwEATlw5YfHYXqYdEi3pGnVI35eO7NJsu65lLRZfPg7iy9joksgGrQsSna0TEZFztS5IdLZORETO17og0dk6kS24U4K8mmkHQs7KowC6vr0qc34arl2uarMe1jPSrl0OpQcrzc1wdPXuaUpGRKQkix0IWc1be9Ps35VwasJEGMrL26xroqPt2+VQtA3Y+THQWA+ENwAT04H4GXbH4ypSyjbjjqljHAVN1DnTDgTTroSu7khIzk5GxfWKNutRIVF2XTPvTB7S96VD36THD7U/qKovBfOw/RzNw9wpQWSDMTNToQm0nEWsCQzCmJm2b0EuPViJgs0n0Ggw/kdbe6UeBZtPoPRgpVNjJSLyRr0WL4LQai3WhFaLXosX2X6Rom1A7q+MBQkAqLlgfFzUtaN9zqbValFdXc0v2XaQUqK6uhraVv9uEJFrLExcCK2/5X9vWn8tFiYutPka7fWlyDuj/FQl5mH7OSMPc6cEkQ1MzSzz312LRkMDwnpG2jR9w7RDAwAufl9jLkiYGPRN2LOpBN9+We62JjnO6l9h6tfBfhhE5A6mZpYVy1+C1OuhiY62bfpGVou/eSs7dLMgYdJQB+xcABzZaHzsplGj1nZ39OnTB2VlZaiqarszj9qn1WrRp08fpcMg8gmm3QymXQ5RIVE27XJo2Teis74U7uorYe0+zMNd42geZlGCyEYxY8abm1p25Yt464JEZ+u+RgiBX//611i5ciUA4O2330ZtbS0yMjLcFsPPfvYz/PjHP8YTTzzhtnsSke3Cp0wxN7XsUmPK1gWJztbdLCAgAHfccYfSYRARdShlYIq5qWVXCghq7kvBPKwMFiXI57jzb/hb7n7YuGwfaq+0/eAb2iPI40YJlewtME8kyZyfZtOukc4EBQVhx44dePHFF9GzZ0+7328wGKDRMKUReQLTRA63TLxoufNhVZzxyEZr4X3dtkOCiEgtHO0vYY+W93BWXwryHuwpQeQmo6cOgibQ8j85TaAfRk8dpFBEXVOytwC7M9eZJ49cu1yF3ZnrULK3wKHrajQazJs3D6tWrWrz3Llz5zBx4kTEx8dj4sSJOH/+PADjzoZf//rXGD9+PF544QVkZGRg7ty5SE5OxoABA7Bjxw789re/xV133YXJkyejocEY8yuvvIKRI0ciLi4O8+bN47lBIl8xMR0ICLZcCwg2rhMRkVs4oy8FeRcWJYjcZPCo3hg/eyj8NcZuvqE9gjB+9lCPmb6xdcVSbF2xFPnvroVBb7njw6CvR/67a827ULpq/vz52Lx5M2pqaizWFyxYgNTUVBQVFWH27Nn41a9+ZX6utLQUn376qfnYx+nTp5GXl4edO3fipz/9KcaPH49vvvkGwcHByMvLM1/v0KFDKC4uRl1dHXbt2uVQ3ETkIeJnAFPWAv7NjYvD+xofq2j6BhGRt0sZmIKM+zIQ6BcIwLhDIuO+DNVM3yD3415nIjcaPKo3vv3SONLO045smJh2SNi6bo9bbrkFqampWLt2LYKDb/5t5oEDB7Bjxw4AwJw5c/Db3/7W/NyTTz4Jf39/8+OHH34YAQEBuOuuu9DY2IjJkycDAO666y6cPXsWAFBQUIC33noLN27cwJUrVxAbG4spnTXLIyLvED/D7U0tiYjIkqN9Kci7KFKUEEKcBXANQCMAg5QySQjRA8BWAAMAnAUwQ0r5HyXiI1IDtU23MMWROT8N1y637Ugc1jPSKbEuWrQIiYmJSEtLa/c1LWdHh4SEWDwXFGT8G1A/Pz8EBASYX+vn5weDwQCdTodf/vKXOHz4MPr27YuMjAzodDqH4/ZEzMVEnXNr/wvyOczDRJ1zZ+8LUoaSxzfGSykTpJRJzY+XAvhMSnkngM+aHxO5Tc7KoxYjPMm6MTNToQkMsljTBAZhzMxUp1y/R48emDFjBt577z3z2n333YctW7YAADZv3owHHnigy9c3FSB69uyJ2tpaZGdnOxaw52MuJvXISrEc4UnkG5iHSVXSPk6zGOFJ5Gpq6ikxFUDzfkpsBPCYgrEQUTtixoxH8rwF8NcEADDukEiet8Dh6RstLVmyBJcvXzY/Xrt2LbKyshAfH49NmzZhzZo1Xb72rbfeip///Oe466678Nhjj2HkyJHOCNmbMBcTESmLeZiIfIpSPSUkgN1CCAngT1LKTAC3SSkrAEBKWSGE6KVQbETUiZgx41G0Jx+A846X1NbWmn9/22234caNG+bHAwYMwJ49e9q8Z8OGDRaPMzIy2r1my+d+//vf4/e//32n1/MBzMVERMpiHiYin6dUUeJ+KWV5c5L9RAhxwtY3CiHmAZgHAP369XNVfETUCbX0uiCHdCkXMw8TETkNPxMTkc9T5PiGlLK8+Z+XAOQAuAfARSFEFAA0//NSO+/NlFImSSmTIiMj3RUyqRh7QRB1TVdzMfMwWcV+EER242dicib2giBP5faihBAiRAgRZvo9gGQAxQA+BDC3+WVzAex0d2zku0oPVuLi9zUoP3UVG5ftQ+nBSqVDInIp5mJSnaJtQNkh4NyXwKo442MiL8Y8TGqUdyYPRVVFOHzxMJKzk5F3hqOTyfWUOL5xG4Cc5jF9GgB/k1J+LIQ4BGCbEOIZAOcBPKlAbOSDSg9WomDzCTQaJACg9ko9CjYbd08OHtVbydDcSkppMWqTOielVDoERzAXk3oUbQNyfwU01hsf11wwPgaA+BnKxUXkWszDpCp5Z/KQsT8D+iY9AKDiegUy9mcAAFIGciccuY7bixJSyjMAhltZrwYw0d3xkPcz7YJoNEhsXLYPtVW3ArLMfOTD9FxLBn0T9mwqwbdflpvXpi1JdGvc7qTValFdXY2IiAgWJmwkpUR1dTW0Wq3SoXQJczG5nWknRGM9br9dg/+c637zuEfzuoWGOmDnAuDIxlYXinBLuESuxjxM7mbaBaFv0iM5OxlX6q4gwD/AfOTD9FxLukYd0velI7v05gj1rMlZbo2bvJ9SjS6J3MLaLgj4JQJNN1/TuiDR2bo36tOnD8rKylBVVaV0KB5Fq9WiT58+SodBpH6tdkJotAZE/OgyUNsdCO3VtiBh0t46ERHZxdouiNZaFyQ6WydyFhYlyKsd2HkaBn2T5aLQwC/gLvPOh43L9hmLFa2E9gjy6t0RLQUEBOCOO+5QOgwi8lafvWLc+dCCn78EDHVAWp6xh0TNhbbvC+9rfL6lPakuDJSIyDutOboGukZdm3UJad75kJydbLVYERUSxd0R5FKKTN8gcpbOGlRaKzYAQFPTzS33o6cOgibQ8j8FTaAfRk8d5PyAbVSytwAVpSdRdrwYmfPTULK3QLFYiIg61VmTypoy6+8zrU9MBwKCLZ8LCDauK6gmNxd1x47hxqFDODVhImpycxWNh4ioPZ01qKy8br2Je8tdEAsTF0Lrb3ksVeuvxcLEhc4P2EZsvOkbWJQgj9Veg8qWhYnQHkFW3+vnd7NSPHhUb4yfPRT+GmF+z/jZQxVrclmytwC7M9eh0dAAALh2uQq7M9exMEFE6tRek8qWhYnwdo45mdbjZwBT1gL+zTk7vK/xsYJNLmtyc1Hxcjqk3viB3VBejoqX01mYICLVaa9BZcsv8L1DrH+uDfQLNP8+ZWAKMu7LMK9FhUQh474MxZpc2vJzkXdgUcJL5Kw8am7c6Cv2bCppczTD1KDSxNouCKAR3cJOWawMHtUbt90Rjug7b8Xc1+9XrCCxdcVS5L+7Fga95Q4Pg74e+e+uVSQmIrJRVsrNxo2+IivF2Iyy1dEMNNQZj2yYWNkJ0dTkb7kTIn4G0Gck0P8BYHGxogWJc3NSUbH8JUid5VZnqdPh0qrVCkVFRLZI+zjN3LjRV6TvS29zNMPUoNLE2i4IP/jh9tDbLdZSBqYgPjIeSbclYfcTuxUrSKR9nGbTz0XegT0lyGPZ0qDSVFzYs6kEjQZp3DnReAjabta3sKmBaYeEretERIpqrxllyyMbpgLDzgVAYz0MDcH4z5UYRKp43Kdph0Rrhoq2562JiJRkS4NKU3EhfV869E16RIVEQeuvRUSweicasfGm7+BOCfJYpuMWrbU+stF6F4SaCxJP/e4NhPWMtPpce+tERIpJy7t55KK11kc2WuyE+OF8Mm7U9nV9fF3Uf9P70ERHW31OExXl5miIiDrW8ghGS1Ehlvmq9S4INRcksiZntYnfpL118lwsSpDHCovQQrSqSzjSoHLakkRVTNsYMzMVmkDLD/mawCCMmcmO80SkQrf2B0SrjxNdbVKZltd22oZCei1eBKG13OostFr0WrxIoYiIiKy7PfR2+LX6WudIg8qsyVmqmLahxsab5Bo8vkEeq9stxi/u16p15qMZo6cOcmk/iMsXal12bZOYMeMBAPnvrkWjoQFhPSMxZmaqeZ2ISFVCexn/efWc8ShHeF9jQcKVRzMqvzH2s3BhASN8yhQAMPaW0OuhiY5Gr8WLzOtERGph2vHwQ+0P5qMZCxMXurQfxIkrJ1x2bRNrR05c/XORMliUII/W7ZYgc3HCll0OplGbjYYGZM5Ps+vLfunBSsD/IQDdsHHZPpcWQGLGjEfRnnwAxiMdRESqFtrrZnGik0JBzbfXUHesDFKvx6kJE+3+ot8t9AK6jzgPnDtjHD/qwgJI+JQpuLptOwDjkQ4iIrWKCI4wFyds2eVgGrWpb9IjOTvZri/7eWfycL3hOiSk3e+1V8rAFGSXZgOw7eciz8SiBPmMa5ePYXfmrjajNgF0WpgwjR+FCAFwc/woAMUmdRAReZqab6+h4uPLkM0NiU1jNgHYVpgo2obIPiVAg6H5gs3jRwFFp3UQEXmS6rpqq6M2AXRaXDCN6ZSQdr+XqD0sSpDX2bpiaZu1yxdqoau9AMhGi3XTqE3TrgSTlrsTclYexcXva9pM+zCNH2VRgoiorXNz2vbBqTta1ToNQ+p0qFj+knlHgkmbnQlZKUDZobbTPhrqjFM9WJQgIrJgbTTqiSsnzLscWjKN2jTtSjBpuTsh7eM08+4Ka+9lUYK6io0uyXe0/iTczJZRm7aMHyUioo61k4bbHb/ZRnvjR9tbJyKiNloXJExsGbXJMZ3kCtwpQR6vdS8Jaz0YclYexfnClTDoa9o8F9YzssO+DdOWJGLjsn2ovdL2Q2/r8aNERD6rVS8Jaz0YTt1zFwz/NbRZ10RHd96zIS3P2EOi5kLb58LVO16UiMhdWvdcsNaDob3dDoBx1GZHfRuyJmchOTsZFdcrrL6XqKu4U4J8Rvc+/9PlUZujpw6CJtDyPxdHxo8SEfmiXmO7Q2gsZznbNWZzYrpx3GhLXR0/SkTko24Pvb3LozY5ppNcgUUJ8hlhPYcjed4C+GsCmh9HInneApumbwwe1RvjZw+Ff/OH6dAeQRg/eyj7SRAR2SE8NgxRk3tCBAYCMO6QiHr1Fdunb8TPAKasBfybC8zhfY2P2U+CiMhmEcERyLgvA4F+xlwcFRKFjPsybOoJkTIwpcvvJWoPj29Qh3JWHgVg27hNT+DIqM3Bo3qzCEFEyshq/rDXybhNTxAeG4arFwcA6OKYzfgZLEIQkduZmkZ6y1hKR0ZtpgxMYRGCnMrmooQQoocNL2uSUl51IB7ycqUHK7FnUwkaDRKhPYIweuogftEnInKnom3GaRWN9cadBhPT+SWfiMjN8s7kIX1fOvRNekSFRGFh4kJ+0SefZc9OifLmX6KD1/gD6OdQROS1Sg9WomDzCfPEitor9SjYfAIAfKow4S27TojIAxVtA3J/dXNaRc0F42PAtwoTXrDjhIg8V96ZPGTszzA3m6y4XoGM/RkA4FOFCW/ZdUKOs6enRImUcqCU8o72fgGodlWg5PkO7DwNg77JYs2gb8KBnacVioiIyMd89grQUGe51lBnXCciIrdYc3QNdI06izVdow5rjq5RKCIiZdmzU2K0k15DPsraSM2O1pVSsrcA+e+uRaOhAWE9IzFmZqpNzTCdzd6eF/bYumKpy+9BRCpUU2bfukJqcnNRsfwlSL0emuho9Fq8yPZmmE7Wpb4XNjg3J9Wl1yci9aq8XmnXulLUcsTElTsqvK1XiKeyeaeElFLX3nNCiFs7ew1RaI8gu9aVULK3ALsz16HR0AAAuHa5Crsz16Fkb4HCkREROUF4H/vWFVCTm4uKl9Mh9cZtzYbyclS8nI6a3FyFIyMico7eIdaPLbe3roT2jpjkneHxN3K+TosSQogRQojfCSG6CyFuEULcK4R4Rgjx/4QQ+UKIHwB874ZYyc1KD1bi4vc1KD91FRuX7UPpQceqt6OnDoIm0PJfOU2gH0ZPHeTQdZ1p75b3YdBb7tww6Ouxdwv/JouIFFK0DSg7BJz7ElgVZ3zcVRPTgYBgy7WAYOO6SlxatRpSZ/l3HFKnw6VVqxWKiIh8Xd6ZPBRVFeHwxcNIzk52+Iv5wsSF0PprLda0/losTFzo0HWdiUdMyJ1sOb7xJwC/AHAewDUA3wI4AaAEwEwACVLKSy6LkBThiqaUpvepefrGterLdq0TEbmUsxtTmt6j4ukbhooKu9aJiFzJFU0pTe9Tw9GI9njKERPyDrYUJfYD+A2AowC6AVgvpdwGAEKI37Ag4RlyVh616/UXv68xFyRMDPom7NlUgm+/LLf5Oq0nTQwe1VtVRYjWwiJ64trlKqvrREQOy7LzA2fZoZsFCZOGOmNR4chG26/TctpE/AxVFSFa00RFwVDe9v8zmqgoBaIhIm9j6iFgq6KqInNBwkTXqEP6vnRkl2bbfJ3WPQtSBqaoqgjRWu+Q3qi43rYYrKYjJuQ9Oj2+IaX8FYCnpZQPAngIwL1CiANCiIcByI7fTZ6qdUGis3VvMWZmKjSBlj0uNIFBGDMzVaGIiMintS5IdLbuBXotXgShtdzWLLRa9Fq8SKGIiMiXtS5IdLbuLTzhiAl5D5umb0gpbzT/8wqAXwsh+gP4PYDbhBDjpJSfuy5EcobWOxY6s3HZPqtTMUJ7BNl9LU9imrKxd8v7uFZ9GWERPRWbvkFEXijNznPIq+KMRzZaC+9r/7U8hGnKxqVVq2GoqIAmKkrR6RtE5F3snbKQnJ1sdcdAVEiUV09sMO3iWHN0DSqvV6J3SG/VHTEh72HPSFAzKeU5AHOEECsBvCGEeEVKOda5oZGSRk8dhILNJ2DQN5nX1NaU0lVixoxnEYKI1GFiurGHREPdzTWVNaZ0hfApU1iEICJVWJi4EBn7MyyaPvrKjgG1HzEh72HzSFBrpJSFUsrJAH7npHhIJQaP6o3xs4fCXyMAGHdIjJ89VDX9IJw9GYSISJXiZwBT1gL+zcfKwvsaH6ulJ4QzJ4MQEalQysAUZNyXgUC/QADGHRIZ92Wo5su6syeDECnB5qKEEKLdTolSyoLOXkOeZ/Co3rjtjnBE33kr5r5+v6oKEtYmg7AwYZuSvQWoKD2JsuPFyJyfhpK9BUqHREQdiZ8B9BkJ9H8AWFysroKEtckgLEx0qiY3F3XHjuHGoUM4NWEianJzlQ6JiDqQMjAF8ZHxSLotCbuf2K2qgoS1ySAsTNiGBR31sOf4RowQoqiD5wWAcAfjIQLQ8bQQZ00G8UUlewuwO3MdGg0NAIBrl6uwO3MdAPDIChFZ6mxSiLMmg/iYmtxcVLycDqk3fokwlJej4mXjcRweWSGi1jqaFuKsySC+yBWjXqnr7ClKDLXhNY1dDYTIVr46GcQRW1csBQBUlJ40FyRMDPp65L+7FkV78vHU795QIjwi8kQ+OBnEUefmpKLu2DFzQcJE6nSoWP4Srm7bjv6b3lcoOiLyNL46GcQRpiJPZwUdb25iqkY2FyWam1sSuUVHEz66Mhmko50XvqR1QaKzdSLyYZ1N9+jKZJDOdl/4gNYFic7Wici3dfTluCuTQTraeeFLWNBRF4caXRIpYfTUQdAEWv6r6yuTQbrqqd+9gad+9wbCekZafT6sZyR3SRCRfSamGyeBtOQDk0Ec0X/T+9BER1t9ThMdzV0SRGSXhYkLofXXWqz5ymSQrsqanIWsyVmIComy+ry3j3pVKxYlqEPTliR2uGtBCWqfDKJmY2amQhMYZLGmCQzCmJmpCkVERDZJy+t854K7qX0yiEr1WrwIQmv5JUJotei1eJFCERGRLUxfZtVE7ZNB1IwFHXWxp6eEBSFECACdlJJ9JBRmGo/ZaJDYuGwfRk8d5PVf0AeP6m1uaqm2oomamZpZ5r+7Fo2GBoT1jMSYmalscknkKNNozMZ647GGiem+8eU8fsbNppZqK5qolKmZZcXylyD1emiio9Fr8SI2uSRyAtM0BX2THsnZyViYuNDrv6CnDEwxN7VUW9FEzUz/XqTvS4e+SY+okCif+PdFrWwuSggh/ADMBDAbwEgA9QCChBBVAD4CkCmlPOWSKKld7Y3HBOD1hQnqmpgx41G0Jx8AeGSDyBnaG40J+EZhguwWPmUKrm7bDgA8skHkJJymQPZiQUc97NkpUQDgUwAvAiiWUjYBgBCiB4DxAN4QQuRIKf/q/DC9j7MaL7pyPKa37kDgF3EiMnNG40VXj8b0wh0I/CJORCbOarzoyvGY3vqF1Vt/LvI89vSU+B8p5atSyiJTQQIApJRXpJT/kFJOB7DV1osJIfyFEF8LIXY1P75DCHFQCHFKCLFVCBFoR2w+i+MxiairmIedhKMxicgBzMXOwWkKRJ7LnpGgDUKIoQBuB3BQSllrek4IMVlK+bGU0p65ggsBlAC4pfnxmwBWSSm3CCHeBfAMgP+z43oexVm7ELoyHpOIqJlP52EAztmF0JXRmEREN/l0LnbW39Z3ZTwmEamDzTslhBC/ArATwHMAioUQU1s8/bo9NxVC9AGQAuDPzY8FgAkATHurNgJ4zJ5r+iqOxySirmAediKOxiSiLmIudh5OUyDyXPb0lPg5gBFSylohxAAA2UKIAVLKNQCEnfddDeC3AMKaH0cAuCqlNDQ/LoNxR0YbQoh5AOYBQL9+/ey8rfcxNbPcs6kEjQaJ0B5BPjF9g4gcxjzsLKZmljsXGI9shPf1nekbROQo5mIn4TQFIs9lT1HC33RkQ0p5VggxDsbCRH/YUZQQQvwYwCUp5ZHma6Cd91ttiiClzASQCQBJSUlsnACOxyQi+zAPuwBHYxKRnZiLnY/TFIg8kz1FiUohRIKUshAAmndM/BjAXwDcZcd17gfwqBDiEQBaGM/PrQZwqxBC01wZ7gPAsdERRA7YumIpAE7qIK/FPEwe4dycVACc1kFei7mYVM80HYVFHnIle4oSqQAMLReak2WqEOJPtl5ESvkijGNF0VwVfl5KOVsIsR3AEwC2AJgLY/8KInIBFlt8G/MwkfJYaCHmYiLlsdiiDjY3upRSlkkpK9t5bp8TYnkBwK+FEN/BeJ7uPSdck4iIbMc8TESkPOZiIvIpNu+UaJ6+sUNKWeasm0spPwfwefPvzwC4x1nXJiKizjEPExEpj7mYiHyZPcc3XgWwVAhxGsDfAWyXUla5Jiwi52IDUCIiFWATUCIiRfG4AqmRzcc3AJyBsdnOqwBGADguhPhYCDFXCBHW8VuJiIiIiIiIiCzZU5SQUsomKeVuKeUzAEUw9kwAACAASURBVKIB/H8AJsNYsCAiIiIiIiIispk9xzcs5iZLKRsAfAjgQyFEsFOjIiIiIiIiIiKvZ89Oiafae0JKWeeEWIiIiIiIiIjIh9gzErRUCDFICPG8EGKNEGKlEOJZIUS4KwMkcreSvQWoKD2JsuPFyJyfhpK9BUqHRETkc2pyc1F37BhuHDqEUxMmoiY3V+mQiIh8St6ZPBRVFeHwxcNIzk5G3hk2KybXsLko0TwS9F0AWgAjAQQD6AvggBBinEuiI3Kzkr0F2J25Do2GBgDAtctV2J25joUJIiI3qsnNRcXL6ZB6PQDAUF6OipfTWZggInKTvDN5yNifAX2TMQ9XXK9Axv4MFibIJezpKfFzAAlSykYhxP8D8JGUcpwQ4k8AdgK42yUREjnR1hVLO3y+ovSkuSBhYtDXI//dtSjak9/u+5763RtOiY+IyBecm5Pa4fN1x46ZCxImUqdDxfKXcHXb9nbf13/T+06Jj4jI26V9nNbh80VVReaChImuUYf0fenILs1u930cOUpdYU9PCeBmESMIQBgASCnPAwhwZlBESmldkOhsnYiInK91QaKzdSIicq7WBYnO1okcYc9OiT8DOCSE+DeAsQDeBAAhRCSAKy6IjcjpOtvRkDk/DdcuV7VZD+sZyd0QRERO0tmOhlMTJsJQXt5mXRMdzd0QRERO0NmOhuTsZFRcr2izHhUSxd0Q5HT2NLpcA2AWgN0AHpNSZjWvV0kpx7ooPqJ2TVuSiGlLEp16zTEzU6EJDLJY0wQGYczMjrcaExH5rLQ84y8n6rV4EYRWa7EmtFr0WrzIqfchIvIGWZOznF4oWJi4EFp/yzys9ddiYeJCp96HCLBvpwSklN8C+BYAhBAPALgHQLGUcrcLYiNyu5gx4wEA+e+uRaOhAWE9IzFmZqp5nYiIXC98yhQAQMXylyD1emiio9Fr8SLzOhERuVbKwBQAQPq+dOib9IgKicLCxIXmdSJnsrkoIYT4Skp5T/Pvfw5gPoAcAL8TQiRKKbm3nbxCzJjx5qaWPLJBRKSM8ClTzE0teWSDiMj9UgammJta8sgGuZI9jS5bNrOcB2CSlHIFgGQAs50aFRERERERERF5PXuOb/gJIbrDWMgQUsoqAJBSXhdCGFwSHRERERERERF5LXuKEuEAjgAQAKQQoreUslIIEdq8RkRERERERERkM5uLElLKAe081QRgmlOiISIiIiIiIiKfYdf0DWuklDcAfO+EWIiIiIiIiIjIh9jT6JKIiIiIiIiIyGlYlCDV2rpiKbauWKp0GEREPuvcnFScm5OqdBhERD4t7eM0pH2cpnQYRC7j8PENIm/01O/eUDoEIiKf13/T+0qHQETk07ImZykdAvkA7pQgIiIiIiIiIkXYXJQQQlwTQvzXyq9rQoj/ujJI8j0lewtQUXoSZceLkTk/DSV7C1x+v8z5aVg5c4pb7kdEpHY1ubmoO3YMNw4dwqkJE1GTm+uWe56aMBElMcPcdk8iIjXLO5OHoqoiHL54GMnZycg7k+fy+yVnJyN+Y7xb7kcE2DcSNMyVgRCZlOwtwO7MdWg0NAAArl2uwu7MdQCAmDHjXXY/g77eLfcjIlK7mtxcVLycDqnXAwAM5eWoeDkdABA+ZYpr76nTue2eRERqlncmDxn7M6BvMubiiusVyNifAQBIGZjisvvpGnVuuR+RCXtKkOrs3fK+uUBgYtDXY++W97tcJOioYWZF6UlzAaTl/fLfXYuiPflW38OeE0TkzS6tWm0uDphInQ6XVq12qEDQUdPMumPHzEWQlvesWP4Srm7bbvU97DlBRN5szdE15gKBia5RhzVH13S5SNBRw8yiqiJzAaTl/dL3pSO7NNvqe9hzgpzB5qKEEOIaAAlAtFg2PZZSylucHBvZYdqSRKVDcJpr1ZftWndU64JEZ+tERFalec8WV0NFhV3rztC6INHZOhGRNd70JbnyeqVd645qXZDobJ3IWXh8g1QnLKInrl2usrreVR3tbMicn2b9fj0juSOCiHySJioKhvJyq+uO6Ghnw6kJE63fMzqaOyKIyCf1DumNiutti8G9Q3p3+ZodFW2Ss5Ot3i8qJMqrij2kPpy+QaozZmYqNIFBFmuawKD/n717D4/qvO7F/13S6GYkpICQJQHGNrFAjoNjAiHEUVxBi90SFTtPi0n5GVdNf6QtJEBdn+JLMMa/47r1cbGp3cNRkxLguAZCjIlKE5yCksiYENs4yBeBCNjEIGEhE8kCSxrN6P39sWcPc9l7btoze8/M9/M8etC8ey6vBrSYvfb7roW6JebLftPp9YiInK5izWpIYWHQmBQWomLN6ox6TSIiJ1s1cxUKc4PjYmFuIVbNXJURr0ekY00Jchy9bsT+zZvg9QyjpHwC6pYsS1rRSf15W3dsQ/9HPSgZX57U1yMicjq9bkTXQw9Dud1wVVejYs3qpBac1J+7e+PT8HR1wVVVlfTXJCJyMr1uxLpD6+AecaNqTBVWzVyVtKKT+vM+c/QZnL98HpVjKpP6ekQ6UUrZPYeEzZo1S73++ut2T4OSRC9OyS0UlG5E5A2l1Cy755EKjMOZTS9Mye0TlI4YiylT6MUpuYWC0k2scTieQpevKKW+HFDw0n8ILHRJRERERERERHGKp9Dll31/suAlpQRXSBAR2YsrJIiI7McVEpTpWOiSiIiIiIiIiGwRc1JCRGaLSGXA7WUisldENonIuORMj4iIiIiIiIgyVTwrJf4PADcAiMhXADwBYBuAPgBN1k+NiIiIiIiIiDJZPC1Bc5VSF33f3w2gSSn1QwA/FJFfWz81IiIiIiIiIspk8ayUyBURPYkxH8DBgGPxJDeIiIiIiIiIiOJKJrwA4Oci0gNgAEArAIjIp6Ft4SBKSzsfXQuA3T6IiOyy56mjAIC77ptp80yIiLLYloXan4377J0HZZ14WoL+TxE5AKAKwMtKKeU7lAPgW7E+j4gUAvgFgALf6+9WSj0iItcB2AFgHICjAO5RSrljfV4iq7W3tqB1xzb0f9SDkvHlqFuyDLV19XZPi8gSjMWUDjqOnMfhvadw6eIQiscVYO6iqaiZUxn9gURpgHGY0kbbLuDABqDvLFA6CZi/Dpix2O5ZUQaJp/uGKKV+qZTao5S6rI8rpTqUUkf1+8TwVEMA5imlbgbwOQB3iMgXAfwjgI1KqRsA/A7AN+L5QYgS0d7agq6OEzj77ttoWtGI9tYW//jLTc+iv+cCoBT6ey7g5aZn/ceJMgBjMTlCx5Hz+PC9PnSe7MXWBw+h48h5/3jL88dx6eIQAODSxSG0PH/cf5woAzAOk3O07QLOvgaceQXYeJN2Wx9v/jbQ9wEApf3Z/O0rx4ksEE9NiRYR+ZaIXBM4KCL5IjJPRLYCuDfakyjNJd/NPN+XAjAPwG7f+FYAd8YxN6K46YkHr2cYAIISD607tsHjHgq6v8c9hNYd2+yYKpHlGIvJCfTEg9ejLb4MTDwc3nsKHvdI0P097hEc3nvKjqkSWY5xmBxDTzx4fZ99AxMPBzYAwwPB9x8e0MaJLBJPUuIOAF4AL4hIp4i8KyKnAZwE8HVoGd3vx/JEIpLr69jRDeCnAE4B6FVKeXx3OQtgosljl4vI6yLy+oULF+KYPlGw/Zs3mSYe+j/qMXyM2ThROko0FjMOk1UObm83TTzoKyRCmY0TpSN+JiZH2LvSPPHQd9b4MWbjRAmIOSmhlBpUSv2rUupWAFOgdeCYqZSaopT6f5VSMbcFVUp5lVKfAzAJwBcA1BrdzeSxTUqpWUqpWRMmTIj1JYnC6CskQuk1JIyYjROlo0RjMeMwWUVfIRFKryFhxGycKB3xMzE5gtck2avXkDBiNk6UgHhWSvgppYaVUl1Kqd7RvLjv8T8D8EUAZQEtRycB6BzNc1P62PnoWvxL42J/F4xUKSk3/g9cL2rpyg/+4OvKL0DdkmUJv97OR9em/GckigVjMQHAmXuW4cTsL+DMPYnHuXhFSjzMXTQVrvzgjymu/BzMXTR1VK+556mj/m4fRE7BOEyAFp/+bc3PUx+jSiebjPuKWuYVBY/nFWnjidqy8EqnDyIkmJQYDRGZICJlvu+LAPw+gHYALQD+xHe3ewHsTfXcyB6Xe3vhHhgIKzaZbJESD7V19ViwfKWWuBBBSfkELFi+kt03KGMwFlOo4Z4ejFy6hE9eew0n581HX3Nz0l8zUuKhZk4l6pdO9ycuiscVoH7pdHbfoIzBOEyhPvl4CO5Bb1jh36SLlHiYsRho2ORLXIj2Z8Mmdt8gS8XcEtRCVQC2ikgutKTILqXUf4rIuwB2iMj/B+BNAN+zYW6UYu2tLejtOgf4OszqxSYBJD0BoD///s2b4PUMo6R8QlDbz9q6eiYhKJMxFpNfX3Mzhs+c8cdiT2cnur6jXQUrbWhI2uvqCYaD29vh9aiwtp81cyqZhKBMxjhMfh1HzqOve8C/WUcv/Asg+XFQTzDsXalt5SidHNz2c8ZiJiEoqWJOSojIHADtSqmPfdnctQBmAngXwONKqb5Ynkcp1QbgFoPx09D20lEWad2xDUoFb5XUi02mIiFQW1ePtoP7AQB3P/JE0l+PyCkYiylQ98angZHggpNqcBDdG59OalIC0D5sv/OKtjr9rvtmJvW1iJyEcZgCHd57CiEfif2Ff1OSnJ2xGHhjq/Z9477kvx5RgHhWSvw7gJt93z8D4BNofZTnA9gC4GvWTo2ygRO6XDAZQUTZztPVFde41ZiMIKJs54iOQ0xGkE3iSUrkBLQnmqWU0j9BvOJrZUQUt5Lx5ejvCW9jlW1dLtpbW/ytSPVCm9w6QkSp4qqqgqczvJaeq6rKhtnYp+PIeX870tCtJEREyVQ8rsAwAZF1HYfadl1pRaoX2uTWkYwXT6HLt0Wk0ff9MRGZBQAiUgPAuLciURR1S5ZBRILGRtvlIt20t7bg5aZnteSMUv66Gqkq+ElEVLFmNZAT/JFACgu18SzRceQ8Wp4/7j8p0Pdzp6zQHBFltbmLpiLkI7ElHYfSStsuoPnbQN8HAJT2Z/O3tXHKaPEkJf4SwG0icgrAjQAOi8hpAP/mO0ZkyqwdZm1dPcqqJkKPwtnY5aJ1xzZ43MGZcb2uBhGRlc7cs8yw5WdpQwPypkzxx2JXdTWqHtuQ9HoSTnJ47yl43MF1NfT93EREVjFrS1wzpxKlFUWALzGRlR2HDmwAhgeCx4YHtHHKaDEnJZRSfUqpPwfwOQDLofVRnquUuk0pdSxJ86MM0N7agq6OE4YtP9tbW/Bx94eAUmHdL7KFE+pqEFHm62tuxsCxY4YtP/uam+E5p3VCclVXo2LN6qxKSAAO2c9NRBmt48h5fPhen2HLz44j59H/0SCgkL3bx/rOxjdOGSOe7hurAbwC4NdMQlCs9K0JXo+2wyew5ScA02PZlJhgXQ0iSra+5mZ0fWcdlNsNILjlJwDTY9mUmOB+biJKJn2LmNejtdgIbPkJwPRYViUmSif5tm4YjFNGi2f7xiQAmwB0i8jPRORxEVkoIuOSNDfKAPs3bzLdmsBtCxrW1SCiZOt66GGowcGgMb3lZ/fGp02PZRNXXg73cxNR0hzc3m66RYzbx3zmrwMk5PQ0r0gbp4wWz/aNv1NKfQlAJYAHAVwE8BfQCmC+m6T5UZrTV0GE6v+oJ623LZjVyEiEXlcj15UHiGRlXQ0iSi59FUQoT1eX7e1AR8Nsb3YirhpbgNKKIv/KiKzcz01ESaOvggh16eJQem8f27JQ+7LCjMXAuE8DuQUABCidDDRsYveNLBBPS1BdEYCxAEp9X50A3rJyUpQ5SsonRNyakE3bFk5cPGF6bExZGcaUleHuR55I4YyIKFu4qqsjtvzMlnage546ip6z/SifVGJ4/KqxBbjrvpmGx4iIRiPaFrGs2j52vs38WHGF9tW4L3XzIdvFvFJCRJpE5BCAnQDmAngVwJ8qpWYppRojP5qSwcqr9VYwmk/dkmVw5QcHVH1rQqRj2SRSIVAicj6zjhZ2MJtLxZrVkMLCoDG95WekY9kiUvE5InI+K1dNWcFoPnMXTYUrP/jUS98iFulYVmnbBZx9DTjzCrDxJrYCzSLxrJS4BkABgJMAzgE4C6A3GZOizKFvQWjdsQ39H/WgZHx5WIeN/Zs3wesZzujuG+2tLSjqHoaMAE0rGv0/Z6RCoJn4PhCRPfSCld0bn4anqwuuqqqwDhtdDz0M5XZndPeNTz4egnvQ608+6B/4WWCOiJJNjyeH957CpYtDhh02Dm5vh9ejMrv7RtsuYKgfgNISD/PXadsz2nYBzd8GvL4VI30faLcBbt/IAjEnJZRSd4hWje8zAL4E4D4AN4nIRQCHlVKPJGmOlAb0q/1ez3DQSTegnVybnWDX1tWj7eB+AMjYrQt64iHHV7+ov+cCfvzcP+PwizvxcfeHYXU3PO4h7N+8iUkJIoqL3vJTud04OW9+WGKhtKHBNNFQ2tCA3l0/AABM2Z6ZxYY7jpxHX/cA4NvWfeniEP77+1pJLBWy1dvjHsHB7e2ZeUJAREmlr7zyepQ/+anHkpo5laZxpWZOJd55RdtKl7HbyPTEgx6I+z4A9nwT+PmTQO+ZKwkJ3fAAsHclkxJZIK6aEkopBa2wZS+APt/XVwF8AQCTElkq2672R0rAGNFXggRSShkmJHRm4+nkpTfP4cn9J9DZO4DqsiLcf/s03HnLRLunRZSRIrX8zMQVD0DkD/5GDm5vD0s+hN4OZFaULp0wDhOlVqS2nxmZ5NS3W3iHglc9mNm7MjzxoEaMExI6s/E0wlgcXTw1Jb4tIjtE5AMAv4CWjDgB4GsA2BY0i0Vq+5lpzBIwkepAmCYevB6UlE8wPGY2ni5eevMcHnjxLZzrHYACcK53AA+8+BZeevOc3VMjykjZ1tbT7IN/pFoQ8SYZ0r3AHOMwUepFavuZccy2W0SqA2GaeHBrnTaMmI2nCcbi2MSclABwLYDdAL6glLpeKXWPUupflVLHlFIjUR5LGSxS289M07pjW9wJGNPEg6++RiYW+3xy/wkMDHuDxgaGvXhyv3kHEiJKXDq39UzE4b2n4v7gb5ZkKBzjysgCc4zDRKkXqe1nxjmwQdteEWh4QBs3Y5p4mKStssgrCh7PK9LG0xhjcWxiTkoopf5WKbUbwO9E5G9F5EUR+aGIrBGRwqhPQBkr0kl3IKd1CzETaZ5miZZICZhIiYfaunosWL4Sua48ANp7uWD5yrTf9tLZOxDXOBGNjln7TqNxJ3ULiSTSPM0+4Ef64D930VSIBI+58nNQt7gG9UunI9elHSweV4D6pdPTfqk14zBR6pklP0PHndYtxNSWhdqXkb6z8Y0DkRMPMxYDDZuAXN97VTpZu53m9SQYi2MTz0oJ3TZoxS7/BcCzAGoBbLdyUpReMvVqv5HQREu0cQD+xMNIjlbWJzTxUFtXj6qaaZh0401Y/tyWtE9IAEB1WVFc40Q0OunY1nM0yZFYP/gHqplTidKKIkCu3FdPPtTMqcTV15Wi+oYy3Pv4rWmfkAAYh4nskHatPSMlHaIpnRTfOHAl8aAH4tDEw4zFwKTZwJQvA2veTvuEBMBYHKtEkhLTlFLfUEq1+L6WA6ixemKUPmK52q8Xhzz77ttoWtEYVoOh+/3TabGKItEETG1dPQYq8vBJZZ5h4uHuR57IqO4j998+DUV5uUFjRXm5uP/2aTbNiCizlTY0oOqxDZD8fACAq7oaVY9tCCtyqXfo+OS113By3nz0NTcHHR88fjwtVlEk+sH/qrEFyC/MNUw+3HXfzIyqeM84TJR6NXMqo6680ov06q2JQ2vh9JztT49VFIlut5ixGCgoAQrGGiceGvdpXxmCsTg2cXXf8HlTRL6olPolAIjIHACHrJ0WpZtIbT+jdee4+5En0iIhAVzpJqJ31CgpnxC1+0Y20isKs9IwUepEavkJRO/QMWX7tpQlJKK1L41G/4B/cHs7vB6F4nEFUbtvZBvGYSJ7RGr7Ga07x133zUxdQiLezhmh9PvqHTVKJ8f/HFmAsTg2iSQl5gBYJiK/9d2+BkC7iLwFrWvoDMtmRxkhUnHIdDyZr62rR9vB/QCQUasbrHbnLRMZcIkcpOuhh/0JCZ3eoSOVbUOtal9aM6cS77zSCQAZtcLBSozDRM4SqUhvSpOqZp0zgPgTE29s1b7PoNUNVmMsji6RpMQdls+CMloixSGJiMhaoQkJXao7dDglOUJElGqJFOlNikidM7jSgWwQd00JpdSZSF/JmCSFi1ajwUkSKQ5pJl06eBBRdohWo8FJXNXVxuMmnTsiGU2RSqckR4goM0Sr0eAkiRTpNTOqDh6JdM4gSqJECl2SzcxqNDg1MZFO3TliTfZkWmFKIoqf2TYEpyYmnNKhI5bkSKzJnkwrTklE8TGr0eDUxIRjunPE0jlDrzlx5hWt5kTbLuPHZFhhSrJHIts3KIliWQXQ1XHCn5DQedxD2L95k7/WgRk7TqSjFYfUEwFezzCaVjTaVjgyWkFOIsoesawC0As1BlKDg+h66GH07vpBxMdO2b5tVPNLhL41Qt8+4aquDiowOdrik7GqWLNaS+YMDvrHApMjVtWcIKL0FssqgA/f6/MnJHQe9wgObm/315wxY0dCM1qRXn3Vh9ejsPXBQ8kr4Dt/nVZDInALR2DnDKtqThDFiEmJNBSakIg27gRmxSFTkQiIdbvHaJI9AIteEmUbs20IZuNOUNrQ4E+YBCZGUpEICEz0uKqqMPz++4BSkPx8uKqq0LvrB+jd9YO0S/YQkX1CExLRxp3ArEhvtM4cltiy8Mr3YycDH50EoIDcAu32G1u1L70rR6DhAa3Thl7YMhKunKA4MSnhMLGc2DataER/z4Ww8ZLyCY4+MTaam756IpCeCEj16oR0TPYQUXLEcnJ7ct58eDrDr8S5qqsdfXIcOrcz9ywzTQQkq/hkXnk58sqN6wqlY7KHiKwXy0qGrQ8eMiwSWTyuwNFbu4zmpq+eCKSv+kjKaoniCu3LSGhCIto40SgxKZGG6pYsw8tNzwa12XRqjYZoEkkEXO7t1RIzH/WgZHx51O0esSZq0jXZQ0T2iLYNIZ0kUnxyuKdHS8x0dcFVVRV1u0esiZp0TfYQUerNXTQVLc8fD2qzaUuNBgsksupjkvu/gY3LtAKVpZO07ReRtlfEuoJh403alo1QpZO5CoKSgoUu01BtXT0WLF+JXFceAO2kecHylWlZ96CkfILheEFxSdhYe2sLzrW/i991ntWSB0pZWuQznQpyEpH9ShsaUPXYBkh+PgDtpLnqsQ1pV/dgyvZtcXXm6GtuxidHj2L4vfe05IFSlhb5dEpBTiJyvpo5lahfOh25LgGgrZCoXzo9OSsLksysA0fBmNywsY4j59Fz+kP86sxMbD35MDo++fKVug9mBSnjMX+dVmMiUGDNCSKLMSmRpmrr6lFVMw2TbrwJy5/bkpYJCUBLBEhueLAdHhwISjTotSeUGgm7r8c9hNYdo796lknJHiJKjdKGBhTdfDOumj0bNxw8kHYJCV3xbV+JaVyvPQGvN+y++naP0cqUZA8RpUbNnEpcfV0pqm8ow72P35qWCQlAW/Uh4R+JMTw4EtRNRK894fYWAMjBpZEKtHz8N+j4pE6r+3Bgw+gnM2Mx0LBJqzUBaCskGjaxyCUlDZMSZKu2g/shBuMjHk9QoqF1x7ag7Sqh+j/qsWQ+mZLsISKK1Zl7lqHvhy8aHgsd7974dNB2lVCRtnvEI1OSPUREsXrnlU5AhX8qHvEqHN57yn/78N5TQdtVAMCDQhy+9P9oN/rOWjOhGYuBSbOBKV8G1rzNhAQlFWtKxEjv4MDaAtYbMbjiBgQnGqIlHUrGGxdMc5L3/rDM7ikQpTW9ewPrClgv1uKS0ZIORts9nKZ8UomjC+AROR1jcfKoEeP6EYHFPI0KewLApRHfZ+HSSZbPy3KVM+yeATkMV0pQUu18dG3Elpx3P/KEaV2JwERDpKSDWd2H9tYWNK1oxFNLGtC0otGSuhNEROnmzD3LgtpxhopYUyJkPFLSwazuQ19zM07Om4/22htxct58S+pOEBGlmz1PHcWep46aHr/rvpmmdSUCx03vk9NjXvehbZdWvHJ9mfanFXUniCzEpATZrm7JMogEL1cLTTQYFaEEgMKSEsO6D3oNimQUxCQiyjSxFpc0uh8A5JaVGdZ90GtQJKMgJhFRppm7aCpCPhKHdROZu2gqXPnBp3AuDGJuxY+N6z607dIKYPZ9AEBZWxCTyCLcvkGOIDk5UL5tHAXFJZj/58uDEg369/s3b4LXM4yS8gn+VqA7H12LtoP7g56vq+NEWFtRj3sI+zdvCrtvKrbk7Du9D20X2uAecWPB7gVYNXMVFl6/MO7n4TYiIkqG0oYGfHL0KHpf2KEN5Oai9K47w5IM+u2uhx6Gcrvhqq72twI9c88y9O76QdD9B44dC9sCogYH0fXQw0H3TcUy8I4j5/Hhe33wehS2PngIcxdNTbggnn61k9tAiMhyIoDStnEUjMnFVxZPC4pV+vcHt7fD61EoHleAuYtuRM2cPwK2LATe2Br8fGdfA7whWz6GB4C9K8Pvm4p2n227rsxp403R25ia2eL7HM0WpRmBSQmylb6iIbCuhNdkb3NtXb0/oRDtpDw0IRFtPJn2nd6H9a+uh3tE+7m6Lndh/avrASCuxER7a4s/2dK0otGflCEiGq2+5mb07XnpyoDXi749L+GqmTMNExN6QiFaMiHWWhXJpler93q0D/qXLg6h5fnjABB3YsLK5AYRkU6PU4F1JbzDxjUmauZUaoUxEUNyNDQhEW08mfRVG/pr66s2gPgSE1YlNsgxRCnjf+zpYNasWer1119P+uu0t7YYXqG3m9Oumjf+pDHodumpQUx8pR8yAgyPycGHnx+DvqnBy35vMPOZbQAAIABJREFU3HoBOeFdPjGSA7x7b3itiet+3AsgetHIml0fIf9y+BO7x+SgY/H4aD+KpfQVEqHyc/IxY0JshX5KTw1i4qF+5ATUBB3JBc7dWhL2nqazLXdsSfixTvp9EJE3lFKz7J5HKqQqDvc1NxtenXcCpxV9C9yzXPKbQ5jw6vPIG+qDp7gc3bMXo//Ttwbdf/D4cdz4q03IH+oLey53QSlOL/vXsPHB49oJfeH06RHnMvWFVci7FF6oeLi4HKe+/kxMP48V9CRCqFyX4OrrSmN+nk8+HkJf9wACPzqJAKUVRbhqrPE+73Qz2tUfTlpFwlhsPafGYif9uwNw5Sq+T0fPdBw8fTu8KhfF+R9j7uRXUFN+POg+m3+1Cl4Vfr04Vzz4qy+Ex8s972on4XfdGGUbhtFKCUBr9zlpdpQfxGJWzOVSN3DxN4AK+JwvOcC4TwPFFdbM0wlGswLEQatIYo3DrCkRhX4lX7/CztoEsfGfRI8AAiD/8ggmHupH6angVnJikJCINB6rDz8/BiMhvZ5HcrXxVDNKSEQaN3L1G5eDEhIAkOPVxokynV6XQL+6zroEsSn5zSFUtX4X+UN9EAB5l3pQ1fpdlPzmUNh98wwSEpHGY9U9ezFGXPlBYyOufHTPTu0VLaOERKRxM/0fDSL0Wo5S2jhRpmMsTkxHz3S0vLfAl3AQXHKXouW9BejoCU7qelWu4ePNxmNWNkU7aQ8kOdp4qlmxaqP3THBCAtBu955JfF5ku5Rv3xCRyQC2AagEMAKgSSn1jIiMA7ATwLUA3gewWCn1u1TPL9DOR9dGrE3ghNUSTqJf5fa/bwYn0Te+W4jlK65cDW9qbtSKUYYYWz7B8Kr5ziPa1fB1d0S/Gt4+owWtO7ah/6MelIwvt22Fy4LdC9B1ObyNXtWYqphXBjz1feOrEPmfqFGtLsgU3NoSn3SKw2fuWRa1LoFTVig4hX6l8PiMRihP8PuW43Fj0qHvYvr//lbA6EycnPc9rRhliLzqasMrj2fueRoAMOW+P4sym5noa74W3RufhqerC66qKlSsWY3PpPjK6tYHDxm20SseVxDXldXn/uqg4bjXo5xzhdZG3NoSn0yKxU5YLeEovivUe546ig/P9MEb0urTM5KHw7/7Gmruv7JyrfikWZwqNL7ira+Ka7w3+nzadgEHNgB9Z7WWoXZtd9h4k6/gZojSybFf1V9vslra63bEygDbpenWFjtWSngA3KeUqgXwRQArRORGAGsBHFBK3QDggO+27ZxUmyCdmL0//R8FL+M16qph1uIzXrV19Vj+3Bbct6MZy5/bYttJ6qqZq1CYG7zFojC3EKtmror5OcxaokZqlZotuJopIWkVh51SlyDdxPO+xdp9IxGlDQ244eAB1La/ixsOHrDl5MWwWn1IRftYxNKuL1uZ1e3oOHLe5pk5GmNxFjBbkRWagLAqThmasRhY8zawvlf7066T1PnrtLalgczamJopnRTfeDYxq9mRBp1WUp6UUEp1KaWO+r7vB9AOYCKARQD0ErBbAdyZ6rmFuvuRJ1BSHl7XAIDpOEV530JOomvr6rFg+Urt/iIoKZ9g2OIz8LmdUDMgHguvX4j1X1qP/BxtCXPVmCqs/9L6uIpcJjN5k852ProW+zdvgscd/B+7vpqJjKVTHJ6yfRtc1dWGx1zV1VwlEUGk9y1UaUMDqh7boB0Tgau62rDFp27K9m1p9d7XzKlE/dLpyHVpvfaKxxWgfun0uK/iJ/WkIY3teeooDm5vh8cdvKTa4x7B4b2nbJqV82VSLCZjd903M+Zkph6n9PFocequ+2am3wqtGYu1tqW5vp+9dLJxG9NIrEhsZKItC7WOKsMDweN6pxWHs7X7hohcC+AWAEcAXK2U6gK0IC0ijqhUUrdkGV5uejbopMcpJ4NOPjmP532rravP+KX2C69fiN0duwEkVswxUkvUbMfVTKOTDnG4Ys1qbR/z4JV9+1ZdxbeCU0/O433fShsaMnoJdlzV6iM8BxDaio9bFIDYrwaTMcbi0XHyyfncRVPR8vzxoKSdWTKzZk5l5seTGYuvtCJNZLuFnsDYu1JbEVA6OW22KCSdkzqtxMm2pISIFAP4IYDVSqmPRSTWxy0HsBwArrnmmuRN0Icng4nh+2a9bEjexOvuR55A0wrjuiRczRRdusRh/UTZiRXfnYzvW3JkxUlDnO66b2bEuh0UGWNxZmMyMwlmLGYSIlTjvsg1OxzOlu4bIpIHLfg+r5R60Tf8oYhU+Y5XAeg2eqxSqkkpNUspNWvChNScdNTW1aOqZhom3XiTrbUJUmXno2v97RVHI9veN7IHt7YkJt3icGlDA4puvhlXzZ5tW12CVDtzzzJ/u9FEZeP7Rvbg1pbEMBY7256njga1WU5UzZxKXH1dKapvKMO9j9/KhAQlRxpvbUl5UkK09O/3ALQrpf454NCPAOjlY+8FsDfVcyOi9KPXJcl15QFA1LokxDhMRNazqm5HNmEsJiJLWVGzwyZ2bN+4FcA9AN4SkV/7xh4E8ASAXSLyDQC/BfCnNsyNiBLw0pvn8OT+E+jsHUB1WRHuv30a7rxlYspen1tb4sY4TJSB7I7F3NoSN8ZiogxjdxxO160tKU9KKKVeAWC2WW5+KucSDycXlXQyvm+Z76U3z+GBF9/CwLAXAHCudwAPvPgWAKQ2CFPM0jUOO7WgpNPxfcsOjMXph7E4uzi5GCdZg3E4cbbUlCDnam9tQVfHCZx99200rWhEe2uL3VMih3ty/wl/8NUNDHvx5P4TNs2IKP31NTdj4NgxfPLaazg5bz76mpvtnhI5HGMxkbU6jpzHh+/1ofNkL7Y+eAgdR87bPSVyOMbhxNnaEpScpb21BS83PetvpdjfcwEvNz0LAGm7NL69tQWtO7ah/6MelIwvD+oAEukYxa6zdyCucSKKrK+5WWu753YDADydnej6jlakKh2LyvU1N6N749PwdHXBVVUVVq2/48h5HN57CpcuDrEq/SgwFhNZp+PIebQ8f9zf6vbSxSG0PH8cANI3PrXtAg5sAPrOAqWTgttoRjpGMWMcThyTEuSnt+8M5HEPoXXHtrQ8WdeTLB631qIsMMkCwPRYOv6sdqouK8I5g2BbXVZkcG8iiuTMPcswcOyYPyGhU4OD6N74dNolJfwJlsFBAOEJFv2Dv8c9AiBDPvjbhLGYyDp6+85AHvcIDu89lZ6xqW0X0PxtYNgXI/o+0G7rzI4xMREXxuHEMSmRJfQWn5FqPIQmJHT9H/UkZU5mYm1H2v3+6YjH3QMDgAr9D2UI//Wcr8C1wbH9mzeh7eD+mF+74trrY5orAFx3sRcAsPPI2oyqtXH/7dOC9s8BQFFeLu6/fZqNsyJyJr3FZ6Q92aEJCZ2nqyspczISTwu8wePHTY/d+KtNyB8aDBpTg4N4/+H/iXd/1I/enHKMSPBHEY97BAe3t+OdVzqjvnbP2X4AQPmkkpjmqt9/z1NHM25/N2MxUWz0+BYpBoQmJHSXLg4lZU6mtiyM7X7n2yIfH+oHEPIzDQ8ALy733TA4tncl8MbW2F+7ckYsMw1+zJaFQOO+2B/ncIzDiWNNCfIrKTfucV0yvtz//c5H18acNLCdMv4PBUqZHjNLzJC5O2+ZiH/42mcxsawIAmBiWRH+4WufZUEfogRM2b4Nrupqw2OuqioAWmJDT244Xd5QX8TxEeQaHjc7ISBzjMVE1ikeVxB1fM9TR+NK4NrLLKYq82PeFCdgMgDjcOK4UoL86pYsC9rSAACu/ALULUnth1+rVhE0rWhEf8+FsHE9+WJ2LJbXj2XlSajGnzQCANbdkTmrJHR33jKRAZfIIhVrVgdteQAAKSxExZrVKZtDfKsIzO97ct734OkMX/GQV12Nr//bn2Hrg4cMrzwWjyuIaQ6xXPEczf3TDWMxkTXmLpoatLUMAFz5OZi7aGpqJ2LVKoKNN2nbMkKVTtb+NDsWy+vrqznimWsij0kTjMOJ4UoJ8qutq8eC5SuR68oDoJ2gL1i+Mm1rLNQtWQZXfnCmW0+y1C1ZBhExPEZEZKfShgZUPbYBkp8PAHBVV6PqsQ1pV08C0BIsUlgYNBaYYHHl5SAkFNvzwZ+IKEDNnErUL52OXJcWoIrHFaB+6fT0rCcBaIUr80LqGuQVaePz1wGSY3yMKEW4UoKC1NbV+2sqpHvdAz2ZYtZh4/CLO/Fx94fwej3svkFEjlLa0IDeXT8AELn+hNPpiRSz7htXjdUSx57hEXbfICJHqZlT6a9tk/arq/SClWYdNn7+JNB7BvC62X2DbMGkBKW1aNsoauvqDRMN7a0tWkLCM4yS8glMSBARJSha8c7ShgbDVR4dR87jw/f64PUoFI8rwB803shkBBFRoqJtiZix2DjR0LbLl5AY0rZsMCFBNuD2jSzQ3tqCro4TOPvu22ha0Yj21ha7p2QrvVWoXtRSbwea7e8LESVXX3MzBo4dwyevvYaT8+ajr7nZ7inZRm8Fqhe01FuBdhw5b/PMiCiT6cnQzpO92PrgIcYcvVWoXtRSbwfatsveeVHW4UqJDGd2Ag7AdGWA1ds2EikKmUz7N28K67LhcQ+hdcc2rpYgoqToa27Wilf62n16OjvR9R1tv65ZrQgrt23E0oo0lQ7vPRVUQA7QWoEe3nuKqyWIKCnMkqEATOOO1ds2HFdsd+/K8C4bwwPaNg+ulqAUYlIiw4S26+zqOGF4Ar5/8yZ/7QhdtKSBvuLC6xlG04rGtN3yYNb2s/+jnhTPhIgykVG7zoFjx/wJCZ0aHETXQw/7a0cA0ZMG+moL5Xbj5Lz5QfUZ0olRx41I40RE8Qpt16lvFwvkcY/g4PZ2f+0IXbSkQeD2s60PHkrfWjhmbT/7zqZ2HpT1uH3DIXY+ujYsoWAFsxNws3EziW55cOLWEb0laNj4+PIUz4SInObMPcsMkwqjFZqQiDZuxGy1RbRtIE7cNlI8riCucSLKHsmKw6EJiWjjZhLdfubIrSN6S9Cw8UmpnQdlPa6UcAArVyCErnZoWtGI/p4LYfcrKZ8Q13aKRLY8JLJ1JBXqlizDy03PwuO+kh1mO1AismoVgtFqh5Pz5sPT2Rk27qqujnlLRddDDxuutuje+LTpPBPZNpIKcxdNRcvzx4O2cLAVKBFZuRosdLXD1gcPGa7GKh5XENd2ioPb2w1XXETafpbI1pGUmL9OqyExPHBljO1AyQZcKWGzZBddrFuyDK784CtPiZyAJ7LloXXHtqATf+BKIsNOtXX1WLB8JXJdeQC0BM2C5SvTcitKNMlagUOUaRJdhRCrijWrIYWFQWNSWIiKNatjfg6zVRWeri7Tx3RvfBpqcDD4eXyJDDvVzKlE/dLpyHUJAO2koH7p9PRc/hzFnqeOhi0jJ6JwyY7DcxdNhSs/+NQnkWSo2cqKSNvPItXRsdWMxUDDJiDXd65QOlm7nYn1JLYsvNKhhByHSYlUMvhlSPaJu1Un4IlseTBLWDihdkNtXT2qaqZh0o03YflzWzIyIUFE4Rp/0ojGnzSGjSf75L20oQFVj22A5OcD0FZIVD22Ia4rgK7qauPxqirTx5glLCIlMlKlZk4lrr6uFNU3lOHex2/NyIQEERkz2qKR7DhsVTI0ke1njq6jM2MxMGk2MOXLwJq3MzMhQY7H7Rs2i3TiblXXitq6en9Ry0SfK5EtDyXjy423jjikdoNTuoEQkf1MT947O3HmnmWWdK0obWjwF7VM5Pkq1qzWriIGfGiPttrCVVVlvG0kQiIjlRxTgZ6IbBcpiWpVB6GaOZX+opaJxp9Etp8Vjysw3TriCI377J4BZTmulIhHEpb9mJ2gO+XEXZfIigujrSM5Lhfcg4N4aklDWOFLK7YacLsCUWYzW+kwWmYn6frKBidIZLWF2baR4tu+gpPz5qO99saw4pdWFJnjlgWizJaMYpRmcdgpSVRdIisujLaO5OQKhoc8eO6vDoYVvrQkhnK7AqURrpSwWaQVCKEtO+0W74oLPWGhF8ksLCnB0CefYOhSPwDnFL5MlS13bLF7CkRkwmwVgtM+DMe72kJPWOhFMl3V1Si+7Svo2/OS/2d1SvHLVODKDCLnirQaLLB1shPEu+JCT1joRTILx7gwNOjB0GUvAAcVvkwVrsygEFwpYZVo2ci2XcDZ14AzrwAbb9JuIzlFF520WqC2rh6rn9+D+3b+J/IKCqG83qDjev2MRFqHhj7mv7/7rylpP+rENqdEpIm0kmLf6X1ou9CG1z98HQt2L8C+01c+FJmtQsgrT3zVWrLa2sWrtKEB09uOofZ4O244eACXfv4L033b8bYPNbp/qtreObK9HhFFjX1mccaK2juhnLRqq2ZOJf7q2Xqs2DwProJcqOCPxP7ClwnFttDzjP/8W8PzDsuZnN8QxYsrJVKhbZfWbsfrWw3R94F2GwBmLEZtXX1YEsLKNqFOYVo/w7diIp7WoUZdS4799L/CnjPScyTCqW1OjWTivyGiRO07vQ/rX10P94hW1b3rchfWv7oeALDwei2hXNrQEPTh18rWdE4SqX5GPO1DjSrlH316D05Mvwper7asOVlX/xzbXi+EfnLh9ShsffAQ5i6a6qj5EaVatDbFoXFYf0ymxeJIhS/jjm1G5xmvf+/K8ZDzDstEOb9xFD154h3Skifz1zlvjllOlDJua5MOZs2apV5//fXUvaC+EsJoydGWhcD5NqByRvgx/ZcgVG6BVu02RPun/85wS0esKyisKpAZ6bkToZ8gx0wE+UVF/psV116f0HNJTg7yQvZUJ8o9MAAY/c745ho4x9Eazd+fnjxJ9N8QjY6IvKGUmmX3PFIh1XFYXwVhth1q7n/MBQBMHzc9aLztQps/IREoPycfMyaEx+3a1y/gj3efC1tGHM9VO6sKs5k9b6L0D/cxE0FOcbH/ZuH06abPc+iLGzBUOD78OZSCC8MYO3IxoTmH6s0px4iEX1fJUR6UjfT452iFRLd86ImT0GJ4mdr61IkYi5MnUnw7c88yDB4/bvh7aBZ/JD8fRTffHDZetvhPDbd0xBqL9VUSydi65X/ucd+J+7Fb3/xLXHKXGhxRACRsNFc8uLr4SkL5rhsDViSYnWcYkVwgf0x8kzUz1A9tvmEvAhSUGJ8TJWo02z305MnwwJWxvKLMbX3qMLHGYa6UsEJg9u3sa0DZFKC44spxs0BhMh6pTWgiJ5TtrS3+ug4l5RNsu2I+tuJq9HadQ8yJsAj3iyu5YSWzOTkguReYMDJK2njcQ9i/edOoO7EQOdW+0/twefgyFBTaLrRhYvFEjC/STpCNEhKRxr+y7wOoweBj+haHRK/Q9TU3B9V2sOtqn2viRAyfOQOMjES/M2Aa34xOLIYKxo1majEbQW5c46kSuExcXyERyOMewcHt7aOu/k/kVIGrGgaOHYNr4sSgbXBmCVGz8UhtQhOJnx1HzvvrOhSPK7Bt9dLcya+g5b0F8Izk+ccEI1AGCQkA8KoIsS3WhITlzD772v+ZOGhLvVHSZngA2LsSeGOrdps1LmzHpMRohS5d8g4BH38A3Hb/lezbxpu0JU2hSicb/hL07zcOsmbbHwKFLtm//pbZeOfnB0a13SBw5cVoT2TbW1vQumMb+j/qQcn4ctQtWabdNmodWj4By58zvhratKLR8DHxPEcizF7X6tcZLbOkjW3JHKIk07dnKN+HIfeIG12Xu/DNm7+JhdcvxILdC9B1OXzbQtWYKsNVF+1rbjR8HbOtD6FClxv7i0vGuDUiVOBVSStWXvQ1N6N749PwdHXBVVWFijWrtdtG7UOrq3HDwQNh4yfnzQ+7f8HQRcOVEsXjC3Hv4/NHPW/d1gcPGbfXG1+Irz/+Z5a9zmiEJiSijROlu9CtGcrthqerCxP+5q/9cc4obgBanDGKbe21icfi0O1T1940Hsd/eX5U274CV15cSSrGf0JbAwBHzuPw3lO4dHHInyDRb4cqHleIux6/N2Ak4Huz84xQpZOBNW/HPVdTkc5vrHyd0Yrz4jDZg0mJROjZt/NtxkuXQrNvriJtmVDosqH56wyfvmR8ufGJb5Q2odHqLOj0K+Z2rJYwqp8BwLQDiRmjriWhoj1HIiJ1S7FbYMIoUvKEKyQoE+jbOI5f1D5Qur3usFUPg95BrDu0Drs7dqMwtxCFuYUY9F654laYW4hVM1cZPr+rqsr4g3MM3TiM9kz3vrAj7H5qcBBdDz1sy2oJo33bAEwr3xsxqpQ/9YMf48T0pf6aEoC2ZWHuoqkWzl5rr2e0NcLq14lX4MoH08TJuAKukKCMoSdMB48fx8ilS2Erq/Q4p3fPkIICSGFhzHEm0VhsVHfm7V+EP4++esmO1RI1cyoNXzfu2DZ/Xfj2hFARzjsSZvS6yXidRARe9I3z4jDZg0mJGPhXClxjdNTkikdg9q24Qls5sXelNl46OWKBlVhPfEPrO8RTZ8HofsmsRRFJaOvQWLaYGD3m+ltm4+2WnyZ1m0oic7WDk5MnRIk6c88yLLl4HDu+9ZmwY9G2Z4wvGo9v3vxNrDu0Du4RN6rGVGHVzFX+IpehIrWmC51TqHhqNoTeL5n7n6Mxah8aaYuJ0f1nrr4LEys+k/Tl0aHt9exchm3GqYkTotGIWNMmhq1eeeXlmPA3fx1znIk1Fod22DDaPmUm9H52xuGEYpt+PhF4nnHDAuDN/xvTeUfCjF7XiQUknZw8IT8mJRKhZ9W2LDQvLmOUfYtx31KiJ77xLM0vKZ8Q831TobauPu5aB0aP+f2//JvkTDDK6zpNuiRPiBKlb7nQV0ycu3Qupu0Zuzt2Bz3eTLwn6IHiKSLpqq6O+b6pUNrQ4L+iGcs2EaP7lyI1HTBq5lQ6ujZDOiROiEZL/70/c88y04Ss0daMWONMorE4nm1SxeMKYr5vKiQU22YsDj/P+Oo/J2F2Mbyu06RL8iTLMSmRqMDilhAErZiwIPsWy4lv6HisdRacesXcqSf4TvPSm+fw5P4T6OwdQHVZEe6/fRruvGVi2P3SIXlCNBr7Tu/zd9UozS9FXk4ehkeuJGcjbc+IRSwn6EbjZnumIRJ0JTHSkmU7Wd0tJFPFEoudnjghskJgDZ1kxLlYYnHo75fZ9qlQTl29xHgRm1g/E6dF8iTLMSkRRVDhyNNAXQ1QG1rcMjAhESn7luRfArMl+5+5bX7UbQ2hBTJHe1XdKR0/Ms1Lb57DAy++hYFhLwDgXO8AHnjxLQAwDsJEGUL/0DvZ7cY3Hz2Kn53bgPUFzf7tGX3uPrjEhVzJhVd5TbdnRFshYQWz5cald92Jvh++aHq1L7QomxVX1Z3S8SPTMBZTNgpMPkh+PlwTJ4bV0AlMSESKOclOfpptn5r+xUq0v9plunopGXHYKR0/Mg3jcGZhUiKCsMKRg4KX3/ICPQ+ittSgmExuga3VZiMt2Y+0rcGoQGa8HTqS+Xx0xZP7T/iDr25g2Isn959gAKaMFfihVwCU/s6Nwo0v4PN/JDj0mStt0jzKg/ycfNxScUtKkg9mIi03rnrkEcPHGBVli7cqfCijgpvxdPwgc4zFlG2MOmsMv/ceOu//H4b3l/x8w649qRJp+9Rtfzbd8DHJiMPJeE7SMA5nFiYlImjdsS2su4NH5aK1+1rUlhpsk/DGvo/YSoEFKmNdsh9YJNOoQKbeoUN/rnjmEun5mJQYnc5e48rKZuNEmcCoT32BB/iznykcCql5OTwybEtCIrBlJxDbcuPAwmxGRdn0qvDvvNKJwcI78KXBn8Q1H6P93XZ2/MgkjMWUbYzicCRq2J4W5IFFKmPdPqU/JlocTmQukZ6TSYnRYRzOLExKhNpyZalvfw+g1YsI1u8xKYiTm2/pVGKpA2C07SJeZgUy4ymcmcznoyuqy4pwziDYVpcVGd6ftSQoHenFK3X3d3YaRGJg/MfhY3k5eZbOJZYlxoFLmk/Om5/QFgmzomzxFGsLZVZwM55CnGQsnljMveGUrgI7bRjWyYlA8lIfi422XsQjGXE4Gc9Jmng/E7OWhLPl2D0BJyspNBl3GRTOkRyg8FPAYxXA+lKtJ27brqTOz2ybxOXe3qiPvfuRJ/wnrLku4/84SsonYMa829HVcQJn330bTSsa0d7aEvV5zTp7OK3jRzq6//ZpKMrLDRorysvF/bdPs2lGRMn38aeME74fjQ2+nYMcTCyeiH2n9+Hz2z+Pz279LBbsXoB9p5P3QcRsi0Rfc3PUx95130z/V9HIJcP7FI8rwLyac7jlyD/ik9dew8l582N67inbt5l29nBax490xFhM2Uby47jwlpMDGTsWx2fcjPbptTHHrdEw2ybxycfRi13qcTjXZZT+1uLwXffNxGe+XI0P3+tD58lebH3wEDqOnI/6vGadPZzW8SMdMQ5nFq6UCBWQRav7dEt44Ujxoq7i/eDH6P2Aj/3HleKXfR9oxTCBpLScibRN4ndd5zCmrCzm5xpbcTX6ey6EFci8/pbZCdWGMCu46cSOH+lG3yMXU6VhojQVuv2ib7gZ7z/498gfvnJladAF/MfvXfkAqRe2BID1r673F8DsutyF9a+uB4CwopdW0OtGBNK3SBTdfHPMzzPN/QbeKrgVXrny37IrPwc3X9OXcF0Is4KbTuz4kW4YiykbBK5O8Cdgo2zhcFVXo/i2r6Bvz0spq2cTaZtEb/cArhobWwKgZHwh+roHAmt1+rtzJFobwqzgphM7fqQbxuHMwqREBPqJ94HNT2HIo1DiGkJdxftaPYm8ImDsZKC4QktkbLwJGA5ZQjQ8ABzYkLQ+uKbbIZSKa9n+mLIyzP3a3WEFMg1rariH0LpjW8SkRKSCmzR6d94ykQGXskppQwN+1/0mcv/PCxj3sbZC4j9+T/DGjDG4bkwVxheN9ycyFuxegEFv8IfmQe8gnjn6TFKSEpG2SMRTXX6S9z1gCHir+PfCpUseAAAaCUlEQVSCirLJA0vhCTkJUIOD6N74dNQP95EKbtLoMRZTNtHjRufaBwBvcHFBKSyEq6oKeeXlmLJ9G07Omx+WvIg1biXKdDuEin0LlZ686P9oMKw45tYHDwUlFgAt6XF476mISYlIBTdp9BiHMweTElHohSOvUR2Ym/uathJCb/up97sFgL6zxk9gNj5Kdz/yBJpWNKK/J7zgZqzbJALrUfR1f4ixFVdjTFmZP6HxX8/9s+Hj+j/qifrctXX1KUlCsGYCUXb4vW+sw/fbf4UHr/8tescoVI2pwvqZq7C7Y3fQ/c5fNl5OazY+Wq7qasO91vFskdBrUoxzv4YvFR9E9+zF+P3HvwUAaO/qMnyMx2Q8VGlDQ9KTEMlu7UdEzqAX8B3u6YHn3LmgZKde2Bcwj0+xxq143XXfTGx98BAuXQzfqhHrNonAehS5LkHZ1UVY+uhc/3Gj5440HqhmTmVqkhCsmUBpjDUlYvRbqQEmzQamfFlr+xm6+qF0kvEDzcYtULdkGVz5wcE21m0SRvUoervOBdWjKBlfbvhYs3EiomSq/3AcHt5XiFlXz8LLf/Ky4cqHyjHGH/zMxkerYs1qSGFwAaJ4tkiE1qTIu9SDqtbv+vdfu6qqDB9nNk5ElGx55eUouvlmXDV7Nm44eCAs8WlH3Jq7aCpc+cGnNbFukwjdmuH1KPR1DwTVjGBtCKLkYlIiBoFFIYM07ruSlZy/TtvSESivSBtPktq6eixYvlJbGSGCkvIJWLB8ZdQVCjsfXYv9mzeFbc1QSgWNjSbpQURktSnbt2HHt4J7gG65Y0tQDYpVM1ehMDc4SVCYW+ivN2G10oYGVD22QVsZIQJXdTWqHtsQ0+qEPU8dxZlH/ylsmXOOx43ujU8DGH3Sg4jISlO2bzNcHRU4bkfcqplTifql0/1JguJxBahfOj3qCoU9Tx3Fwe3tYVszlAIO7z3lvz2apAcRRZfy7Rsi8u8AvgqgWyl1k29sHICdAK4F8D6AxUqp36V6bqOir5w4sEHbslE6SUtIJKmehC7RbRJm9SgCt2awNgRR5srUWKyvnnjm6DM4f/k8KsdUYtXMVUmpJ6EbzRYJ1yXj7XD6MmfWhSDKXJkah/X41L3xaXi6uuCqqkpJ3Ep0m4RZPYrArRmsDUGUXHbUlPg+gGcBBKZZ1wI4oJR6QkTW+m7/vQ1zG50Zi5OehLBKrivPMDERujVDr6kBsH4DUYb5PjI0Fi+8fmFSkxBW8hSXI88gMRG4zFnfxw2wfgNRhvk+MjQOp6KejVVyXWKYmAjdmlEzpxLvvKLVEIq1eCYRxSbl2zeUUr8AcDFkeBEAvWrkVgB3pnRSWSSwuGUobs0gyh6MxfbSi6q1zlqPV+c+hvMVs/zHuD2DKDswDtsrsLhlKG7NIEotp3TfuFop1QUASqkuEakwu6OILAewHACuueaaFE0vM4QWtwzErRnxcfKqkZ2PrgXg7DmSY8UUixmHRye4qJpgsGAcjk9bCgCY5Ork9ow4OPVq5Z6njgJw7vzI0fiZOAVCi1sG4taMODm568cW36pJJ8+RADgnKREzpVQTgCYAmDVrlklTYjLSumNbWHFLQNvKsfy5LQaPICIKxzg8Oof3ngorqjaSm4/3pv8p6pv+2KZZEVG6YSxOnFEcBrStHPc+fqsNMyLKbk7pvvGhiFQBgO/Pbpvnk5ECi1gGMit6SURZh7E4Bcz62g/ImBTPhIgciHE4BczisFnRSyJKLqckJX4E4F7f9/cC2GvjXDJWaBFL/3j5hBTPhJJFrxly9t230bSiEe2tLZa/xktvnsOtTxzEdWv34dYnDuKlN89Z/hpkG8biFDDtdz++0HCc0ou+T73zZC+2PngIHUfOW/4ajMMZjXE4BUzjsMk4paG2XcDZ14AzrwAbb9JuW4yx2DopT0qIyAsADgOYJiJnReQbAJ4A8AcichLAH/huk8XqliyDKz842LK4ZeYIrRnS33MBLzc9a2li4qU3z+GBF9/Cud4BKADnegfwwItvMQinIcZi+7DffeYK3ad+6eIQWp4/bmlignE4czAO24dxOMO17QKavw14fSti+j7QbluYmGAstlbKa0oopb5ucmh+SieShfQilvs3b4LXMxxzcUsWTEwPRjVDPO4htO7YZlkB0yf3n8DAsDdobGDYiyf3n8Cdt0y05DWcJJOLhjIW2yeRfvdsBZoejPape9wjOLz3lGVF87ItDmdy0VDGYfskEoeBzPx3mJEObACGB4LHhge08RmLLXmJbIvFyS4amnaFLm2VAZVba+vq0XZwP4DMPNHKZmY1Q8zGE9HZOxDXOJHVttyRGUV52e8+M5ntUzcbTwTjMDlBJiRKGYczWN/Z+MYTwFhsLafUlCCiUTKtGWIynojqsqK4xtNZKupzEFFmScU+9WyKw6moz0FEGah0UnzjCcimWJyK+hxMSmShux95gqskMlAqaobcf/s0FOXlBo0V5eXi/tunWfYaTpCK+hxEd903k1fnMkwq9qlnSxxORX0OIsbhDDV/HZAXkhzIK9LGLZItsTgV9TkAJiWIMkZtXT0WLF+JXFceAK2ryoLlKy2rJwEAd94yEf/wtc9iYlkRBMDEsiL8w9c+m3F75yLV5yAiMlMzpxL1S6cj1yUAtBUS9UunW1ZPAsieOBypPgcRUUQzFgMNm4Bc38W60snabYvqSQDZE4sj1uewEGtKEGWQVNQMufOWiZkXcEOkoj4HEWWmVOxTz4Y4nIr6HESUwWYsBt7Yqn2fpLqA2RCLU1GfA2BSgijjcGvO6JWML0d/zwXDcSKiaLgcfPSKxxUYJiCsrM9BRBkuA5oU2K50krZlw2jcQty+QUQUIhX1OYiIyFwq6nMQEVEUKajPAXClBBFRGL0Ox/7Nm+D1DKOkfALqliyztD4HERGZ0+twHNzeDq9HoXhcAeYummppfQ4iIopCr8Oxd6VW7LJ0spaQsLA+B8CkBBGRoVTU5yAiInOpqM9BRERRpKA+B7dvEBEREREREZEtuFKCiMgEV0gQEdmLKySIiBwgyUVDuVKCiIiIiIiIiGzBpAQRERERERER2YJJCSIiIiIiIiKyBZMSDrLz0bXY+ehau6dBRJTVGn/SiMafNNo9DSKirHXmnmU4c88yu6dBRCnCpAQRERERERER2YJJCSIiIiIiIiKyBZMSDtHe2oKujhM4++7baFrRiPbWFrunRESUdfad3oe2C214/cPXsWD3Auw7ndwWWEREFKyvuRkDx47hk9dew8l589HX3Gz3lIgoyZiUcID21ha83PQsvJ5hAEB/zwW83PQsExNERCm07/Q+rH91PdwjbgBA1+UurH91PRMTREQp0tfcjK7vrINya3HY09mJru+sY2KCKMMxKeEA+zdvgsc9FDTmcQ9h/+ZNNs2IiCi7NP6kEesOrcOgdzBofNA7iGeOPmPTrIiIskvXQw9DDQbHYTU4iK6HHrZpRkSUCkxKOIC+QiLWcSIisp6+QiLU+cvnUzwTIqLspK+QiHWciDIDkxIOUFI+Ia5xIiKy1pY7tqBqTJXhscoxlSmeDRFRdnJVV8c1TkSZgUkJB6hbsgyu/IKgMVd+AeqWsD8zEVGqrJq5CoW5hUFjhbmFWDVzlU0zIiLKLhVrVkMKg+OwFBaiYs1qm2ZERKngsnsCBNTW1QPQakt4PcMoKZ+AuiXL/ONERJR8C69fCABYd2gd3CNuVI2pwqqZq/zjRESUXKUNDQB8tSXcbriqq1GxZrV/nIgyE5MSDlFbV4+2g/sBAHc/8oTNsyEiyk4Lr1+I3R27AWhbOoiIKLVKGxrQu+sHAIAp27fZPBsiSgUmJRyEyQgiIvsxGUFEZC8mI4iyC2tKEBEREREREZEtmJQgIiIiIiIiIlswKUFEREREREREtmBSgoiIiIiIiIhswaQEEREREREREdmCSQkiIiIiIiIisgWTEkRERERERERkCyYliIiIiIiIiMgWTEoQERERERERkS2YlCAiIiIiIiIiWzApQURERERERES2cFRSQkTuEJETIvIbEVlr93yIiLIRYzERkb0Yh4komzgmKSEiuQCeA/CHAG4E8HURudHeWRERZRfGYiIiezEOE1G2cUxSAsAXAPxGKXVaKeUGsAPAIpvnRESUbRiLiYjsxThMRFnFSUmJiQA+CLh91jdGRESpw1hMRGQvxmEiyiouuycQQAzGVNidRJYDWO67OSQibyd1VokrB9Bj9yQicPL8OLfEOXl+Tp4bYO38plj0PHaIGovTKA4Dzv53x7klzsnzc/LcAGfPz+q5pWss5mfi1HLy/Di3xDl5fk6eG2DDZ2InJSXOApgccHsSgM7QOymlmgA0AYCIvK6UmpWa6cXHyXMDnD0/zi1xTp6fk+cGOH9+KRQ1FqdLHAacPT/OLXFOnp+T5wY4e35OnluK8TNxCjl5fpxb4pw8PyfPDbBnfk7avvEagBtE5DoRyQewBMCPbJ4TEVG2YSwmIrIX4zARZRXHrJRQSnlEZCWA/QByAfy7Uuodm6dFRJRVGIuJiOzFOExE2cYxSQkAUEr9F4D/iuMhTcmaiwWcPDfA2fPj3BLn5Pk5eW6A8+eXMnHGYqe/b06eH+eWOCfPz8lzA5w9PyfPLaX4mTilnDw/zi1xTp6fk+cG2DA/USqsbg4RERERERERUdI5qaYEEREREREREWWRtEpKiEiuiLwpIv/pu32diBwRkZMistNXDMiuuZWJyG4ROS4i7SIyV0TGichPffP7qYh8yqa5rRGRd0TkbRF5QUQK7XzvROTfRaQ7sHWV2Xslmk0i8hsRaRORmTbM7Unf32ubiOwRkbKAYw/45nZCRG5P9dwCjv2diCgRKffdTun7Fml+IvIt3/vzjoj8U8C4re+diHxORH4pIr8WkddF5Au+8ZS/d+nGqbGYcTiu+TAOWzi/gGO2xmInx2Gz+TEWJ8apcdg3F8bi2OfDWGzR3AKO8TNxnHNzRBxWSqXNF4C/BfAfAP7Td3sXgCW+7zcD+Gsb57YVwF/6vs8HUAbgnwCs9Y2tBfCPNsxrIoD3ABQFvGd/bud7B+ArAGYCeDtgzPC9AvBHAH4MrWf3FwEcsWFuCwC4fN//Y8DcbgRwDEABgOsAnAKQm8q5+cYnQyuGdQZAuR3vW4T3rh7AfwMo8N2ucMp7B+BlAH8Y8H79zK73Lt2+nBqLGYfjmhPjsIXz843bHoudHIcjzI+xOLH30pFx2Pf6jMWxz4mx2KK5+cZtj8MR3jtHxGKnxuG0WSkhIpMALATwXd9tATAPwG7fXbYCuNOmuY2F9hf8PQBQSrmVUr0AFvnmZev8oBU0LRIRF4CrAHTBxvdOKfULABdDhs3eq0UAtinNLwGUiUhVKuemlHpZKeXx3fwltH7h+tx2KKWGlFLvAfgNgC+kcm4+GwH8DwCBBWJS+r5FmN9fA3hCKTXku093wPzsfu8UgLG+70txpQd8yt+7dOLUWMw4HB/GYWvn52N7LHZyHI4wP8biODk1DvvmwlgcB8Zi6+bmY3scjjA/R8Rip8bhtElKAHga2j+yEd/t8QB6A34xzkLLgNrhegAXAGzxLaX7roiMAXC1UqoLAHx/VqR6YkqpcwD+F4DfQgu8fQDegHPeO53ZezURwAcB97N7rn8BLWMIOGBuIvLHAM4ppY6FHLJ9bj41AOp8yyJ/LiKzfeNOmN9qAE+KyAfQfkcecNDcnMypsZhxePQYhxPk8Fjs5DgMMBYnwqlxGGAstgJjcQIcHocBZ8di2+NwWiQlROSrALqVUm8EDhvc1a5WIi5oy2D+t1LqFgCXoS23sp1vH9oiaMuBqgGMAfCHBnd1ahsWx/w9i8hDADwAnteHDO6WsrmJyFUAHgKwzuiwwZgd75sLwKegLfm6H8Au3xUdJ8zvrwGsUUpNBrAGvqs6cMbcHMnhsZhxOHmc8nfsuDgMpEUsdnIcBhiL4+LwOAwwFieTY/6enRaL0yAOA86OxbbH4bRISgC4FcAfi8j7AHZAW2b1NLQlJC7ffSbhylKTVDsL4KxS6ojv9m5oAflDfYmL789uk8c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obj_idmodelversiontime
2004dtOBSERVEDNaN53262.2126.4979223962.09784069.4701304.2629593962.09784603.3489378.1498624603.34895501.100431.888133...5832.165250.1462695832.1656547.9801395.2054457708.19728665.6NaNNaNNaN
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1.753262.21-13.4256553962.09784069.4701453.4284373962.09784603.3489-221.8677424603.34895501.100458.830764...5832.165232.0425165832.1656547.9801139.6337387708.19728665.6NaNNaNNaN
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5 rows × 24 columns

\n", + "" + ], + "text/plain": [ + " pW2 pW2_start pW2_end pW3 \\\n", + "obj_id model version time \n", + "2004dt OBSERVED NaN 53262.21 26.497922 3962.0978 4069.4701 304.262959 \n", + " CMFGEN 1.04 53262.21 -12.225114 3962.0978 4069.4701 433.736879 \n", + " 1.02 53262.21 -9.642062 3962.0978 4069.4701 414.281514 \n", + " 1.4 53262.21 -4.779322 3962.0978 4069.4701 369.654454 \n", + " 1.7 53262.21 -13.425655 3962.0978 4069.4701 453.428437 \n", + "\n", + " pW3_start pW3_end pW4 pW4_start \\\n", + "obj_id model version time \n", + "2004dt OBSERVED NaN 53262.21 3962.0978 4603.3489 378.149862 4603.3489 \n", + " CMFGEN 1.04 53262.21 3962.0978 4603.3489 -153.924666 4603.3489 \n", + " 1.02 53262.21 3962.0978 4603.3489 -134.901916 4603.3489 \n", + " 1.4 53262.21 3962.0978 4603.3489 -107.398136 4603.3489 \n", + " 1.7 53262.21 3962.0978 4603.3489 -221.867742 4603.3489 \n", + "\n", + " pW4_end pW5 ... pW6_end \\\n", + "obj_id model version time ... \n", + "2004dt OBSERVED NaN 53262.21 5501.1004 31.888133 ... 5832.165 \n", + " CMFGEN 1.04 53262.21 5501.1004 51.599094 ... 5832.165 \n", + " 1.02 53262.21 5501.1004 55.234374 ... 5832.165 \n", + " 1.4 53262.21 5501.1004 49.741466 ... 5832.165 \n", + " 1.7 53262.21 5501.1004 58.830764 ... 5832.165 \n", + "\n", + " pW7 pW7_start pW7_end \\\n", + "obj_id model version time \n", + "2004dt OBSERVED NaN 53262.21 250.146269 5832.165 6547.9801 \n", + " CMFGEN 1.04 53262.21 228.743353 5832.165 6547.9801 \n", + " 1.02 53262.21 172.483141 5832.165 6547.9801 \n", + " 1.4 53262.21 140.880636 5832.165 6547.9801 \n", + " 1.7 53262.21 232.042516 5832.165 6547.9801 \n", + "\n", + " pW8 pW8_start pW8_end pW1 \\\n", + "obj_id model version time \n", + "2004dt OBSERVED NaN 53262.21 395.205445 7708.1972 8665.6 NaN \n", + " CMFGEN 1.04 53262.21 -121.494567 7708.1972 8665.6 NaN \n", + " 1.02 53262.21 292.058924 7708.1972 8665.6 NaN \n", + " 1.4 53262.21 321.063746 7708.1972 8665.6 NaN \n", + " 1.7 53262.21 139.633738 7708.1972 8665.6 NaN \n", + "\n", + " pW1_start pW1_end \n", + "obj_id model version time \n", + "2004dt OBSERVED NaN 53262.21 NaN NaN \n", + " CMFGEN 1.04 53262.21 NaN NaN \n", + " 1.02 53262.21 NaN NaN \n", + " 1.4 53262.21 NaN NaN \n", + " 1.7 53262.21 NaN NaN \n", + "\n", + "[5 rows x 24 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Todo" + "results_dir = Path('../results')\n", + "fixed_width = Table.read(results_dir / 'equivalent_width/fixed_True.ecsv').to_pandas()\n", + "free_width = Table.read(results_dir / 'equivalent_width/fixed_True.ecsv').to_pandas()\n", + "\n", + "fixed_width.set_index(['obj_id', 'model', 'version', 'time'], inplace=True)\n", + "free_width.set_index(['obj_id', 'model', 'version', 'time'], inplace=True)\n", + "\n", + "fixed_width.head()\n" ] }, { diff --git a/notebooks/gaussian_regression_colors.ipynb b/notebooks/gaussian_regression_colors.ipynb index b41f4c7..16aa2a4 100644 --- a/notebooks/gaussian_regression_colors.ipynb +++ b/notebooks/gaussian_regression_colors.ipynb @@ -37,7 +37,8 @@ "\n", "sys.path.insert(0, '../')\n", "from analysis import models\n", - "from analysis import lc_colors\n" + "from analysis import lc_colors\n", + "from analysis import utils\n" ] }, { @@ -61,7 +62,7 @@ "# Pick a CSP target to use in demo plots\n", "demo_id = '2005kc'\n", "demo_data = dr3.get_data_for_id(demo_id, format_sncosmo=True)\n", - "demo_data['time'] -= lc_colors.get_csp_t0(demo_id)\n", + "demo_data['time'] -= utils.get_csp_t0(demo_id)\n", "\n", "# Load various SN models\n", "m102 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.02))\n", @@ -261,7 +262,7 @@ " raise ValueError('Not enough axes.')\n", " \n", " time = np.arange(model.mintime(), model.maxtime())\n", - " t0 = model.source.peakphase('csp_dr3_G')\n", + " t0 = model.source.peakphase('csp_dr3_B')\n", " for (band1, band2), axis in zip(band_combos, axis_list):\n", " try:\n", " c = model.color(band1, band2, 'ab', time)\n", @@ -315,6 +316,18 @@ "execution_count": 8, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/models.py:186: RuntimeWarning: divide by zero encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n", + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/models.py:186: RuntimeWarning: invalid value encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n", + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/models.py:1528: RuntimeWarning: invalid value encountered in subtract\n", + " self.bandmag(band2, magsys, time))\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -326,7 +339,7 @@ }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -472,18 +485,26 @@ "scrolled": false }, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/fitting.py:158: RuntimeWarning: Dropping following bands from data: csp_dr3_J, csp_dr3_H, csp_dr3_Y(out of model wavelength range)\n", + " \"(out of model wavelength range)\", RuntimeWarning)\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "salt2 2.4: bandpass 'csp_dr3_H' [14000, .., 18844] outside spectral range [2030.2, .., 9338.92]\n", + "salt2 2.4: bandpass 'csp_dr3_J' [11050, .., 14050] outside spectral range [2030.2, .., 9338.92]\n", "salt2 2.4: bandpass 'csp_dr3_Y' [9000, .., 12244] outside spectral range [2030.2, .., 9338.92]\n", - "salt2 2.4: bandpass 'csp_dr3_J' [11050, .., 14050] outside spectral range [2030.2, .., 9338.92]\n" + "salt2 2.4: bandpass 'csp_dr3_H' [14000, .., 18844] outside spectral range [2030.2, .., 9338.92]\n" ] }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -502,7 +523,7 @@ "salt2_model = deepcopy(salt2)\n", "salt2_model.set(z=demo_data.meta['redshift'])\n", "salt2_model.set(t0=0)\n", - "salt2_model.set(extebv=lc_colors.get_csp_ebv(demo_id))\n", + "salt2_model.set(extebv=utils.get_csp_ebv(demo_id))\n", "fit_result, fitted_model = sncosmo.fit_lc(demo_data, salt2_model, ['x0', 'x1', 'c'])\n", "\n", "# Plot modeled flux\n", @@ -527,18 +548,26 @@ "scrolled": false }, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/ipykernel_launcher.py:3: RuntimeWarning: invalid value encountered in log10\n", + " This is separate from the ipykernel package so we can avoid doing imports until\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "salt2 2.4: bandpass 'csp_dr3_H' [14000, .., 18844] outside spectral range [2030.2, .., 9338.92]\n", + "salt2 2.4: bandpass 'csp_dr3_J' [11050, .., 14050] outside spectral range [2030.2, .., 9338.92]\n", "salt2 2.4: bandpass 'csp_dr3_Y' [9000, .., 12244] outside spectral range [2030.2, .., 9338.92]\n", - "salt2 2.4: bandpass 'csp_dr3_J' [11050, .., 14050] outside spectral range [2030.2, .., 9338.92]\n" + "salt2 2.4: bandpass 'csp_dr3_H' [14000, .., 18844] outside spectral range [2030.2, .., 9338.92]\n" ] }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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" ] @@ -620,6 +649,18 @@ "execution_count": 13, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/models.py:186: RuntimeWarning: divide by zero encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n", + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/models.py:186: RuntimeWarning: invalid value encountered in log10\n", + " result[i] = -2.5 * np.log10(f / zpf)\n", + "/anaconda3/envs/cmfgen/lib/python3.7/site-packages/sncosmo/models.py:1528: RuntimeWarning: invalid value encountered in subtract\n", + " self.bandmag(band2, magsys, time))\n" + ] + }, { "name": "stdout", "output_type": "stream", @@ -631,7 +672,7 @@ }, { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -650,7 +691,7 @@ "\n", "# Skip the unfit salt2 model\n", "for model in model_list[:-1]: \n", - " model.set(extebv=lc_colors.get_csp_ebv(demo_id))\n", + " model.set(extebv=utils.get_csp_ebv(demo_id))\n", " subplot_model_colors(model, color_combos, axes)\n", "\n", "# Plot the fitted salt2 model\n", @@ -701,6 +742,16 @@ "scrolled": false }, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/daniel/.local/lib/python3.7/site-packages/numpy-1.17.0-py3.7-macosx-10.7-x86_64.egg/numpy/lib/histograms.py:829: RuntimeWarning: invalid value encountered in greater_equal\n", + " keep = (tmp_a >= first_edge)\n", + "/Users/daniel/.local/lib/python3.7/site-packages/numpy-1.17.0-py3.7-macosx-10.7-x86_64.egg/numpy/lib/histograms.py:830: RuntimeWarning: invalid value encountered in less_equal\n", + " keep &= (tmp_a <= last_edge)\n" + ] + }, { "data": { "image/png": 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\n", diff --git a/requirements.txt b/requirements.txt index d733798..f90cbdf 100644 --- a/requirements.txt +++ b/requirements.txt @@ -2,12 +2,11 @@ astropy bokeh george matplotlib -numpy==1.16.2 +numpy>=1.16.4 requests scipy sncosmo tqdm iminuit -sndata - -kernel \ No newline at end of file +sndata>=0.5.0 +pyyaml \ No newline at end of file diff --git a/results/equivalent_width/fixed_False.ecsv b/results/equivalent_width/fixed_False.ecsv new file mode 100644 index 0000000..155f884 --- /dev/null +++ b/results/equivalent_width/fixed_False.ecsv @@ -0,0 +1,3061 @@ +# %ECSV 0.9 +# --- +# datatype: +# - name: model +# datatype: string +# - name: version +# datatype: string +# - name: time +# datatype: float64 +# - name: pW2 +# datatype: float64 +# - name: pW2_start +# datatype: float64 +# - name: pW2_end +# datatype: float64 +# - name: pW3 +# datatype: float64 +# - name: pW3_start +# datatype: float64 +# - name: pW3_end +# datatype: float64 +# - name: pW4 +# datatype: float64 +# - name: pW4_start +# datatype: float64 +# - name: pW4_end +# datatype: float64 +# - name: pW5 +# datatype: float64 +# - name: pW5_start +# datatype: float64 +# - name: pW5_end +# datatype: float64 +# - name: pW6 +# datatype: float64 +# - name: pW6_start +# datatype: float64 +# - name: pW6_end +# datatype: float64 +# - name: pW7 +# datatype: float64 +# - name: pW7_start +# datatype: float64 +# - name: pW7_end +# datatype: float64 +# - name: pW8 +# datatype: float64 +# - name: pW8_start +# datatype: float64 +# - name: pW8_end +# datatype: float64 +# - name: obj_id +# datatype: string +# - name: pW1 +# datatype: float64 +# - name: pW1_start +# datatype: float64 +# - name: pW1_end +# datatype: float64 +# schema: astropy-2.0 +model version time pW2 pW2_start pW2_end pW3 pW3_start pW3_end pW4 pW4_start pW4_end pW5 pW5_start pW5_end pW6 pW6_start pW6_end pW7 pW7_start pW7_end pW8 pW8_start pW8_end obj_id pW1 pW1_start pW1_end +OBSERVED "" 53262.20999999996 26.49792170657038 3962.0978 4069.4701 304.26295891692905 3962.0978 4603.3489 378.1498623323388 4603.3489 5501.1004 31.88813260266493 5277.4082 5501.1004 54.557256531405066 5551.804 5832.165 250.14626866986845 5832.165 6547.9801 395.2054454775313 7708.1972 8665.6 2004dt "" "" "" +CMFGEN 1.04 53262.20999999996 1.6556755966233962e-16 3997.8886 4000.8712 463.94967523303933 3997.8886 4692.8258 111.82996289398048 4692.8258 5050.7334 30.124015055494446 5235.6523 5501.1004 149.6110723441491 5551.804 5936.5547 273.2218516877084 5936.5547 6518.1545 489.17125805700164 7863.2905 8898.2399 2004dt "" "" "" +CMFGEN 1.02 53262.20999999996 1.6556755966233962e-16 3997.8886 4000.8712 448.6922199462444 3997.8886 4686.8607 236.53042354301994 4686.8607 5229.6872 36.47725325902363 5229.6872 5501.1004 171.60371544700172 5551.804 5873.9208 229.92792160203717 5873.9208 6515.1719 589.8640033365899 7851.3602 8898.2399 2004dt "" "" "" +CMFGEN 1.4 53262.20999999996 0.13365960525848514 3997.8886 4036.6619 386.3657348740594 4036.6619 4680.8956 242.80360009654015 4680.8956 5226.7046 37.04985195368299 5226.7046 5501.1004 172.01825244529752 5551.804 5873.9208 212.51504783217786 5873.9208 6512.1894 579.8510885350659 7854.3428 8898.2399 2004dt "" "" "" +CMFGEN 1.7 53262.20999999996 -0.005968856080898805 3991.9235 4000.8712 494.7172270216789 3991.9235 4683.8781 121.27994149713555 4683.8781 5050.7334 45.4729344224828 5250.5651 5501.1004 176.1035055221807 5551.804 5885.8511 311.4788754997312 5885.8511 6550.9627 648.9522871167242 7860.3079 8871.3968 2004dt "" "" "" +OBSERVED "" 53267.330000000075 "" "" "" "" "" "" 468.5278524533418 4607.0871 5497.7798 44.18361243993611 5282.7851 5587.1283 91.80400566419385 5587.1283 5930.5616 249.06583456591102 5930.5616 6564.3774 542.7490513511254 7711.9469 8747.8309 2004dt "" "" "" +CMFGEN 1.04 53267.330000000075 "" "" "" "" "" "" 112.05449300078307 4693.6435 5051.0374 29.339459399990485 5235.3187 5500.572 150.81265887021073 5550.8305 5936.1458 273.2542867788413 5936.1458 6519.7031 489.4679593843691 7859.9304 8898.6065 2004dt "" "" "" +CMFGEN 1.02 53267.330000000075 "" "" "" "" "" "" 236.83411155886347 4688.0592 5229.7344 36.05387102118859 5229.7344 5500.572 172.8527353368948 5550.8305 5871.9266 229.6767751592315 5871.9266 6514.1188 590.106736215402 7851.5539 8898.6065 2004dt "" "" "" +CMFGEN 1.4 53267.330000000075 "" "" "" "" "" "" 242.46611653913965 4682.4749 5224.1501 35.17862593673426 5224.1501 5500.572 172.777719307554 5550.8305 5874.7188 212.45920112054347 5874.7188 6511.3267 580.1901115949836 7854.3461 8898.6065 2004dt "" "" "" +CMFGEN 1.7 53267.330000000075 "" "" "" "" "" "" 120.87225380100863 4682.4749 5051.0374 45.76626476703809 5252.0715 5500.572 177.0102167958676 5550.8305 5885.8873 311.3878994815779 5885.8873 6550.4167 648.5604824562896 7862.7225 8870.6851 2004dt "" "" "" +OBSERVED "" 53268.220000000205 -2.9737694059566415 3923.3245 4000.8712 301.4245750168981 3923.3245 4618.2617 419.53677671883446 4618.2617 5513.0307 29.06724575129112 5298.2861 5513.0307 36.65706572529894 5551.804 5814.2696 243.46576441655773 5814.2696 6542.015 390.2060628834751 7669.4239 8752.0943 2004dt "" "" "" +CMFGEN 1.04 53268.220000000205 1.6556755966233962e-16 3997.8886 4000.8712 463.94967523303933 3997.8886 4692.8258 111.82996289398048 4692.8258 5050.7334 30.124015055494446 5235.6523 5501.1004 149.6110723441491 5551.804 5936.5547 273.2218516877084 5936.5547 6518.1545 489.17125805700164 7863.2905 8898.2399 2004dt "" "" "" +CMFGEN 1.02 53268.220000000205 1.6556755966233962e-16 3997.8886 4000.8712 448.6922199462444 3997.8886 4686.8607 236.53042354301994 4686.8607 5229.6872 36.47725325902363 5229.6872 5501.1004 171.60371544700172 5551.804 5873.9208 229.92792160203717 5873.9208 6515.1719 589.8640033365899 7851.3602 8898.2399 2004dt "" "" "" +CMFGEN 1.4 53268.220000000205 0.13365960525848514 3997.8886 4036.6619 386.3657348740594 4036.6619 4680.8956 242.80360009654015 4680.8956 5226.7046 37.04985195368299 5226.7046 5501.1004 172.01825244529752 5551.804 5873.9208 212.51504783217786 5873.9208 6512.1894 579.8510885350659 7854.3428 8898.2399 2004dt "" "" "" +CMFGEN 1.7 53268.220000000205 -0.005968856080898805 3991.9235 4000.8712 494.7172270216789 3991.9235 4683.8781 121.27994149713555 4683.8781 5050.7334 45.4729344224828 5250.5651 5501.1004 176.1035055221807 5551.804 5885.8511 311.4788754997312 5885.8511 6550.9627 648.9522871167242 7860.3079 8871.3968 2004dt "" "" "" +OBSERVED "" 53302.27000000002 8.271102001273773 3937.0605 4002.7923 313.64484035582234 3937.0605 4623.1361 364.3829697765077 4623.1361 5514.6236 10.573643583329906 5296.887 5514.6236 99.76680564544863 5551.5977 5818.6331 215.68939616462967 5818.6331 6475.9511 "" "" "" 2004dt "" "" "" +CMFGEN 1.04 53302.27000000002 9.122036459530412e-16 3998.6841 4002.7923 463.52039643818273 3998.6841 4692.9762 111.87041390324353 4692.9762 5050.3928 31.065057352248452 5235.2635 5502.2989 166.42889425301428 5551.5977 5876.1484 269.64871854693337 5876.1484 6517.0334 "" "" "" 2004dt "" "" "" 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"" +CMFGEN 1.4 -11.219999999979336 "" "" "" "" "" "" 689.7170646965283 4502.0227 5547.6226 192.1531966710108 5155.1723 5586.8677 49.60117304244549 5586.8677 5998.9406 56.304884235714795 5998.9406 6598.829 343.2073019292069 7501.4649 8897.467 2004eo "" "" "" +CMFGEN 1.7 -11.219999999979336 "" "" "" "" "" "" 635.4347350551237 4502.0227 5547.6226 37.95761573292995 5298.1363 5673.7674 -3.715840325291134 5673.7674 5802.7154 217.6702796612908 5802.7154 6582.0097 594.5593383947916 7501.4649 8847.0091 2004eo "" "" "" +OBSERVED "" -10.23000000022148 22.320849941845864 3923.917 4073.6368 130.3672826897738 3923.917 4513.813 188.51125354923823 4513.813 5184.5576 69.89427305640511 5184.5576 5582.8122 41.88853708253321 5582.8122 5927.1676 128.42171301184644 5927.1676 6472.1476 302.38257869857733 7735.7826 8439.4655 2004eo "" "" "" +CMFGEN 1.04 -10.23000000022148 -3.937425903262251 3998.7769 4148.4967 -64.06266161493349 4148.4967 4450.9307 809.116980941887 4501.8354 5549.8738 157.60464209205279 5205.5183 5654.6777 -2.4920674062380006 5654.6777 5801.403 250.90470154775673 5801.403 6597.9123 462.30814396157575 7502.2197 8897.608 2004eo "" "" "" +CMFGEN 1.02 -10.23000000022148 7.282440274227164 3998.7769 4148.4967 -79.25998576254945 4148.4967 4450.9307 780.1311030924095 4501.8354 5549.8738 231.30348917912414 5154.6136 5630.7225 -1.6147243260749162 5630.7225 5801.403 197.70706169194614 5801.403 6597.9123 455.1264104609143 7502.2197 8897.608 2004eo "" "" "" +CMFGEN 1.4 -10.23000000022148 17.583313491318957 3998.7769 4148.4967 -96.90900492413061 4148.4967 4450.9307 694.7875298736494 4501.8354 5549.8738 191.62500929193604 5154.6136 5588.801 49.7969319004972 5588.801 5999.0331 56.33929716136606 5999.0331 6597.9123 341.90629925303966 7502.2197 8897.608 2004eo "" "" "" +CMFGEN 1.7 -10.23000000022148 11.587233432799769 3998.7769 4148.4967 115.77055947125531 4148.4967 4471.8914 640.9550157324726 4501.8354 5549.8738 38.49811599759263 5298.3446 5672.644 -3.771179223921399 5672.644 5801.403 219.19947953448187 5801.403 6582.9403 592.9160800377915 7502.2197 8846.7033 2004eo "" "" "" +OBSERVED "" 24.780000000020664 9.910634535471749 3944.4305 4010.423 310.29421537644 3944.4305 4629.1033 422.3636896974793 4629.1033 5515.8784 32.66334191677506 5297.278 5515.8784 67.26038685928033 5552.9992 5878.8375 262.29944154148427 5878.8375 6489.2687 "" "" "" 2004eo "" "" "" +CMFGEN 1.04 24.780000000020664 -0.2887376363572432 3998.0494 4043.4193 85.3667103678973 4043.4193 4509.4918 121.85833312901187 4509.4918 5095.1758 46.90480254571995 5152.9193 5561.2483 1.4987401924426265 5561.2483 5800.4713 166.4817390219301 5800.4713 6303.6646 "" "" "" 2004eo "" "" "" +CMFGEN 1.02 24.780000000020664 -0.45677075567922804 3998.0494 4039.2948 100.62814897133313 4039.2948 4455.8728 129.24754012692176 4501.2427 5053.9304 47.94104115698354 5152.9193 5548.8747 25.740343945718926 5552.9992 5808.7204 165.99865914230463 5808.7204 6303.6646 "" "" "" 2004eo "" "" "" +CMFGEN 1.4 24.780000000020664 21.774233832761098 3903.1851 4113.5364 57.21418885977948 4113.5364 4455.8728 155.806026892252 4501.2427 5053.9304 32.64459099851878 5152.9193 5507.6293 41.27272605372704 5552.9992 5829.343 132.36931571047128 5829.343 6307.7891 "" "" "" 2004eo "" "" "" +CMFGEN 1.7 24.780000000020664 -0.6861279115351374 3998.0494 4043.4193 69.31967785159503 4043.4193 4455.8728 118.24693150133484 4501.2427 5115.7985 64.05363207178833 5152.9193 5577.7464 13.174736210088405 5577.7464 5833.4676 149.50961792925807 5833.4676 6303.6646 "" "" "" 2004eo "" "" "" +OBSERVED "" 48.29999999979191 4.807737525867062 3965.5 4001.4297 338.7829493973543 3965.5 4636.1873 425.47248356309484 4636.1873 5495.5055 29.238623268190977 5288.9098 5516.4644 86.43511487906501 5561.3765 5839.8315 250.12457788615254 5839.8315 6516.5071 535.6989613717153 7735.1221 8741.1531 2004ey "" "" "" +CMFGEN 1.04 48.29999999979191 -1.8023567746494455 3938.5527 4001.4297 140.23231639380606 3938.5527 4558.3397 242.64151694002172 4558.3397 5202.0797 11.346418288014918 5202.0797 5501.4937 72.40732626554839 5552.3941 5863.7847 97.70330277181681 5863.7847 6232.0639 205.52295710402055 7872.8525 8705.2234 2004ey "" "" "" +CMFGEN 1.02 48.29999999979191 38.19214709100808 3923.582 4148.1425 193.48785712374382 3923.582 4600.2576 254.38649184036973 4600.2576 5226.0329 5.452418094536804 5226.0329 5501.4937 30.76827843517872 5612.2769 5863.7847 178.1659008976295 5863.7847 6372.7884 298.32109124772137 7884.8291 8681.2703 2004ey "" "" "" +CMFGEN 1.4 48.29999999979191 45.211690138273774 3917.5937 4148.1425 202.63876257177625 3917.5937 4582.2928 258.2812792950797 4582.2928 5229.027 56.43267658775889 5229.027 5618.2652 31.30446298984448 5618.2652 5872.7671 172.96996358526354 5872.7671 6369.7943 297.3072196655487 7875.8467 8672.2878 2004ey "" "" "" +CMFGEN 1.7 48.29999999979191 30.175468596791617 3920.5879 4148.1425 157.04515336451624 3920.5879 4573.3104 246.72411827147755 4573.3104 5214.0563 11.216248752647026 5214.0563 5501.4937 62.996786614206954 5552.3941 5866.7788 138.59994119814587 5866.7788 6267.9935 243.91272543625325 7923.7529 8702.2293 2004ey "" "" "" +OBSERVED "" 44.29999999979191 4.1848376871071675 3941.5469 4007.4179 298.8033228082575 3941.5469 4636.1873 403.9738229419936 4636.1873 5516.4644 25.600599398810875 5297.8922 5516.4644 75.22226426363113 5555.3883 5836.8374 250.27527909524855 5836.8374 6495.5482 504.66234842830426 7720.1514 8735.1648 2004ey "" "" "" +CMFGEN 1.04 44.29999999979191 -1.7414156836513288 3923.582 4001.4297 119.41567516490477 3923.582 4540.3748 233.1948035187001 4540.3748 5193.0973 21.16455764514324 5193.0973 5501.4937 34.004205005585774 5606.2886 5860.7905 114.21387693445087 5860.7905 6244.0404 203.6989485784367 7899.7998 8546.534 2004ey "" "" "" +CMFGEN 1.02 44.29999999979191 33.974882203353324 3911.6055 4145.1484 136.4460069978603 3911.6055 4564.328 223.34422333686916 4564.328 5205.0739 68.45885432139897 5205.0739 5612.2769 23.96920790043596 5612.2769 5863.7847 168.23691233069965 5863.7847 6360.8119 268.02225650386384 7878.8408 8657.3171 2004ey "" "" "" +CMFGEN 1.4 44.29999999979191 42.09709833578419 3908.6113 4133.1718 151.995626678132 3908.6113 4552.3514 230.0257783756507 4552.3514 5208.068 78.68151788326757 5208.068 5603.2945 29.546504077028754 5603.2945 5878.7554 164.376057365652 5878.7554 6366.8002 271.63767570203237 7842.9111 8651.3289 2004ey "" "" "" +CMFGEN 1.7 44.29999999979191 25.132648130954674 3911.6055 4148.1425 122.66519748450531 3911.6055 4552.3514 224.35243782821442 4552.3514 5199.0856 25.405339567908474 5199.0856 5513.4703 37.17690729125418 5552.3941 5860.7905 140.26761361089405 5860.7905 6273.9818 227.67856667711095 7923.7529 8666.2996 2004ey "" "" "" +OBSERVED "" -0.6699999999473221 18.031332830155115 3931.7211 4034.8257 134.865117122844 3931.7211 4504.9826 149.51257243046234 4504.9826 5181.3486 109.20755519059864 5181.3486 5680.3748 27.568263793684682 5680.3748 5936.0741 118.84822628605197 5936.0741 6319.6231 "" "" "" 2004ey "" "" "" +CMFGEN 1.04 -0.6699999999473221 -3.6397103339975776 3997.7081 4146.1787 -65.10918268366065 4146.1787 4451.3682 810.7073019216609 4500.8584 5548.4009 156.99039339897465 5206.0937 5655.6296 -2.5258454418278093 5655.6296 5804.1002 247.46392375071 5804.1002 6595.9434 "" "" "" 2004ey "" "" "" +CMFGEN 1.02 -0.6699999999473221 7.6397765101046 3997.7081 4146.1787 -80.65167766525634 4146.1787 4451.3682 779.9243372001802 4500.8584 5548.4009 233.39629231320222 5152.4793 5630.8846 -1.520059341288997 5630.8846 5804.1002 195.83255830939254 5804.1002 6595.9434 "" "" "" 2004ey "" "" "" +CMFGEN 1.4 -0.6699999999473221 17.824286487995547 3997.7081 4146.1787 -98.9554029345036 4146.1787 4451.3682 694.8572424482264 4500.8584 5548.4009 186.93223860613267 5160.7277 5589.6427 49.44926187857364 5589.6427 5997.9368 57.35365393906103 5997.9368 6595.9434 "" "" "" 2004ey "" "" "" +CMFGEN 1.7 -0.6699999999473221 11.840368995152536 3997.7081 4146.1787 118.06936454494408 4146.1787 4471.9891 640.4445777156141 4500.8584 5548.4009 37.9308874828827 5296.8257 5672.1264 -4.131151736944966 5672.1264 5804.1002 216.06166730341607 5804.1002 6583.5708 "" "" "" 2004ey "" "" "" +OBSERVED "" 31.330000000052678 9.23423725446902 3960.5904 4001.8323 359.96318104659457 3960.5904 4612.2113 454.156492367868 4612.2113 5515.4074 35.27593849405191 5296.8257 5515.4074 65.16458843220282 5552.5251 5870.0872 242.44626844158051 5870.0872 6463.9695 "" "" "" 2004ey "" "" "" +CMFGEN 1.04 31.330000000052678 0.2538874347238158 3952.3421 4022.4532 51.43760048468673 3952.3421 4500.8584 125.90843137898943 4500.8584 5135.9826 79.4966341562071 5152.4793 5602.0153 8.975697641437382 5602.0153 5804.1002 153.7030122356508 5804.1002 6290.7538 "" "" "" 2004ey "" "" "" +CMFGEN 1.02 31.330000000052678 21.582403674158503 3902.8519 4080.1917 87.13889959368116 4080.1917 4492.61 137.53236221666702 4500.8584 5078.244 94.47859630948027 5152.4793 5602.0153 19.167635830618384 5602.0153 5853.5904 161.1527152410257 5853.5904 6331.9957 "" "" "" 2004ey "" "" "" +CMFGEN 1.4 31.330000000052678 20.16471296669347 3902.8519 4076.0676 108.5755282500195 4076.0676 4484.3617 153.65220875414957 4500.8584 5069.9957 89.72681278515246 5152.4793 5593.7669 35.09331115320012 5593.7669 5861.8388 161.14597224732125 5861.8388 6327.8715 "" "" "" 2004ey "" "" "" +CMFGEN 1.7 31.330000000052678 13.400613123726515 3902.8519 4080.1917 64.12972436805177 4080.1917 4546.2244 131.96386917210825 4546.2244 5140.1068 93.66732430357469 5152.4793 5606.1395 9.459296313121047 5606.1395 5804.1002 136.67658921830377 5804.1002 6315.4989 "" "" "" 2004ey "" "" "" +OBSERVED "" 53343.27000000002 17.401963569276298 3908.1214 4005.4983 363.4925996219638 3908.1214 4631.0714 384.4196428234919 4631.0714 5477.9557 22.998207950812315 5289.1035 5510.4147 112.57216691526189 5557.6277 5899.9224 253.92071991527376 5899.9224 6537.2988 714.2009566307986 7640.9041 8564.5096 2004gc "" "" "" +CMFGEN 1.04 53343.27000000002 3.276046101063992e-16 3999.5967 4002.5475 467.154639304758 3999.5967 4695.9894 110.71103770745114 4695.9894 5050.0873 27.966942749095796 5235.9888 5501.5622 150.48957681535921 5551.7261 5938.283 272.6908356706483 5938.283 6519.5939 488.9542774886262 7862.2153 8897.9518 2004gc "" "" "" +CMFGEN 1.02 53343.27000000002 6.552092202127984e-16 3999.5967 4002.5475 453.5262980257011 3999.5967 4687.1369 233.0772180277287 4687.1369 5230.0871 34.50025214661824 5230.0871 5501.5622 172.31927636320987 5551.7261 5873.3651 228.46931479322345 5873.3651 6513.6922 590.2870495081963 7853.3628 8897.9518 2004gc "" "" "" +CMFGEN 1.4 53343.27000000002 0.018681815730843425 3999.5967 4037.9573 390.8772250527094 4037.9573 4684.1861 240.31993342694727 4684.1861 5227.1363 35.174054489417635 5227.1363 5501.5622 172.128344648099 5551.7261 5876.3159 211.58846506746508 5876.3159 6513.6922 580.2164920883729 7856.3137 8897.9518 2004gc "" "" "" +CMFGEN 1.7 53343.27000000002 -0.008387051958149452 3993.6951 4002.5475 497.6390420855985 3993.6951 4684.1861 119.55948954964876 4684.1861 5050.0873 43.66703395054274 5250.7428 5501.5622 168.9572470131764 5551.7261 5911.7257 312.5970421950258 5911.7257 6552.0528 650.209390722626 7862.2153 8871.3945 2004gc "" "" "" +OBSERVED "" 53348.25999999978 6.66694835141045 3970.0886 4008.4492 348.8710259473174 3970.0886 4625.1698 446.0569856211454 4625.1698 5469.1032 24.806375535366666 5295.0051 5501.5622 99.06817878703882 5551.7261 5885.1684 273.1796369928874 5885.1684 6572.7086 691.7014113002498 7661.5598 8694.3455 2004gc "" "" "" +CMFGEN 1.04 53348.25999999978 3.276046101063992e-16 3999.5967 4002.5475 467.154639304758 3999.5967 4695.9894 110.71103770745114 4695.9894 5050.0873 27.966942749095796 5235.9888 5501.5622 150.48957681535921 5551.7261 5938.283 272.6908356706483 5938.283 6519.5939 488.9542774886262 7862.2153 8897.9518 2004gc "" "" "" +CMFGEN 1.02 53348.25999999978 6.552092202127984e-16 3999.5967 4002.5475 453.5262980257011 3999.5967 4687.1369 233.0772180277287 4687.1369 5230.0871 34.50025214661824 5230.0871 5501.5622 172.31927636320987 5551.7261 5873.3651 228.46931479322345 5873.3651 6513.6922 590.2870495081963 7853.3628 8897.9518 2004gc "" "" "" +CMFGEN 1.4 53348.25999999978 0.018681815730843425 3999.5967 4037.9573 390.8772250527094 4037.9573 4684.1861 240.31993342694727 4684.1861 5227.1363 35.174054489417635 5227.1363 5501.5622 172.128344648099 5551.7261 5876.3159 211.58846506746508 5876.3159 6513.6922 580.2164920883729 7856.3137 8897.9518 2004gc "" "" "" +CMFGEN 1.7 53348.25999999978 -0.008387051958149452 3993.6951 4002.5475 497.6390420855985 3993.6951 4684.1861 119.55948954964876 4684.1861 5050.0873 43.66703395054274 5250.7428 5501.5622 168.9572470131764 5551.7261 5911.7257 312.5970421950258 5911.7257 6552.0528 650.209390722626 7862.2153 8871.3945 2004gc "" "" "" +OBSERVED "" 53358.20999999996 6.283962970045724 3952.057 4008.9601 303.7406639492807 3952.057 4626.7654 454.27017691331207 4626.7654 5525.0217 37.204122289375434 5297.4093 5577.8604 64.77410729741109 5577.8604 5854.2469 308.0946372206869 5854.2469 6516.7618 "" "" "" 2004gc 230.82988417057294 3594.3803 3952.057 +CMFGEN 1.04 53358.20999999996 0.0 3996.7666 4000.8311 466.5336350883721 4000.8311 4695.862 110.58891552451901 4695.862 5053.5388 27.323249388029836 5236.4416 5500.6347 148.07042942548517 5553.4733 5939.6016 272.7473613296741 5939.6016 6520.8263 "" "" "" 2004gc 288.0146505023713 3500.8966 4000.8311 +CMFGEN 1.02 53358.20999999996 0.0 3996.7666 4000.8311 455.354892123652 3996.7666 4687.733 233.86325987097482 4687.733 5232.3771 35.144647652212825 5232.3771 5500.6347 170.48730233226865 5553.4733 5874.5695 228.3967049167848 5874.5695 6512.6973 "" "" "" 2004gc 166.49834619988158 3683.7994 3996.7666 +CMFGEN 1.4 53358.20999999996 0.14331509547458554 3996.7666 4037.4117 391.42946465400905 4037.4117 4683.6685 239.57349368943113 4683.6685 5224.2481 32.76889499689895 5224.2481 5500.6347 170.78671574525669 5553.4733 5874.5695 211.42526103203193 5874.5695 6512.6973 "" "" "" 2004gc 164.7566940941342 3687.8639 4037.4117 +CMFGEN 1.7 53358.20999999996 -0.0029356614472846533 3992.7021 4000.8311 498.24423384461716 3992.7021 4683.6685 118.5794293228357 4683.6685 5053.5388 43.705402027249654 5252.6997 5500.6347 167.37014082498933 5553.4733 5911.15 312.04866201007354 5911.15 6549.2779 "" "" "" 2004gc 306.86982420199917 3500.8966 3992.7021 +OBSERVED "" 53335.220000000205 43.126997319639706 3923.6054 4094.3148 304.6925188340615 3923.6054 4602.3783 295.31183651322533 4602.3783 5264.8932 49.16950414692812 5264.8932 5590.0539 42.57659985335569 5590.0539 5886.763 153.3886126140429 5886.763 6374.504 "" "" "" 2004gc 221.14269890759223 3529.3481 3923.6054 +CMFGEN 1.04 53335.220000000205 0.0 3996.7666 4000.8311 466.5336350883721 4000.8311 4695.862 110.58891552451901 4695.862 5053.5388 27.323249388029836 5236.4416 5500.6347 148.07042942548517 5553.4733 5939.6016 272.7473613296741 5939.6016 6520.8263 "" "" "" 2004gc 288.0146505023713 3500.8966 4000.8311 +CMFGEN 1.02 53335.220000000205 0.0 3996.7666 4000.8311 455.354892123652 3996.7666 4687.733 233.86325987097482 4687.733 5232.3771 35.144647652212825 5232.3771 5500.6347 170.48730233226865 5553.4733 5874.5695 228.3967049167848 5874.5695 6512.6973 "" "" "" 2004gc 166.49834619988158 3683.7994 3996.7666 +CMFGEN 1.4 53335.220000000205 0.14331509547458554 3996.7666 4037.4117 391.42946465400905 4037.4117 4683.6685 239.57349368943113 4683.6685 5224.2481 32.76889499689895 5224.2481 5500.6347 170.78671574525669 5553.4733 5874.5695 211.42526103203193 5874.5695 6512.6973 "" "" "" 2004gc 164.7566940941342 3687.8639 4037.4117 +CMFGEN 1.7 53335.220000000205 -0.0029356614472846533 3992.7021 4000.8311 498.24423384461716 3992.7021 4683.6685 118.5794293228357 4683.6685 5053.5388 43.705402027249654 5252.6997 5500.6347 167.37014082498933 5553.4733 5911.15 312.04866201007354 5911.15 6549.2779 "" "" "" 2004gc 306.86982420199917 3500.8966 3992.7021 +OBSERVED "" -3.6700000002238085 42.31206119557935 3905.7871 4050.9483 145.2664539978078 4050.9483 4519.0193 327.25515424561473 4519.0193 5508.4858 95.23810405365205 5209.2759 5508.4858 59.146867654208755 5621.0599 5899.5325 148.79493510383065 5899.5325 6340.9412 346.0855749751905 7899.2029 8553.9098 2004gs "" "" "" +CMFGEN 1.04 -3.6700000002238085 -4.141551288211772 3997.6238 4148.71 -64.56561519032486 4148.71 4450.8824 805.3207954040048 4501.2445 5549.9605 160.15747491659877 5200.3885 5653.6471 -2.5886213283285677 5653.6471 5801.7708 251.47079836072007 5801.7708 6598.6765 461.6528569083026 7502.2313 8897.5568 2004gs "" "" "" +CMFGEN 1.02 -3.6700000002238085 7.3511678531520275 3997.6238 4148.71 -79.78038410884244 4148.71 4450.8824 775.8592078397568 4501.2445 5549.9605 233.44132543598565 5150.0264 5629.9473 -1.6419448763744573 5629.9473 5801.7708 196.3438223360664 5801.7708 6598.6765 453.2270345202121 7502.2313 8897.5568 2004gs "" "" "" +CMFGEN 1.4 -3.6700000002238085 17.965820658572646 3997.6238 4148.71 -97.42401047100157 4148.71 4450.8824 689.3226530952841 4501.2445 5549.9605 194.0805370122598 5150.0264 5588.4727 49.70952987096889 5588.4727 5997.2941 55.21027632162827 5997.2941 6598.6765 338.82169472351137 7502.2313 8897.5568 2004gs "" "" "" +CMFGEN 1.7 -3.6700000002238085 11.689350678619581 3997.6238 4148.71 114.40840651382918 4148.71 4471.6197 638.4249915526505 4501.2445 5549.9605 40.70101178625232 5298.1501 5662.5345 -5.384116122063109 5662.5345 5801.7708 218.91004594972867 5801.7708 6583.8641 593.3348178292126 7502.2313 8847.1947 2004gs "" "" "" +OBSERVED "" 2.319999999999709 36.787705813544065 3910.5431 4126.8132 191.68612488199886 3910.5431 4559.3533 221.2931278411262 4559.3533 5224.4856 87.45124728836996 5224.4856 5599.8978 49.83142418037073 5599.8978 5938.5848 140.409263162972 5938.5848 6391.5277 "" "" "" 2004gs "" "" "" +CMFGEN 1.04 2.319999999999709 -3.923275388824631 3996.235 4147.216 -70.24854280827411 4147.216 4453.2585 802.0919018532054 4502.2253 5546.8504 157.7193106089504 5204.0828 5652.9451 -2.8293897880858285 5652.9451 5803.9261 249.67752081943073 5803.9261 6599.6366 "" "" "" 2004gs "" "" "" +CMFGEN 1.02 2.319999999999709 7.696641277262827 3996.235 4147.216 -84.77027657321784 4147.216 4453.2585 768.4295793024086 4502.2253 5546.8504 233.22559352263653 5151.0354 5628.4617 -1.8633182498411187 5628.4617 5803.9261 194.65050526302667 5803.9261 6599.6366 "" "" "" 2004gs "" "" "" +CMFGEN 1.4 2.319999999999709 18.31311658156933 3996.235 4147.216 -103.33092915823039 4147.216 4453.2585 681.461485725227 4502.2253 5546.8504 190.53758105207993 5155.116 5587.6561 50.23540082125767 5587.6561 5999.7933 54.55004000505109 5999.7933 6599.6366 "" "" "" 2004gs "" "" "" +CMFGEN 1.7 2.319999999999709 12.187202907638346 3996.235 4147.216 114.42575819135828 4147.216 4473.6613 629.8262350521167 4502.2253 5546.8504 37.258483565537176 5297.9358 5673.348 -3.8401413963139057 5673.348 5803.9261 216.46787691261198 5803.9261 6583.3144 "" "" "" 2004gs "" "" "" +OBSERVED "" -4.639999999926658 6.692549392915325 3918.80939049093 4022.95492114111 88.52732408148054 3918.80939049093 4495.61540639964 115.88139981683797 4511.63779573044 5084.43821430645 84.50412353830035 5152.53336896234 5653.23303554977 11.311992035868132 5653.23303554977 5881.55208351364 76.90009560751601 5881.55208351364 6294.12860878167 "" "" "" 2004gu 127.74799407248571 3542.28324121719 3918.80939049093 +CMFGEN 1.04 -4.639999999926658 -4.092598923273879 3998.92133714492 4147.12843845479 -66.30723207129782 4147.12843845479 4451.55383573995 802.2755025612198 4503.62660106504 5549.08750489959 157.21158098013575 5204.60613428744 5653.23303554977 -2.6825955199493072 5653.23303554977 5801.44013685965 251.75227450390474 5801.44013685965 6598.55400606683 "" "" "" 2004gu 125.20315723394468 3774.60788651375 4099.0612704624 +CMFGEN 1.02 -4.639999999926658 6.946580167712873 3998.92133714492 4147.12843845479 -81.67208991739115 4147.12843845479 4451.55383573995 771.6275639654932 4503.62660106504 5549.08750489959 231.8105487067183 5152.53336896234 5629.19945155357 -1.8022588133781066 5629.19945155357 5801.44013685965 196.5412364419862 5801.44013685965 6598.55400606683 "" "" "" 2004gu 144.71886131276793 3758.58549718295 4099.0612704624 +CMFGEN 1.4 -4.639999999926658 16.98371511388956 3998.92133714492 4147.12843845479 -99.76837853575188 4147.12843845479 4451.55383573995 684.9948588696077 4503.62660106504 5549.08750489959 185.45407213570826 5160.54456362774 5589.14347822658 49.84723573682443 5589.14347822658 5997.71440616192 55.01073245960863 5997.71440616192 6598.55400606683 "" "" "" 2004gu 143.4959136421415 3762.59109451565 4099.0612704624 +CMFGEN 1.7 -4.639999999926658 11.29003963390012 3998.92133714492 4147.12843845479 115.58146724631274 4147.12843845479 4471.58182240345 633.6000352161768 4503.62660106504 5549.08750489959 36.33178671465979 5296.73487293952 5673.26102221327 -3.639352724802274 5673.26102221327 5801.44013685965 219.33077100767008 5801.44013685965 6582.53161673603 "" "" "" 2004gu 83.24048204384594 3798.64147050995 4099.0612704624 +OBSERVED "" 4.389999999868451 91.32175765222371 3913.306 4121.626 191.73705003931565 4121.626 4575.465 637.4263774225587 4575.465 5518.218 107.75311899043156 5290.767 5518.218 24.45599602303157 5612.734 5870.701 149.1773007909557 5870.701 6367.526 "" "" "" 2005A 266.82520262511673 3579.57 3913.306 +CMFGEN 1.04 4.389999999868451 -4.257651606937019 3999.397 4149.26 -62.83490951944482 4149.26 4450.048 803.3223046957094 4500.002 5545.854 155.71832415396835 5204.675 5655.729 -2.407886077382555 5655.729 5803.821 248.9915958159424 5803.821 6596.83 "" "" "" 2005A 125.69551659879914 3774.072 4099.306 +CMFGEN 1.02 4.389999999868451 6.853303510891411 3999.397 4149.26 -77.77138735766596 4149.26 4450.048 768.2187325283849 4500.002 5545.854 231.87070458153596 5153.658 5627.066 -2.1670252569372517 5627.066 5803.821 194.50524845498302 5803.821 6596.83 "" "" "" 2005A 145.2522859327861 3758.129 4099.306 +CMFGEN 1.4 4.389999999868451 17.10820469786932 3999.397 4149.26 -95.53750836553158 4149.26 4450.048 681.3336481734443 4500.002 5545.854 193.43426083796857 5150.47 5588.849 50.25481655529964 5588.849 5999.685 54.74527163903926 5999.685 6596.83 "" "" "" 2005A 144.59188597215876 3761.318 4099.306 +CMFGEN 1.7 4.389999999868451 11.241934466080654 3999.397 4149.26 113.8831313596714 4149.26 4472.368 630.7424925105599 4500.002 5545.854 42.02328281759702 5299.27 5660.506 -5.984980949426747 5660.506 5803.821 216.5901851888046 5803.821 6582.499 "" "" "" 2005A 83.23218761835942 3799.581 4099.306 +OBSERVED "" 25.369999999849824 106.94491892161736 3976.3303 4092.7177 502.80234288420615 3976.3303 4582.1414 564.1950989845922 4582.1414 5549.0517 27.05133655634509 5283.4498 5549.0517 69.68867694508785 5569.9417 5883.2923 284.2915629456152 5883.2923 6530.8835 555.9240817969328 7739.5213 8784.0232 2005A "" "" "" +CMFGEN 1.04 25.369999999849824 -0.267037383667123 3997.2204 4047.9533 85.09959742845646 4047.9533 4516.487 124.15167932279485 4516.487 5101.4081 52.58028054790694 5152.141 5566.9575 1.4316577857217405 5566.9575 5802.7165 164.71595497408651 5802.7165 6301.0931 48.420085740393205 7503.7623 8387.1125 2005A "" "" "" +CMFGEN 1.02 25.369999999849824 -0.5620446446339927 3997.2204 4041.9847 103.48854492922491 4041.9847 4456.8012 129.89547232750937 4501.5656 5050.6751 54.1829714733591 5152.141 5555.0203 23.76826253112032 5555.0203 5811.6693 168.40503869200404 5811.6693 6304.0773 56.05739866608918 7727.5842 8375.1753 2005A "" "" "" +CMFGEN 1.4 25.369999999849824 -4.045567557017634 3997.2204 4104.6548 71.70218318401919 4104.6548 4456.8012 154.8889778534513 4501.5656 5050.6751 38.95958718723274 5152.141 5516.2245 43.924820245197054 5552.036 5826.5908 141.02294061602174 5826.5908 6307.0616 245.40314922989 7539.5738 8425.9083 2005A "" "" "" +CMFGEN 1.7 25.369999999849824 15.855186124013033 3901.7231 4044.969 68.49095147829004 4044.969 4459.7855 121.5112190867066 4507.5341 5119.3138 68.5703595176887 5152.141 5578.8946 11.707110387574037 5578.8946 5832.5594 147.54269292002152 5832.5594 6304.0773 67.64010719256834 7679.8355 8425.9083 2005A "" "" "" +OBSERVED "" 33.369999999849824 8.403732138282031 3991.2518 4003.189 399.3585735987614 4003.189 4644.8115 548.9220076823274 4644.8115 5468.4759 47.045154117804465 5295.387 5569.9417 64.64709508392544 5569.9417 5841.5122 453.55845770841955 5841.5122 6563.7107 578.0066699375 7879.783 8751.196 2005A "" "" "" +CMFGEN 1.04 33.369999999849824 0.25404414381363116 3901.7231 4000.2047 53.98992752125391 3901.7231 4504.5498 136.90533413841214 4504.5498 5140.2038 78.06867145806362 5152.141 5602.769 12.19864196977687 5602.769 5823.6065 149.02318961424345 5823.6065 6277.2187 139.1741153100357 7867.8459 8512.4527 2005A "" "" "" +CMFGEN 1.02 33.369999999849824 24.60960632932329 3901.7231 4089.7334 81.58273295065311 4089.7334 4501.5656 146.81124507344384 4501.5656 5092.4552 95.79550828816093 5152.141 5611.7218 17.423322978606368 5611.7218 5829.5751 156.42221486165016 5829.5751 6327.9517 142.38926302806652 7760.4114 8521.4056 2005A "" "" "" +CMFGEN 1.4 33.369999999849824 26.662814822348267 3901.7231 4086.7491 103.00034005059148 4086.7491 4495.597 163.87881012270577 4501.5656 5083.5023 93.63064659393662 5155.1253 5602.769 33.04511202989403 5602.769 5868.3709 160.55129476842902 5868.3709 6333.9203 150.65045150913014 7748.4742 8509.4684 2005A "" "" "" +CMFGEN 1.7 33.369999999849824 13.350850836751617 3901.7231 4074.8119 55.01747153676797 3901.7231 4504.5498 134.51037894334885 4504.5498 5146.1724 94.52199046455182 5152.141 5614.7061 11.523215091650526 5614.7061 5808.685 136.74397230101044 5808.685 6310.0459 137.98944981243545 7835.0186 8524.3899 2005A "" "" "" +OBSERVED "" 66.54000000003725 3.9399252603560546 3968.1322 4000.8672 312.930133038781 3968.1322 4670.4457 364.7370406811449 4670.4457 5539.4099 32.900780825214184 5298.3617 5575.1208 114.32099867156244 5575.1208 5875.6872 264.4768533918696 5875.6872 6575.0248 748.751358515958 7637.4228 8771.2425 2005M "" "" "" +CMFGEN 1.04 66.54000000003725 -0.9350539171815702 3959.2045 4000.8672 234.28941675750815 3959.2045 4631.759 234.279142735592 4631.759 5215.0363 4.327921184797995 5215.0363 5533.4581 114.64315834398577 5551.3136 5857.8317 38.29688544682224 5857.8317 6200.0608 352.3680732512708 7842.7602 8711.7244 2005M "" "" "" +CMFGEN 1.02 66.54000000003725 -2.323214625353926 3947.3009 4000.8672 272.95234352783586 3947.3009 4628.7831 283.4607580246733 4628.7831 5310.2653 -3.6563401438791883 5298.3617 5500.7232 82.54395721694988 5551.3136 5845.9281 180.11039905453538 5845.9281 6458.9645 487.292311743308 7699.9168 8699.8208 2005M "" "" "" +CMFGEN 1.4 66.54000000003725 -2.937198597559398 3938.3732 4000.8672 289.23879143845267 3938.3732 4628.7831 311.29767834005975 4628.7831 5500.7232 5.3424429229261765 5298.3617 5500.7232 61.76027104993737 5551.3136 5842.9522 196.6791986201093 5842.9522 6461.9404 477.2403723430979 7696.9409 8690.8931 2005M "" "" "" +CMFGEN 1.7 66.54000000003725 -1.4438183268781946 3953.2527 4000.8672 243.1939835429385 3953.2527 4622.8313 274.5450883865236 4622.8313 5244.7954 -2.133546229051936 5244.7954 5500.7232 141.28560916259516 5551.3136 5878.6631 65.87988161987202 5878.6631 6200.0608 314.7918927516082 7872.5193 8774.2184 2005M "" "" "" +OBSERVED "" 3.7299999999813735 14.299261224499222 3974.084 4093.1202 97.2361287106126 4093.1202 4512.7228 162.27929353849032 4512.7228 5155.5182 94.73310258439189 5155.5182 5631.663 23.37238996125228 5631.663 5929.2535 160.21734901905444 5929.2535 6580.9766 198.7405365037592 7851.688 8762.3148 2005M "" "" "" +CMFGEN 1.04 3.7299999999813735 -4.226812920388135 3997.8913 4149.6624 -63.09875200546909 4149.6624 4450.2288 804.5555504172385 4500.8192 5548.3376 160.65000571828864 5200.1568 5652.4943 -2.872353702892843 5652.4943 5801.2896 251.90819379207954 5801.2896 6598.832 464.3001563347488 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.02 3.7299999999813735 7.290401672734025 3997.8913 4149.6624 -78.01658187246899 4149.6624 4450.2288 772.8457287252478 4500.8192 5548.3376 232.0766956371972 5152.5423 5628.6871 -1.9204341712032738 5628.6871 5801.2896 196.74871093386736 5801.2896 6598.832 455.8889394980497 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.4 3.7299999999813735 18.00114712933911 3997.8913 4149.6624 -95.59672648711661 4149.6624 4450.2288 686.201935321712 4500.8192 5548.3376 190.37992506353368 5155.5182 5587.0244 49.64740462190224 5587.0244 5997.6993 55.076845315818105 5997.6993 6598.832 341.37624833137704 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.7 3.7299999999813735 11.690156881021483 3997.8913 4149.6624 113.44874947819818 4149.6624 4471.0601 635.4370012036287 4500.8192 5548.3376 37.51116386608618 5298.3617 5673.3257 -3.614654774268792 5673.3257 5801.2896 219.4308213304816 5801.2896 6583.9525 596.9899913785694 7500.5312 8845.6402 2005M "" "" "" +OBSERVED "" 69.54000000003725 12.300417702853874 3980.0358 4027.6503 358.5735910880966 3980.0358 4670.4457 365.05224366932345 4670.4457 5533.4581 49.573565557793735 5283.4821 5551.3136 128.06797723263065 5551.3136 5884.6149 383.3209185316701 5884.6149 6580.9766 693.7510259948413 7705.8686 8723.6281 2005M "" "" "" +CMFGEN 1.04 69.54000000003725 -0.9296895237094116 3959.2045 4000.8672 246.88301260346373 3959.2045 4640.6867 232.63348693282543 4640.6867 5212.0604 4.015199031857598 5212.0604 5533.4581 119.30248056939195 5551.3136 5857.8317 38.695453997971285 5857.8317 6200.0608 364.7841474572442 7842.7602 8711.7244 2005M "" "" "" +CMFGEN 1.02 69.54000000003725 -2.015821265407183 3950.2768 4000.8672 275.4866594006486 3950.2768 4631.759 285.97796933095634 4631.759 5313.2412 -2.5837375077982156 5298.3617 5506.675 88.1365844424004 5551.3136 5848.904 175.66942528633112 5848.904 6464.9163 494.3244289860452 7702.8927 8699.8208 2005M "" "" "" +CMFGEN 1.4 69.54000000003725 -2.331710089838648 3944.325 4000.8672 289.9656553265403 3944.325 4631.759 312.3637768978271 4631.759 5506.675 5.771060762806982 5298.3617 5506.675 66.88689785715272 5551.3136 5842.9522 196.7062295106925 5842.9522 6464.9163 485.85054864465565 7699.9168 8693.869 2005M "" "" "" +CMFGEN 1.7 69.54000000003725 -1.5518489870756622 3953.2527 4000.8672 254.6410542735278 3953.2527 4625.8072 275.6005341303429 4625.8072 5247.7713 -2.7030973593278715 5247.7713 5500.7232 145.65489212249383 5551.3136 5881.639 62.14148462395243 5881.639 6200.0608 331.2685064557485 7869.5434 8777.1943 2005M "" "" "" +OBSERVED "" 38.62000000011176 2.297129485148746 3983.0117 4000.8672 319.61709516890414 3983.0117 4670.4457 408.5154156905455 4670.4457 5539.4099 29.109835239589273 5295.3857 5557.2654 55.161035560643114 5557.2654 5828.0727 249.5771762826749 5828.0727 6518.4826 479.5383954975076 7750.5072 8750.4112 2005M "" "" "" +CMFGEN 1.04 38.62000000011176 -0.029187873132357392 3911.59 4000.8672 81.58400336063565 3911.59 4456.1806 183.86398715201693 4521.6505 5173.3737 65.15888627133151 5173.3737 5619.7594 17.632693533525988 5619.7594 5848.904 131.91349404016296 5848.904 6259.5789 188.7240167414297 7890.3747 8545.0738 2005M "" "" "" +CMFGEN 1.02 38.62000000011176 28.379464874726565 3902.6623 4110.9756 91.48053957729681 3902.6623 4527.6023 169.77875866966616 4527.6023 5125.7592 86.09905982172623 5176.3496 5575.1208 17.48259927596469 5575.1208 5857.8317 158.64841171583834 5857.8317 6345.8801 209.29968102843452 7821.9289 8595.6641 2005M "" "" "" +CMFGEN 1.4 38.62000000011176 37.57608242047103 3902.6623 4110.9756 92.62466917073424 4110.9756 4521.6505 186.7738275597688 4521.6505 5116.8315 90.75913706931206 5179.3255 5625.7112 27.994049530996985 5625.7112 5866.7595 157.85067711434542 5866.7595 6345.8801 211.71088350372852 7789.194 8580.7846 2005M "" "" "" +CMFGEN 1.7 38.62000000011176 14.9675600920141 3902.6623 4110.9756 76.79731379058762 3902.6623 4518.6746 170.58838762524425 4518.6746 5167.4218 78.61149323436604 5167.4218 5610.8317 16.69064877417812 5610.8317 5848.904 140.32574158891148 5848.904 6289.3379 198.39482675174364 7860.6157 8586.7364 2005M "" "" "" +OBSERVED "" 7.75 35.23941318732374 3908.6141 4119.9034 136.55205617602095 4119.9034 4572.2409 201.45174738510252 4572.2409 5259.6749 88.75847019825687 5259.6749 5640.5907 44.71164590174148 5640.5907 5956.0366 148.0373183633134 5956.0366 6530.3862 401.9464049641659 7848.7121 8851.592 2005M "" "" "" +CMFGEN 1.04 7.75 -4.226812920388135 3997.8913 4149.6624 -63.09875200546909 4149.6624 4450.2288 804.5555504172385 4500.8192 5548.3376 160.65000571828864 5200.1568 5652.4943 -2.872353702892843 5652.4943 5801.2896 251.90819379207954 5801.2896 6598.832 464.3001563347488 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.02 7.75 7.290401672734025 3997.8913 4149.6624 -78.01658187246899 4149.6624 4450.2288 772.8457287252478 4500.8192 5548.3376 232.0766956371972 5152.5423 5628.6871 -1.9204341712032738 5628.6871 5801.2896 196.74871093386736 5801.2896 6598.832 455.8889394980497 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.4 7.75 18.00114712933911 3997.8913 4149.6624 -95.59672648711661 4149.6624 4450.2288 686.201935321712 4500.8192 5548.3376 190.37992506353368 5155.5182 5587.0244 49.64740462190224 5587.0244 5997.6993 55.076845315818105 5997.6993 6598.832 341.37624833137704 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.7 7.75 11.690156881021483 3997.8913 4149.6624 113.44874947819818 4149.6624 4471.0601 635.4370012036287 4500.8192 5548.3376 37.51116386608618 5298.3617 5673.3257 -3.614654774268792 5673.3257 5801.2896 219.4308213304816 5801.2896 6583.9525 596.9899913785694 7500.5312 8845.6402 2005M "" "" "" +OBSERVED "" 42.580000000074506 9.066384485439896 3971.1081 4003.8431 404.8399319462807 3971.1081 4640.6867 480.1662034095396 4640.6867 5533.4581 50.456687949887694 5292.4098 5566.1931 78.02651714140492 5566.1931 5819.145 305.7547343688808 5819.145 6518.4826 629.2740051754715 7744.5554 8747.4353 2005M "" "" "" +CMFGEN 1.04 42.580000000074506 -1.4304512658211153 3917.5418 4000.8672 109.92488006710528 3917.5418 4533.5541 223.52366479644178 4533.5541 5188.2532 24.676093571142854 5188.2532 5500.7232 25.167892126794673 5616.7835 5857.8317 119.77352222332968 5857.8317 6247.6753 199.34401545770035 7896.3265 8548.0497 2005M "" "" "" +CMFGEN 1.02 42.580000000074506 31.177527278151896 3908.6141 4125.8552 117.77246479073452 3908.6141 4551.4095 207.42214579662243 4551.4095 5194.205 77.68313437565234 5194.205 5604.8798 22.5502614518181 5604.8798 5863.7836 164.89100535369244 5863.7836 6360.7597 283.2207739166165 7500.5312 8643.2786 2005M "" "" "" +CMFGEN 1.4 42.580000000074506 40.76815064820796 3905.6382 4125.8552 137.53531563724385 3905.6382 4542.4818 218.90972225555967 4542.4818 5200.1568 83.37559887920568 5200.1568 5592.9762 28.21110028002112 5592.9762 5875.6872 161.8916090045153 5875.6872 6360.7597 256.1581871022739 7827.8807 8631.375 2005M "" "" "" +CMFGEN 1.7 42.580000000074506 21.218441778686756 3908.6141 4131.807 107.8576196896586 3908.6141 4542.4818 210.41428732355143 4542.4818 5191.2291 62.45073162375444 5191.2291 5625.7112 20.33162599372759 5625.7112 5857.8317 140.6440054341704 5857.8317 6277.4343 224.01631317953957 7890.3747 8640.3027 2005M "" "" "" +OBSERVED "" 47.56999999983236 107.33036135977292 3986.1868 4101.2268 398.74617954750715 4101.2268 4602.1298 456.80140580597515 4602.1298 5529.6393 63.70695300458703 5292.3694 5567.986 101.07755496375226 5567.986 5826.8258 320.3738061979536 5826.8258 6517.0654 "" "" "" 2005M "" "" "" +CMFGEN 1.04 47.56999999983236 -2.0237344461287465 3933.4602 4000.5668 136.88592727697255 3933.4602 4554.1965 243.1513916903581 4554.1965 5201.2962 14.583112341694333 5201.2962 5500.8793 69.49937135432643 5551.2093 5862.7758 101.01515165486606 5862.7758 6231.8623 "" "" "" 2005M "" "" "" +CMFGEN 1.02 47.56999999983236 38.174801404012655 3919.0802 4149.1601 181.7813054122609 3919.0802 4597.3365 250.6703806610387 4597.3365 5220.4695 45.52925833806508 5220.4695 5611.1259 28.857375607683622 5611.1259 5862.7758 176.63683254249685 5862.7758 6368.4722 "" "" "" 2005M "" "" "" +CMFGEN 1.4 47.56999999983236 44.943621877025436 3916.6835 4144.3667 191.68601556602854 3916.6835 4575.7665 254.34492164452428 4575.7665 5225.2628 62.382369719984545 5225.2628 5615.9193 31.016215730458566 5615.9193 5872.3625 171.42181133136933 5872.3625 6366.0755 "" "" "" 2005M "" "" "" +CMFGEN 1.7 47.56999999983236 29.846135766759776 3919.0802 4149.1601 151.3495144829091 3919.0802 4566.1798 244.1690991205955 4566.1798 5210.8828 13.282153643321665 5210.8828 5500.8793 58.72617877754872 5551.2093 5865.1725 139.4570444457412 5865.1725 6267.8122 "" "" "" 2005M "" "" "" +OBSERVED "" 56.580000000074506 2.6714430303835277 3968.1322 4003.8431 301.58773560954626 3968.1322 4670.4457 371.12445715764704 4670.4457 5536.434 22.786067051841275 5295.3857 5566.1931 91.63771214075528 5566.1931 5866.7595 268.3253030096968 5866.7595 6580.9766 547.3794755966398 7708.8445 8726.604 2005M "" "" "" +CMFGEN 1.04 56.580000000074506 -1.4757825229307064 3950.2768 4000.8672 186.37010822443534 3950.2768 4593.0722 238.38755144218388 4593.0722 5206.1086 -4.791537153573253 5206.1086 5500.7232 95.84792362354045 5551.3136 5854.8558 52.9156939879728 5854.8558 6214.9403 288.34774955665404 7836.8084 8708.7485 2005M "" "" "" +CMFGEN 1.02 56.580000000074506 -3.190912031016776 3935.3973 4000.8672 267.5947023440016 3935.3973 4622.8313 291.6131214857132 4622.8313 5292.4098 -5.476683077591762 5292.4098 5500.7232 70.8121766004012 5551.3136 5863.7836 189.18826300038222 5863.7836 6414.3259 504.28028169304105 7506.483 8690.8931 2005M "" "" "" +CMFGEN 1.4 56.580000000074506 -3.9905677776484803 3923.4936 4000.8672 291.01859818569426 3923.4936 4622.8313 311.32134877844965 4622.8313 5295.3857 -0.0930500595930306 5295.3857 5500.7232 51.36919136500588 5551.3136 5869.7354 187.7188303063724 5869.7354 6417.3019 444.40145710765006 7637.4228 8687.9172 2005M "" "" "" +CMFGEN 1.7 56.580000000074506 32.536353892322424 3938.3732 4149.6624 201.58712948368947 3938.3732 4604.9758 268.55106369576237 4604.9758 5232.8917 1.1508672189323665 5232.8917 5500.7232 107.49874154872661 5551.3136 5872.7113 115.67787879410622 5872.7113 6244.6994 277.97843643911665 7881.447 8753.3871 2005M "" "" "" +OBSERVED "" -0.2900000000372529 12.899066152307348 3953.2527 4090.1443 101.65899223166421 4090.1443 4521.6505 149.73420522740594 4521.6505 5140.6387 77.47013653401173 5158.4941 5622.7353 20.911030687544603 5622.7353 5908.4221 203.25864741838114 5908.4221 6580.9766 93.72904339371073 7833.8325 8360.5677 2005M "" "" "" +CMFGEN 1.04 -0.2900000000372529 -4.226812920388135 3997.8913 4149.6624 -63.09875200546909 4149.6624 4450.2288 804.5555504172385 4500.8192 5548.3376 160.65000571828864 5200.1568 5652.4943 -2.872353702892843 5652.4943 5801.2896 251.90819379207954 5801.2896 6598.832 464.3001563347488 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.02 -0.2900000000372529 7.290401672734025 3997.8913 4149.6624 -78.01658187246899 4149.6624 4450.2288 772.8457287252478 4500.8192 5548.3376 232.0766956371972 5152.5423 5628.6871 -1.9204341712032738 5628.6871 5801.2896 196.74871093386736 5801.2896 6598.832 455.8889394980497 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.4 -0.2900000000372529 18.00114712933911 3997.8913 4149.6624 -95.59672648711661 4149.6624 4450.2288 686.201935321712 4500.8192 5548.3376 190.37992506353368 5155.5182 5587.0244 49.64740462190224 5587.0244 5997.6993 55.076845315818105 5997.6993 6598.832 341.37624833137704 7500.5312 8899.2064 2005M "" "" "" +CMFGEN 1.7 -0.2900000000372529 11.690156881021483 3997.8913 4149.6624 113.44874947819818 4149.6624 4471.0601 635.4370012036287 4500.8192 5548.3376 37.51116386608618 5298.3617 5673.3257 -3.614654774268792 5673.3257 5801.2896 219.4308213304816 5801.2896 6583.9525 596.9899913785694 7500.5312 8845.6402 2005M "" "" "" +OBSERVED "" -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 272.1028430707915 5869.506 6505.826 "" "" "" 2005W "" "" "" +CMFGEN 1.04 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 252.24937193177183 5800.375 6599.31 "" "" "" 2005W "" "" "" +CMFGEN 1.02 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 198.1186606602368 5800.375 6599.31 "" "" "" 2005W "" "" "" +CMFGEN 1.4 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.33262362773478 5999.9123 6599.31 "" "" "" 2005W "" "" "" +CMFGEN 1.7 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 220.39694163512343 5800.375 6582.8128 "" "" "" 2005W "" "" "" +OBSERVED "" 34.05000000003929 23.23507767399421 3965.5766 4036.0171 369.5750734377028 3965.5766 4610.8117 531.9261751569805 4610.8117 5503.9974 51.6285275935779 5295.4935 5503.9974 94.43413336603412 5574.4379 5839.2942 335.9303683870993 5839.2942 6487.3469 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 34.05000000003929 0.3104685574778707 3903.589 4002.2057 56.48822332299298 3903.589 4500.9245 141.1119549692714 4500.9245 5146.1596 75.67905543117917 5151.7948 5599.7965 13.15512208059204 5599.7965 5830.8414 147.00361938875702 5830.8414 6270.3902 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 34.05000000003929 25.82528224685324 3900.7713 4095.1872 80.06804831761607 4095.1872 4506.5597 149.68521322082609 4506.5597 5098.26 95.28010233963465 5154.6125 5613.8846 17.74880650859902 5613.8846 5836.4766 155.79282533158846 5836.4766 6329.5602 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 34.05000000003929 29.158811077977205 3900.7713 4089.5519 100.9545608778518 4089.5519 4498.1069 166.60382051300712 4500.9245 5086.9896 94.05401692292669 5157.4301 5608.2494 32.63484669334458 5608.2494 5873.1057 160.05377068963978 5873.1057 6335.1954 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 34.05000000003929 13.605157604681251 3900.7713 4078.2814 57.62334400187189 3900.7713 4506.5597 137.38581813617634 4506.5597 5146.1596 93.79164501007044 5151.7948 5619.5198 12.658269894616614 5619.5198 5816.7533 137.5798375305364 5816.7533 6309.8369 "" "" "" 2005ag "" "" "" +OBSERVED "" 30.099999999853026 49.77352471564329 3914.8595 4044.47 415.9812940265373 3914.8595 4619.2646 480.65638340733585 4619.2646 5503.9974 41.54971995668521 5298.3111 5503.9974 105.13076746903468 5554.7146 5839.2942 296.50379950744207 5839.2942 6464.806 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 30.099999999853026 0.6369295177885091 3943.0357 4019.1114 58.46480479480215 3943.0357 4540.3712 126.30769139166483 4540.3712 5129.2539 78.4190673313947 5151.7948 5596.9789 7.337925871108871 5596.9789 5802.6652 156.35308880772368 5802.6652 6290.1135 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 30.099999999853026 21.18618783075044 3900.7713 4072.6462 91.48686944961123 4072.6462 4484.0188 134.56746500457746 4500.9245 5070.0838 91.87563510210069 5151.7948 5591.3436 19.34901201098226 5591.3436 5844.9295 164.383379883747 5844.9295 6323.925 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 30.099999999853026 -1.5502034918716907 3999.3881 4067.011 109.25224228221458 4067.011 4478.3835 151.53953485675515 4500.9245 5061.631 84.57580301421439 5151.7948 5582.8908 36.214559137523025 5582.8908 5856.2 160.53757253480114 5856.2 6323.925 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 30.099999999853026 15.08525737512304 3900.7713 4075.4638 68.48095192886699 4075.4638 4537.5536 131.15363142147677 4537.5536 5134.8891 92.31429764972081 5151.7948 5599.7965 8.29388638210809 5599.7965 5802.6652 137.94100613237623 5802.6652 6315.4721 "" "" "" 2005ag "" "" "" +OBSERVED "" -0.8499999998675776 30.46397344494672 3917.6771 4019.1114 194.85942514358027 4019.1114 4495.2893 244.72327966383028 4562.9122 5115.1658 178.93578721280278 5168.7006 5667.4194 45.90985542240934 5667.4194 5839.2942 213.97151424265752 5839.2942 6383.095 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 -0.8499999998675776 -4.185533429171586 3999.3881 4148.7219 -63.13568905488089 4148.7219 4450.2073 805.5569471415208 4500.9245 5549.0793 156.9414142175495 5205.3296 5653.3313 -2.6957942297577384 5653.3313 5802.6652 250.1524089767701 5802.6652 6597.2341 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 -0.8499999998675776 6.880464876742758 3999.3881 4148.7219 -78.24454163031089 4148.7219 4450.2073 774.9376043923 4500.9245 5549.0793 233.05062308331352 5151.7948 5627.9727 -2.0303765605701627 5627.9727 5802.6652 195.64894991449273 5802.6652 6597.2341 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 -0.8499999998675776 17.044759562117257 3999.3881 4148.7219 -96.09649811841058 4148.7219 4450.2073 688.7657689018268 4500.9245 5549.0793 190.57882781277502 5154.6125 5588.526 50.24168278344337 5588.526 5999.8986 54.88380030234376 5999.8986 6597.2341 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 -0.8499999998675776 11.24426212796167 3999.3881 4148.7219 114.30133563808641 4148.7219 4472.7483 637.4315706283746 4500.9245 5549.0793 37.66365612425434 5298.3111 5673.0546 -3.768841986209851 5673.0546 5802.6652 217.92448633845623 5802.6652 6583.146 "" "" "" 2005ag "" "" "" +OBSERVED "" 49.05000000003929 93.0874687721389 3931.7652 4041.6524 535.7958988719906 3931.7652 4577.0003 614.9847286133672 4577.0003 5394.1102 215.20543080099995 5165.8829 5501.1798 143.5212652229396 5557.5322 5822.3885 448.18674698545954 5822.3885 6521.1584 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 49.05000000003929 -1.8331699930819658 3940.218 4002.2057 144.40140810506756 3940.218 4562.9122 243.81994618879875 4562.9122 5205.3296 11.051692677482437 5205.3296 5501.1798 75.34834863438692 5551.8969 5861.8352 94.23056953139611 5861.8352 6230.9435 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 49.05000000003929 38.34732427365864 3926.1299 4148.7219 204.4134730521644 3926.1299 4605.1765 259.9212356650787 4605.1765 5233.5058 3.225448184061467 5233.5058 5501.1798 38.70983605702206 5551.8969 5864.6528 179.9975542756365 5864.6528 6374.6421 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 49.05000000003929 45.25902895160195 3920.4947 4148.7219 213.60382423215856 3920.4947 4593.906 264.550235030981 4593.906 5233.5058 51.56502571362198 5233.5058 5619.5198 31.72255600735295 5619.5198 5870.2881 174.60483228637645 5870.2881 6371.8245 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 49.05000000003929 31.023881708781108 3923.3123 4148.7219 162.64821651120812 3923.3123 4574.1826 250.16785303349215 4574.1826 5216.6001 10.543925292581044 5216.6001 5501.1798 67.27343726173845 5551.8969 5867.4704 137.7279989590548 5867.4704 6264.7549 "" "" "" 2005ag "" "" "" +OBSERVED "" 42.270000000113214 7.405794249946861 3963.7407 4017.8154 299.1643193856014 3963.7407 4627.6585 374.99634571094964 4627.6585 5540.9209 25.89567913821377 5288.5721 5540.9209 78.93207536262518 5558.9459 5856.357 260.25907551699913 5856.357 6517.2706 526.6907349319581 7760.9899 8725.323 2005al "" "" "" +CMFGEN 1.04 42.270000000113214 -1.2363780547314729 3918.6784 4002.7947 108.19216657204866 3918.6784 4534.5297 221.0362580960423 4534.5297 5186.4309 25.07975639387024 5186.4309 5501.867 24.05519295585411 5619.0289 5856.357 120.64807226373017 5856.357 6249.901 198.52977986474573 7896.1768 8548.078 2005al "" "" "" +CMFGEN 1.02 42.270000000113214 30.789632654997213 3906.6618 4125.9649 114.54401857506691 3906.6618 4549.5505 204.1378333379298 4549.5505 5192.4392 78.8598000565445 5192.4392 5604.0081 22.175562041138992 5604.0081 5862.3653 164.24032531173526 5862.3653 6361.0547 276.8687843396156 7502.6328 8638.2026 2005al "" "" "" +CMFGEN 1.4 42.270000000113214 40.4900896137849 3906.6618 4122.9608 135.1954707470412 3906.6618 4540.538 216.45328122201647 4540.538 5198.4475 83.47753260418665 5198.4475 5588.9874 27.699863192090667 5588.9874 5874.3819 161.4843077922781 5874.3819 6361.0547 253.06523913651515 7827.0813 8632.1943 2005al "" "" "" +CMFGEN 1.7 42.270000000113214 20.5932088532801 3906.6618 4131.9732 104.78853213689291 3906.6618 4540.538 207.23240657556738 4540.538 5189.435 63.27950811194547 5189.435 5625.0372 19.983637357069803 5625.0372 5856.357 140.19562730508093 5856.357 6276.9384 222.4422389173003 7890.1685 8638.2026 2005al "" "" "" +OBSERVED "" 45.21999999983382 1.4347594190107682 3957.7324 4002.7947 302.61584742178945 3957.7324 4633.6668 367.7972562580934 4633.6668 5513.8836 23.376718551829885 5279.5596 5513.8836 81.10006794784887 5567.9583 5859.3611 235.67738348124544 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176.9216633902234 5551.4311 5884.3825 311.07590797543503 5884.3825 6550.2854 648.8013630960991 7861.2816 8872.027 2005bg "" "" "" +OBSERVED "" -6.820000000108848 35.324745461165506 3939.4064 4070.0843 250.78176834171398 3939.4064 4533.397 175.61314428013662 4533.397 5216.4862 66.39038398062806 5216.4862 5522.3914 62.26699934592939 5635.2496 5944.1247 121.26062116281315 5944.1247 6351.0083 426.81589907248804 7761.736 8465.6149 2005bl "" "" "" +CMFGEN 1.04 -6.820000000108848 -4.0960507695769515 3998.8055 4147.3031 -63.57792853994658 4147.3031 4450.2383 805.0788504835909 4500.7275 5549.121 157.30831010526097 5204.6064 5653.0693 -2.7270372342616884 5653.0693 5801.567 251.32583623660224 5801.567 6597.5144 464.49050384636257 7500.3801 8899.228 2005bl "" "" "" +CMFGEN 1.02 -6.820000000108848 6.987097371116695 3998.8055 4147.3031 -78.96305848934402 4147.3031 4450.2383 774.4259864790931 4500.7275 5549.121 230.6772627702617 5154.1172 5629.3097 -1.779665643158692 5629.3097 5801.567 196.38080544447317 5801.567 6597.5144 456.0995132520355 7500.3801 8899.228 2005bl "" "" "" +CMFGEN 1.4 -6.820000000108848 17.090764830951183 3998.8055 4147.3031 -97.25884834884594 4147.3031 4450.2383 688.1000478028642 4500.7275 5549.121 191.03712658320256 5154.1172 5587.7304 49.72565311291015 5587.7304 5997.5839 55.1572490364813 5997.5839 6597.5144 341.5558295472499 7500.3801 8899.228 2005bl "" "" "" +CMFGEN 1.7 -6.820000000108848 11.329294359479931 3998.8055 4147.3031 115.26161910128455 4147.3031 4471.028 637.3532485492547 4500.7275 5549.121 42.01796147029518 5299.6449 5661.9792 -5.460711443863412 5661.9792 5801.567 219.197313877638 5801.567 6582.6646 597.3132673099421 7500.3801 8845.7689 2005bl "" "" "" +OBSERVED "" -2.8200000001088483 68.47910846385733 3960.1961 4081.9642 370.2503211435034 3960.1961 4622.4956 234.20863663513143 4622.4956 5142.2374 142.42274615807696 5198.6665 5572.8806 147.77066507435978 5572.8806 5920.3651 194.70319425821197 5920.3651 6401.4975 554.7038096790486 7669.6675 8569.5632 2005bl "" "" "" +CMFGEN 1.04 -2.8200000001088483 -4.0960507695769515 3998.8055 4147.3031 -63.57792853994658 4147.3031 4450.2383 805.0788504835909 4500.7275 5549.121 157.30831010526097 5204.6064 5653.0693 -2.7270372342616884 5653.0693 5801.567 251.32583623660224 5801.567 6597.5144 464.49050384636257 7500.3801 8899.228 2005bl "" "" "" +CMFGEN 1.02 -2.8200000001088483 6.987097371116695 3998.8055 4147.3031 -78.96305848934402 4147.3031 4450.2383 774.4259864790931 4500.7275 5549.121 230.6772627702617 5154.1172 5629.3097 -1.779665643158692 5629.3097 5801.567 196.38080544447317 5801.567 6597.5144 456.0995132520355 7500.3801 8899.228 2005bl "" "" "" +CMFGEN 1.4 -2.8200000001088483 17.090764830951183 3998.8055 4147.3031 -97.25884834884594 4147.3031 4450.2383 688.1000478028642 4500.7275 5549.121 191.03712658320256 5154.1172 5587.7304 49.72565311291015 5587.7304 5997.5839 55.1572490364813 5997.5839 6597.5144 341.5558295472499 7500.3801 8899.228 2005bl "" "" "" +CMFGEN 1.7 -2.8200000001088483 11.329294359479931 3998.8055 4147.3031 115.26161910128455 4147.3031 4471.028 637.3532485492547 4500.7275 5549.121 42.01796147029518 5299.6449 5661.9792 -5.460711443863412 5661.9792 5801.567 219.197313877638 5801.567 6582.6646 597.3132673099421 7500.3801 8845.7689 2005bl "" "" "" +OBSERVED "" 53478.22999999998 20.40015531974362 3936.9005 4071.8881 107.17952960339647 4071.8881 4599.8397 151.53384133197187 4599.8397 5205.7842 90.8927825750126 5205.7842 5613.7468 34.85576189949447 5613.7468 5955.7155 186.6882437523586 5955.7155 6561.6599 208.74269801955134 7824.5442 8493.4829 2005bo "" "" "" +CMFGEN 1.04 53478.22999999998 -0.0016558827419169593 3996.895 4002.8944 464.3820762707732 3996.895 4695.8309 112.3505489031962 4695.8309 5052.7982 31.573378130825574 5235.7815 5502.757 150.57050594539206 5550.7526 5937.7171 273.24071321059284 5937.7171 6519.6638 489.250323249775 7863.5406 8898.4458 2005bo "" "" "" +CMFGEN 1.02 53478.22999999998 -0.003862653552515274 3996.895 4002.8944 450.123606040623 3996.895 4686.8318 236.0815858542464 4686.8318 5229.782 37.63385255403347 5229.782 5502.757 173.01526763275342 5550.7526 5871.7232 229.41682348407107 5871.7232 6513.6643 590.0838984402662 7851.5417 8898.4458 2005bo "" "" "" +CMFGEN 1.4 53478.22999999998 0.09785119551832339 3999.8947 4035.8914 387.6990485501623 4035.8914 4680.8323 242.39569404436156 4680.8323 5226.7823 38.032557347711744 5226.7823 5502.757 172.88909998960543 5550.7526 5874.7229 212.24210190205383 5874.7229 6510.6646 580.1279165701733 7854.5415 8898.4458 2005bo "" "" "" +CMFGEN 1.7 53478.22999999998 -0.010107517571530127 3993.8953 4002.8944 494.2585303199664 3993.8953 4683.832 120.5552111502499 4683.832 5052.7982 47.06350925873549 5250.7801 5502.757 176.95087217856027 5550.7526 5886.7218 311.4693062067355 5886.7218 6552.6608 649.1158135454701 7860.5409 8871.4483 2005bo "" "" "" +OBSERVED "" 53479.24000000022 24.050957877893705 3939.9002 4104.8851 104.37155984858482 4104.8851 4524.8466 158.5588595048539 4524.8466 5205.7842 91.18753122888921 5205.7842 5625.7457 35.538043827157594 5625.7457 5964.7147 159.718711268792 5964.7147 6561.6599 217.7138787728456 7842.5426 8649.4686 2005bo "" "" "" +CMFGEN 1.04 53479.24000000022 -0.0016558827419169593 3996.895 4002.8944 464.3820762707732 3996.895 4695.8309 112.3505489031962 4695.8309 5052.7982 31.573378130825574 5235.7815 5502.757 150.57050594539206 5550.7526 5937.7171 273.24071321059284 5937.7171 6519.6638 489.250323249775 7863.5406 8898.4458 2005bo "" "" "" +CMFGEN 1.02 53479.24000000022 -0.003862653552515274 3996.895 4002.8944 450.123606040623 3996.895 4686.8318 236.0815858542464 4686.8318 5229.782 37.63385255403347 5229.782 5502.757 173.01526763275342 5550.7526 5871.7232 229.41682348407107 5871.7232 6513.6643 590.0838984402662 7851.5417 8898.4458 2005bo "" "" "" +CMFGEN 1.4 53479.24000000022 0.09785119551832339 3999.8947 4035.8914 387.6990485501623 4035.8914 4680.8323 242.39569404436156 4680.8323 5226.7823 38.032557347711744 5226.7823 5502.757 172.88909998960543 5550.7526 5874.7229 212.24210190205383 5874.7229 6510.6646 580.1279165701733 7854.5415 8898.4458 2005bo "" "" "" +CMFGEN 1.7 53479.24000000022 -0.010107517571530127 3993.8953 4002.8944 494.2585303199664 3993.8953 4683.832 120.5552111502499 4683.832 5052.7982 47.06350925873549 5250.7801 5502.757 176.95087217856027 5550.7526 5886.7218 311.4693062067355 5886.7218 6552.6608 649.1158135454701 7860.5409 8871.4483 2005bo "" "" "" +OBSERVED "" -7.440000000169675 15.935556027933162 3920.9801 4073.8132 91.471216661581 3920.9801 4577.2635 86.98845734358261 4577.2635 5083.7105 78.43681589451104 5173.6124 5650.0921 15.498597340331038 5650.0921 5883.8369 99.95861240384156 5883.8369 6471.1956 123.66931843247525 7762.7853 8458.0262 2005el "" "" "" +CMFGEN 1.04 -7.440000000169675 -3.9382715752260062 3998.895 4148.7314 -64.92404908902938 4148.7314 4451.4009 807.7906048173988 4502.3453 5548.2033 159.82397738915913 5203.5796 5653.0888 -2.8392296757195243 5653.0888 5802.9252 249.2341034317538 5802.9252 6597.0581 462.7561401411508 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.02 -7.440000000169675 7.274241418436193 3998.895 4148.7314 -79.9743813340014 4148.7314 4451.4009 776.5984467041095 4502.3453 5548.2033 233.45844220548355 5152.6353 5629.115 -1.8925468648559842 5629.115 5802.9252 196.5077493582451 5802.9252 6597.0581 455.375390524098 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.4 -7.440000000169675 17.576672564100264 3998.895 4148.7314 -97.50877432960218 4148.7314 4451.4009 691.0048254690498 4502.3453 5548.2033 191.66804974969813 5155.632 5587.1608 49.35143465342426 5587.1608 5997.7125 56.82506774691132 5997.7125 6597.0581 342.19844072402117 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.7 -7.440000000169675 11.579595089909859 3998.895 4148.7314 115.5767760662831 4148.7314 4472.378 636.8023213540755 4502.3453 5548.2033 38.9652790581811 5299.4749 5674.0659 -3.7069907066571472 5674.0659 5802.9252 217.43657178160527 5802.9252 6582.0745 593.1245442245291 7502.07 8847.6008 2005el "" "" "" +OBSERVED "" -6.420000000151049 20.3437629893959 3929.9702 4082.8034 82.4565496109216 3929.9702 4493.3551 85.93551553232221 4502.3453 5080.7138 83.36218027122655 5179.6058 5644.0986 16.386805632687906 5644.0986 5874.8467 76.47586952601262 5874.8467 6270.4148 130.2278970333042 7735.8148 8529.9477 2005el "" "" "" +CMFGEN 1.04 -6.420000000151049 -3.9382715752260062 3998.895 4148.7314 -64.92404908902938 4148.7314 4451.4009 807.7906048173988 4502.3453 5548.2033 159.82397738915913 5203.5796 5653.0888 -2.8392296757195243 5653.0888 5802.9252 249.2341034317538 5802.9252 6597.0581 462.7561401411508 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.02 -6.420000000151049 7.274241418436193 3998.895 4148.7314 -79.9743813340014 4148.7314 4451.4009 776.5984467041095 4502.3453 5548.2033 233.45844220548355 5152.6353 5629.115 -1.8925468648559842 5629.115 5802.9252 196.5077493582451 5802.9252 6597.0581 455.375390524098 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.4 -6.420000000151049 17.576672564100264 3998.895 4148.7314 -97.50877432960218 4148.7314 4451.4009 691.0048254690498 4502.3453 5548.2033 191.66804974969813 5155.632 5587.1608 49.35143465342426 5587.1608 5997.7125 56.82506774691132 5997.7125 6597.0581 342.19844072402117 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.7 -6.420000000151049 11.579595089909859 3998.895 4148.7314 115.5767760662831 4148.7314 4472.378 636.8023213540755 4502.3453 5548.2033 38.9652790581811 5299.4749 5674.0659 -3.7069907066571472 5674.0659 5802.9252 217.43657178160527 5802.9252 6582.0745 593.1245442245291 7502.07 8847.6008 2005el "" "" "" +OBSERVED "" 1.619999999886204 22.437704200992535 3947.9506 4079.8066 89.63614003664748 3947.9506 4502.3453 116.7477357327987 4502.3453 5122.668 92.50419574060005 5203.5796 5602.1444 24.360628269421287 5602.1444 5886.8336 101.46158359877252 5886.8336 6303.3788 212.6972156152695 7795.7493 8550.9248 2005el "" "" "" +CMFGEN 1.04 1.619999999886204 -3.9382715752260062 3998.895 4148.7314 -64.92404908902938 4148.7314 4451.4009 807.7906048173988 4502.3453 5548.2033 159.82397738915913 5203.5796 5653.0888 -2.8392296757195243 5653.0888 5802.9252 249.2341034317538 5802.9252 6597.0581 462.7561401411508 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.02 1.619999999886204 7.274241418436193 3998.895 4148.7314 -79.9743813340014 4148.7314 4451.4009 776.5984467041095 4502.3453 5548.2033 233.45844220548355 5152.6353 5629.115 -1.8925468648559842 5629.115 5802.9252 196.5077493582451 5802.9252 6597.0581 455.375390524098 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.4 1.619999999886204 17.576672564100264 3998.895 4148.7314 -97.50877432960218 4148.7314 4451.4009 691.0048254690498 4502.3453 5548.2033 191.66804974969813 5155.632 5587.1608 49.35143465342426 5587.1608 5997.7125 56.82506774691132 5997.7125 6597.0581 342.19844072402117 7502.07 8898.5452 2005el "" "" "" +CMFGEN 1.7 1.619999999886204 11.579595089909859 3998.895 4148.7314 115.5767760662831 4148.7314 4472.378 636.8023213540755 4502.3453 5548.2033 38.9652790581811 5299.4749 5674.0659 -3.7069907066571472 5674.0659 5802.9252 217.43657178160527 5802.9252 6582.0745 593.1245442245291 7502.07 8847.6008 2005el "" "" "" +OBSERVED "" 14.599999999867578 18.288700779062903 3952.4786 4058.1108 268.4364787014542 3952.4786 4611.1264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 96.74851282023016 3656.2942 3952.4786 +CMFGEN 1.04 14.599999999867578 -3.9397122855643976 3998.0455 4149.2445 -65.35375438180766 4149.2445 4451.6425 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 126.60317971255336 3774.3537 4099.5352 +CMFGEN 1.02 14.599999999867578 7.533901457835566 3998.0455 4149.2445 -80.20754227430027 4149.2445 4451.6425 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 146.60020440918532 3757.784 4099.5352 +CMFGEN 1.4 14.599999999867578 18.15174510952851 3998.0455 4149.2445 -97.60566126823184 4149.2445 4451.6425 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 145.32719101814592 3761.9264 4099.5352 +CMFGEN 1.7 14.599999999867578 11.8415252037406 3998.0455 4149.2445 115.18332190759872 4149.2445 4472.3547 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 84.08913389077553 3799.2084 4099.5352 +OBSERVED "" 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 211.9004299633325 5848.2889 6459.0437 328.9740628796691 7957.5625 8695.1408 2005el "" "" "" +CMFGEN 1.04 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.05637563217326 5801.5645 6599.217 465.01963500474994 7500.3307 8898.7258 2005el "" "" "" +CMFGEN 1.02 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 197.77757570375823 5801.5645 6599.217 458.3084580206714 7500.3307 8898.7258 2005el "" "" "" +CMFGEN 1.4 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.50885266225202 5998.4745 6599.217 345.1121223735194 7500.3307 8898.7258 2005el "" "" "" +CMFGEN 1.7 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 219.01278188152196 5801.5645 6582.5297 596.7199504698438 7500.3307 8845.3264 2005el "" "" "" +OBSERVED "" 14.579999999848951 "" "" "" "" "" "" 243.07678606610858 4625.0929 5256.5982 -4.319630553105721 5256.5982 5502.0019 78.68504748069233 5551.0826 5881.5595 171.08559802799715 5881.5595 6467.2561 321.4825561336897 7831.7002 8685.7048 2005el "" "" "" +CMFGEN 1.04 14.579999999848951 "" "" "" "" "" "" 808.9834738938719 4500.7551 5547.8105 159.5464832036338 5204.2455 5652.5161 -2.9905694394370137 5652.5161 5803.0303 249.50247478146503 5803.0303 6598.138 463.76201818297073 7501.2233 8898.3879 2005el "" "" "" +CMFGEN 1.02 14.579999999848951 "" "" "" "" "" "" 777.1725284809784 4500.7551 5547.8105 233.80487396123723 5151.8927 5629.6117 -1.784451479375642 5629.6117 5803.0303 196.51363804243397 5803.0303 6598.138 456.84955300208236 7501.2233 8898.3879 2005el "" "" "" +CMFGEN 1.4 14.579999999848951 "" "" "" "" "" "" 691.7818262178329 4500.7551 5547.8105 192.06002434824796 5155.1647 5587.0751 49.71660309834549 5587.0751 5999.3532 56.37441415332914 5999.3532 6598.138 343.6541531277486 7501.2233 8898.3879 2005el "" "" "" +CMFGEN 1.7 14.579999999848951 "" "" "" "" "" "" 638.0326318650906 4500.7551 5547.8105 39.354466895930926 5299.1349 5672.1484 -3.9981541376050056 5672.1484 5803.0303 217.26435631144352 5803.0303 6581.7778 595.0780773729053 7501.2233 8846.0351 2005el "" "" "" +OBSERVED "" -7.029999999940628 10.745901522553167 3926.4943 4056.5478 106.70850435693788 4056.5478 4514.6909 113.74260467302533 4514.6909 5108.7991 69.29729369988227 5159.047 5658.5707 17.899882427717696 5658.5707 5909.8105 76.05501115676483 5909.8105 6379.7766 400.7859631124387 7635.9754 8794.634 2005eq "" "" "" +CMFGEN 1.04 -7.029999999940628 -3.9468836057108874 3997.4326 4148.1765 -68.1060219464052 4148.1765 4452.6199 805.9327300240716 4502.8679 5549.2076 159.2494640786359 5203.3834 5652.6592 -2.899457771264155 5652.6592 5800.4473 251.97061024058942 5800.4473 6598.503 464.92423847176127 7500.0103 8898.0857 2005eq "" "" "" +CMFGEN 1.02 -7.029999999940628 7.552007170912892 3997.4326 4148.1765 -82.72824240632123 4148.1765 4452.6199 775.8246573696699 4502.8679 5549.2076 234.56169060436082 5150.1797 5629.0131 -1.9507058866834253 5629.0131 5800.4473 198.0824325746907 5800.4473 6598.503 458.0488994818687 7500.0103 8898.0857 2005eq "" "" "" +CMFGEN 1.4 -7.029999999940628 18.12318475909849 3997.4326 4148.1765 -100.80916854024994 4148.1765 4452.6199 689.8292793736628 4502.8679 5549.2076 195.07445421563602 5150.1797 5587.6325 49.71289990120106 5587.6325 5998.4833 55.80952744464231 5998.4833 6598.503 344.3210471371007 7500.0103 8898.0857 2005eq "" "" "" +CMFGEN 1.7 -7.029999999940628 11.846871131408296 3997.4326 4148.1765 114.84422359664389 4148.1765 4473.3103 636.9486348012081 4502.8679 5549.2076 37.69539907619449 5297.9678 5673.3495 -3.574945062203196 5673.3495 5800.4473 220.26432775550612 5800.4473 6583.7242 597.5619852129702 7500.0103 8847.8377 2005eq "" "" "" +OBSERVED "" 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 91.18395129581995 5830.8859 6288.4508 265.6625158722402 7845.4884 8582.8593 2005eq "" "" "" +CMFGEN 1.04 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.26576541454796 5801.2594 6597.8832 461.2230837520612 7503.1377 8898.8754 2005eq "" "" "" +CMFGEN 1.02 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 197.35812539991866 5801.2594 6597.8832 452.5610485050887 7503.1377 8898.8754 2005eq "" "" "" +CMFGEN 1.4 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.786777233924745 5998.7694 6597.8832 338.7814214447404 7503.1377 8898.8754 2005eq "" "" "" +CMFGEN 1.7 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 219.2396299137791 5801.2594 6581.4241 591.0821183305593 7503.1377 8846.2061 2005eq "" "" "" +OBSERVED "" 5.919999999779975 21.99347647442801 3914.7903 4074.1369 104.84769626987867 4074.1369 4492.9325 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 137.4606522183279 3604.2687 4074.1369 +CMFGEN 1.04 5.919999999779975 -4.110296301907867 3998.5494 4149.7244 -62.33445417042016 4149.7244 4450.0315 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 126.20266303266573 3773.8298 4098.6518 +CMFGEN 1.02 5.919999999779975 7.271206414321942 3998.5494 4149.7244 -77.13816666262218 4149.7244 4450.0315 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 145.73794845217571 3757.4866 4098.6518 +CMFGEN 1.4 5.919999999779975 17.83399134413871 3998.5494 4149.7244 -94.73378191633802 4149.7244 4450.0315 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 144.32416537643346 3761.5724 4098.6518 +CMFGEN 1.7 5.919999999779975 11.649956569080798 3998.5494 4149.7244 114.1923672328378 4149.7244 4472.5035 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 83.34302701745861 3798.3447 4098.6518 +OBSERVED "" 5.889999999984866 20.62803082785333 3958.358 4058.4049 146.78516741926683 3958.358 4526.366 186.1124787926843 4526.366 5204.1029 85.76837151452827 5204.1029 5591.3811 26.498825517797385 5591.3811 5862.4758 88.49573711283288 5862.4758 6301.3911 181.46078506345927 7898.9137 8521.7861 2005eq "" "" "" +CMFGEN 1.04 5.889999999984866 -3.9579846248834056 3997.0858 4148.7698 -66.84945533708928 4148.7698 4452.1377 808.2103205087733 4500.5475 5549.426 158.78492312386152 5204.1029 5652.7001 -2.8692990572025585 5652.7001 5801.1568 251.46411881696224 5801.1568 6598.3044 462.9143289721061 7501.9535 8899.3824 2005eq "" "" "" +CMFGEN 1.02 5.889999999984866 7.659638514387983 3997.0858 4148.7698 -81.59244821543089 4148.7698 4452.1377 778.3365063119627 4500.5475 5549.426 232.4933156421344 5152.4658 5630.1089 -1.7005879645661286 5630.1089 5801.1568 197.48156115813288 5801.1568 6598.3044 454.5090463705108 7501.9535 8899.3824 2005eq "" "" "" +CMFGEN 1.4 5.889999999984866 18.386318970494866 3997.0858 4148.7698 -99.293226698025 4148.7698 4452.1377 692.6261165304129 4500.5475 5549.426 190.7459248843947 5155.6931 5588.1538 49.66329525764012 5588.1538 5998.0232 55.92856937969984 5998.0232 6598.3044 340.7073635366986 7501.9535 8899.3824 2005eq "" "" "" +CMFGEN 1.7 5.889999999984866 12.007018170881432 3997.0858 4148.7698 115.04123505148442 4148.7698 4471.5016 640.5245460596998 4500.5475 5549.426 37.94879706281429 5297.6951 5672.064 -3.837990801817048 5672.064 5801.1568 219.47446695936452 5801.1568 6582.1678 593.5932642495051 7501.9535 8847.7453 2005eq "" "" "" +OBSERVED "" -1.170000000129221 16.176312155261996 3913.08025656143 4074.26785507789 106.09528968700342 3913.08025656143 4510.93971287703 127.64765918443402 4510.93971287703 5097.07643475508 86.22242118871085 5182.06625942739 5577.70854669507 24.23163274535672 5577.70854669507 5882.49964207165 89.35782251629388 5882.49964207165 6281.07261294872 "" "" "" 2005hc "" "" "" +CMFGEN 1.04 -1.170000000129221 -4.087742382420019 3998.07008123375 4147.53494531265 -67.938168396981 4147.53494531265 4452.32604068923 803.2624396916085 4502.14766204886 5548.40171060117 156.32020735240437 5205.51172830251 5653.90632053921 -2.5553124927830146 5653.90632053921 5800.44050100872 252.13786377450825 5800.44050100872 6597.58644276286 "" "" "" 2005hc "" "" "" +CMFGEN 1.02 -1.170000000129221 7.19481175011828 3998.07008123375 4147.53494531265 -82.86930948713005 4147.53494531265 4452.32604068923 771.6728562512428 4502.14766204886 5548.40171060117 232.30458370612692 5152.75942333349 5627.5301680547 -2.188136365914716 5627.5301680547 5800.44050100872 197.319927571925 5800.44050100872 6597.58644276286 "" "" "" 2005hc "" "" "" +CMFGEN 1.4 -1.170000000129221 17.535095743070727 3998.07008123375 4147.53494531265 -101.06866785689047 4147.53494531265 4452.32604068923 684.7637503054451 4502.14766204886 5548.40171060117 189.248409619577 5155.69010694288 5589.43128113263 50.292980728644835 5589.43128113263 5999.72698644726 54.66505771831983 5999.72698644726 6597.58644276286 "" "" "" 2005hc "" "" "" +CMFGEN 1.7 -1.170000000129221 11.516141146874201 3998.07008123375 4147.53494531265 115.02137868814097 4147.53494531265 4472.84082595496 633.575453390818 4502.14766204886 5548.40171060117 41.534477986077505 5299.293603803 5662.69837136738 -5.224221075086144 5662.69837136738 5800.44050100872 220.4259274599337 5800.44050100872 6582.93302471591 "" "" "" 2005hc "" "" "" +OBSERVED "" 0.7499999997962732 18.429523314391208 3924.54001151333 4056.42598768228 110.00346216541796 4056.42598768228 4507.76910612715 138.8741426687079 4507.76910612715 5105.65219809307 98.55672033534906 5184.78378379444 5603.88810806467 20.333129848930998 5603.88810806467 5835.42126622795 101.14112825133664 5835.42126622795 6336.58797566998 "" "" "" 2005hc "" "" "" +CMFGEN 1.04 0.7499999997962732 -4.0594850340656405 3997.80999827386 4147.28077126534 -67.43329901101407 4147.28077126534 4452.08391618914 803.334637695554 4501.9075071863 5548.20291812667 156.583700679687 5205.29938008739 5653.71169906183 -2.601004942616016 5653.71169906183 5800.2516725829 252.20647750806015 5800.2516725829 6597.42912853746 "" "" "" 2005hc "" "" "" +CMFGEN 1.02 0.7499999997962732 7.26320793280088 3997.80999827386 4147.28077126534 -82.53208678272676 4147.28077126534 4452.08391618914 771.4700908403223 4501.9075071863 5548.20291812667 231.4436656058188 5152.54498961981 5630.26530329846 -1.6316345419771001 5630.26530329846 5800.2516725829 197.463471549323 5800.2516725829 6597.42912853746 "" "" "" 2005hc "" "" "" +CMFGEN 1.4 0.7499999997962732 17.620088686401118 3997.80999827386 4147.28077126534 -100.71422548695406 4147.28077126534 4452.08391618914 684.5567111926653 4501.9075071863 5548.20291812667 189.54585083025978 5155.47578909023 5589.23411071257 50.253400699951726 5589.23411071257 5999.54603657154 54.71362423850127 5999.54603657154 6597.42912853746 "" "" "" 2005hc "" "" "" +CMFGEN 1.7 0.7499999997962732 11.571043609510758 3997.80999827386 4147.28077126534 115.35473414742805 4147.28077126534 4472.59951248209 633.3613210427467 4501.9075071863 5548.20291812667 41.40028315067906 5299.08496314087 5662.5040974731 -5.238816044642173 5662.5040974731 5800.2516725829 220.64238024221336 5800.2516725829 6582.77513118535 "" "" "" 2005hc "" "" "" +OBSERVED "" -5.320000000036089 45.62815071440574 3929.091 4106.8899 233.48768223520818 3929.091 4576.7872 216.8279244014252 4576.7872 5129.234 126.40202490204642 5180.0337 5583.2564 98.72256603311 5583.2564 5945.2043 152.59419812436082 5945.2043 6278.5774 457.280983538568 7535.8701 8421.6899 2005hc "" "" "" +CMFGEN 1.04 -5.320000000036089 -4.165861681266635 3998.9406 4148.1647 -69.2953332373604 4148.1647 4452.9629 804.6477267667569 4500.5877 5548.3316 156.64353822038197 5205.4336 5653.106 -2.7302015549701397 5653.106 5802.3301 251.12248499417268 5802.3301 6599.2505 463.3243285342469 7500.9453 8897.9372 2005hc "" "" "" +CMFGEN 1.02 -5.320000000036089 6.958260367713884 3998.9406 4148.1647 -83.82359536028585 4148.1647 4452.9629 772.9107956879961 4500.5877 5548.3316 233.15551055942012 5151.4589 5627.7061 -2.0790682568148675 5627.7061 5802.3301 195.91451410449775 5802.3301 6599.2505 455.3420473737725 7500.9453 8897.9372 2005hc "" "" "" +CMFGEN 1.4 -5.320000000036089 17.161987061375758 3998.9406 4148.1647 -102.0454415819571 4148.1647 4452.9629 686.2374483191027 4500.5877 5548.3316 189.79260171907288 5154.6339 5589.6063 50.14997091086797 5589.6063 5999.179 54.6731153360673 5999.179 6599.2505 340.8556046280586 7500.9453 8897.9372 2005hc "" "" "" +CMFGEN 1.7 -5.320000000036089 11.323126076262959 3998.9406 4148.1647 114.79677131097317 4148.1647 4472.0128 635.7250244900097 4500.5877 5548.3316 40.2673303725532 5297.508 5662.6309 -5.414741862505203 5662.6309 5802.3301 218.32811409245426 5802.3301 6583.3756 596.1767768098605 7500.9453 8847.1375 2005hc "" "" "" +OBSERVED "" -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" 200.39184706827456 5584.1204 5878.8195 469.7501664819679 5878.8195 6494.1253 722.1018681100409 7553.0988 8375.6654 2005hc "" "" "" +CMFGEN 1.04 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" -2.3699854464703973 5655.3664 5801.0967 251.7715561291708 5801.0967 6597.7557 462.8305811095196 7501.2836 8897.0561 2005hc "" "" "" +CMFGEN 1.02 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" -1.7644199222047559 5629.4588 5801.0967 196.7920167363577 5801.0967 6597.7557 454.9096955156264 7501.2836 8897.0561 2005hc "" "" "" +CMFGEN 1.4 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" 49.92126388904123 5587.3589 5998.6422 54.886638031475684 5998.6422 6597.7557 340.4668946638923 7501.2836 8897.0561 2005hc "" "" "" +CMFGEN 1.7 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" -5.436852957040088 5661.8433 5801.0967 219.57365222628414 5801.0967 6581.5634 595.379081994483 7501.2836 8845.2409 2005hc "" "" "" +OBSERVED "" 10.870000000111759 52.31796055178032 3948.3265 4133.9885 211.56532890582088 3948.3265 4602.9041 206.55069782764792 4602.9041 5207.4957 23.45849095168018 5207.4957 5531.214 67.57525318750986 5550.2563 5897.7775 182.24850359852996 5897.7775 6507.1296 "" "" "" 2005iq "" "" "" +CMFGEN 1.04 10.870000000111759 -4.170862226573304 3998.3124 4148.2702 -64.12276527441257 4148.2702 4450.566 803.9654732751457 4500.5519 5547.876 155.8285596650927 5205.1154 5654.9887 -2.4187587724296256 5654.9887 5800.1859 252.94189828174638 5800.1859 6599.9606 "" "" "" 2005iq "" "" "" +CMFGEN 1.02 10.870000000111759 7.118400217185376 3998.3124 4148.2702 -79.38997445120897 4148.2702 4450.566 771.5366071197616 4500.5519 5547.876 233.42076706387903 5150.3689 5628.8056 -1.9199981877776402 5628.8056 5800.1859 197.6229264349118 5800.1859 6599.9606 "" "" "" 2005iq "" "" "" +CMFGEN 1.4 10.870000000111759 17.518253786836492 3998.3124 4148.2702 -97.2598403271787 4148.2702 4450.566 684.8139568928148 4500.5519 5547.876 193.68180328872458 5150.3689 5588.3408 49.824151807769844 5588.3408 5997.7493 54.80725574555839 5997.7493 6599.9606 "" "" "" 2005iq "" "" "" +CMFGEN 1.7 10.870000000111759 11.467972980388183 3998.3124 4148.2702 114.62044455356272 4148.2702 4471.9886 634.4007282080468 4500.5519 5547.876 40.611726738886546 5297.9464 5662.1295 -5.293421229026101 5662.1295 5800.1859 220.74410862049706 5800.1859 6583.2987 "" "" "" 2005iq "" "" "" +OBSERVED "" 38.81999999983236 0.7332570552842758 3980.7863 4001.3753 286.52932559101816 3980.7863 4619.0438 407.537391606062 4619.0438 5516.1337 43.03558174103905 5274.9489 5516.1337 67.53452000374007 5551.4291 5830.8505 231.245673709487 5830.8505 6469.1079 644.5188358448465 7657.3844 8892.7214 2005iq "" "" "" +CMFGEN 1.04 38.81999999983236 -0.18227089670990934 3910.1957 4001.3753 82.58855419975984 3910.1957 4457.2735 186.3872189837159 4524.9229 5174.9454 65.48536067807217 5174.9454 5622.0197 17.74162418799495 5622.0197 5848.4982 130.90874656491388 5848.4982 6257.3359 189.59313468885952 7889.7454 8545.6505 2005iq "" "" "" +CMFGEN 1.02 38.81999999983236 28.615788986874794 3901.3718 4113.1439 92.8878094802844 3901.3718 4530.8054 171.3089396826328 4530.8054 5127.8849 86.22187325463133 5177.8867 5577.9006 17.768291345177676 5577.9006 5857.322 159.00229724824817 5857.322 6348.5155 211.8788390093423 7822.096 8598.5935 2005iq "" "" "" +CMFGEN 1.4 38.81999999983236 38.17078766398547 3901.3718 4110.2026 92.38833581108514 4110.2026 4521.9816 187.86299305638357 4521.9816 5119.0611 84.60129184835316 5180.828 5563.1942 24.841377799939647 5563.1942 5866.1458 157.97358124346374 5866.1458 6345.5742 214.2857356808871 7789.742 8586.8284 2005iq "" "" "" +CMFGEN 1.7 38.81999999983236 15.173811956904007 3901.3718 4113.1439 78.00604025566 3901.3718 4519.0403 172.55475977281128 4519.0403 5169.0628 77.7236051063671 5169.0628 5610.2546 16.7932107787634 5610.2546 5848.4982 140.10965877174928 5848.4982 6286.7487 200.4278227904801 7860.3326 8586.8284 2005iq "" "" "" +OBSERVED "" 14.419999999794527 13.118998756020707 3957.2921 4031.4329 361.84588744104565 3957.2921 4613.9676 338.92180492692364 4613.9676 5265.3472 31.92222897225548 5265.3472 5524.8399 98.16822400175522 5583.0934 5863.7692 249.54212307071896 5863.7692 6562.8108 445.2265887293219 7907.9363 8522.2455 2005kc 80.06459055757217 3766.6444 3957.2921 +CMFGEN 1.04 14.419999999794527 -3.8743308347572096 3999.6583 4147.9399 -73.53412162086366 4147.9399 4455.0945 806.6558981846513 4502.7564 5546.023 161.6786999761651 5201.798 5651.9384 -3.13072665099088 5651.9384 5800.22 251.95886524054663 5800.22 6599.8812 465.24803692342726 7500.162 8898.2452 2005kc 126.7819091131686 3771.9402 4094.9822 +CMFGEN 1.02 14.419999999794527 7.072369475176113 3999.6583 4147.9399 -87.00142274490693 4147.9399 4455.0945 772.718461207538 4502.7564 5546.023 232.1000149906417 5154.1361 5630.7553 -1.6808354397214973 5630.7553 5800.22 199.21283656091836 5800.22 6599.8812 459.11691146036566 7500.162 8898.2452 2005kc 144.49892741824488 3756.0529 4094.9822 +CMFGEN 1.4 14.419999999794527 17.077014959339902 3999.6583 4147.9399 -105.1474555257458 4147.9399 4455.0945 686.9848762717654 4502.7564 5546.023 192.37924275608466 5154.1361 5588.3892 49.166484844730874 5588.3892 5996.1634 57.51837741070022 5996.1634 6599.8812 346.22520719629597 7500.162 8898.2452 2005kc 141.70938652502184 3761.3487 4094.9822 +CMFGEN 1.7 14.419999999794527 11.356316014815834 3999.6583 4147.9399 116.24298663786877 4147.9399 4470.9818 631.8703802390343 4502.7564 5546.023 37.81407749047289 5297.1219 5673.1215 -3.606265557490285 5673.1215 5800.22 220.36591083457432 5800.22 6583.9939 596.9280960570475 7500.162 8845.2875 2005kc 80.91766485613687 3798.4191 4094.9822 +OBSERVED "" 0.47000000007392373 347.93895343626394 3903.1421 4140.787 63.06679014925299 4140.787 4594.2524 134.84655215699482 4594.2524 5110.7664 82.86485091226587 5198.0645 5554.532 46.60893512653645 5554.532 5952.2235 108.04030232259055 5952.2235 6403.2639 "" "" "" 2005kc "" "" "" +CMFGEN 1.04 0.47000000007392373 -3.7903674424765694 3997.7151 4148.0619 -64.48269596305067 4148.0619 4451.1804 810.0889959418082 4502.1044 5549.6821 158.70001322108385 5205.3394 5653.9548 -2.6254301054042437 5653.9548 5801.8767 250.7486908583462 5801.8767 6599.6847 "" "" "" 2005kc "" "" "" +CMFGEN 1.02 0.47000000007392373 7.659374902740311 3997.7151 4148.0619 -79.66939781629179 4148.0619 4451.1804 781.0413808545159 4502.1044 5549.6821 232.30350056086488 5154.4155 5629.7054 -1.8377308994178803 5629.7054 5801.8767 197.85405075570932 5801.8767 6599.6847 "" "" "" 2005kc "" "" "" +CMFGEN 1.4 0.47000000007392373 18.163158597059777 3997.7151 4148.0619 -97.4047984574336 4148.0619 4451.1804 695.9970294388329 4502.1044 5549.6821 192.23681501814326 5154.4155 5588.4812 49.51804626812098 5588.4812 5998.2975 56.88467082770474 5998.2975 6599.6847 "" "" "" 2005kc "" "" "" +CMFGEN 1.7 0.47000000007392373 11.923642390792523 3997.7151 4148.0619 116.08277049186663 4148.0619 4473.005 641.376649298447 4502.1044 5549.6821 39.78222135656533 5299.9124 5673.3544 -3.7184560085181153 5673.3544 5801.8767 218.65158976646222 5801.8767 6582.7101 "" "" "" 2005kc "" "" "" +OBSERVED "" 1.4799999998504063 4.151290294776837 3995.294 4109.2681 89.66521209435007 4109.2681 4611.2395 154.24905319196841 4611.2395 5202.9353 87.24593872778615 5202.9353 5556.9827 42.762857408571335 5556.9827 5966.8048 102.05912649713132 5966.8048 6330.5522 "" "" "" 2005kc "" "" "" +CMFGEN 1.04 1.4799999998504063 -3.7910786499931644 3997.7189 4148.0679 -64.5023400137423 4148.0679 4451.1907 810.0984181386914 4502.1153 5549.7078 158.66971339687274 5205.3602 5653.982 -2.6208819699036665 5653.982 5801.906 250.73227302790082 5801.906 6599.7252 "" "" "" 2005kc "" "" "" +CMFGEN 1.02 1.4799999998504063 7.658426863347685 3997.7189 4148.0679 -79.68566646023649 4148.0679 4451.1907 781.0854087611756 4502.1153 5549.7078 232.27829201318292 5154.4356 5629.7322 -1.8306596735543168 5629.7322 5801.906 197.83459409517587 5801.906 6599.7252 "" "" "" 2005kc "" "" "" +CMFGEN 1.4 1.4799999998504063 18.162382068889972 3997.7189 4148.0679 -97.41872353225651 4148.0679 4451.1907 696.0430619745293 4502.1153 5549.7078 192.217487099169 5154.4356 5588.5075 49.52566701725884 5588.5075 5998.3295 56.87433127626508 5998.3295 6599.7252 "" "" "" 2005kc "" "" "" +CMFGEN 1.7 1.4799999998504063 11.922807312621828 3997.7189 4148.0679 116.0695928034284 4148.0679 4473.0155 641.4230851358326 4502.1153 5549.7078 39.78852287878688 5299.9346 5673.3819 -3.7167030855371324 5673.3819 5801.906 218.61993983017655 5801.906 6582.7503 "" "" "" 2005kc "" "" "" +OBSERVED "" 28.419999999794527 14.161334427096513 3977.0944 4031.0243 342.4502835464774 3977.0944 4630.2459 439.3972351598676 4630.2459 5535.0703 32.116885593905806 5298.3779 5535.0703 61.43626653943813 5577.0159 5822.6967 289.14209830994116 5822.6967 6517.7936 479.10479864612716 7731.2172 8728.921 2005kc "" "" "" +CMFGEN 1.04 28.419999999794527 2.3678178956409357 3932.1528 4049.001 72.72686634501099 4049.001 4534.3704 124.52487588848673 4534.3704 5121.6075 72.28706061883337 5151.5686 5586.0042 4.622467555331864 5586.0042 5801.7239 159.10765425085782 5801.7239 6299.0778 84.4165513894967 7770.1666 8438.2986 2005kc "" "" "" +CMFGEN 1.02 28.419999999794527 -1.436883521757502 3998.0672 4063.9815 98.43410760842116 4063.9815 4474.4483 127.71111232077956 4501.4132 5055.6931 82.48152863888419 5151.5686 5583.0081 20.43485153794744 5583.0081 5834.6811 168.23221425449003 5834.6811 6320.0505 84.15259796068801 7728.2211 8438.2986 2005kc "" "" "" +CMFGEN 1.4 28.419999999794527 -1.0645650243591809 3998.0672 4057.9893 101.00107937700591 4057.9893 4468.456 148.87827544033902 4501.4132 5052.697 70.91695012459621 5151.5686 5568.0275 37.793545021808825 5568.0275 5846.6655 158.00740330885031 5846.6655 6320.0505 96.13121020789285 7755.1861 8435.3025 2005kc "" "" "" +CMFGEN 1.7 28.419999999794527 15.625585798777891 3902.1917 4063.9815 71.87281126424357 4063.9815 4531.3743 127.87609359330332 4531.3743 5130.5958 86.37560982698278 5151.5686 5594.9925 7.241814656474003 5594.9925 5801.7239 139.1488120612019 5801.7239 6317.0544 94.29707682747596 7722.2289 8471.2558 2005kc "" "" "" +OBSERVED "" 29.709999999999127 0.6680541216964782 3993.4107 4002.4906 324.4182834263811 4002.4906 4610.8452 396.4982747299199 4610.8452 5533.9704 30.161925864751076 5297.8925 5533.9704 73.12207241012332 5552.1303 5875.9808 195.94360074067598 5875.9808 6499.4686 472.79297032256187 7731.3111 8645.3564 2005ke "" "" "" +CMFGEN 1.04 29.709999999999127 0.8014182905281787 3941.9578 4017.6238 59.42807380390476 3941.9578 4538.2059 126.14028964548605 4538.2059 5128.4007 76.88742132190666 5152.6138 5591.4766 6.5715220014374705 5591.4766 5800.3148 157.00760167426517 5800.3148 6290.6304 96.82355463054728 7822.1103 8454.6781 2005ke "" "" "" +CMFGEN 1.02 29.709999999999127 19.37418283377529 3902.6115 4072.1033 93.1133130504343 4072.1033 4480.6997 133.6382084699104 4501.8862 5067.8679 90.08513295473703 5152.6138 5591.4766 19.527343427200126 5591.4766 5839.6611 165.3827472891134 5839.6611 6323.9235 98.28766064464742 7722.2312 8463.758 2005ke "" "" "" +CMFGEN 1.4 29.709999999999127 -1.5394186293634828 3999.4639 4066.05 107.90956517996764 4066.05 4474.6464 150.27118711726268 4501.8862 5055.7613 81.78301611014912 5152.6138 5582.3967 36.620065130510646 5582.3967 5854.7943 160.14156606707684 5854.7943 6320.8968 117.10803225136331 7740.391 8451.6514 2005ke "" "" "" +CMFGEN 1.7 29.709999999999127 14.46521228427182 3902.6115 4072.1033 69.79791985248858 4072.1033 4538.2059 131.2556874132478 4538.2059 5134.454 90.98898973020121 5152.6138 5600.5565 8.023952049236014 5600.5565 5800.3148 138.16174357838057 5800.3148 6314.8436 106.00470467345261 7752.4976 8484.9445 2005ke "" "" "" +OBSERVED "" -1.3199999997959821 14.922844411126954 3986.9538 4080.017 182.27051936328616 4080.017 4564.9252 208.56784508487075 4564.9252 5250.6538 39.9487434887347 5250.6538 5583.7221 60.847277594593436 5583.7221 5919.2393 108.61840458146301 5919.2393 6357.6159 "" "" "" 2005ke "" "" "" +CMFGEN 1.04 -1.3199999997959821 -4.208714764909217 3999.199 4148.5899 -67.59180392915695 4148.5899 4452.2697 804.7000150339876 4501.2504 5549.4356 156.83065441234638 5204.1223 5654.744 -2.411834997899452 5654.744 5801.6858 251.2798430558124 5801.6858 6597.6209 "" "" "" 2005ke "" "" "" +CMFGEN 1.02 -1.3199999997959821 6.8921753914906185 3999.199 4148.5899 -82.35818449810009 4148.5899 4452.2697 774.4925769540625 4501.2504 5549.4356 233.98108060088222 5150.2436 5627.8046 -2.0848973510038245 5627.8046 5801.6858 196.2672361170168 5801.6858 6597.6209 "" "" "" 2005ke "" "" "" +CMFGEN 1.4 -1.3199999997959821 17.081629282639042 3999.199 4148.5899 -100.2048740264286 4148.5899 4452.2697 687.9697179178461 4501.2504 5549.4356 193.88437538979628 5150.2436 5588.6201 49.77637541837999 5588.6201 5997.6083 55.10562706062472 5997.6083 6597.6209 "" "" "" 2005ke "" "" "" +CMFGEN 1.7 -1.3199999997959821 11.25707908612053 3999.199 4148.5899 114.4455356298039 4148.5899 4471.862 637.0693795840807 4501.2504 5549.4356 41.95165439769616 5299.6345 5662.0911 -5.450573490604983 5662.0911 5801.6858 219.06839480954847 5801.6858 6582.9267 "" "" "" 2005ke "" "" "" +OBSERVED "" -0.31999999979598215 33.44765024945762 3979.6226 4129.0243 169.26390423853528 4129.0243 4572.3311 168.87348804052095 4572.3311 5255.6604 37.68655210663897 5255.6604 5583.8544 58.90584874526472 5583.8544 5907.1499 106.66137262151791 5907.1499 6360.2536 "" "" "" 2005ke "" "" "" +CMFGEN 1.04 -0.31999999979598215 -4.211600332203179 3999.2163 4148.618 -67.7015502504849 4148.618 4452.3199 804.7435362212789 4501.3041 5549.5654 156.66126938874407 5204.227 5654.8814 -2.400205314238093 5654.8814 5801.8339 251.2184559277801 5801.8339 6597.8268 "" "" "" 2005ke "" "" "" +CMFGEN 1.02 -0.31999999979598215 6.8876373704776555 3999.2163 4148.618 -82.43959925420201 4148.618 4452.3199 774.7164844147238 4501.3041 5549.5654 233.85210510604554 5150.3444 5627.9401 -2.049222417952138 5627.9401 5801.8339 196.16865619547733 5801.8339 6597.8268 "" "" "" 2005ke "" "" "" +CMFGEN 1.4 -0.31999999979598215 17.077365339784514 3999.2163 4148.618 -100.29699264287484 4148.618 4452.3199 688.1847691764926 4501.3041 5549.5654 193.64902745204955 5150.3444 5588.7528 49.8190912550671 5588.7528 5997.7707 55.04508234453034 5997.7707 6597.8268 "" "" "" 2005ke "" "" "" +CMFGEN 1.7 -0.31999999979598215 11.253504691414985 3999.2163 4148.618 114.41944373159521 4148.618 4471.9136 637.2785039710976 4501.3041 5549.5654 42.00066599983624 5299.7461 5662.229 -5.440966948614187 5662.229 5801.8339 218.90356946217088 5801.8339 6583.1316 "" "" "" 2005ke "" "" "" +OBSERVED "" 0.6600000001853914 476.2720869159083 3911.0632 4124.1707 186.85631255838118 4124.1707 4569.9818 166.5983279544834 4569.9818 5263.1936 38.35309036910978 5263.1936 5601.2262 60.940148766679854 5601.2262 5917.2132 112.9015887767822 5917.2132 6382.6204 "" "" "" 2005ke "" "" "" +CMFGEN 1.04 0.6600000001853914 -4.216551850954697 3999.2456 4148.6658 -67.88929067482249 4148.6658 4452.4052 804.8229605106661 4501.3955 5549.7864 156.3600134551727 5204.4053 5655.1154 -2.3853870600114844 5655.1154 5802.0861 251.10596394535267 5802.0861 6598.1774 "" "" "" 2005ke "" "" "" +CMFGEN 1.02 0.6600000001853914 6.879971843350985 3999.2456 4148.6658 -82.57910857630488 4148.6658 4452.4052 775.0984670733849 4501.3955 5549.7864 231.8898011048254 5152.9655 5628.1708 -1.9883623508289896 5628.1708 5802.0861 196.00175612002164 5802.0861 6598.1774 "" "" "" 2005ke "" "" "" +CMFGEN 1.4 0.6600000001853914 17.070401500949416 3999.2456 4148.6658 -100.45545988405523 4148.6658 4452.4052 688.5868886705628 4501.3955 5549.7864 193.16948863765225 5150.516 5588.9786 49.89974066837439 5588.9786 5998.047 54.95115663750017 5998.047 6598.1774 "" "" "" 2005ke "" "" "" +CMFGEN 1.7 0.6600000001853914 11.247478255318622 3999.2456 4148.6658 114.37212214706425 4148.6658 4472.0013 637.6333753283045 4501.3955 5549.7864 42.08009897899737 5299.9362 5662.464 -5.423181620679815 5662.464 5802.0861 218.6106650598395 5802.0861 6583.4803 "" "" "" 2005ke "" "" "" +OBSERVED "" 128.45000000022264 3.3689628600728785 3993.4107 4038.8103 286.86009818792684 4038.8103 4644.1383 288.8580638145047 4644.1383 5282.7593 97.8316172537874 5282.7593 5552.1303 257.62402752145664 5552.1303 5918.3537 220.3927324951442 5918.3537 6266.4173 645.3871398987583 7816.057 8781.5552 2005ke "" "" "" +CMFGEN 1.04 128.45000000022264 -0.18318451732822033 3978.2775 4002.4906 400.3888734019814 3978.2775 4677.4313 238.17092163488684 4677.4313 5216.1732 37.48293389641136 5216.1732 5518.8372 168.38980807375572 5552.1303 5872.9541 59.27920436589795 5872.9541 6224.0444 485.23931007864235 7867.5099 8751.2888 2005ke "" "" "" +CMFGEN 1.02 128.45000000022264 -0.3420182387532155 3972.2242 4002.4906 361.68032357218954 3972.2242 4659.2715 236.7917647246448 4659.2715 5204.0667 12.713001233703613 5204.0667 5521.8639 154.85790709540365 5552.1303 5869.9275 75.53424531919677 5869.9275 6230.0977 512.3003648093 7867.5099 8727.0757 2005ke "" "" "" +CMFGEN 1.4 128.45000000022264 -0.2681904440828899 3969.1975 4002.4906 339.90286784099675 3969.1975 4653.2182 278.11685753786946 4653.2182 5294.8659 15.767875419494382 5294.8659 5521.8639 141.7859283602157 5552.1303 5869.9275 80.51584135549002 5869.9275 6230.0977 528.827247856221 7704.0713 8702.8626 2005ke "" "" "" +CMFGEN 1.7 128.45000000022264 -0.2577479346372997 3969.1975 4002.4906 423.0029947140646 3969.1975 4680.458 270.15484269240864 4680.458 5249.4663 37.40692711368225 5249.4663 5500.6774 176.14407240373237 5552.1303 5885.0607 68.95380939903211 5885.0607 6202.8579 553.208872040464 7861.4566 8839.0614 2005ke "" "" "" +OBSERVED "" 0.5699999998687417 -1.6324142507933244 3953.2326 4001.2809 284.4051768768977 3953.2326 4561.8445 206.03070416433144 4561.8445 5266.5529 33.64679739702411 5266.5529 5592.2137 58.48794955028907 5592.2137 5907.197 109.28431011905346 5907.197 6377.0027 322.0628280510026 7797.097 8613.9182 2005ke 101.8511082733441 3680.9588 3953.2326 +CMFGEN 1.04 0.5699999998687417 -3.7875150665231163 3995.9422 4145.4258 -74.87423566112798 4145.4258 4455.0704 803.0005885311068 4503.1187 5549.5041 159.11376550983977 5202.4885 5650.9394 -3.285322983296537 5650.9394 5800.423 251.43246090343231 5800.423 6595.8894 460.0501890806604 7503.4685 8896.8694 2005ke 126.55836579434808 3771.7168 4097.3775 +CMFGEN 1.02 0.5699999998687417 7.735310282234956 3995.9422 4145.4258 -89.01507078747078 4145.4258 4455.0704 772.9239915101714 4503.1187 5549.5041 230.26636011885935 5154.4402 5629.5846 -1.7581048534224704 5629.5846 5800.423 197.15021576012464 5800.423 6595.8894 451.1067331176322 7503.4685 8896.8694 2005ke 145.26640986278727 3755.7007 4097.3775 +CMFGEN 1.4 0.5699999998687417 18.07153848655793 3995.9422 4145.4258 -108.08084981446949 4145.4258 4455.0704 686.2723283946193 4503.1187 5549.5041 191.14482187261308 5154.4402 5586.875 49.70860166193148 5586.875 5997.9549 55.1456138987537 5997.9549 6595.8894 336.6382289607768 7503.4685 8896.8694 2005ke 142.89376632061536 3761.0393 4097.3775 +CMFGEN 1.7 0.5699999998687417 12.172834799043367 3995.9422 4145.4258 116.7310203978799 4145.4258 4471.0865 635.0147128008452 4503.1187 5549.5041 37.951907079313024 5298.5851 5672.2942 -3.6933549511186055 5672.2942 5800.423 220.03011396029132 5800.423 6585.212 590.3252690527312 7503.4685 8848.8211 2005ke 82.00749767680529 3798.4103 4097.3775 +OBSERVED "" 23.700000000222644 "" "" "" "" "" "" 389.5442546941423 4605.1645 5523.8734 23.393035839718554 5299.1533 5553.6158 53.52280793121869 5553.6158 5847.7349 228.27744600135077 5847.7349 6531.8095 443.8279885481378 7744.6375 8650.1276 2005ke "" "" "" +CMFGEN 1.04 23.700000000222644 "" "" "" "" "" "" 122.60574678479327 4502.7185 5087.6519 41.61174115361857 5150.4414 5556.9205 2.3911061034895096 5556.9205 5801.4689 169.51431847247514 5801.4689 6300.4799 37.65203263427662 7519.9173 8359.3133 2005ke "" "" "" +CMFGEN 1.02 23.700000000222644 "" "" "" "" "" "" 133.37269214253297 4502.7185 5051.3001 40.353662017706725 5150.4414 5520.5687 30.891012645649763 5550.3111 5804.7736 158.8998861835977 5804.7736 6293.8705 42.343572395788684 7807.4269 8359.3133 2005ke "" "" "" +CMFGEN 1.4 23.700000000222644 "" "" "" "" "" "" 154.04257955344406 4506.0232 5051.3001 26.90297301174162 5150.4414 5500.7405 22.410447527804763 5550.3111 5801.4689 113.37716598791317 5801.4689 6310.394 427.3421455105814 7549.6597 8488.1969 2005ke "" "" "" +CMFGEN 1.7 23.700000000222644 "" "" "" "" "" "" 116.62102304656085 4502.7185 5110.7849 60.608027539121764 5150.4414 5570.1394 15.832839667626034 5570.1394 5827.9066 153.10176812739942 5827.9066 6293.8705 57.99714297354592 7695.0669 8402.2745 2005ke "" "" "" +OBSERVED "" 103.50000000003638 3.3214541173825327 3990.384 4026.7037 291.14678678338925 4026.7037 4644.1383 272.5824169777823 4644.1383 5334.2122 16.328075891388036 5297.8925 5515.8106 210.05793293659997 5552.1303 5912.3004 271.0919472480479 5912.3004 6435.9092 548.805221880122 7682.8849 8754.3154 2005ke "" "" "" +CMFGEN 1.04 103.50000000003638 -0.3534999754751861 3972.2242 4002.4906 354.22150546701266 3972.2242 4671.378 234.99179027513162 4671.378 5210.12 33.087832757766215 5210.12 5530.9438 152.79046117898736 5552.1303 5869.9275 54.82148082370418 5869.9275 6214.9645 458.4348742057105 7867.5099 8736.1556 2005ke "" "" "" +CMFGEN 1.02 103.50000000003638 -0.573696429113914 3966.1709 4002.4906 319.3678567745078 3966.1709 4647.1649 270.798926887721 4647.1649 5285.786 16.348370339144765 5285.786 5530.9438 132.67517488665374 5552.1303 5863.8742 69.70983336369628 5863.8742 6224.0444 513.5063261797211 7707.098 8708.9158 2005ke "" "" "" +CMFGEN 1.4 103.50000000003638 -0.5823351554132448 3963.1443 4002.4906 318.93622586273614 3963.1443 4644.1383 303.7699815700448 4644.1383 5319.079 6.716868413510252 5297.8925 5521.8639 117.33672544795631 5552.1303 5860.8476 73.395669777913 5860.8476 6221.0177 527.4764697626085 7704.0713 8702.8626 2005ke "" "" "" +CMFGEN 1.7 103.50000000003638 -0.42139970046786435 3966.1709 4002.4906 364.1212436208152 3966.1709 4674.4047 268.41873433456425 4674.4047 5240.3864 19.99804456377826 5240.3864 5500.6774 169.83807880210352 5552.1303 5885.0607 64.8338579663906 5885.0607 6202.8579 493.5116161742155 7867.5099 8820.9015 2005ke "" "" "" +OBSERVED "" 13.56000000009226 0.12518849008560004 3987.3183 4003.3754 316.1466214114667 3987.3183 4592.1384 400.8891116134541 4592.1384 5539.5116 15.84198143306785 5298.654 5598.3879 24.80974779547863 5598.3879 5801.7787 209.85780505317763 5801.7787 6545.761 390.04558342469664 7728.6393 8595.7266 2005ke 131.9814027264059 3655.4701 3987.3183 +CMFGEN 1.04 13.56000000009226 -4.117547452122669 3998.0231 4147.89 -69.44160934494471 4147.89 4452.9763 801.1816596392432 4501.1478 5544.8639 159.01263200697426 5202.311 5651.9118 -3.0173727676683404 5651.9118 5801.7787 251.63448234777417 5801.7787 6599.2849 459.5688581288692 7503.8389 8895.4605 2005ke 126.29623600344834 3773.2226 4099.7185 +CMFGEN 1.02 13.56000000009226 7.191946358739326 3998.0231 4147.89 -83.9747708692408 4147.89 4452.9763 764.8181690395727 4501.1478 5544.8639 230.14420041959474 5154.1394 5630.5022 -1.523165996203614 5630.5022 5801.7787 196.32176779539742 5801.7787 6599.2849 450.70920325567556 7503.8389 8895.4605 2005ke 146.081081568149 3757.1655 4099.7185 +CMFGEN 1.4 13.56000000009226 17.57728253573295 3998.0231 4147.89 -102.28420865777714 4147.89 4452.9763 677.5183941953297 4501.1478 5544.8639 190.96614105852126 5154.1394 5587.6831 50.245565569194376 5587.6831 5999.8172 54.49742537165582 5999.8172 6599.2849 336.3010543482916 7503.8389 8895.4605 2005ke 144.1599745767221 3762.5179 4099.7185 +CMFGEN 1.7 13.56000000009226 11.540777118171972 3998.0231 4147.89 112.25697182545638 4147.89 4474.3858 626.1280598007974 4501.1478 5544.8639 40.98522874872518 5298.654 5662.6165 -5.348268458256332 5662.6165 5801.7787 218.97498940953835 5801.7787 6583.2277 589.8364294711575 7503.8389 8847.289 2005ke 83.35982021721625 3799.9846 4099.7185 +OBSERVED "" 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 164.85363950591406 5930.2594 6210.0334 695.3218846113257 7571.8251 8633.6181 2005ke "" "" "" +CMFGEN 1.04 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.472472088768725 5872.9563 6216.775 469.92403093755166 7868.453 8741.4828 2005ke "" "" "" +CMFGEN 1.02 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 72.85573719255694 5869.5855 6226.8873 512.9430086612883 7706.656 8714.5166 2005ke "" "" "" +CMFGEN 1.4 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 75.7031454403906 5862.844 6223.5165 529.3753301870455 7703.2852 8701.0335 2005ke "" "" "" +CMFGEN 1.7 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 65.69017010175251 5883.0686 6203.2919 514.2566230076287 7868.453 8825.7521 2005ke "" "" "" +OBSERVED "" 110.50999999981286 "" "" "" "" "" "" 277.921554053817 4641.5163 5305.7627 24.73406024565305 5289.2391 5507.3499 210.0466145537073 5556.9205 5907.2196 292.5143699481511 5907.2196 6469.02 563.0292291913684 7711.5904 8613.7758 2005ke "" "" "" +CMFGEN 1.04 110.50999999981286 "" "" "" "" "" "" 237.07975079789327 4674.5634 5213.2308 33.454842796981225 5213.2308 5523.8734 159.26150082080173 5550.3111 5870.8678 56.385449378591304 5870.8678 6217.8622 469.7744149327434 7866.9117 8742.6594 2005ke "" "" "" +CMFGEN 1.02 110.50999999981286 "" "" "" "" "" "" 263.13596848008376 4651.4304 5279.325 18.998834784220282 5279.325 5530.4828 140.17385268338342 5550.3111 5867.5631 72.67425782540168 5867.5631 6227.7763 512.8171495950828 7704.981 8712.9171 2005ke "" "" "" +CMFGEN 1.4 110.50999999981286 "" "" "" "" "" "" 300.5150252761491 4648.1257 5318.9815 9.580789700538588 5299.1533 5523.8734 125.5071997164056 5550.3111 5864.2584 76.09440448303481 5864.2584 6224.4716 529.5191081698911 7704.981 8703.0029 2005ke "" "" "" +CMFGEN 1.7 110.50999999981286 "" "" "" "" "" "" 270.1534363304361 4677.8681 5242.9732 26.442754206866198 5242.9732 5500.7405 174.24663570897297 5550.3111 5884.0867 65.87980229018288 5884.0867 6201.3387 514.280122958879 7866.9117 8825.2771 2005ke "" "" "" +OBSERVED "" 52.58999999988737 "" "" "" "" "" "" 382.5078039353339 4618.3833 5530.4828 28.72909140980114 5295.8485 5530.4828 138.5662977064204 5550.3111 5870.8678 194.30060974150814 5870.8678 6505.3718 525.3075082013098 7688.4574 8689.7841 2005ke "" "" "" +CMFGEN 1.04 52.58999999988737 "" "" "" "" "" "" 240.93032053814682 4588.6409 5206.6214 5.317673846335519 5206.6214 5500.7405 86.33936256536501 5550.3111 5854.3443 70.31833128386212 5854.3443 6221.1669 247.5710301822017 7837.1693 8703.0029 2005ke "" "" "" +CMFGEN 1.02 52.58999999988737 "" "" "" "" "" "" 281.0236054807095 4618.3833 5269.4109 -3.7239966452073077 5269.4109 5500.7405 56.76332027974482 5550.3111 5867.5631 186.46037694200248 5867.5631 6393.0117 471.3292852664533 7503.3938 8686.4794 2005ke "" "" "" +CMFGEN 1.4 52.58999999988737 "" "" "" "" "" "" 290.0438138538386 4611.7739 5266.1062 -0.47094193256621675 5266.1062 5500.7405 35.90330161000174 5613.1006 5870.8678 181.3615634632675 5870.8678 6386.4023 402.9935300465448 7605.8397 8683.1747 2005ke "" "" "" +CMFGEN 1.7 52.58999999988737 "" "" "" "" "" "" 260.3988846228956 4591.9457 5223.145 4.51092526059302 5223.145 5500.7405 88.55458117069563 5550.3111 5867.5631 129.53660907872336 5867.5631 6257.5187 256.2469014232635 7923.0917 8736.05 2005ke "" "" "" +OBSERVED "" 119.45999999999913 1.6587987202709653 3999.4639 4026.7037 256.87779809059805 4026.7037 4632.0317 247.960779470028 4632.0317 5294.8659 24.422395208300095 5294.8659 5503.704 205.17967790088963 5570.2901 5909.2738 152.64541858845598 5909.2738 6224.0444 790.5790192542852 7673.8049 8872.3544 2005ke "" "" "" +CMFGEN 1.04 119.45999999999913 -0.26252352763625386 3975.2508 4002.4906 386.81636530802143 3975.2508 4674.4047 237.0862078417802 4674.4047 5213.1466 35.568598606573644 5213.1466 5521.8639 163.47929273236304 5552.1303 5872.9541 58.08567731471678 5872.9541 6221.0177 479.380614897624 7867.5099 8745.2355 2005ke "" "" "" +CMFGEN 1.02 119.45999999999913 -0.4413974561981178 3969.1975 4002.4906 346.7698390557822 3969.1975 4656.2448 237.67235003614903 4656.2448 5201.04 2.837029521280792 5201.04 5521.8639 147.0371141065526 5552.1303 5869.9275 74.95690696877206 5869.9275 6230.0977 504.65305817450667 7864.4833 8717.9958 2005ke "" "" "" +CMFGEN 1.4 119.45999999999913 -0.39335039926272836 3966.1709 4002.4906 331.6333420141135 3966.1709 4650.1916 290.68940050581995 4650.1916 5309.9991 12.379944214879217 5297.8925 5521.8639 133.3214121103017 5552.1303 5866.9008 78.4782406528119 5866.9008 6227.071 530.265193180021 7704.0713 8702.8626 2005ke "" "" "" +CMFGEN 1.7 119.45999999999913 -0.3846555551524439 3966.1709 4002.4906 406.1992980893858 3966.1709 4677.4313 270.3530983093657 4677.4313 5246.4396 32.83468907223789 5246.4396 5500.6774 174.5991811864765 5552.1303 5885.0607 67.80504296561111 5885.0607 6202.8579 535.8590579503363 7861.4566 8829.9814 2005ke "" "" "" +OBSERVED "" 26.66000000018539 0.30861404813067705 3990.384 4005.5172 321.0297857421506 3990.384 4607.8186 396.4043813835598 4607.8186 5506.7307 32.27497148275208 5297.8925 5506.7307 54.56664531897703 5552.1303 5833.6078 201.32445285498872 5833.6078 6508.5485 460.33809213546925 7719.2045 8645.3564 2005ke "" "" "" +CMFGEN 1.04 26.66000000018539 4.212059891556316 3923.7979 4041.8369 79.63642608114131 4041.8369 4523.0727 124.23325508883322 4523.0727 5107.2142 61.893418674566846 5152.6138 5573.3168 2.264574652907169 5573.3168 5800.3148 162.1138292715362 5800.3148 6299.7104 55.22028930392276 7501.2865 8409.2785 2005ke "" "" "" +CMFGEN 1.02 26.66000000018539 -0.8438997335425933 3999.4639 4050.9168 105.55590957494206 4050.9168 4462.5399 127.77764476552878 4501.8862 5052.7347 66.17422816330088 5152.6138 5570.2901 21.7810297424166 5570.2901 5818.4746 170.08724230823634 5818.4746 6311.8169 66.84428185940828 7722.2312 8400.1985 2005ke "" "" "" +CMFGEN 1.4 26.66000000018539 -0.6325464676818202 3999.4639 4047.8902 94.90124706926639 4047.8902 4462.5399 150.88169171546457 4501.8862 5052.7347 52.400924340541934 5152.6138 5543.0504 41.584763774270435 5552.1303 5833.6078 151.6503892953231 5833.6078 6311.8169 53.30804543542495 7870.5365 8418.3584 2005ke "" "" "" +CMFGEN 1.7 26.66000000018539 16.172505013578522 3902.6115 4053.9435 73.16875082207702 4053.9435 4517.0194 124.8834361684182 4517.0194 5122.3474 75.76223704709736 5152.6138 5582.3967 8.33713767704824 5582.3967 5815.448 143.1130893513503 5815.448 6308.7903 78.37070902319742 7682.8849 8445.5981 2005ke "" "" "" +OBSERVED "" -7.399999999906868 46.94135938091955 3926.0695 4087.8392 103.3612342325974 4087.8392 4604.5363 112.08685485451801 4604.5363 5075.3584 112.57135431004397 5157.4505 5635.516 42.22217356018252 5635.516 5879.3778 138.56367838325087 5879.3778 6352.6144 "" "" "" 2005ki "" "" "" +CMFGEN 1.04 -7.399999999906868 -4.145489183539084 3998.5037 4148.201 -62.942264376373274 4148.201 4450.0101 804.9077884880345 4500.714 5548.595 155.62477455332575 5205.7399 5654.8318 -2.4143685604311793 5654.8318 5802.1146 251.22021828329804 5802.1146 6598.8905 "" "" "" 2005ki "" "" "" +CMFGEN 1.02 -7.399999999906868 7.101957852899003 3998.5037 4148.201 -78.06969720332596 4148.201 4450.0101 773.5449303118751 4500.714 5548.595 233.9375907097554 5150.2071 5628.2726 -1.973457659843437 5628.2726 5802.1146 196.10697196885903 5802.1146 6598.8905 "" "" "" 2005ki "" "" "" +CMFGEN 1.4 -7.399999999906868 17.436576892403917 3998.5037 4148.201 -96.1651469097712 4148.201 4450.0101 687.0974348397062 4500.714 5548.595 194.58981227757135 5150.2071 5587.2266 49.675936171774744 5587.2266 5997.6869 55.09523621525701 5997.6869 6598.8905 "" "" "" 2005ki "" "" "" +CMFGEN 1.7 -7.399999999906868 11.443102316809105 3998.5037 4148.201 114.84822175050567 4148.201 4471.7403 636.2833623717027 4500.714 5548.595 42.20648586840977 5299.9044 5662.0752 -5.499149588092202 5662.0752 5802.1146 218.50577096621532 5802.1146 6581.9892 "" "" "" 2005ki "" "" "" +OBSERVED "" -5.430000000167638 28.706233851077936 3945.4063 4015.4322 302.20409132869236 3945.4063 4512.8578 78.21687445309155 4512.8578 5070.6504 92.18231050874098 5169.6526 5640.5166 27.24507598672992 5640.5166 5910.9615 103.35016424683795 5910.9615 6282.8233 "" "" "" 2005ki "" "" "" +CMFGEN 1.04 -5.430000000167638 -4.148987740123735 3998.5294 4148.24 -63.069341839246825 4148.24 4450.0759 804.9569679239219 4500.7843 5548.7584 157.1548898627936 5203.4582 5655.0047 -2.4037715254878687 5655.0047 5802.3006 251.10748797325425 5802.3006 6599.1473 "" "" "" 2005ki "" "" "" +CMFGEN 1.02 -5.430000000167638 7.095424831721747 3998.5294 4148.24 -78.20953774339742 4148.24 4450.0759 773.8197099644948 4500.7843 5548.7584 233.7744550066958 5150.3351 5628.4431 -1.929476408001689 5628.4431 5802.3006 195.97546852812116 5802.3006 6599.1473 "" "" "" 2005ki "" "" "" +CMFGEN 1.4 -5.430000000167638 17.428362079485776 3998.5294 4148.24 -96.26973068330514 4148.24 4450.0759 687.4390280345035 4500.7843 5548.7584 194.31380273157015 5150.3351 5587.3934 49.73507211191627 5587.3934 5997.8902 55.02490566138746 5997.8902 6599.1473 "" "" "" 2005ki "" "" "" +CMFGEN 1.7 -5.430000000167638 11.437537383771947 3998.5294 4148.24 114.81764194974969 4148.24 4471.8081 636.5392204708512 4500.7843 5548.7584 40.475463273735876 5297.631 5662.2487 -5.487554233013748 5662.2487 5802.3006 218.32691454088337 5802.3006 6582.2445 "" "" "" 2005ki "" "" "" +OBSERVED "" 46.56000000005588 "" "" "" "" "" "" 385.4330609818036 4644.6956 5501.6168 31.704177618675075 5289.8302 5501.6168 88.22352372796459 5557.0071 5843.7336 249.17606141771358 5843.7336 6505.1594 522.7562042115097 7733.5217 8746.8392 2005ki "" "" "" +CMFGEN 1.04 46.56000000005588 "" "" "" "" "" "" 241.42536885443798 4546.948 5198.599 17.349022883185295 5198.599 5501.6168 64.03686927422878 5550.4906 5863.2831 105.56489971377768 5863.2831 6234.7243 190.4412863006277 7886.6597 8694.7071 2005ki "" "" "" +CMFGEN 1.02 46.56000000005588 "" "" "" "" "" "" 243.45483665007293 4586.047 5214.8903 53.47490002027028 5214.8903 5612.3975 26.67347758855253 5612.3975 5860.0249 174.0377424118636 5860.0249 6365.0545 283.98300251232155 7886.6597 8671.8993 2005ki "" "" "" +CMFGEN 1.4 46.56000000005588 "" "" "" "" "" "" 247.14425727849795 4566.4975 5218.1486 68.56184350960098 5218.1486 5612.3975 30.60449508428038 5612.3975 5873.0579 169.10080279402752 5873.0579 6365.0545 287.3144634255351 7863.8519 8662.1245 2005ki "" "" "" +CMFGEN 1.7 46.56000000005588 "" "" "" "" "" "" 239.52779091807682 4563.2392 5208.3738 16.143002870426844 5208.3738 5501.6168 52.11443695486686 5550.4906 5866.5414 140.89476237429244 5866.5414 6270.5651 237.16157162774365 7922.5005 8684.9323 2005ki "" "" "" +OBSERVED "" 145.39999999990687 21.226184907779206 3993.9746 4032.7679 365.86181045161186 3993.9746 4671.3644 264.48968552885157 4671.3644 5223.4221 133.85343780922798 5223.4221 5572.5613 210.25308687673237 5572.5613 5942.5891 354.1130229181214 5942.5891 6503.5991 677.2878208474191 7834.5058 8613.3548 2005ki "" "" "" +CMFGEN 1.04 145.39999999990687 -0.11269079171104682 3982.0383 4002.9269 420.63235303649253 3982.0383 4680.3166 237.84969439834526 4680.3166 5220.438 37.892639330307794 5220.438 5512.8793 174.0058918585899 5551.6726 5873.9549 233.4860990358212 5873.9549 6506.5832 488.3196832225958 7870.315 8762.5596 2005ki "" "" "" +CMFGEN 1.02 145.39999999990687 -0.255131673943764 3976.0701 4002.9269 385.94536203914873 3976.0701 4668.3803 236.94961546291864 4668.3803 5208.5016 23.262576549160432 5208.5016 5518.8475 167.16012116021648 5551.6726 5870.9708 76.96404956337047 5870.9708 6232.0464 558.0005977129156 7867.3309 8899.828 2005ki "" "" "" +CMFGEN 1.4 145.39999999990687 -0.2860758746883654 3970.1019 4002.9269 357.2203856780482 3970.1019 4659.428 235.631555693087 4659.428 5202.5334 0.7684831691158395 5202.5334 5521.8316 157.05345631248431 5551.6726 5870.9708 81.51023488492932 5870.9708 6232.0464 561.2182658155223 7700.2215 8899.828 2005ki "" "" "" +CMFGEN 1.7 145.39999999990687 -0.2559838968610901 3970.1019 4002.9269 448.2185530418574 3970.1019 4680.3166 265.796746319269 4680.3166 5250.2789 41.15232868179233 5250.2789 5500.943 177.92681147604307 5551.6726 5885.8913 70.98031126357832 5885.8913 6202.2055 580.1828691996054 7861.3627 8846.1143 2005ki "" "" "" +OBSERVED "" 21.56000000005588 9.510174342806494 3952.1973 4044.7043 262.5205571885611 3952.1973 4605.7142 337.9785024172771 4605.7142 5483.0384 6.063189410863972 5298.0245 5506.9112 59.71556092190102 5551.6726 5841.1299 210.21747067463895 5841.1299 6443.9172 429.73329122004924 7676.3487 8753.6073 2005ki "" "" "" +CMFGEN 1.04 21.56000000005588 -0.08880029155106348 3999.9428 4020.8315 86.89264774199113 4020.8315 4480.3822 123.77843671104421 4501.2709 5074.2173 30.195708157222242 5151.8038 5539.7362 1.907292513809497 5551.6726 5802.3366 165.82711248142687 5802.3366 6288.7442 39.2377544606041 7625.6191 8323.8975 2005ki "" "" "" +CMFGEN 1.02 21.56000000005588 37.23060851963248 3901.4677 4110.3544 131.63858005250094 3901.4677 4483.3663 156.8503301544698 4501.2709 5092.1218 18.618348997825255 5151.8038 5500.943 25.753978146630704 5551.6726 5802.3366 119.3298816214944 5802.3366 6291.7283 412.44067751973915 7509.2394 8437.2931 2005ki "" "" "" +CMFGEN 1.4 21.56000000005588 65.7359432116043 3901.4677 4149.1476 73.70121119482818 4149.1476 4462.4777 355.91156636597475 4501.2709 5292.0563 129.62822237517508 5292.0563 5697.8933 -3.531170369422588 5697.8933 5802.3366 60.16242823956263 5802.3366 6369.3148 409.6887908865098 7521.1758 8571.5774 2005ki "" "" "" +CMFGEN 1.7 21.56000000005588 -0.08680602322572356 3999.9428 4023.8156 82.48485059607634 4023.8156 4450.5413 129.63812927218945 4501.2709 5095.1059 47.45623173480534 5151.8038 5530.7839 24.39230915368124 5551.6726 5811.2889 155.30235966247028 5811.2889 6279.7919 57.878489667990415 7688.2851 8371.643 2005ki "" "" "" +OBSERVED "" 53696.10000000009 14.27829876879529 3922.32752304041 4054.30462031827 86.17229157155097 4054.30462031827 4505.95957544692 86.16497252174541 4505.95957544692 5115.987047309 52.90641100790063 5162.91223745224 5588.17177312532 17.23161299645703 5588.17177312532 5878.5213871366 290.3356229426771 5878.5213871366 6561.86946859748 "" "" "" 2005ku "" "" "" +CMFGEN 1.04 53696.10000000009 3.2560891582433714e-16 3998.58095702317 4001.51378140712 464.2036891592327 3998.58095702317 4693.66033601987 111.71963631640975 4693.66033601987 5051.46491086205 29.119837437478125 5236.23284705104 5500.18704160675 151.5812649390678 5550.04505613394 5937.17787481565 273.11552983936986 5937.17787481565 6517.8771028382 "" "" "" 2005ku "" "" "" +CMFGEN 1.02 53696.10000000009 6.512178316486743e-16 3998.58095702317 4001.51378140712 449.0314637323815 3998.58095702317 4687.79468725196 236.36289366575812 4687.79468725196 5230.36719828314 35.71189114963022 5230.36719828314 5500.18704160675 173.5290770541965 5550.04505613394 5872.65573836869 229.59880475756978 5872.65573836869 6514.94427845425 "" "" "" 2005ku "" "" "" +CMFGEN 1.4 53696.10000000009 0.10622458311307598 3998.58095702317 4036.70767401455 387.1137990731035 4036.70767401455 4681.92903848406 241.93049852442098 4681.92903848406 5224.50154951524 34.68663244027543 5224.50154951524 5500.18704160675 173.81961568165272 5550.04505613394 5872.65573836869 212.2230123975415 5872.65573836869 6512.0114540703 "" "" "" 2005ku "" "" "" +CMFGEN 1.7 53696.10000000009 -0.006048693635329141 3992.71530825527 4001.51378140712 495.30692526207804 3992.71530825527 4681.92903848406 120.275678915088 4681.92903848406 5051.46491086205 44.36230194723868 5250.89696897081 5500.18704160675 177.4709206510335 5550.04505613394 5887.31986028846 311.1767431378922 5887.31986028846 6550.13817106167 "" "" "" 2005ku "" "" "" +OBSERVED "" 53699.12999999989 14.635873157952764 3954.79061930731 4048.98176929856 101.96897803776885 4048.98176929856 4519.93751925482 130.78542799858752 4519.93751925482 5103.92264920058 80.54979953238411 5176.9207904438 5581.94273540619 30.958890678743153 5581.94273540619 5862.16140663016 401.59933808087806 5862.16140663016 6563.88547406499 "" "" "" 2005ku "" "" "" +CMFGEN 1.04 53699.12999999989 0.0 3999.53141555315 4001.88619430293 463.6278906566548 3999.53141555315 4694.19114673864 111.86300221967127 4694.19114673864 5052.11751670539 30.567826768532015 5235.79025918834 5501.88025791362 150.04907961976812 5551.33061165903 5937.51432662316 273.19625429716393 5937.51432662316 6519.14467781914 "" "" "" 2005ku "" "" "" +CMFGEN 1.02 53699.12999999989 -0.0016833040290355047 3997.17663680337 4001.88619430293 450.10560558855366 3997.17663680337 4687.12681048929 236.40737961560478 4687.12681048929 5231.08070168877 37.62904553819334 5231.08070168877 5501.88025791362 172.11860518185017 5551.33061165903 5873.93530037907 229.64018778516885 5873.93530037907 6514.43512031958 "" "" "" 2005ku "" "" "" +CMFGEN 1.4 53699.12999999989 0.1504522992444572 3999.53141555315 4034.85309679987 388.2439129313168 4034.85309679987 4682.41725298973 242.49841934207785 4682.41725298973 5226.37114418921 37.06620286209676 5226.37114418921 5501.88025791362 172.50040581907172 5551.33061165903 5873.93530037907 212.30238707739403 5873.93530037907 6512.0803415698 "" "" "" 2005ku "" "" "" +CMFGEN 1.7 53699.12999999989 -0.009004149415932583 3992.46707930381 4001.88619430293 495.36323071848625 3992.46707930381 4682.41725298973 120.27444503921757 4682.41725298973 5052.11751670539 45.37387581634449 5249.91893168702 5501.88025791362 176.7694044192982 5551.33061165903 5885.70919412797 311.3156423410119 5885.70919412797 6552.11158031608 "" "" "" 2005ku "" "" "" +OBSERVED "" 53728.04000000004 20.150024845395993 3908.29943120472 4027.57726405151 140.2294865088661 3908.29943120472 4623.96642828545 183.6418203742091 4623.96642828545 5531.64164409515 18.9887832020782 5284.35833209571 5531.64164409515 29.44739105692289 5557.82458301274 5877.83828089436 410.02070186457746 5877.83828089436 6564.41312362221 "" "" "" 2005ku "" "" "" +CMFGEN 1.04 53728.04000000004 -6.45975591970817e-16 3998.48510969864 4001.39432513393 464.22707461873654 3998.48510969864 4693.78759873235 111.75506232555638 4693.78759873235 5051.62109727271 30.603215001236777 5234.90166969583 5502.54948974228 149.76082387801807 5552.00615214216 5936.02258960011 273.044419175524 5936.02258960011 6517.86567665761 "" "" "" 2005ku "" "" "" +CMFGEN 1.02 53728.04000000004 3.229877959854085e-16 3998.48510969864 4001.39432513393 449.0535536501446 3998.48510969864 4687.96916786178 235.99855218510228 4687.96916786178 5229.08323882525 36.8964310716349 5229.08323882525 5502.54948974228 171.8653254443063 5552.00615214216 5872.01985002379 229.5221312163411 5872.01985002379 6514.95646122233 "" "" "" 2005ku "" "" "" +CMFGEN 1.4 53728.04000000004 0.1269687625781135 3998.48510969864 4036.30491035737 387.326672968645 4036.30491035737 4682.1507369912 242.4022839185664 4682.1507369912 5226.17402338996 37.46031049560193 5226.17402338996 5502.54948974228 172.13314695176473 5552.00615214216 5872.01985002379 212.13477594435574 5872.01985002379 6512.04724578704 "" "" "" 2005ku "" "" "" +CMFGEN 1.7 53728.04000000004 -0.005682021463509523 3992.66667882806 4001.39432513393 495.303077506979 3992.66667882806 4682.1507369912 120.31180827335534 4682.1507369912 5051.62109727271 45.625803973255735 5249.44774687226 5502.54948974228 175.86066032185582 5552.00615214216 5886.56592720023 311.0389078149727 5886.56592720023 6549.86704644578 "" "" "" 2005ku "" "" "" +OBSERVED "" 53728.12000000011 35.426257203873774 3920.8522 4135.9889 194.75116654254748 3920.8522 4595.733 195.09536816211732 4595.733 5255.8784 1.92294913329694 5255.8784 5506.38 41.89079578341338 5559.4274 5845.2939 422.6253694639556 5845.2939 6561.4337 115.09732495056663 7507.4456 8208.8501 2005lu "" "" "" +CMFGEN 1.04 53728.12000000011 0.0 3997.4762 4000.4233 464.16762255243333 3997.4762 4692.9865 111.83669176717326 4692.9865 5052.53 29.167062005101165 5235.2488 5500.4858 150.94948330035294 5550.5861 5936.6533 273.1361415973905 5936.6533 6517.2276 489.31834402987425 7861.095 8898.4663 2005lu "" "" "" +CMFGEN 1.02 53728.12000000011 -6.543876551745296e-16 3997.4762 4000.4233 448.97967895793295 3997.4762 4687.0924 236.4371609832771 4687.0924 5229.3547 35.706121300666695 5229.3547 5500.4858 173.09312612426575 5550.5861 5871.8176 229.65533885194552 5871.8176 6514.2805 589.9510962091741 7852.2537 8898.4663 2005lu "" "" "" +CMFGEN 1.4 53728.12000000011 0.18533480153590967 3997.4762 4035.7882 386.9502010776155 4035.7882 4681.1982 242.76269263688027 4681.1982 5226.4076 36.404603473888976 5226.4076 5500.4858 172.99516216329738 5550.5861 5874.7647 212.4469082706977 5874.7647 6511.3334 580.0098938608093 7855.2008 8898.4663 2005lu "" "" "" +CMFGEN 1.7 53728.12000000011 -0.005648843172639898 3991.5821 4000.4233 494.8566695106293 3991.5821 4684.1453 120.91444598752223 4684.1453 5052.53 44.33058102304137 5249.9842 5500.4858 177.0405852092359 5550.5861 5886.553 311.64934892018323 5886.553 6552.5925 648.784318947801 7861.095 8871.9426 2005lu "" "" "" +OBSERVED "" 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 111.32372778558887 5866.269 6269.975 260.9278021314343 7934.0315 8557.6424 2005lu "" "" "" +CMFGEN 1.04 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 269.81534568146924 5876.1155 6519.4194 489.67328185752115 7858.5417 8898.9873 2005lu "" "" "" +CMFGEN 1.02 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 229.6240353199295 5872.8333 6512.855 590.3585663271069 7851.9774 8898.9873 2005lu "" "" "" +CMFGEN 1.4 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.48362193226814 5872.8333 6512.855 580.4829970683854 7855.2596 8898.9873 2005lu "" "" "" +CMFGEN 1.7 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 311.60416700095374 5885.962 6552.241 648.5393921948929 7861.8239 8872.73 2005lu "" "" "" +OBSERVED "" 53722.12999999989 49.42579695259404 3921.6205 4133.4585 119.0582100464494 4133.4585 4563.245 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 160.7301328575025 3726.0778 4098.8311 +CMFGEN 1.04 53722.12999999989 0.0 3999.0229 4001.0598 463.2826019901017 3999.0229 4693.6068 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 285.28531416550385 3502.0185 3999.0229 +CMFGEN 1.02 53722.12999999989 -0.0008561550528712535 3996.986 4001.0598 449.22146402763906 3996.986 4687.4961 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 225.9252660515821 3502.0185 3996.986 +CMFGEN 1.4 53722.12999999989 0.1329084339159053 3999.0229 4035.6871 386.9789895698791 4035.6871 4681.3854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 164.6475462729431 3687.3767 4035.6871 +CMFGEN 1.7 53722.12999999989 -0.004068931159009384 3992.9122 4001.0598 494.3891624011766 3992.9122 4683.4223 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 304.36471435391974 3502.0185 3992.9122 +OBSERVED "" 53722.14999999991 48.82343661696634 3920.9854 4143.0161 213.33168423282495 3920.9854 4590.2954 250.06490763220552 4590.2954 5211.3378 29.615726166813907 5211.3378 5500.943 45.555676265739805 5555.6463 5838.8159 136.8177489791131 5838.8159 6389.0659 262.4683635919995 7911.1024 8564.3232 2005lu "" "" "" +CMFGEN 1.04 53722.14999999991 0.0 3998.2135 4001.4313 463.7452591614527 3998.2135 4693.2661 111.9231188249811 4693.2661 5050.446 30.885650798723372 5237.0805 5500.943 165.39309700630824 5552.4284 5877.4299 269.81111686082545 5877.4299 6517.7793 489.6995705726893 7859.6171 8898.9782 2005lu "" "" "" +CMFGEN 1.02 53722.14999999991 1.7862378243196098e-16 3998.2135 4001.4313 448.5478399369644 3998.2135 4686.8305 236.78731049653038 4686.8305 5230.6448 36.94239093361209 5230.6448 5500.943 170.98070477474326 5552.4284 5874.2121 229.8724480170282 5874.2121 6514.5615 590.2343729062762 7853.1814 8898.9782 2005lu "" "" "" +CMFGEN 1.4 53722.14999999991 0.11411053473188229 3998.2135 4036.8275 386.4554799814762 4036.8275 4680.3948 242.0350398134358 4680.3948 5224.2091 35.46605965905034 5224.2091 5500.943 171.42247000547496 5552.4284 5874.2121 212.4256466458611 5874.2121 6511.3436 580.324582095871 7856.3992 8898.9782 2005lu "" "" "" +CMFGEN 1.7 53722.14999999991 -0.008525304597553835 3991.7778 4001.4313 494.88194138667427 3991.7778 4683.6126 121.25689491115031 4683.6126 5050.446 44.77557977505842 5249.9518 5500.943 175.13698381996005 5552.4284 5887.0834 311.3703294796164 5887.0834 6549.9577 648.1927563027429 7862.8349 8873.2355 2005lu "" "" "" +OBSERVED "" 53724.12000000011 37.46106438641954 3923.7993 4138.936 182.9627113101019 3923.7993 4569.2093 205.6031572424946 4569.2093 5202.831 8.72985730777833 5202.831 5500.4858 48.69055970022113 5550.5861 5857.0822 397.2413431665361 5857.0822 6561.4337 220.6777094395958 7528.0752 8653.8588 2005lu "" "" "" +CMFGEN 1.04 53724.12000000011 0.0 3997.4762 4000.4233 464.16762255243333 3997.4762 4692.9865 111.83669176717326 4692.9865 5052.53 29.167062005101165 5235.2488 5500.4858 150.94948330035294 5550.5861 5936.6533 273.1361415973905 5936.6533 6517.2276 489.31834402987425 7861.095 8898.4663 2005lu "" "" "" +CMFGEN 1.02 53724.12000000011 -6.543876551745296e-16 3997.4762 4000.4233 448.97967895793295 3997.4762 4687.0924 236.4371609832771 4687.0924 5229.3547 35.706121300666695 5229.3547 5500.4858 173.09312612426575 5550.5861 5871.8176 229.65533885194552 5871.8176 6514.2805 589.9510962091741 7852.2537 8898.4663 2005lu "" "" "" +CMFGEN 1.4 53724.12000000011 0.18533480153590967 3997.4762 4035.7882 386.9502010776155 4035.7882 4681.1982 242.76269263688027 4681.1982 5226.4076 36.404603473888976 5226.4076 5500.4858 172.99516216329738 5550.5861 5874.7647 212.4469082706977 5874.7647 6511.3334 580.0098938608093 7855.2008 8898.4663 2005lu "" "" "" +CMFGEN 1.7 53724.12000000011 -0.005648843172639898 3991.5821 4000.4233 494.8566695106293 3991.5821 4684.1453 120.91444598752223 4684.1453 5052.53 44.33058102304137 5249.9842 5500.4858 177.0405852092359 5550.5861 5886.553 311.64934892018323 5886.553 6552.5925 648.784318947801 7861.095 8871.9426 2005lu "" "" "" +OBSERVED "" 53725.08999999985 38.877826155205945 3912.011 4138.936 180.35224097266675 3912.011 4569.2093 204.4683357733462 4569.2093 5252.9313 19.434067003461948 5252.9313 5503.4329 46.00596383032162 5553.5332 5836.4526 447.5286844512848 5836.4526 6561.4337 247.75597890052182 7522.181 8550.7111 2005lu "" "" "" +CMFGEN 1.04 53725.08999999985 0.0 3997.4762 4000.4233 464.16762255243333 3997.4762 4692.9865 111.83669176717326 4692.9865 5052.53 29.167062005101165 5235.2488 5500.4858 150.94948330035294 5550.5861 5936.6533 273.1361415973905 5936.6533 6517.2276 489.31834402987425 7861.095 8898.4663 2005lu "" "" "" +CMFGEN 1.02 53725.08999999985 -6.543876551745296e-16 3997.4762 4000.4233 448.97967895793295 3997.4762 4687.0924 236.4371609832771 4687.0924 5229.3547 35.706121300666695 5229.3547 5500.4858 173.09312612426575 5550.5861 5871.8176 229.65533885194552 5871.8176 6514.2805 589.9510962091741 7852.2537 8898.4663 2005lu "" "" "" +CMFGEN 1.4 53725.08999999985 0.18533480153590967 3997.4762 4035.7882 386.9502010776155 4035.7882 4681.1982 242.76269263688027 4681.1982 5226.4076 36.404603473888976 5226.4076 5500.4858 172.99516216329738 5550.5861 5874.7647 212.4469082706977 5874.7647 6511.3334 580.0098938608093 7855.2008 8898.4663 2005lu "" "" "" +CMFGEN 1.7 53725.08999999985 -0.005648843172639898 3991.5821 4000.4233 494.8566695106293 3991.5821 4684.1453 120.91444598752223 4684.1453 5052.53 44.33058102304137 5249.9842 5500.4858 177.0405852092359 5550.5861 5886.553 311.64934892018323 5886.553 6552.5925 648.784318947801 7861.095 8871.9426 2005lu "" "" "" +OBSERVED "" 53726.10999999987 44.05591100630206 3920.8522 4141.883 209.4517363195897 3920.8522 4589.8388 224.85898350131276 4589.8388 5238.1959 6.248145752319768 5238.1959 5503.4329 53.841265708132426 5550.5861 5865.9234 370.9348516727316 5865.9234 6561.4337 159.5413089819887 7501.5515 8562.4994 2005lu "" "" "" +CMFGEN 1.04 53726.10999999987 0.0 3997.4762 4000.4233 464.16762255243333 3997.4762 4692.9865 111.83669176717326 4692.9865 5052.53 29.167062005101165 5235.2488 5500.4858 150.94948330035294 5550.5861 5936.6533 273.1361415973905 5936.6533 6517.2276 489.31834402987425 7861.095 8898.4663 2005lu "" "" "" +CMFGEN 1.02 53726.10999999987 -6.543876551745296e-16 3997.4762 4000.4233 448.97967895793295 3997.4762 4687.0924 236.4371609832771 4687.0924 5229.3547 35.706121300666695 5229.3547 5500.4858 173.09312612426575 5550.5861 5871.8176 229.65533885194552 5871.8176 6514.2805 589.9510962091741 7852.2537 8898.4663 2005lu "" "" "" +CMFGEN 1.4 53726.10999999987 0.18533480153590967 3997.4762 4035.7882 386.9502010776155 4035.7882 4681.1982 242.76269263688027 4681.1982 5226.4076 36.404603473888976 5226.4076 5500.4858 172.99516216329738 5550.5861 5874.7647 212.4469082706977 5874.7647 6511.3334 580.0098938608093 7855.2008 8898.4663 2005lu "" "" "" +CMFGEN 1.7 53726.10999999987 -0.005648843172639898 3991.5821 4000.4233 494.8566695106293 3991.5821 4684.1453 120.91444598752223 4684.1453 5052.53 44.33058102304137 5249.9842 5500.4858 177.0405852092359 5550.5861 5886.553 311.64934892018323 5886.553 6552.5925 648.784318947801 7861.095 8871.9426 2005lu "" "" "" +OBSERVED "" 53727.12000000011 32.55332010991256 3917.9051 4144.8301 171.3775009726022 3917.9051 4586.8918 179.46259106556903 4586.8918 5244.0901 2.677393070333907 5244.0901 5506.38 44.41405310142483 5556.4803 5862.9764 438.38767325263086 5862.9764 6561.4337 143.4699692502365 7548.7047 8426.9339 2005lu "" "" "" +CMFGEN 1.04 53727.12000000011 0.0 3997.4762 4000.4233 464.16762255243333 3997.4762 4692.9865 111.83669176717326 4692.9865 5052.53 29.167062005101165 5235.2488 5500.4858 150.94948330035294 5550.5861 5936.6533 273.1361415973905 5936.6533 6517.2276 489.31834402987425 7861.095 8898.4663 2005lu "" "" "" +CMFGEN 1.02 53727.12000000011 -6.543876551745296e-16 3997.4762 4000.4233 448.97967895793295 3997.4762 4687.0924 236.4371609832771 4687.0924 5229.3547 35.706121300666695 5229.3547 5500.4858 173.09312612426575 5550.5861 5871.8176 229.65533885194552 5871.8176 6514.2805 589.9510962091741 7852.2537 8898.4663 2005lu "" "" "" +CMFGEN 1.4 53727.12000000011 0.18533480153590967 3997.4762 4035.7882 386.9502010776155 4035.7882 4681.1982 242.76269263688027 4681.1982 5226.4076 36.404603473888976 5226.4076 5500.4858 172.99516216329738 5550.5861 5874.7647 212.4469082706977 5874.7647 6511.3334 580.0098938608093 7855.2008 8898.4663 2005lu "" "" "" +CMFGEN 1.7 53727.12000000011 -0.005648843172639898 3991.5821 4000.4233 494.8566695106293 3991.5821 4684.1453 120.91444598752223 4684.1453 5052.53 44.33058102304137 5249.9842 5500.4858 177.0405852092359 5550.5861 5886.553 311.64934892018323 5886.553 6552.5925 648.784318947801 7861.095 8871.9426 2005lu "" "" "" +OBSERVED "" 11.339999999945576 18.289212671984824 3941.3037 4064.1951 214.92079664755363 3941.3037 4584.4355 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 93.21617820627776 3668.8944 3941.3037 +CMFGEN 1.04 11.339999999945576 -4.007150861677603 3998.653 4148.1709 -65.15902935951999 4148.1709 4451.3031 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 128.07622127319468 3771.3039 4099.0144 +CMFGEN 1.02 11.339999999945576 7.215464591454059 3998.653 4148.1709 -80.35159779281302 4148.1709 4451.3031 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 146.2873541938024 3756.9666 4099.0144 +CMFGEN 1.4 11.339999999945576 17.50323830722012 3998.653 4148.1709 -98.09121765345625 4148.1709 4451.3031 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 144.94773304492003 3761.0629 4099.0144 +CMFGEN 1.7 11.339999999945576 11.53101577273178 3998.653 4148.1709 115.58074208845446 4148.1709 4471.785 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 83.19646171227556 3799.9785 4099.0144 +OBSERVED "" 62.29999999990832 21.644269028083723 3954.4329 4016.6645 226.81728839484452 4016.6645 4612.3096 211.96932188672554 4612.3096 5498.3688 21.415984352926536 5293.8936 5516.1492 53.64722180983203 5557.637 5830.2706 247.08169904154994 5830.2706 6565.1959 307.73131002099245 7516.45 8692.9232 2005na "" "" "" +CMFGEN 1.04 62.29999999990832 -1.106226759492233 3957.3963 4001.8475 214.98885481524175 3957.3963 4621.1999 236.31053651036632 4621.1999 5216.845 5.11704531883541 5216.845 5530.9663 107.46258796713698 5551.7102 5856.9412 39.014920348435375 5856.9412 6200.6966 330.71352100782855 7839.4616 8710.7037 2005na "" "" "" +CMFGEN 1.02 62.29999999990832 -2.426706023748261 3945.5427 4001.8475 270.1049824795051 3945.5427 4627.1267 283.87549718064747 4627.1267 5308.7107 -4.527220980122702 5299.8204 5501.3322 74.50615185253812 5551.7102 5848.051 184.842845906223 5848.051 6449.623 476.7448481923383 7697.218 8695.8867 2005na "" "" "" +CMFGEN 1.4 62.29999999990832 -3.331919116500137 3933.6891 4001.8475 289.7555534365602 3933.6891 4627.1267 300.53405049262653 4627.1267 5308.7107 0.6896754342260618 5299.8204 5501.3322 64.31254456698645 5551.7102 5856.9412 194.71448599493124 5856.9412 6449.623 469.0887000652092 7685.3643 8686.9964 2005na "" "" "" +CMFGEN 1.7 62.29999999990832 -2.2057077902017452 3945.5427 4001.8475 225.4618780175035 3945.5427 4618.2365 270.63119648245174 4618.2365 5237.5889 -1.2834550441424586 5237.5889 5501.3322 129.86601576090968 5551.7102 5877.6851 85.61537414439233 5877.6851 6221.4405 293.8466300740603 7875.0225 8767.0085 2005na "" "" "" +OBSERVED "" 69.25000000009459 "" "" "" "" "" "" "" "" "" 43.89037462057123 5279.7124 5501.5297 120.5489883875446 5550.6708 5823.6768 244.83209742114983 5823.6768 6439.3053 529.6789991768163 7650.7695 8690.2398 2005na "" "" "" +CMFGEN 1.04 69.25000000009459 "" "" "" "" "" "" "" "" "" 5.0448778561460905 5214.8734 5534.973 119.50751447627538 5550.6708 5857.8026 38.393366673298516 5857.8026 6200.4251 363.56333516006845 7844.6037 8713.4453 2005na "" "" "" +CMFGEN 1.02 69.25000000009459 "" "" "" "" "" "" "" "" "" -2.341676427447279 5299.5053 5506.9899 88.05078484204893 5550.6708 5848.2474 175.79035045011148 5848.2474 6464.5584 493.93876932060914 7702.6406 8701.16 2005na "" "" "" +CMFGEN 1.4 69.25000000009459 "" "" "" "" "" "" "" "" "" 5.941060503266417 5299.5053 5506.3073 66.44010713302161 5550.6708 5842.1047 196.7410527882505 5842.1047 6466.6059 485.30605918621956 7698.5455 8694.3349 2005na "" "" "" +CMFGEN 1.7 69.25000000009459 "" "" "" "" "" "" "" "" "" -2.9781070501621967 5248.3167 5500.1647 145.843940845263 5550.6708 5882.3731 62.54168566565514 5882.3731 6200.4251 330.06799713681903 7871.9043 8774.8717 2005na "" "" "" +OBSERVED "" 69.23999999985244 70.1136997279375 3923.2992 4052.7259 500.1235604444143 3923.2992 4686.9168 405.2173150280544 4686.9168 5505.5407 82.47619735115373 5236.9803 5505.5407 113.76703173631385 5557.3114 5845.2858 335.7280622834453 5845.2858 6566.8397 420.8965204337604 7819.0431 8712.0874 2005na "" "" "" +CMFGEN 1.04 69.23999999985244 -0.7417763788618247 3962.1272 4000.9553 245.6070276402088 3962.1272 4638.3818 232.2508753377332 4638.3818 5214.3306 4.705377389465776 5214.3306 5534.6617 119.25844497881918 5550.8401 5858.2285 38.73806202744215 5858.2285 6201.2093 363.5857899133349 7844.9285 8712.0874 2005na "" "" "" +CMFGEN 1.02 69.23999999985244 -2.1503076599378446 3949.1846 4000.9553 275.56740903500736 3949.1846 4631.9105 285.0312688889361 4631.9105 5311.4007 -2.896616305722242 5298.458 5505.5407 87.90701184687194 5550.8401 5848.5215 175.70499056131376 5848.5215 6463.2984 493.79800967015615 7702.5591 8702.3804 2005na "" "" "" +CMFGEN 1.4 69.23999999985244 -2.152079289974435 3945.9489 4000.9553 290.0567873118339 3945.9489 4631.9105 311.35235868440634 4631.9105 5505.5407 5.7960313488719635 5298.458 5505.5407 66.35689008647805 5550.8401 5842.0502 196.7450456621807 5842.0502 6466.534 485.3102124047507 7699.3234 8692.6734 2005na "" "" "" +CMFGEN 1.7 69.23999999985244 -1.2824324910959504 3955.6559 4000.9553 253.65486102757944 3955.6559 4625.4391 274.7553728107228 4625.4391 5246.6873 -3.245303184936099 5246.6873 5502.3051 146.21875700213846 5550.8401 5880.8782 62.32557760366499 5880.8782 6201.2093 329.8832356931332 7870.8138 8776.8007 2005na "" "" "" +OBSERVED "" 39.2799999998897 8.795631952731895 3997.7196 4023.6049 408.95767680486017 4023.6049 4599.5538 534.4443484691469 4599.5538 5537.8974 70.98903901538678 5246.6873 5537.8974 66.94328235637626 5579.9611 5803.2222 296.41482317640384 5803.2222 6453.5914 522.7185926914406 7751.0941 8670.0237 2005na "" "" "" +CMFGEN 1.04 39.2799999998897 -0.36858715958613836 3910.3566 4000.9553 84.57847489184321 3910.3566 4460.4201 190.95077056384463 4525.1334 5175.5026 64.43488182648335 5175.5026 5625.2604 17.831422372348708 5625.2604 5851.7572 129.86762329908544 5851.7572 6259.4513 191.1822341494721 7893.4635 8547.0683 2005na "" "" "" +CMFGEN 1.02 39.2799999998897 28.698793845012084 3900.6496 4114.2036 94.14439548273677 3900.6496 4531.6048 178.63900192252618 4531.6048 5178.7383 85.73438803588273 5178.7383 5583.1968 18.44790147183308 5583.1968 5858.2285 159.5708814286507 5858.2285 6350.05 217.77859733144416 7828.7501 8608.546 2005na "" "" "" +CMFGEN 1.4 39.2799999998897 38.655848487499114 3900.6496 4114.2036 92.11322698966737 4114.2036 4525.1334 198.35175174863326 4525.1334 5185.2096 84.4282544397579 5185.2096 5563.7828 25.032058859845872 5563.7828 5867.9355 158.26613194579204 5867.9355 6346.8143 220.0922117889342 7806.1004 8592.3677 2005na "" "" "" +CMFGEN 1.7 39.2799999998897 15.828141330372535 3903.8852 4117.4393 81.11438505204151 3903.8852 4525.1334 176.85941876838916 4525.1334 5172.267 75.81101658660693 5172.267 5615.5534 17.233853875208045 5615.5534 5851.7572 140.58234013155774 5851.7572 6288.5723 204.59600112433085 7867.5781 8595.6034 2005na "" "" "" +OBSERVED "" 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 159.76995244840265 5869.0733 6466.4367 308.46367089831085 7878.9867 8657.8695 2005na "" "" "" +CMFGEN 1.04 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 249.84580359319298 5803.0663 6598.4507 461.685059708169 7502.7468 8898.795 2005na "" "" "" +CMFGEN 1.02 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 195.9615561344074 5803.0663 6598.4507 453.268212587035 7502.7468 8898.795 2005na "" "" "" +CMFGEN 1.4 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.000660496318936 5997.787 6598.4507 339.5199894244332 7502.7468 8898.795 2005na "" "" "" +CMFGEN 1.7 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.30607116912617 5803.0663 6581.949 591.91950659349 7502.7468 8845.9894 2005na "" "" "" +OBSERVED "" 77.15000000000146 1.447615360916466e-14 3998.8841 4001.8475 271.43305922495676 3998.8841 4677.5046 275.4827185147873 4677.5046 5433.1738 15.217094594527174 5299.8204 5510.2224 94.91778997417124 5563.5638 5833.234 278.3875054881868 5833.234 6565.1959 608.0302349293121 7756.4861 8772.9353 2005na "" "" "" +CMFGEN 1.04 77.15000000000146 -0.7057033746221933 3963.3232 4001.8475 276.0091437895518 3963.3232 4650.8339 228.5783925987072 4650.8339 5204.9913 9.184447552111154 5204.9913 5536.8931 129.16912017762104 5551.7102 5859.9046 41.35967368174972 5859.9046 6200.6966 390.0693235986041 7851.3152 8716.6305 2005na "" "" "" +CMFGEN 1.02 77.15000000000146 -1.6485052687955397 3954.4329 4001.8475 284.7517560379468 3954.4329 4633.0535 288.6207256927481 4633.0535 5314.6375 2.730646460832718 5299.8204 5522.0761 101.3187583102536 5551.7102 5853.9778 162.2095427344525 5853.9778 6476.2936 504.32944436433684 7706.1082 8704.7769 2005na "" "" "" +CMFGEN 1.4 77.15000000000146 -1.7395595979561407 3951.4695 4001.8475 298.4195464141076 3951.4695 4633.0535 295.5704510794816 4633.0535 5314.6375 5.477118756641494 5299.8204 5516.1492 81.63683288613672 5551.7102 5848.051 189.61566883260141 5848.051 6470.3668 502.7961547043528 7703.1448 8698.8501 2005na "" "" "" +CMFGEN 1.7 77.15000000000146 -1.2001021539715668 3957.3963 4001.8475 280.6774929247048 3957.3963 4633.0535 271.3732290319023 4633.0535 5246.4791 -3.1905793174032806 5246.4791 5501.3322 153.66192792577743 5551.7102 5883.6119 58.38022468765268 5883.6119 6200.6966 372.02549806803296 7863.1688 8787.7523 2005na "" "" "" +OBSERVED "" 11.35000000018772 20.247753003311534 3952.4202 4049.4903 224.24237297788972 3952.4202 4609.2608 228.81319972635106 4609.2608 5220.802 37.52337409837261 5220.802 5528.1904 56.87209419264767 5554.0757 5854.9928 119.65381284204432 5854.9928 6330.636 281.77747079465786 7864.3425 8657.081 2005na "" "" "" +CMFGEN 1.04 11.35000000018772 -4.076241896293096 3997.7196 4149.796 -63.65654398978338 4149.796 4450.7131 805.1898637263395 4502.4838 5547.6044 157.84700128713249 5204.6236 5654.3814 -2.540521619198836 5654.3814 5803.2222 249.865082330214 5803.2222 6599.1964 463.106523652354 7501.9477 8899.7561 2005na "" "" "" +CMFGEN 1.02 11.35000000018772 7.503274797108723 3997.7196 4149.796 -78.61094871398888 4149.796 4450.7131 772.8785084179036 4502.4838 5547.6044 232.8283692822563 5152.853 5628.4961 -1.9560876105331206 5628.4961 5803.2222 195.89220858610554 5803.2222 6599.1964 454.48461466931656 7501.9477 8899.7561 2005na "" "" "" +CMFGEN 1.4 11.35000000018772 18.276714906029966 3997.7196 4149.796 -95.92016782359514 4149.796 4450.7131 686.7836477940704 4502.4838 5547.6044 189.62662234450346 5156.0886 5589.6681 49.569820955693075 5589.6681 5997.3622 56.081886782749905 5997.3622 6599.1964 340.6680132836596 7501.9477 8899.7561 2005na "" "" "" +CMFGEN 1.7 11.35000000018772 11.870913110726368 3997.7196 4149.796 113.50875911695384 4149.796 4473.3627 633.5394775335972 4502.4838 5547.6044 40.881852325535256 5298.458 5664.0884 -5.30463573762632 5664.0884 5803.2222 217.18676953830672 5803.2222 6583.0181 593.5607434674196 7501.9477 8847.9854 2005na "" "" "" +OBSERVED "" 19.35000000018772 "" "" "" "" "" "" "" "" "" 9.205298618868289 5285.164 5503.3464 85.31632824560171 5553.9593 5854.2166 219.95568138574737 5854.2166 6564.1644 363.12671108424934 7613.3551 8691.272 2005na "" "" "" +CMFGEN 1.04 19.35000000018772 "" "" "" "" "" "" "" "" "" 26.909538398673096 5150.4244 5500.6106 -3.0340956266773027 5550.5395 5800.184 135.1345235777383 5800.184 6262.5392 52.097625468573796 7721.4203 8295.9446 2005na "" "" "" +CMFGEN 1.02 19.35000000018772 "" "" "" "" "" "" "" "" "" 218.17108435630414 5170.9431 5612.7796 -1.4426014752389449 5612.7796 5800.184 65.50394093721621 5800.184 6577.1596 458.1266484287711 7500.5021 8856.7897 2005na "" "" "" +CMFGEN 1.4 19.35000000018772 "" "" "" "" "" "" "" "" "" 194.6624082132858 5150.4244 5588.1572 50.10411967203554 5588.1572 5999.8995 55.444815401809976 5999.8995 6599.7302 343.11365350789697 7500.5021 8899.879 2005na "" "" "" +CMFGEN 1.7 19.35000000018772 "" "" "" "" "" "" "" "" "" 17.411706841024653 5150.4244 5500.6106 23.75962010119241 5550.5395 5800.184 112.31307839288729 5800.184 6265.959 378.263638299417 7500.5021 8431.3682 2005na "" "" "" +OBSERVED "" 67.0299999998897 6.864862511638105 3981.99 4012.147 358.10498185738317 3981.99 4624.3338 357.71180878429266 4624.3338 5441.5882 15.308329216954796 5281.7561 5501.9021 139.00176345640088 5556.1847 5833.629 272.0384844549507 5833.629 6460.8943 1042.7035761196319 7634.001 8810.1235 2006D "" "" "" +CMFGEN 1.04 67.0299999998897 -0.7790164530409391 3960.8801 4000.0842 236.41056705666978 3960.8801 4633.3809 233.95851217148726 4633.3809 5215.4108 3.6877249301887987 5215.4108 5532.0591 116.24949661554679 5550.1533 5857.7546 38.63139626180014 5857.7546 6201.5442 354.7823548354481 7842.0842 8710.6054 2006D "" "" "" +CMFGEN 1.02 67.0299999998897 -2.0638214522854774 3948.8173 4000.0842 273.32953848480554 3948.8173 4630.3652 283.8478270082511 4630.3652 5311.9131 -3.1146404082964967 5299.8503 5501.9021 84.12514222711656 5550.1533 5845.6918 179.39531045496213 5845.6918 6460.8943 488.511416070089 7700.3464 8701.5583 2006D "" "" "" +CMFGEN 1.4 67.0299999998897 -2.337716489798673 3942.7859 4000.0842 288.9904938851423 3942.7859 4630.3652 311.45934954786173 4630.3652 5501.9021 5.739398414474532 5299.8503 5501.9021 62.640112284969454 5550.1533 5842.6761 196.7701517494445 5842.6761 6463.91 478.5613074912945 7697.3307 8692.5113 2006D "" "" "" +CMFGEN 1.7 67.0299999998897 -1.2468437198468594 3954.8487 4000.0842 245.09402815206764 3954.8487 4624.3338 274.82320423318254 4624.3338 5245.5677 -2.0754805434191534 5245.5677 5501.9021 142.1905362726389 5550.1533 5881.8802 66.39125526318145 5881.8802 6201.5442 317.8152780056755 7872.2412 8773.9351 2006D "" "" "" +OBSERVED "" 36.0299999998897 0.20750587451276697 3960.8801 4000.0842 278.3999193756056 3960.8801 4624.3338 369.6201813501185 4624.3338 5498.8864 26.14220767233503 5275.7247 5501.9021 58.53231126974016 5550.1533 5800.4563 227.0187979681997 5800.4563 6488.0356 527.0519774837526 7549.5615 8704.574 2006D "" "" "" +CMFGEN 1.04 36.0299999998897 0.39121846508147434 3906.5976 4000.0842 64.97648783117815 3906.5976 4452.439 157.19602640741545 4500.6902 5161.1282 69.98704726694541 5161.1282 5607.4516 15.65630344603324 5607.4516 5842.6761 140.80722705119408 5842.6761 6261.8582 170.51213839589613 7872.2412 8538.7106 2006D "" "" "" +CMFGEN 1.02 36.0299999998897 27.615551407827112 3900.5662 4102.618 75.75487332264501 4102.618 4515.7687 157.43078783042023 4515.7687 5109.8613 93.48019617968971 5164.1439 5622.5301 18.38360729318717 5622.5301 5845.6918 155.6960294516777 5845.6918 6337.2506 176.37648569292708 7802.8802 8556.8048 2006D "" "" "" +CMFGEN 1.4 36.0299999998897 34.04126012603997 3900.5662 4099.6023 96.16409176793013 4099.6023 4506.7216 175.08859500049314 4506.7216 5100.8142 93.60707519553071 5167.1596 5616.4987 30.947016216227418 5616.4987 5881.8802 158.44026451695407 5881.8802 6337.2506 180.42957573140146 7763.6761 8547.7577 2006D "" "" "" +CMFGEN 1.7 36.0299999998897 13.564422968127658 3900.5662 4090.5552 64.14982520850754 3900.5662 4515.7687 149.4987150644386 4515.7687 5152.0811 88.97033967305275 5152.0811 5619.5144 14.719527390710745 5619.5144 5833.629 139.50508323786477 5833.629 6307.0937 168.00137964983907 7854.147 8553.7891 2006D "" "" "" +OBSERVED "" 69.92999999979656 2.9393595298317177 3988.0214 4009.1313 306.79841875368777 3988.0214 4633.3809 316.93935870035966 4633.3809 5420.4783 16.55886119649707 5299.8503 5529.0434 132.73319862329794 5556.1847 5842.6761 245.96857415984095 5842.6761 6475.9728 727.6244773185222 7652.0952 8861.3904 2006D "" "" "" +CMFGEN 1.04 69.92999999979656 -0.7742175176956154 3960.8801 4000.0842 248.44675866383542 3960.8801 4639.4123 232.00373879813665 4639.4123 5212.3951 4.894841032310706 5212.3951 5535.0748 120.68012415996316 5550.1533 5857.7546 39.09222393021644 5857.7546 6201.5442 366.0399041718316 7845.0999 8713.6211 2006D "" "" "" +CMFGEN 1.02 69.92999999979656 -1.7659870850636834 3951.833 4000.0842 276.02433145113315 3951.833 4630.3652 285.7931120168632 4630.3652 5311.9131 -1.3634411690860848 5299.8503 5510.9492 89.55730565538947 5550.1533 5848.7075 174.62795756963203 5848.7075 6463.91 494.94452157854397 7703.3621 8701.5583 2006D "" "" "" +CMFGEN 1.4 69.92999999979656 -2.098837901247591 3945.8016 4000.0842 290.46745837119875 3945.8016 4630.3652 312.00476120608414 4630.3652 5507.9335 5.9547871327299 5299.8503 5507.9335 68.09857625384794 5550.1533 5842.6761 196.58283765040017 5842.6761 6466.9257 486.87110617572006 7700.3464 8695.5269 2006D "" "" "" +CMFGEN 1.7 69.92999999979656 -1.3232455324530723 3954.8487 4000.0842 256.1200455073364 3954.8487 4627.3495 275.58827628584504 4627.3495 5248.5834 -2.1962477812392946 5248.5834 5501.9021 147.19138079942624 5550.1533 5881.8802 62.084112954419446 5881.8802 6201.5442 333.5058457151011 7869.2255 8776.9508 2006D "" "" "" +OBSERVED "" -6.019999999924039 17.993522779716233 3921.2227 4052.5355 147.44349157161798 3921.2227 4509.0041 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 86.0800301962434 3671.1029 3921.2227 +CMFGEN 1.04 -6.019999999924039 -4.108129606144221 3998.3429 4148.4148 -64.05447077494074 4148.4148 4450.6428 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 127.56900957459717 3771.1508 4098.3908 +CMFGEN 1.02 -6.019999999924039 7.19803858420034 3998.3429 4148.4148 -79.2866501740661 4148.4148 4450.6428 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 145.68981397578807 3756.5605 4098.3908 +CMFGEN 1.4 -6.019999999924039 17.609695085655126 3998.3429 4148.4148 -97.06889132599736 4148.4148 4450.6428 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 144.21028809384154 3760.7291 4098.3908 +CMFGEN 1.7 -6.019999999924039 11.532697334155301 3998.3429 4148.4148 114.86465989906398 4148.4148 4471.4861 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 82.9312326971329 3798.2471 4098.3908 +OBSERVED "" 42.04000000013184 0.8026141836169906 3972.9429 4003.0999 287.58346123690706 3972.9429 4609.2553 381.18128694951224 4609.2553 5489.8393 15.868544106746299 5293.8189 5519.9963 73.46914493087502 5553.169 5815.5348 236.41636044197008 5815.5348 6457.8786 545.2724426882025 7664.158 8695.5269 2006D "" "" "" +CMFGEN 1.04 42.04000000013184 -1.2989026537628385 3915.6447 4000.0842 106.67397298937935 3915.6447 4533.8629 219.22031910219098 4533.8629 5185.2538 25.420888572637928 5185.2538 5501.9021 22.987171506207595 5622.5301 5854.7389 120.96916322382035 5854.7389 6249.7954 197.88524612284772 7896.3668 8547.7577 2006D "" "" "" +CMFGEN 1.02 42.04000000013184 30.53765650821343 3906.5976 4123.7279 112.42194424544445 3906.5976 4545.9257 201.82201016941877 4545.9257 5191.2852 79.99462716714785 5191.2852 5604.4359 22.141629515073966 5604.4359 5863.786 163.92933481248804 5863.786 6361.3762 272.6342796324117 7501.3103 8638.2287 2006D "" "" "" +CMFGEN 1.4 42.04000000013184 40.322156902711825 3903.5819 4123.7279 133.52750521558073 3903.5819 4539.8943 215.07622534329073 4539.8943 5197.3166 83.71185566908659 5197.3166 5586.3417 27.61086239038167 5586.3417 5875.8488 161.22191532898773 5875.8488 6358.3605 250.734787407478 7823.9901 8629.1816 2006D "" "" "" +CMFGEN 1.7 42.04000000013184 20.129399116660874 3906.5976 4129.7593 102.9917387309239 3906.5976 4539.8943 205.095582070801 4539.8943 5188.2695 64.53251247765887 5188.2695 5625.5458 19.689305489484607 5625.5458 5854.7389 140.44444686717281 5854.7389 6279.9524 221.80621263839194 7887.3197 8632.1973 2006D "" "" "" +OBSERVED "" 45.0299999998897 1.4242617689817356 3957.8644 4000.0842 302.50220832896025 3957.8644 4618.3024 380.39849843549996 4618.3024 5474.7608 18.994607229487958 5296.8346 5501.9021 81.3028315890514 5553.169 5803.472 228.92836907119676 5803.472 6451.8472 567.2186462914856 7679.2365 8785.9979 2006D "" "" "" +CMFGEN 1.04 45.0299999998897 -1.878577303887306 3924.6918 4000.0842 123.67180492044456 3924.6918 4539.8943 236.78242568505826 4539.8943 5194.3009 20.530286396255 5194.3009 5501.9021 54.04834948374086 5550.1533 5860.7703 110.9610393059281 5860.7703 6237.7326 206.24118521073407 7893.3511 8541.7263 2006D "" "" "" +CMFGEN 1.02 45.0299999998897 35.291898014814635 3912.629 4147.8534 145.62882406285593 3912.629 4570.0513 230.57814448956026 4570.0513 5206.3637 64.3595180003374 5206.3637 5613.483 24.661936995787944 5613.483 5863.786 170.07715726904178 5863.786 6358.3605 273.2798696606469 7881.2883 8662.3543 2006D "" "" "" +CMFGEN 1.4 45.0299999998897 42.79017761286214 3912.629 4132.775 159.6580927149481 3912.629 4554.9728 236.23646492263612 4554.9728 5212.3951 76.56759101488566 5212.3951 5607.4516 29.99672455956871 5607.4516 5875.8488 165.80985622101187 5875.8488 6364.3919 277.44806146120203 7848.1156 8653.3072 2006D "" "" "" +CMFGEN 1.7 45.0299999998897 26.40103577544006 3912.629 4147.8534 129.5210766796157 3912.629 4554.9728 230.05988610639582 4554.9728 5200.3323 19.893810314773326 5200.3323 5501.9021 42.2803053379183 5550.1533 5863.786 141.29971777400806 5863.786 6273.921 230.68136308010835 7923.5081 8671.4014 2006D "" "" "" +OBSERVED "" 50.96999999983382 3.7776905541152663 3967.3401 4011.7524 302.0576939012579 3967.3401 4627.0886 362.9529661198241 4627.0886 5496.0258 18.58785650607369 5299.7103 5504.3933 94.21180250784192 5551.3803 5823.6472 207.36896325888017 5823.6472 6454.4312 512.0563742288224 7678.0234 8750.9999 2006D "" "" "" +CMFGEN 1.04 50.96999999983382 -1.6325478466382708 3943.5247 4000.1666 155.0034600292457 3943.5247 4574.3087 242.54321574079418 4574.3087 5207.0237 7.31155147400061 5207.0237 5500.5313 82.66503153989501 5550.0929 5857.1174 82.05331998756003 5857.1174 6227.8639 233.64011050457594 7844.087 8704.0129 2006D "" "" "" +CMFGEN 1.02 50.96999999983382 37.13981832280838 3929.3643 4149.495 231.1032678664364 3929.3643 4613.5718 271.47455392087113 4613.5718 5251.436 -2.648279704286735 5251.436 5500.5313 49.33380498997837 5550.0929 5866.7723 183.81494676995936 5866.7723 6384.9163 323.28721822690824 7874.3389 8683.4159 2006D "" "" "" +CMFGEN 1.4 50.96999999983382 42.80784566975855 3921.6404 4149.495 243.0958932958275 3921.6404 4607.1353 278.10136670823385 4607.1353 5249.5051 36.33529214961234 5249.5051 5615.746 33.36763111557117 5615.746 5868.7032 178.41531416574065 5868.7032 6380.4106 312.4680220965141 7880.1318 8678.9103 2006D "" "" "" +CMFGEN 1.7 50.96999999983382 32.06029242856857 3927.4333 4149.495 175.10759304140393 3927.4333 4583.9636 256.1551000917086 4583.9636 5221.1842 7.042488275864209 5221.1842 5500.5313 79.79318215573993 5550.0929 5866.7723 133.58960939064252 5866.7723 6260.6904 251.7577135807852 7923.2568 8723.9663 2006D "" "" "" +OBSERVED "" 22.029999999889696 "" "" "" "" "" "" 345.868169205716 4624.737 5484.1478 13.118954623570291 5279.9966 5513.7827 65.42380143294267 5550.0031 5849.6444 206.63367336435357 5849.6444 6455.5126 449.8776576266664 7657.3706 8714.3471 2006D "" "" "" +CMFGEN 1.04 22.029999999889696 "" "" "" "" "" "" 123.45241418378554 4502.9048 5079.1381 31.812871057359377 5151.5789 5543.4176 3.07983903822505 5550.0031 5800.253 169.26776257974115 5800.253 6290.8745 36.37044195679281 7588.2226 8335.6795 2006D "" "" "" +CMFGEN 1.02 22.029999999889696 "" "" "" "" "" "" 155.51229634080664 4502.9048 5089.0164 22.851374739928136 5151.5789 5500.6116 33.58315695157659 5550.0031 5800.253 131.69069720701435 5800.253 6287.5817 359.86304319745875 7502.6108 8414.7058 2006D "" "" "" +CMFGEN 1.4 22.029999999889696 "" "" "" "" "" "" 202.66677000379207 4502.9048 5286.5821 47.239618990455746 5286.5821 5698.1774 -3.9101829432111264 5698.1774 5800.253 75.17995068879446 5800.253 6363.3152 397.125456374304 7568.466 8559.5873 2006D "" "" "" +CMFGEN 1.7 22.029999999889696 "" "" "" "" "" "" 122.19712815523923 4502.9048 5095.6019 50.56391834891051 5151.5789 5540.1248 21.86104682012062 5550.0031 5816.7168 156.47063073465358 5816.7168 6284.2889 56.6765400150938 7700.1765 8378.4854 2006D "" "" "" +OBSERVED "" 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 210.7179086600314 5858.4425 6486.4981 448.2273374920428 7662.0032 8689.7304 2006D "" "" "" +CMFGEN 1.04 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 168.84204688539234 5801.3465 6291.7001 35.978687023742495 7588.1143 8333.7203 2006D "" "" "" +CMFGEN 1.02 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 131.9936244536132 5801.3465 6288.3415 358.1090939114425 7500.791 8414.3264 2006D "" "" "" +CMFGEN 1.4 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 75.00563307223823 5801.3465 6365.589 397.5074560287733 7567.9628 8558.7456 2006D "" "" "" +CMFGEN 1.7 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 156.4552188332713 5814.7809 6284.9829 57.35486072330421 7702.3062 8380.7405 2006D "" "" "" +OBSERVED "" -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 95.67921359153277 5939.0486 6389.0991 153.1338893471911 7776.1951 8464.7052 2006D "" "" "" +CMFGEN 1.04 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.2850223385907 5801.3465 6597.3314 463.6469361599906 7500.791 8897.9628 2006D "" "" "" +CMFGEN 1.02 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 196.7877831170439 5801.3465 6597.3314 455.99965478369825 7500.791 8897.9628 2006D "" "" "" +CMFGEN 1.4 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.05566978478396 5999.5031 6597.3314 341.771466374206 7500.791 8897.9628 2006D "" "" "" +CMFGEN 1.7 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 219.33163460467608 5801.3465 6583.8971 596.3100858689473 7500.791 8847.584 2006D "" "" "" +OBSERVED "" 59.89000000022497 0.6228397383606338 3972.9429 4003.0999 295.41074273663673 3972.9429 4615.2867 330.63438060701196 4615.2867 5501.9021 14.02393969859568 5299.8503 5501.9021 105.90205076286183 5550.1533 5827.5976 213.11663512747992 5827.5976 6442.8001 568.9617023215558 7552.5772 8722.6682 2006D "" "" "" +CMFGEN 1.04 59.89000000022497 -1.1737345415249496 3954.8487 4000.0842 203.18129324274207 3954.8487 4609.2553 237.32443178272547 4609.2553 5212.3951 2.5733671812117436 5212.3951 5523.012 104.37607585274151 5550.1533 5854.7389 43.434555956710064 5854.7389 6207.5756 316.2553145896375 7836.0528 8707.5897 2006D "" "" "" +CMFGEN 1.02 59.89000000022497 -2.815521639621179 3939.7702 4000.0842 268.89248018996676 3939.7702 4627.3495 287.6690063309676 4627.3495 5305.8817 -5.2060414881460995 5299.8503 5501.9021 72.68722164268758 5550.1533 5851.7232 186.95776811171618 5851.7232 6436.7687 470.92856604958223 7688.2836 8692.5113 2006D "" "" "" +CMFGEN 1.4 59.89000000022497 -3.31654339820176 3930.7232 4000.0842 291.42185258647106 3930.7232 4627.3495 309.1127476658967 4627.3495 5305.8817 -0.7357732149027053 5299.8503 5501.9021 63.23492250912901 5550.1533 5863.786 192.36613421581205 5863.786 6436.7687 462.03777204407595 7670.1894 8686.4799 2006D "" "" "" +CMFGEN 1.7 59.89000000022497 -2.2899497459895093 3942.7859 4000.0842 215.17390899367905 3942.7859 4612.271 270.9472419870352 4612.271 5236.5206 -0.26869210682213995 5236.5206 5501.9021 122.40782854589033 5550.1533 5875.8488 98.0676558191339 5875.8488 6228.6855 287.7119665444863 7875.2569 8761.8723 2006D "" "" "" +OBSERVED "" 92.8599999999642 2.848796696881331 3960.8801 4003.0999 296.20941872176024 3960.8801 4651.4751 287.78907001581337 4651.4751 5317.9445 26.348934670985656 5287.7875 5526.0277 142.918118979442 5553.169 5836.6447 228.13981308889373 5836.6447 6430.7373 788.0541136826681 7682.2522 8840.2805 2006D "" "" "" +CMFGEN 1.04 92.8599999999642 -0.3444469190131412 3969.9272 4000.0842 326.4557138708692 3969.9272 4666.5536 231.4165321813278 4666.5536 5206.3637 24.060357053600598 5206.3637 5532.0591 144.67012586195239 5550.1533 5869.8174 48.561560801711565 5869.8174 6201.5442 434.86939039063 7866.2098 8725.6839 2006D "" "" "" +CMFGEN 1.02 92.8599999999642 -0.788772597083149 3960.8801 4000.0842 303.4685657991612 3960.8801 4642.428 280.7882906640742 4642.428 5293.8189 11.612979200880497 5293.8189 5532.0591 122.74867004084764 5550.1533 5860.7703 66.09411199921253 5860.7703 6219.6384 512.7753328705189 7706.3778 8707.5897 2006D "" "" "" +CMFGEN 1.4 92.8599999999642 -0.8662032239680573 3957.8644 4000.0842 311.8198491362797 3957.8644 4639.4123 303.71679550948176 4639.4123 5317.9445 5.658025383126457 5299.8503 5523.012 106.3630349965438 5550.1533 5854.7389 163.17773259979754 5854.7389 6485.0199 521.6921427152033 7703.3621 8701.5583 2006D "" "" "" +CMFGEN 1.7 92.8599999999642 -0.49926731483377973 3963.8958 4000.0842 332.30104661265807 3963.8958 4648.4594 264.4059227911325 4648.4594 5239.5363 9.616699577284077 5239.5363 5501.9021 166.38615077325161 5550.1533 5884.8958 61.88557974199972 5884.8958 6201.5442 451.97775882898355 7866.2098 8816.1549 2006D "" "" "" +OBSERVED "" -6.010000000147556 "" "" "" "" "" "" 102.49986509322802 4502.9048 5102.1875 79.21788039460286 5197.6776 5576.3452 27.122569749139906 5576.3452 5928.6707 101.95549546801817 5928.6707 6389.6573 136.9166637731558 7802.2521 8503.6104 2006D "" "" "" +CMFGEN 1.04 -6.010000000147556 "" "" "" "" "" "" 802.2456894823296 4502.9048 5546.7103 156.6534492369654 5204.2631 5655.3714 -2.4129267450530665 5655.3714 5800.253 251.91812410589932 5800.253 6597.1013 461.5700315144176 7502.6108 8898.7418 2006D "" "" "" +CMFGEN 1.02 -6.010000000147556 "" "" "" "" "" "" 768.5169604802953 4502.9048 5546.7103 232.91870376319002 5151.5789 5629.0294 -1.907595694356936 5629.0294 5800.253 197.67331080058545 5800.253 6597.1013 452.7241320234235 7502.6108 8898.7418 2006D "" "" "" +CMFGEN 1.4 -6.010000000147556 "" "" "" "" "" "" 681.7398693320176 4502.9048 5546.7103 190.07402659136284 5154.8717 5589.5162 49.77680403345727 5589.5162 5997.8187 55.45102463027594 5997.8187 6597.1013 338.48935341618835 7502.6108 8898.7418 2006D "" "" "" +CMFGEN 1.7 -6.010000000147556 "" "" "" "" "" "" 629.4378700322341 4502.9048 5546.7103 42.24926794181764 5299.7532 5661.957 -5.345629813623275 5661.957 5800.253 220.5464397602554 5800.253 6583.9303 592.432063053687 7502.6108 8846.0576 2006D "" "" "" +OBSERVED "" 1.9699999998338171 28.016714740516043 3924.4332 4054.9547 212.83436728394793 3924.4332 4523.6747 146.4935618391012 4523.6747 5111.9859 87.68190004828065 5197.5 5554.9874 31.272146688827295 5554.9874 5907.9741 104.19564398816539 5907.9741 6338.1164 226.2605068631587 7819.5031 8553.7669 2006D "" "" "" +CMFGEN 1.04 1.9699999998338171 -4.236222610011381 3999.6599 4149.4702 -63.32780109950076 4149.4702 4450.3769 806.7911220026843 4500.528 5549.8437 157.39564036577465 5204.5726 5654.0037 -2.550076014872694 5654.0037 5800.5993 252.42265277309784 5800.5993 6599.8023 464.5475325536499 7500.5935 8899.681 2006D "" "" "" +CMFGEN 1.02 1.9699999998338171 6.835478474474871 3999.6599 4149.4702 -78.31148236518604 4149.4702 4450.3769 777.2479635981897 4500.528 5549.8437 231.40741763523704 5153.7785 5628.9281 -1.9176099744944763 5628.9281 5800.5993 197.60773829891883 5800.5993 6599.8023 456.062040057245 7500.5935 8899.681 2006D "" "" "" +CMFGEN 1.4 1.9699999998338171 17.076782292204715 3999.6599 4149.4702 -95.8679884292269 4149.4702 4450.3769 691.1413620151916 4500.528 5549.8437 193.89996920111054 5150.5637 5587.7785 50.204989848585335 5587.7785 5999.9178 54.80652439366036 5999.9178 6599.8023 341.7373711225179 7500.5935 8899.681 2006D "" "" "" +CMFGEN 1.7 1.9699999998338171 11.227657743070143 3999.6599 4149.4702 113.7224112228657 4149.4702 4472.8806 640.1120901462798 4500.528 5549.8437 41.793052044381035 5299.7311 5663.6481 -5.086888777086154 5663.6481 5800.5993 220.207879079263 5800.5993 6583.0853 596.8219744860617 7500.5935 8846.3151 2006D "" "" "" +OBSERVED "" 53824.25999999978 43.51325753993511 3934.494 4019.2095 419.3482708174597 3934.494 4627.3462 515.7519165573322 4627.3462 5547.115 23.045664925079457 5292.9683 5574.345 53.21714093136927 5574.345 5843.6194 245.20322939091477 5843.6194 6527.3949 496.02892434267903 7789.0515 8766.3059 2006X "" "" "" +CMFGEN 1.04 53824.25999999978 1.6794898805018126e-16 3998.0307 4001.0562 463.7375632828573 3998.0307 4693.9084 112.09654365957644 4693.9084 5050.9239 30.60791562767887 5235.4828 5501.7317 151.2030434479056 5550.1406 5937.4116 273.26158748271905 5937.4116 6518.3183 489.91421742199896 7858.6393 8899.4303 2006X "" "" "" +CMFGEN 1.02 53824.25999999978 0.0 3998.0307 4001.0562 448.4834718446825 3998.0307 4687.8573 236.63499265125935 4687.8573 5229.4317 36.81325030106632 5229.4317 5501.7317 173.13322422733626 5550.1406 5873.875 229.90813608398952 5873.875 6515.2927 590.6545760576944 7852.5882 8899.4303 2006X "" "" "" +CMFGEN 1.4 53824.25999999978 0.22401420626829652 3998.0307 4034.3373 387.8169509777291 4034.3373 4681.8062 242.87280585052153 4681.8062 5226.4061 37.33277260910682 5226.4061 5501.7317 173.52457665675846 5550.1406 5873.875 212.49880277901607 5873.875 6512.2672 580.857451502749 7855.6137 8899.4303 2006X "" "" "" +CMFGEN 1.7 53824.25999999978 -0.006392821336576353 3991.9795 4001.0562 495.1081618451794 3991.9795 4681.8062 120.65281853003168 4681.8062 5050.9239 46.131964145467066 5250.6106 5501.7317 177.64221408737538 5550.1406 5885.9772 311.545289428759 5885.9772 6551.5994 648.6531368229598 7861.6649 8872.2003 2006X "" "" "" +OBSERVED "" 53793.330000000075 65.36897972632642 3901.2129 4143.2573 147.45471061611434 4143.2573 4524.4773 328.288708796239 4524.4773 5241.5339 31.413502992701837 5241.5339 5695.3672 11.191059191861116 5695.3672 5867.8239 165.54301053213334 5867.8239 6412.4238 481.67572532512764 7556.0838 8678.5648 2006X "" "" "" +CMFGEN 1.04 53793.330000000075 1.6794898805018126e-16 3998.0307 4001.0562 463.7375632828573 3998.0307 4693.9084 112.09654365957644 4693.9084 5050.9239 30.60791562767887 5235.4828 5501.7317 151.2030434479056 5550.1406 5937.4116 273.26158748271905 5937.4116 6518.3183 489.91421742199896 7858.6393 8899.4303 2006X "" "" "" +CMFGEN 1.02 53793.330000000075 0.0 3998.0307 4001.0562 448.4834718446825 3998.0307 4687.8573 236.63499265125935 4687.8573 5229.4317 36.81325030106632 5229.4317 5501.7317 173.13322422733626 5550.1406 5873.875 229.90813608398952 5873.875 6515.2927 590.6545760576944 7852.5882 8899.4303 2006X "" "" "" +CMFGEN 1.4 53793.330000000075 0.22401420626829652 3998.0307 4034.3373 387.8169509777291 4034.3373 4681.8062 242.87280585052153 4681.8062 5226.4061 37.33277260910682 5226.4061 5501.7317 173.52457665675846 5550.1406 5873.875 212.49880277901607 5873.875 6512.2672 580.857451502749 7855.6137 8899.4303 2006X "" "" "" +CMFGEN 1.7 53793.330000000075 -0.006392821336576353 3991.9795 4001.0562 495.1081618451794 3991.9795 4681.8062 120.65281853003168 4681.8062 5050.9239 46.131964145467066 5250.6106 5501.7317 177.64221408737538 5550.1406 5885.9772 311.545289428759 5885.9772 6551.5994 648.6531368229598 7861.6649 8872.2003 2006X "" "" "" +OBSERVED "" 53827.20999999996 27.63616083200573 3979.8773 4037.3629 375.2593947249527 3979.8773 4612.2184 496.4378783842711 4612.2184 5538.0383 16.688067604455618 5295.9939 5586.4472 60.755509338833804 5586.4472 5855.7217 249.9005539700597 5855.7217 6572.7783 506.13567020012135 7767.8726 8811.6892 2006X "" "" "" +CMFGEN 1.04 53827.20999999996 1.6794898805018126e-16 3998.0307 4001.0562 463.7375632828573 3998.0307 4693.9084 112.09654365957644 4693.9084 5050.9239 30.60791562767887 5235.4828 5501.7317 151.2030434479056 5550.1406 5937.4116 273.26158748271905 5937.4116 6518.3183 489.91421742199896 7858.6393 8899.4303 2006X "" "" "" +CMFGEN 1.02 53827.20999999996 0.0 3998.0307 4001.0562 448.4834718446825 3998.0307 4687.8573 236.63499265125935 4687.8573 5229.4317 36.81325030106632 5229.4317 5501.7317 173.13322422733626 5550.1406 5873.875 229.90813608398952 5873.875 6515.2927 590.6545760576944 7852.5882 8899.4303 2006X "" "" "" +CMFGEN 1.4 53827.20999999996 0.22401420626829652 3998.0307 4034.3373 387.8169509777291 4034.3373 4681.8062 242.87280585052153 4681.8062 5226.4061 37.33277260910682 5226.4061 5501.7317 173.52457665675846 5550.1406 5873.875 212.49880277901607 5873.875 6512.2672 580.857451502749 7855.6137 8899.4303 2006X "" "" "" +CMFGEN 1.7 53827.20999999996 -0.006392821336576353 3991.9795 4001.0562 495.1081618451794 3991.9795 4681.8062 120.65281853003168 4681.8062 5050.9239 46.131964145467066 5250.6106 5501.7317 177.64221408737538 5550.1406 5885.9772 311.545289428759 5885.9772 6551.5994 648.6531368229598 7861.6649 8872.2003 2006X "" "" "" +OBSERVED "" 53799.29000000004 66.28694601337223 3910.2895 4149.3084 326.79053034398794 3910.2895 4560.784 362.2359078172171 4560.784 5320.1983 -5.41018544955275 5299.0195 5504.7572 71.28540663989506 5550.1406 5907.1561 160.81085438900914 5907.1561 6454.7816 429.4193159081881 7837.4604 8739.0759 2006X "" "" "" +CMFGEN 1.04 53799.29000000004 1.6794898805018126e-16 3998.0307 4001.0562 463.7375632828573 3998.0307 4693.9084 112.09654365957644 4693.9084 5050.9239 30.60791562767887 5235.4828 5501.7317 151.2030434479056 5550.1406 5937.4116 273.26158748271905 5937.4116 6518.3183 489.91421742199896 7858.6393 8899.4303 2006X "" "" "" +CMFGEN 1.02 53799.29000000004 0.0 3998.0307 4001.0562 448.4834718446825 3998.0307 4687.8573 236.63499265125935 4687.8573 5229.4317 36.81325030106632 5229.4317 5501.7317 173.13322422733626 5550.1406 5873.875 229.90813608398952 5873.875 6515.2927 590.6545760576944 7852.5882 8899.4303 2006X "" "" "" +CMFGEN 1.4 53799.29000000004 0.22401420626829652 3998.0307 4034.3373 387.8169509777291 4034.3373 4681.8062 242.87280585052153 4681.8062 5226.4061 37.33277260910682 5226.4061 5501.7317 173.52457665675846 5550.1406 5873.875 212.49880277901607 5873.875 6512.2672 580.857451502749 7855.6137 8899.4303 2006X "" "" "" +CMFGEN 1.7 53799.29000000004 -0.006392821336576353 3991.9795 4001.0562 495.1081618451794 3991.9795 4681.8062 120.65281853003168 4681.8062 5050.9239 46.131964145467066 5250.6106 5501.7317 177.64221408737538 5550.1406 5885.9772 311.545289428759 5885.9772 6551.5994 648.6531368229598 7861.6649 8872.2003 2006X "" "" "" +OBSERVED "" 53802.35999999987 67.00169772811425 3916.3407 4143.2573 354.5091737635784 3916.3407 4575.9117 381.0632321364554 4575.9117 5420.0417 -14.194262119998584 5299.0195 5507.7828 79.12902852872371 5553.1661 5913.2072 162.16593652609006 5913.2072 6500.1649 553.5043156008442 7525.8282 8748.1526 2006X "" "" "" +CMFGEN 1.04 53802.35999999987 1.6794898805018126e-16 3998.0307 4001.0562 463.7375632828573 3998.0307 4693.9084 112.09654365957644 4693.9084 5050.9239 30.60791562767887 5235.4828 5501.7317 151.2030434479056 5550.1406 5937.4116 273.26158748271905 5937.4116 6518.3183 489.91421742199896 7858.6393 8899.4303 2006X "" "" "" +CMFGEN 1.02 53802.35999999987 0.0 3998.0307 4001.0562 448.4834718446825 3998.0307 4687.8573 236.63499265125935 4687.8573 5229.4317 36.81325030106632 5229.4317 5501.7317 173.13322422733626 5550.1406 5873.875 229.90813608398952 5873.875 6515.2927 590.6545760576944 7852.5882 8899.4303 2006X "" "" "" +CMFGEN 1.4 53802.35999999987 0.22401420626829652 3998.0307 4034.3373 387.8169509777291 4034.3373 4681.8062 242.87280585052153 4681.8062 5226.4061 37.33277260910682 5226.4061 5501.7317 173.52457665675846 5550.1406 5873.875 212.49880277901607 5873.875 6512.2672 580.857451502749 7855.6137 8899.4303 2006X "" "" "" +CMFGEN 1.7 53802.35999999987 -0.006392821336576353 3991.9795 4001.0562 495.1081618451794 3991.9795 4681.8062 120.65281853003168 4681.8062 5050.9239 46.131964145467066 5250.6106 5501.7317 177.64221408737538 5550.1406 5885.9772 311.545289428759 5885.9772 6551.5994 648.6531368229598 7861.6649 8872.2003 2006X "" "" "" +OBSERVED "" 53818.20999999996 75.17708360093359 3901.2129 4131.1551 375.555329995669 3901.2129 4609.1928 522.1100394958489 4609.1928 5544.0894 19.70187607577319 5299.0195 5559.2172 39.46540959682562 5559.2172 5834.5428 245.193497592415 5834.5428 6548.5738 483.2509896494253 7767.8726 8720.9226 2006X "" "" "" +CMFGEN 1.04 53818.20999999996 1.6794898805018126e-16 3998.0307 4001.0562 463.7375632828573 3998.0307 4693.9084 112.09654365957644 4693.9084 5050.9239 30.60791562767887 5235.4828 5501.7317 151.2030434479056 5550.1406 5937.4116 273.26158748271905 5937.4116 6518.3183 489.91421742199896 7858.6393 8899.4303 2006X "" "" "" +CMFGEN 1.02 53818.20999999996 0.0 3998.0307 4001.0562 448.4834718446825 3998.0307 4687.8573 236.63499265125935 4687.8573 5229.4317 36.81325030106632 5229.4317 5501.7317 173.13322422733626 5550.1406 5873.875 229.90813608398952 5873.875 6515.2927 590.6545760576944 7852.5882 8899.4303 2006X "" "" "" +CMFGEN 1.4 53818.20999999996 0.22401420626829652 3998.0307 4034.3373 387.8169509777291 4034.3373 4681.8062 242.87280585052153 4681.8062 5226.4061 37.33277260910682 5226.4061 5501.7317 173.52457665675846 5550.1406 5873.875 212.49880277901607 5873.875 6512.2672 580.857451502749 7855.6137 8899.4303 2006X "" "" "" +CMFGEN 1.7 53818.20999999996 -0.006392821336576353 3991.9795 4001.0562 495.1081618451794 3991.9795 4681.8062 120.65281853003168 4681.8062 5050.9239 46.131964145467066 5250.6106 5501.7317 177.64221408737538 5550.1406 5885.9772 311.545289428759 5885.9772 6551.5994 648.6531368229598 7861.6649 8872.2003 2006X "" "" "" +OBSERVED "" 53809.33999999985 "" "" "" "" "" "" 458.6435146789988 4583.693 5518.5903 -3.3778552342344113 5297.2542 5518.5903 65.28385107205773 5558.2326 5872.0674 211.10007007844945 5872.0674 6503.0405 513.307108387469 7682.3986 8742.8298 2006X "" "" "" +CMFGEN 1.04 53809.33999999985 "" "" "" "" "" "" 111.74884749938302 4692.7093 5052.7934 30.228451638446202 5234.4872 5502.0727 166.62220268041554 5551.6255 5875.3709 269.7824516126797 5875.3709 6519.5581 489.1225567587973 7860.7889 8898.0955 2006X "" "" "" +CMFGEN 1.02 53809.33999999985 "" "" "" "" "" "" 236.7479596239107 4686.1022 5231.1837 38.23374021840344 5231.1837 5502.0727 172.11810310360116 5551.6255 5872.0674 229.5469348813362 5872.0674 6512.9511 589.8284601153509 7850.8783 8898.0955 2006X "" "" "" +CMFGEN 1.4 53809.33999999985 "" "" "" "" "" "" 242.58011700683556 4682.7987 5224.5767 36.52667401408543 5224.5767 5502.0727 172.41106871384508 5551.6255 5872.0674 212.38485339958243 5872.0674 6512.9511 579.727369148558 7854.1819 8898.0955 2006X "" "" "" +CMFGEN 1.7 53809.33999999985 "" "" "" "" "" "" 120.52648871107667 4682.7987 5052.7934 46.75901554031054 5251.0048 5502.0727 176.46136038834666 5551.6255 5885.2815 311.5297171983267 5885.2815 6552.5934 648.8763822131106 7860.7889 8871.6673 2006X "" "" "" +OBSERVED "" 53809.35000000009 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.5513501830742 5874.2212 6548.1339 507.237970949458 7687.0463 8765.3066 2006X "" "" "" +CMFGEN 1.04 53809.35000000009 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 269.81999233603744 5877.5907 6517.8078 488.47398807598296 7858.894 8896.7196 2006X "" "" "" +CMFGEN 1.02 53809.35000000009 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 229.85370156829586 5874.2212 6514.4382 588.7739945186081 7852.1549 8896.7196 2006X "" "" "" +CMFGEN 1.4 53809.35000000009 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.3958050900001 5874.2212 6511.0687 578.3444904569951 7855.5245 8896.7196 2006X "" "" "" +CMFGEN 1.7 53809.35000000009 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 311.31666325887954 5884.3299 6551.5034 648.3700643616867 7862.2636 8873.1326 2006X "" "" "" +OBSERVED "" 53779.35999999987 "" "" "" "" "" "" 318.68551816556567 4504.4084 5478.948 66.00344420718105 5151.8991 5654.0348 6.568073421388805 5654.0348 5809.3004 203.8187576851668 5809.3004 6334.5608 402.6258986312111 7520.5259 8462.0459 2006X "" "" "" +CMFGEN 1.04 53779.35999999987 "" "" "" "" "" "" 111.74884749938302 4692.7093 5052.7934 30.228451638446202 5234.4872 5502.0727 166.61536420547063 5551.6255 5875.3709 269.7002741787693 5875.3709 6517.8078 489.2201885168546 7858.894 8898.0955 2006X "" "" "" +CMFGEN 1.02 53779.35999999987 "" "" "" "" "" "" 236.7479596239107 4686.1022 5231.1837 38.23374021840344 5231.1837 5502.0727 172.11193970818294 5551.6255 5872.0674 229.69953364646673 5872.0674 6514.4382 589.8348049723563 7850.8783 8898.0955 2006X "" "" "" +CMFGEN 1.4 53779.35999999987 "" "" "" "" "" "" 242.58011700683556 4682.7987 5224.5767 36.52667401408543 5224.5767 5502.0727 172.12810174694266 5551.6255 5874.2212 212.54664959681378 5874.2212 6512.9511 579.6424726458481 7855.5245 8898.0955 2006X "" "" "" +CMFGEN 1.7 53779.35999999987 "" "" "" "" "" "" 120.52648871107667 4682.7987 5052.7934 46.75901554031054 5251.0048 5502.0727 176.45344755529402 5551.6255 5885.2815 311.47086675321395 5885.2815 6551.5034 648.5780351603319 7862.2636 8871.6673 2006X "" "" "" +OBSERVED "" 53779.33999999985 1.8190773495008512 3998.8646 4053.2343 121.26879819736541 4053.2343 4486.1011 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006X 16.21121197051513 3785.5679 4053.2343 +CMFGEN 1.04 53779.33999999985 2.3215873667937723e-16 3998.8646 4000.9557 463.04901401879044 3998.8646 4695.2155 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006X 285.9034627179019 3501.1723 3998.8646 +CMFGEN 1.02 53779.33999999985 -0.0008747131746632625 3996.7734 4000.9557 449.5393417210595 3996.7734 4686.8509 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006X 226.84139476254114 3501.1723 3996.7734 +CMFGEN 1.4 53779.33999999985 0.19057543558638831 3998.8646 4034.414 387.52582411659466 4034.414 4682.6686 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006X 164.75152793844956 3687.2841 4034.414 +CMFGEN 1.7 53779.33999999985 -0.00459673374359195 3992.5911 4000.9557 494.70373530738317 3992.5911 4682.6686 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006X 305.05757968861144 3501.1723 3992.5911 +OBSERVED "" 53809.299999999814 54.707383194967505 3900.8698 4030.0136 418.5335447114876 3900.8698 4586.6232 472.12072945321523 4586.6232 5523.5611 -1.7203037796602119 5296.2681 5523.5611 66.2319688250787 5551.327 5879.3522 220.33636693303822 5879.3522 6521.8424 511.871371151958 7673.159 8720.5149 2006X "" "" "" +CMFGEN 1.04 53809.299999999814 -4.705352817516839e-05 3998.3733 4000.3105 463.4635767231066 3998.3733 4694.4582 112.24128300782101 4694.4582 5050.2493 29.230641709639883 5235.5705 5500.3152 151.52375878968002 5550.0356 5936.8212 273.2586591017624 5936.8212 6518.6138 489.9122804174326 7859.126 8899.379 2006X "" "" "" +CMFGEN 1.02 53809.299999999814 -0.00046776100880253186 3997.0819 4000.3105 449.0885799023805 3997.0819 4688.001 237.17262376538844 4688.001 5231.0505 36.65705728831744 5231.0505 5500.3152 173.43200344938828 5550.0356 5872.895 229.75934300086897 5872.895 6514.0938 590.8002280013673 7850.7317 8899.379 2006X "" "" "" +CMFGEN 1.4 53809.299999999814 0.1587222215075158 3999.6648 4034.5336 387.585384098839 4034.5336 4682.1895 242.81821304153414 4682.1895 5225.8848 35.979438407830436 5225.8848 5500.3152 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273.26548569073316 5937.0324 6518.5647 490.25440581137366 7859.5933 8899.9994 2006X "" "" "" +CMFGEN 1.02 53841.16000000015 -0.000488783666973689 3996.9489 4000.2344 449.1772173772854 3996.9489 4687.9976 237.05195807630102 4687.9976 5230.6515 36.18807659110203 5230.6515 5500.0619 173.14902454939516 5550.4394 5872.4177 229.72538255486035 5872.4177 6514.184 591.2833693329894 7850.832 8899.9994 2006X "" "" "" +CMFGEN 1.4 53841.16000000015 0.1501463950265305 3999.6868 4034.7321 387.51272453791324 4034.7321 4681.9742 242.73690239181664 4681.9742 5225.7232 35.693183097919636 5225.7232 5500.0619 173.3911133304971 5550.4394 5872.9653 212.43082096714014 5872.9653 6511.9937 581.4362444988344 7855.2126 8899.9994 2006X "" "" "" +CMFGEN 1.7 53841.16000000015 -0.0021238028493130987 3993.1158 4000.2344 494.38323026007276 3993.1158 4683.0693 121.10301035927007 4683.0693 5050.4969 44.62524276125675 5250.912 5500.0619 177.50994850850424 5550.4394 5885.5597 311.48900099717616 5885.5597 6551.4196 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386.7772393553465 4036.7923 4680.571 242.36009124320393 4680.571 5225.9947 35.824408142897184 5225.9947 5500.1968 173.04082870659244 5550.8646 5872.754 212.22104808693675 5872.754 6510.5718 579.5785128778718 7854.7581 8897.9181 2006ej "" "" "" +CMFGEN 1.7 54019.10000000009 -0.005968861852693996 3992.0854 4001.0268 494.9624348070962 3992.0854 4683.5515 121.195074311958 4683.5515 5050.1477 43.760253558631774 5249.8384 5500.1968 177.3955610999538 5550.8646 5884.6758 311.3613818257993 5884.6758 6552.2982 649.0533999391633 7860.719 8871.094 2006ej "" "" "" +OBSERVED "" 54004.12000000011 3.071856761985146 3959.3004 4001.0268 310.1856171399244 3959.3004 4597.1182 454.486175632004 4597.1182 5527.0209 32.37403102149133 5291.5648 5527.0209 48.477615817692275 5568.7473 5831.0276 261.6772286971043 5831.0276 6510.5718 541.8063353439611 7750.4421 8814.4653 2006ej "" "" "" +CMFGEN 1.04 54004.12000000011 -3.3090197248954124e-16 3998.0463 4001.0268 463.61818151214925 3998.0463 4695.4733 112.39709400645557 4695.4733 5050.1477 28.480380402570685 5234.9361 5500.1968 151.0845149088662 5550.8646 5935.3436 273.14043152913837 5935.3436 6519.5132 488.9622178765435 7863.6994 8897.9181 2006ej "" "" "" +CMFGEN 1.02 54004.12000000011 6.618039449790825e-16 3998.0463 4001.0268 449.0594039089733 3998.0463 4686.5319 235.98409219340562 4686.5319 5228.9752 35.05954180390346 5228.9752 5500.1968 172.71449317459508 5550.8646 5872.754 229.62016727295034 5872.754 6513.5523 589.6508242632354 7851.7776 8897.9181 2006ej "" "" "" +CMFGEN 1.4 54004.12000000011 0.12225410634337938 3998.0463 4036.7923 386.7772393553465 4036.7923 4680.571 242.36009124320393 4680.571 5225.9947 35.824408142897184 5225.9947 5500.1968 173.04082870659244 5550.8646 5872.754 212.22104808693675 5872.754 6510.5718 579.5785128778718 7854.7581 8897.9181 2006ej "" "" "" +CMFGEN 1.7 54004.12000000011 -0.005968861852693996 3992.0854 4001.0268 494.9624348070962 3992.0854 4683.5515 121.195074311958 4683.5515 5050.1477 43.760253558631774 5249.8384 5500.1968 177.3955610999538 5550.8646 5884.6758 311.3613818257993 5884.6758 6552.2982 649.0533999391633 7860.719 8871.094 2006ej "" "" "" +OBSERVED "" 54013.06999999983 "" "" "" "" "" "" 91.80642041082186 4626.0154 5361.4833 30.241539335227706 5283.3805 5667.3859 11.58180954298298 5667.3859 5817.0829 48.99298014929379 5817.0829 6380.0738 84.55008987014408 7551.6156 8280.5749 2006ej "" "" "" +CMFGEN 1.04 54013.06999999983 "" "" "" "" "" "" 112.11122134327613 4694.3553 5052.3264 29.466153513401398 5234.5663 5501.4174 151.13783544575142 5550.2317 5937.4913 273.2893328919438 5937.4913 6520.0079 489.5525613090505 7860.7724 8898.8886 2006ej "" "" "" +CMFGEN 1.02 54013.06999999983 "" "" "" "" "" "" 237.02774563017547 4687.8468 5231.312 37.62002278191002 5231.312 5501.4174 173.34988045940037 5550.2317 5872.4057 229.582613405211 5872.4057 6513.4994 590.4257348120195 7851.0096 8898.8886 2006ej "" "" "" +CMFGEN 1.4 54013.06999999983 "" "" "" "" "" "" 242.20233020458141 4681.3382 5224.8034 36.038751496367915 5224.8034 5501.4174 173.64717784603218 5550.2317 5872.4057 212.15291563204494 5872.4057 6510.2451 580.4974391239938 7854.2639 8898.8886 2006ej "" "" "" +CMFGEN 1.7 54013.06999999983 "" "" "" "" "" "" 120.07941060580708 4681.3382 5052.3264 45.83727527810513 5250.8377 5501.4174 177.7765087547756 5550.2317 5885.4228 311.4608804079541 5885.4228 6552.5508 648.7978589369982 7860.7724 8872.8544 2006ej "" "" "" +OBSERVED "" 54031.27000000002 4.046487828940683 3955.6280526896 4000.66708420249 334.80473130669293 3955.6280526896 4619.2031169794 396.01752282657714 4619.2031169794 5471.9421136233 28.686618549157206 5279.77557916833 5559.0175745482 105.6701746790294 5559.0175745482 5844.26477412979 256.2731976580991 5844.26477412979 6522.85284892388 "" "" "" 2006ej "" "" "" +CMFGEN 1.04 54031.27000000002 -6.667115972325851e-16 3997.66448210163 4000.66708420249 464.0752804265429 3997.66448210163 4694.26816950087 112.09120942971383 4694.26816950087 5051.57781950307 30.163004468745335 5234.73654765545 5501.96813463189 151.43400684602565 5550.00976824563 5937.34543925641 273.2765021948875 5937.34543925641 6519.85024682302 "" "" "" 2006ej "" "" "" +CMFGEN 1.02 54031.27000000002 0.0 3997.66448210163 4000.66708420249 448.92219198362466 3997.66448210163 4688.26296529915 237.21889892119398 4688.26296529915 5231.7339455546 38.327774469477504 5231.7339455546 5501.96813463189 173.1924959584429 5550.00976824563 5874.29079513838 229.73560741147963 5874.29079513838 6513.8450426213 "" "" "" 2006ej "" "" "" +CMFGEN 1.4 54031.27000000002 0.14049141752387367 3997.66448210163 4036.69830941279 386.4028530937102 4036.69830941279 4682.25776109743 242.62699624674923 4682.25776109743 5225.72874135288 37.00710806372717 5225.72874135288 5501.96813463189 173.59800410030624 5550.00976824563 5874.29079513838 212.31196139546833 5874.29079513838 6510.84244052044 "" "" "" 2006ej "" "" "" +CMFGEN 1.7 54031.27000000002 -0.006092178147384669 3991.65927789991 4000.66708420249 495.39002899383746 3991.65927789991 4682.25776109743 120.55520791292217 4682.25776109743 5051.57781950307 45.54012930989237 5249.74955815975 5501.96813463189 177.71550976858856 5550.00976824563 5886.30120354181 311.1882889671912 5886.30120354181 6549.87626783161 "" "" "" 2006ej "" "" "" +OBSERVED "" 54003.029999999795 70.28491621679174 3942.4418 4110.5234 250.12110259220316 3942.4418 4568.4008 451.88476065794083 4568.4008 5417.5026 40.10449815641604 5284.1965 5608.7678 90.71764872709294 5608.7678 5927.5433 316.18040940991517 5927.5433 6559.2982 "" "" "" 2006eq "" "" "" +CMFGEN 1.04 54003.029999999795 -6.43463060612234e-16 3997.503 4000.4009 464.1120265272454 3997.503 4695.911 112.35146820854456 4695.911 5052.3598 29.66135270333966 5234.9312 5501.5434 150.98962334295413 5550.8087 5936.2371 273.13787215854086 5936.2371 6518.7268 "" "" "" 2006eq "" "" "" +CMFGEN 1.02 54003.029999999795 0.0 3997.503 4000.4009 449.6984798631172 3997.503 4687.2171 235.9285334206907 4687.2171 5229.1353 36.13812878956448 5229.1353 5501.5434 172.8514261880886 5550.8087 5872.4821 229.42608376827354 5872.4821 6512.9309 "" "" "" 2006eq "" "" "" +CMFGEN 1.4 54003.029999999795 0.20995171020206735 3997.503 4035.1764 388.11221696549813 4035.1764 4681.4212 242.3629626211091 4681.4212 5226.2373 36.80440593674864 5226.2373 5501.5434 173.14678992549688 5550.8087 5872.4821 212.29817525338365 5872.4821 6512.9309 "" "" "" 2006eq "" "" "" +CMFGEN 1.7 54003.029999999795 -0.005261943048139752 3991.7071 4000.4009 495.2421411477872 3991.7071 4684.3191 120.73059963512213 4684.3191 5052.3598 44.613084150481534 5249.421 5501.5434 176.83197996578198 5550.8087 5886.9718 311.28375543927393 5886.9718 6550.6043 "" "" "" 2006eq "" "" "" +OBSERVED "" 54004.04000000004 35.69238474441331 3919.2581 4009.0948 268.3791569151601 3919.2581 4603.1763 340.09523893960784 4603.1763 5533.4209 57.81950067813046 5284.1965 5553.7066 60.190488440119815 5553.7066 5840.6045 247.9152030523784 5840.6045 6541.9104 "" "" "" 2006eq "" "" "" +CMFGEN 1.04 54004.04000000004 -6.43463060612234e-16 3997.503 4000.4009 464.1120265272454 3997.503 4695.911 112.35146820854456 4695.911 5052.3598 29.66135270333966 5234.9312 5501.5434 150.98962334295413 5550.8087 5936.2371 273.13787215854086 5936.2371 6518.7268 "" "" "" 2006eq "" "" "" +CMFGEN 1.02 54004.04000000004 0.0 3997.503 4000.4009 449.6984798631172 3997.503 4687.2171 235.9285334206907 4687.2171 5229.1353 36.13812878956448 5229.1353 5501.5434 172.8514261880886 5550.8087 5872.4821 229.42608376827354 5872.4821 6512.9309 "" "" "" 2006eq "" "" "" +CMFGEN 1.4 54004.04000000004 0.20995171020206735 3997.503 4035.1764 388.11221696549813 4035.1764 4681.4212 242.3629626211091 4681.4212 5226.2373 36.80440593674864 5226.2373 5501.5434 173.14678992549688 5550.8087 5872.4821 212.29817525338365 5872.4821 6512.9309 "" "" "" 2006eq "" "" "" +CMFGEN 1.7 54004.04000000004 -0.005261943048139752 3991.7071 4000.4009 495.2421411477872 3991.7071 4684.3191 120.73059963512213 4684.3191 5052.3598 44.613084150481534 5249.421 5501.5434 176.83197996578198 5550.8087 5886.9718 311.28375543927393 5886.9718 6550.6043 "" "" "" 2006eq "" "" "" +OBSERVED "" 19.949999999866122 "" "" "" "" "" "" 302.23284701815 4640.9675 5290.728 6.8061685953698134 5290.728 5508.3978 86.35582900633412 5566.8763 5882.0102 162.69851510101415 5882.0102 6424.5603 478.83387418475354 7584.383 8731.2104 2006et "" "" "" +CMFGEN 1.04 19.949999999866122 "" "" "" "" "" "" 128.37897732676117 4501.2689 5063.3118 28.134934629900744 5151.0295 5511.6467 -1.575340277144927 5550.6323 5800.7901 146.36049469909693 5800.7901 6268.6177 43.89419297227353 7681.847 8292.622 2006et "" "" "" +CMFGEN 1.02 19.949999999866122 "" "" "" "" "" "" 306.9659160160067 4501.2689 5277.7328 117.97055887732584 5277.7328 5696.8284 -3.4531666135551866 5696.8284 5800.7901 49.378096606249684 5800.7901 6284.8618 407.1520919728555 7503.1629 8552.5262 2006et "" "" "" +CMFGEN 1.4 19.949999999866122 "" "" "" "" "" "" 682.7858704823552 4501.2689 5547.3835 189.80445413838254 5154.2783 5589.6179 50.13895321314092 5589.6179 5998.9671 54.46842492398538 5998.9671 6599.9956 336.86022753061354 7503.1629 8896.8994 2006et "" "" "" +CMFGEN 1.7 19.949999999866122 "" "" "" "" "" "" 158.5543411275302 4501.2689 5076.3071 28.114404532278606 5151.0295 5501.9002 31.13863255171315 5550.6323 5800.7901 131.25568606512937 5800.7901 6268.6177 207.56161270738207 7503.1629 8393.3349 2006et "" "" "" +OBSERVED "" 19.94000000008964 8.564423840820607 3979.9251 4025.1682 312.2894622792759 3979.9251 4627.7242 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 122.00464458601037 3687.9014 3979.9251 +CMFGEN 1.04 19.94000000008964 -0.008394616726138431 3998.4337 4006.6597 89.54697179458348 4006.6597 4454.9778 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 159.04109613066674 3500.7594 4006.6597 +CMFGEN 1.02 19.94000000008964 58.27342204962663 3901.7779 4148.5585 72.36456811974605 4148.5585 4454.9778 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 73.59546204739951 3798.9527 4099.2024 +CMFGEN 1.4 19.94000000008964 17.49317325997353 3998.4337 4148.5585 -97.62894358381743 4148.5585 4450.8648 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 144.02105976237237 3761.9356 4099.2024 +CMFGEN 1.7 19.94000000008964 -0.026189394056551796 3998.4337 4014.8857 78.64552187661269 4014.8857 4450.8648 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 19.28493102253588 3798.9527 4014.8857 +OBSERVED "" 25.980000000126893 1.19503050650797 3955.6089 4000.2405 305.9356854227406 3955.6089 4642.9352 358.29510505609096 4642.9352 5443.3282 9.554863918619004 5294.5563 5523.6651 75.57081137720752 5550.444 5871.7914 196.8618574388907 5871.7914 6514.4861 411.7110455313999 7674.9072 8737.1388 2006et "" "" "" +CMFGEN 1.04 25.980000000126893 4.56613474059201 3919.9036 4053.7984 83.76075721028201 4053.7984 4520.9422 124.49116284970614 4520.9422 5104.1282 57.597464572751505 5151.7352 5568.2966 1.6127587488047481 5568.2966 5800.3809 163.43981453901168 5800.3809 6300.2545 52.225641069680236 7502.3318 8397.9388 2006et "" "" "" +CMFGEN 1.02 25.980000000126893 -0.8638322629282906 3997.265 4047.8475 105.89105848483382 4047.8475 4461.4335 129.01957293331378 4500.1142 5050.5703 60.61044684257726 5151.7352 5565.3212 22.722012466295464 5565.3212 5815.2581 169.64287644242944 5815.2581 6309.1809 61.52743213434786 7725.4897 8389.0125 2006et "" "" "" +CMFGEN 1.4 25.980000000126893 -0.6319391572624677 3997.265 4044.8721 86.17196675453037 4044.8721 4458.458 152.95466427933894 4500.1142 5050.5703 45.14829836086337 5151.7352 5520.6896 43.522442652174746 5550.444 5830.1352 147.1040027378436 5830.1352 6306.2054 12.729824699520439 7957.5739 8418.7669 2006et "" "" "" +CMFGEN 1.7 25.980000000126893 16.263662449660462 3902.051 4047.8475 67.31049874863102 4047.8475 4461.4335 123.54134959606665 4512.0159 5121.9808 72.83224823015334 5151.7352 5583.1738 9.734209952757384 5583.1738 5818.2335 145.1294319377031 5818.2335 6306.2054 72.14575274607711 7677.8826 8433.6441 2006et "" "" "" +OBSERVED "" 10.040000000182772 40.44628435771886 3905.0264 4068.6756 219.20569474752128 3905.0264 4541.7703 238.82798515045613 4541.7703 5235.0475 67.1553519255793 5235.0475 5604.0019 38.983622660086354 5604.0019 5865.8405 104.49078234447984 5865.8405 6291.3282 288.1368976046415 7853.4335 8389.0125 2006et "" "" "" +CMFGEN 1.04 10.040000000182772 -4.171647474728618 3997.265 4149.0124 -68.13485221475547 4149.0124 4452.5072 803.8898581864078 4500.1142 5547.4686 155.9058618357847 5205.2931 5654.5844 -2.4469602562986803 5654.5844 5800.3809 252.3333946304443 5800.3809 6597.7984 461.46756688564597 7502.3318 8897.8125 2006et "" "" "" +CMFGEN 1.02 10.040000000182772 7.413671059426037 3997.265 4149.0124 -82.69832361978983 4149.0124 4452.5072 770.8549042982766 4500.1142 5547.4686 232.73940711413732 5151.7352 5627.8054 -2.117176129982028 5627.8054 5800.3809 197.24960481532776 5800.3809 6597.7984 452.72543516136193 7502.3318 8897.8125 2006et "" "" "" +CMFGEN 1.4 10.040000000182772 18.146173723877858 3997.265 4149.0124 -100.51065834000369 4149.0124 4452.5072 684.2671335888172 4500.1142 5547.4686 189.93476566549595 5154.7107 5589.1247 50.34055742688726 5589.1247 5999.7352 54.456091618882944 5999.7352 6597.7984 338.12067852523205 7502.3318 8897.8125 2006et "" "" "" +CMFGEN 1.7 10.040000000182772 11.78638542228726 3997.265 4149.0124 113.2406316131295 4149.0124 4473.3352 634.0214615688319 4500.1142 5547.4686 39.9581462247749 5297.5317 5663.5107 -5.0592279334323065 5663.5107 5800.3809 220.52659962712858 5800.3809 6582.9212 593.1861023581977 7502.3318 8847.23 2006et "" "" "" +OBSERVED "" 11.00000000014552 30.880805066304287 3919.9036 4083.5528 222.70458117104903 3919.9036 4568.5493 253.3894685336408 4568.5493 5229.0966 47.73909769970996 5229.0966 5547.4686 46.800072793246215 5556.3949 5880.7177 114.03639974116595 5880.7177 6332.9844 401.9829405001092 7820.7037 8796.6476 2006et "" "" "" +CMFGEN 1.04 11.00000000014552 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113.2406316131295 4149.0124 4473.3352 634.0214615688319 4500.1142 5547.4686 39.9581462247749 5297.5317 5663.5107 -5.0592279334323065 5663.5107 5800.3809 220.52659962712858 5800.3809 6582.9212 593.1861023581977 7502.3318 8847.23 2006et "" "" "" +OBSERVED "" 76.96000000010827 9.433113064398192 3999.81836052813 4140.68492845902 45.14973716553162 4140.68492845902 4620.23069162802 61.17221990455559 4620.23069162802 5549.35060776794 8.185697503718885 5297.58908210422 5558.34209082736 25.69520520137677 5558.34209082736 5935.98437932294 261.3020197027854 5935.98437932294 6568.38535450205 "" "" "" 2006et "" "" "" +CMFGEN 1.04 76.96000000010827 -0.7219589866306078 3963.85242829046 4002.81552154794 275.2495159057845 3963.85242829046 4650.20230182608 229.35577634207223 4650.20230182608 5204.67709049022 9.836433617158804 5204.67709049022 5537.36196368871 127.94629654472183 5552.34776878774 5861.05535382778 42.72492969243986 5861.05535382778 6202.73171008569 "" "" "" 2006et "" "" "" +CMFGEN 1.02 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212.36846368116522 5873.6001 6511.3963 578.7173865664682 7854.4478 8896.9992 2006fw "" "" "" +CMFGEN 1.7 54013.18000000017 -0.0006487115872628487 3993.9412 4000.0739 493.9356154192671 3993.9412 4683.865 120.93832536405431 4683.865 5051.8243 47.29559157122965 5251.1356 5502.5745 176.30424909171015 5551.6357 5885.8654 311.4402930803028 5885.8654 6551.2585 648.8521659476181 7860.5804 8872.4686 2006fw "" "" "" +OBSERVED "" 16.340000000112923 97.53868528079418 3924.53161338983 4085.69793413471 411.95781209994095 3924.53161338983 4607.99619580794 404.4077625573125 4607.99619580794 5488.44183691425 42.33759264928633 5267.58428626385 5542.16394382921 80.3102319690648 5569.02499728669 5852.55833933787 266.5501506608133 5852.55833933787 6506.17730680322 "" "" "" 2006gj "" "" "" +CMFGEN 1.04 16.340000000112923 -4.022927283934978 3999.14565077172 4148.3737255355 -68.44226173753063 4148.3737255355 4452.79899805361 807.6406702165159 4500.55198197802 5548.13306681976 158.38461503212181 5204.90849486306 5652.5927191544 -2.904477455483991 5652.5927191544 5801.82079391818 250.9803433883837 5801.82079391818 6598.69871315677 "" "" "" 2006gj "" "" "" +CMFGEN 1.02 16.340000000112923 7.085895276305449 3999.14565077172 4148.3737255355 -82.93849545170818 4148.3737255355 4452.79899805361 776.0407513957667 4500.55198197802 5548.13306681976 231.90052401445254 5154.17094944338 5628.7162271922 -1.9721250892512903 5628.7162271922 5801.82079391818 197.06241459004653 5801.82079391818 6598.69871315677 "" "" "" 2006gj "" "" "" +CMFGEN 1.4 16.340000000112923 17.25948429980566 3999.14565077172 4148.3737255355 -101.01481297876825 4148.3737255355 4452.79899805361 690.1939111684981 4500.55198197802 5548.13306681976 192.18382379651038 5154.17094944338 5586.93236625834 49.66849831144084 5586.93236625834 5998.80185260637 55.84862366053761 5998.80185260637 6598.69871315677 "" "" "" 2006gj "" "" "" +CMFGEN 1.7 16.340000000112923 11.40571313928957 3999.14565077172 4148.3737255355 114.2401886441552 4148.3737255355 4473.69092852054 637.7618936713424 4500.55198197802 5548.13306681976 37.361356001618525 5297.42990121661 5673.48464962133 -3.665747382175707 5673.48464962133 5801.82079391818 218.74435239000877 5801.82079391818 6583.77590568039 "" "" "" 2006gj "" "" "" +OBSERVED "" 13.24000000001979 28.166255606121595 3949.8712 4003.019 386.152028804888 4003.019 4612.174 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 243.470506509603 3667.7793 4003.019 +CMFGEN 1.04 13.24000000001979 -3.9986554938080854 3998.9307 4148.1532 -63.888958445247646 4148.1532 4450.6866 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 126.26293244378452 3774.0748 4099.0938 +CMFGEN 1.02 13.24000000001979 7.149554840936545 3998.9307 4148.1532 -79.14714279058981 4148.1532 4450.6866 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 145.97310110201596 3757.7216 4099.0938 +CMFGEN 1.4 13.24000000001979 17.35102852633346 3998.9307 4148.1532 -96.96256987651691 4148.1532 4450.6866 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 144.661803488271 3761.8099 4099.0938 +CMFGEN 1.7 13.24000000001979 11.466927369661757 3998.9307 4148.1532 115.10144483628349 4148.1532 4473.1722 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 83.68856657278087 3798.6045 4099.0938 +OBSERVED "" 19.249999999796273 9.93451869054579 3999.8573 4026.4753 308.621019639236 3999.8573 4594.3258 394.10409954891725 4594.3258 5505.2526 45.76445828592857 5289.3512 5505.2526 47.725596173955296 5573.2764 5818.7534 232.33233830044492 5818.7534 6516.7364 426.10945639861905 7673.1402 8731.9448 2006gj "" "" "" +CMFGEN 1.04 19.249999999796273 0.0 3999.8573 4002.8149 87.5727608939507 3999.8573 4452.3632 127.12500442477577 4502.6416 5055.7043 26.089872061586984 5150.3461 5502.2951 -4.933767761170618 5552.5735 5801.0081 131.94004157629615 5801.0081 6262.3866 53.03454748200598 7729.3338 8297.1843 2006gj "" "" "" +CMFGEN 1.02 19.249999999796273 6.868855770944761 3999.8573 4147.7351 -82.37389861426895 4147.7351 4452.3632 777.2661808524549 4502.6416 5549.616 232.24833138091543 5153.3036 5629.4699 -1.8457183558653827 5629.4699 5801.0081 197.7923586411137 5801.0081 6599.5479 455.57040029685686 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.4 19.249999999796273 16.81130296278357 3999.8573 4147.7351 -100.47408971707402 4147.7351 4452.3632 691.3276153409415 4502.6416 5549.616 194.76766341771093 5150.3461 5588.0642 49.899338868632626 5588.0642 5999.1643 55.71467009136887 5999.1643 6599.5479 341.9409192333289 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.7 19.249999999796273 -0.024308026823385738 3999.8573 4011.6875 72.40878827982205 4011.6875 4467.151 170.77887763668997 4502.6416 5073.4497 15.602258722477266 5150.3461 5502.2951 20.453905810566145 5552.5735 5801.0081 108.8792437695085 5801.0081 6265.3442 388.3991351863524 7501.6021 8442.1044 2006gj "" "" "" +OBSERVED "" 25.349999999889405 18.936755303830438 3966.02553321948 4031.61157769933 284.4489644169239 3966.02553321948 4601.01769113799 405.9706090761622 4601.01769113799 5531.14704921581 52.66610883694359 5286.68997433638 5531.14704921581 43.105220823143334 5552.01533609576 5811.37833017515 222.60429820307334 5811.37833017515 6505.99416489352 "" "" "" 2006gj "" "" "" +CMFGEN 1.04 25.349999999889405 -0.31870855749392435 3998.8185554594 4049.49868073929 84.83794839417246 4049.49868073929 4514.56335977819 123.23123756853494 4514.56335977819 5101.85657625682 51.845175690854376 5152.5367015367 5566.92125529572 1.4037697478531135 5566.92125529572 5802.43477865517 164.76660914347042 5802.43477865517 6303.27366377399 "" "" "" 2006gj "" "" "" +CMFGEN 1.02 25.349999999889405 -0.6166754392040682 3998.8185554594 4043.5363130593 103.40786158338256 4043.5363130593 4457.92086681833 129.1374682911628 4502.63862441822 5051.17645097693 53.48926947939876 5152.5367015367 5554.99651993575 23.77586328870258 5554.99651993575 5811.37833017515 168.28931253150768 5811.37833017515 6306.25484761399 "" "" "" 2006gj "" "" "" +CMFGEN 1.4 25.349999999889405 -3.7941437840729786 3998.8185554594 4106.14117369915 71.25975110671496 4106.14117369915 4457.92086681833 154.36520458722003 4502.63862441822 5051.17645097693 38.35668107014593 5152.5367015367 5516.24113001584 43.87924089945745 5552.01533609576 5826.28424937511 140.68495248889403 5826.28424937511 6306.25484761399 "" "" "" 2006gj "" "" "" +CMFGEN 1.7 25.349999999889405 16.317331857512524 3900.43948873963 4046.51749689929 68.53422761809898 4046.51749689929 4460.90205065832 120.38646762897994 4505.61980825821 5119.74367929677 67.87257004195416 5152.5367015367 5581.82717449569 12.019653221377753 5581.82717449569 5835.22780089509 147.67567973631947 5835.22780089509 6306.25484761399 "" "" "" 2006gj "" "" "" +OBSERVED "" 3.3200000000942964 23.025648783789265 3931.8336 4073.7962 167.08459916147575 3931.8336 4561.7927 171.69221813139427 4561.7927 5236.1152 83.34587557337763 5236.1152 5591.0217 50.90892827356902 5591.0217 5948.8859 121.61118896468635 5948.8859 6362.9435 284.4297758682408 7850.5935 8598.8548 2006gj "" "" "" +CMFGEN 1.04 3.3200000000942964 -4.016029458650309 3999.8573 4147.7351 -67.53931523727056 4147.7351 4452.3632 806.7689669858203 4502.6416 5549.616 159.14000403669672 5203.5821 5653.1304 -2.7645959858765714 5653.1304 5801.0081 251.79648391577683 5801.0081 6599.5479 462.850059952617 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.02 3.3200000000942964 6.868855770944761 3999.8573 4147.7351 -82.37389861426895 4147.7351 4452.3632 777.2661808524549 4502.6416 5549.616 232.24833138091543 5153.3036 5629.4699 -1.8457183558653827 5629.4699 5801.0081 197.7923586411137 5801.0081 6599.5479 455.57040029685686 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.4 3.3200000000942964 16.81130296278357 3999.8573 4147.7351 -100.47408971707402 4147.7351 4452.3632 691.3276153409415 4502.6416 5549.616 194.76766341771093 5150.3461 5588.0642 49.899338868632626 5588.0642 5999.1643 55.71467009136887 5999.1643 6599.5479 341.9409192333289 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.7 3.3200000000942964 11.17415329634 3999.8573 4147.7351 115.53014658480458 4147.7351 4473.0661 638.3820714107223 4502.6416 5549.616 37.730543866628565 5298.2238 5673.8333 -3.5617534129756656 5673.8333 5801.0081 219.5731981285926 5801.0081 6581.8025 594.3858612634383 7501.6021 8847.2894 2006gj "" "" "" +OBSERVED "" 5.2800000000570435 27.154179389703753 3949.5789 4091.5415 209.47877150791993 3949.5789 4570.6654 199.9307035563558 4570.6654 5242.0303 79.17930388272927 5242.0303 5632.4275 45.67274022900323 5632.4275 5922.2679 130.36206831277428 5922.2679 6389.5615 299.73315959862043 7856.5086 8643.2182 2006gj "" "" "" +CMFGEN 1.04 5.2800000000570435 -4.016029458650309 3999.8573 4147.7351 -67.53931523727056 4147.7351 4452.3632 806.7689669858203 4502.6416 5549.616 159.14000403669672 5203.5821 5653.1304 -2.7645959858765714 5653.1304 5801.0081 251.79648391577683 5801.0081 6599.5479 462.850059952617 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.02 5.2800000000570435 6.868855770944761 3999.8573 4147.7351 -82.37389861426895 4147.7351 4452.3632 777.2661808524549 4502.6416 5549.616 232.24833138091543 5153.3036 5629.4699 -1.8457183558653827 5629.4699 5801.0081 197.7923586411137 5801.0081 6599.5479 455.57040029685686 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.4 5.2800000000570435 16.81130296278357 3999.8573 4147.7351 -100.47408971707402 4147.7351 4452.3632 691.3276153409415 4502.6416 5549.616 194.76766341771093 5150.3461 5588.0642 49.899338868632626 5588.0642 5999.1643 55.71467009136887 5999.1643 6599.5479 341.9409192333289 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.7 5.2800000000570435 11.17415329634 3999.8573 4147.7351 115.53014658480458 4147.7351 4473.0661 638.3820714107223 4502.6416 5549.616 37.730543866628565 5298.2238 5673.8333 -3.5617534129756656 5673.8333 5801.0081 219.5731981285926 5801.0081 6581.8025 594.3858612634383 7501.6021 8847.2894 2006gj "" "" "" +OBSERVED "" 6.2800000000570435 23.573809475724627 3952.5365 4082.6689 225.87320182694046 3952.5365 4626.8589 204.9091071005875 4626.8589 5250.903 57.93088088968759 5250.903 5582.1491 48.07618047680175 5582.1491 5910.4376 130.8035188744 5910.4376 6386.6039 255.38170624485892 7874.2539 8660.9635 2006gj "" "" "" +CMFGEN 1.04 6.2800000000570435 -4.016029458650309 3999.8573 4147.7351 -67.53931523727056 4147.7351 4452.3632 806.7689669858203 4502.6416 5549.616 159.14000403669672 5203.5821 5653.1304 -2.7645959858765714 5653.1304 5801.0081 251.79648391577683 5801.0081 6599.5479 462.850059952617 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.02 6.2800000000570435 6.868855770944761 3999.8573 4147.7351 -82.37389861426895 4147.7351 4452.3632 777.2661808524549 4502.6416 5549.616 232.24833138091543 5153.3036 5629.4699 -1.8457183558653827 5629.4699 5801.0081 197.7923586411137 5801.0081 6599.5479 455.57040029685686 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.4 6.2800000000570435 16.81130296278357 3999.8573 4147.7351 -100.47408971707402 4147.7351 4452.3632 691.3276153409415 4502.6416 5549.616 194.76766341771093 5150.3461 5588.0642 49.899338868632626 5588.0642 5999.1643 55.71467009136887 5999.1643 6599.5479 341.9409192333289 7501.6021 8897.5678 2006gj "" "" "" +CMFGEN 1.7 6.2800000000570435 11.17415329634 3999.8573 4147.7351 115.53014658480458 4147.7351 4473.0661 638.3820714107223 4502.6416 5549.616 37.730543866628565 5298.2238 5673.8333 -3.5617534129756656 5673.8333 5801.0081 219.5731981285926 5801.0081 6581.8025 594.3858612634383 7501.6021 8847.2894 2006gj "" "" "" +OBSERVED "" 13.2699999998149 49.13136783371246 3918.7784 4009.1982 455.9142412666256 3918.7784 4609.8435 368.56775987696045 4609.8435 5462.3723 18.832194720850634 5278.3036 5504.3529 108.46997733422091 5565.7092 5914.471 200.78460084273678 5914.471 6476.365 513.7186183266656 7642.1336 8672.2726 2006gj "" "" "" +CMFGEN 1.04 13.2699999998149 -4.022835603175093 3999.5103 4148.057 -65.77838023640294 4148.057 4451.609 809.1197517297171 4500.0481 5549.5628 158.9116378795818 5204.0302 5652.8996 -2.825071166591523 5652.8996 5801.4463 251.37526215050013 5801.4463 6599.0775 464.98474181791283 7500.0454 8898.3219 2006gj "" "" "" +CMFGEN 1.02 13.2699999998149 6.9762890652012945 3999.5103 4148.057 -80.87939085144482 4148.057 4451.609 779.455958262881 4500.0481 5549.5628 232.61417795983988 5152.3618 5630.2947 -1.6628829462882933 5630.2947 5801.4463 197.39005408456575 5801.4463 6599.0775 458.09283662160203 7500.0454 8898.3219 2006gj "" "" "" +CMFGEN 1.4 13.2699999998149 17.018128447743397 3999.5103 4148.057 -98.67259362152227 4148.057 4451.609 693.9190040916226 4500.0481 5549.5628 190.84698936953663 5155.5911 5588.3141 49.729918907308914 5588.3141 5998.4321 55.90642339751958 5998.4321 6599.0775 344.44551550411023 7500.0454 8898.3219 2006gj "" "" "" +CMFGEN 1.7 13.2699999998149 11.29282052005528 3999.5103 4148.057 115.42747741687833 4148.057 4470.9846 641.9384904014534 4500.0481 5549.5628 37.95215584195594 5297.6793 5672.2753 -3.8230690610676334 5672.2753 5801.4463 219.19532000160478 5801.4463 6582.9311 597.5777405752151 7500.0454 8846.6535 2006gj "" "" "" +OBSERVED "" 15.210000000202854 49.67409015025064 3948.6459 4044.7115 443.22714197120473 3948.6459 4629.8382 437.50945673718564 4629.8382 5511.8949 42.32322869895121 5284.8308 5511.8949 104.94760865366113 5552.65 5904.8904 208.8439719862178 5904.8904 6463.8175 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 15.210000000202854 -4.203809453277842 3998.1342 4149.5103 -67.29321949546593 4149.5103 4452.2624 805.0298137866469 4501.7508 5549.7389 159.82109425364166 5200.4095 5654.5377 -2.4783286719001243 5654.5377 5800.0916 252.325874084308 5800.0916 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 15.210000000202854 7.240600069819938 3998.1342 4149.5103 -81.87459693083258 4149.5103 4452.2624 775.3286437253822 4501.7508 5549.7389 231.39466862145196 5153.8323 5628.338 -2.0415699112729726 5628.338 5800.0916 197.73415777059094 5800.0916 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 15.210000000202854 17.875935920252356 3998.1342 4149.5103 -99.43340521547479 4149.5103 4452.2624 688.9319955777304 4501.7508 5549.7389 191.13382572414122 5153.8323 5587.5829 49.77147344818559 5587.5829 5998.0449 55.17848839483759 5998.0449 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 15.210000000202854 11.62043565074779 3998.1342 4149.5103 113.69181983097596 4149.5103 4472.64 637.4833242935738 4501.7508 5549.7389 41.54638687285906 5299.3862 5663.271 -5.0897774230939525 5663.271 5800.0916 220.80611958380857 5800.0916 6583.1717 "" "" "" 2006gt "" "" "" +OBSERVED "" 18.179999999942083 6.845889366787245 3977.7567 4024.3339 299.6353262308845 3977.7567 4583.2609 391.10186454329704 4583.2609 5474.0509 23.818763624923456 5299.3862 5535.1835 62.294708885730245 5555.5611 5881.6018 203.33204207052103 5881.6018 6501.6615 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 18.179999999942083 -0.16526081139291562 3998.1342 4050.5336 59.66989371176169 4050.5336 4452.2624 124.47979665541538 4501.7508 5051.9445 8.005393346365008 5150.9212 5500.2506 -8.07571523139132 5698.2039 5800.0916 110.18443833235419 5800.0916 6242.5755 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 18.179999999942083 7.240600069819938 3998.1342 4149.5103 -81.87459693083258 4149.5103 4452.2624 775.3286437253822 4501.7508 5549.7389 231.39466862145196 5153.8323 5628.338 -2.0415699112729726 5628.338 5800.0916 197.73415777059094 5800.0916 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 18.179999999942083 17.875935920252356 3998.1342 4149.5103 -99.43340521547479 4149.5103 4452.2624 688.9319955777304 4501.7508 5549.7389 191.13382572414122 5153.8323 5587.5829 49.77147344818559 5587.5829 5998.0449 55.17848839483759 5998.0449 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 18.179999999942083 5.562834667144989 3902.0687 4001.0453 277.78702434914794 3902.0687 4487.1954 206.6922677620756 4501.7508 5380.8964 50.338281017769916 5206.2317 5698.2039 0.7066064694887728 5698.2039 5820.4692 84.68889673522403 5820.4692 6332.8189 "" "" "" 2006gt "" "" "" +OBSERVED "" 0.23999999999796273 28.7665816751492 3916.624 4070.9112 203.6802975181319 3916.624 4559.9723 139.31288152510416 4559.9723 5145.099 81.84964131872103 5249.8978 5578.8497 61.955702699238756 5578.8497 5919.4458 131.59486995837298 5919.4458 6388.1294 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 0.23999999999796273 -4.203809453277842 3998.1342 4149.5103 -67.29321949546593 4149.5103 4452.2624 805.0298137866469 4501.7508 5549.7389 159.82109425364166 5200.4095 5654.5377 -2.4783286719001243 5654.5377 5800.0916 252.325874084308 5800.0916 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 0.23999999999796273 7.240600069819938 3998.1342 4149.5103 -81.87459693083258 4149.5103 4452.2624 775.3286437253822 4501.7508 5549.7389 231.39466862145196 5153.8323 5628.338 -2.0415699112729726 5628.338 5800.0916 197.73415777059094 5800.0916 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 0.23999999999796273 17.875935920252356 3998.1342 4149.5103 -99.43340521547479 4149.5103 4452.2624 688.9319955777304 4501.7508 5549.7389 191.13382572414122 5153.8323 5587.5829 49.77147344818559 5587.5829 5998.0449 55.17848839483759 5998.0449 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 0.23999999999796273 11.62043565074779 3998.1342 4149.5103 113.69181983097596 4149.5103 4472.64 637.4833242935738 4501.7508 5549.7389 41.54638687285906 5299.3862 5663.271 -5.0897774230939525 5663.271 5800.0916 220.80611958380857 5800.0916 6583.1717 "" "" "" 2006gt "" "" "" +OBSERVED "" 2.090000000091095 23.200452238873698 3919.5351 4062.178 218.0975975505849 3919.5351 4559.9723 138.22248490884687 4559.9723 5136.3658 89.43400798672424 5246.9868 5593.4051 66.67122826630212 5593.4051 5907.8015 133.0491336325779 5907.8015 6391.0405 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 2.090000000091095 -4.203809453277842 3998.1342 4149.5103 -67.29321949546593 4149.5103 4452.2624 805.0298137866469 4501.7508 5549.7389 159.82109425364166 5200.4095 5654.5377 -2.4783286719001243 5654.5377 5800.0916 252.325874084308 5800.0916 6597.7271 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 2.090000000091095 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8898.2092 2006is "" "" "" +CMFGEN 1.7 54019.37000000011 -0.0005583484651815473 3994.1124 4000.0103 493.8209126808429 3994.1124 4684.1657 120.76055751089228 4684.1657 5052.7839 45.09658575284756 5250.3633 5501.0237 177.18985816909046 5551.1558 5884.3866 311.16543882140195 5884.3866 6550.8484 649.0138035277007 7860.1803 8871.6687 2006is "" "" "" +OBSERVED "" 54017.49000000022 24.510597733181037 3916.21380509017 4103.5234610844 166.52354343351965 3916.21380509017 4540.57932507094 239.13684245194779 4540.57932507094 5194.67653647938 31.926687194160657 5194.67653647938 5506.85929646976 43.07396693787352 5566.32267932507 5860.66642445887 104.9199395299537 5860.66642445887 6241.23207473287 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54017.49000000022 -6.601761676816754e-16 3999.4625410876 4002.43571023037 462.9601226301088 3999.4625410876 4695.18412049475 112.34003676979616 4695.18412049475 5051.96441762663 30.20866214400653 5236.30090447809 5500.91295818423 149.6118878054021 5551.45683361125 5937.96882217078 273.2043404194281 5937.96882217078 6517.73680501007 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54017.49000000022 -0.003397869762395221 3996.48937194484 4002.43571023037 450.11418648640347 3996.48937194484 4686.26461306646 236.37337371213246 4686.26461306646 5230.35456619256 36.59771297381791 5230.35456619256 5500.91295818423 172.212541755984 5551.45683361125 5872.55910102993 229.72179791380938 5872.55910102993 6514.7636358673 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54017.49000000022 0.14037825395764167 3999.4625410876 4035.14057080079 387.93304372360916 4035.14057080079 4680.31827478093 241.91227255217404 4680.31827478093 5224.40822790703 35.43918362715179 5224.40822790703 5500.91295818423 172.53241591850144 5551.45683361125 5872.55910102993 212.32477574463388 5872.55910102993 6511.79046672454 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54017.49000000022 -0.008189036663341065 3993.51620280207 4002.43571023037 494.30760840809603 3993.51620280207 4683.29144392369 120.7528587826293 4683.29144392369 5051.96441762663 45.54847218028948 5251.16675019192 5500.91295818423 176.8916092105673 5551.45683361125 5884.45177760099 311.1030593727687 5884.45177760099 6550.44166558049 "" "" "" 2006is "" "" "" +OBSERVED "" 54021.37000000011 47.23176069383838 3920.3887 4132.7128 218.41394815505362 3920.3887 4572.1058 270.80702636286276 4572.1058 5203.1802 16.188764367678655 5203.1802 5503.9726 64.54229879160093 5560.0026 5881.4377 100.98320948833363 5881.4377 6244.158 505.9319924127126 7559.3878 8753.7109 2006is "" "" "" +CMFGEN 1.04 54021.37000000011 -6.548095399239327e-16 3997.0613 4000.0103 464.59668634096636 3997.0613 4693.0125 111.73805089342414 4693.0125 5052.7839 29.84828675093455 5235.6186 5501.0237 150.11448466586592 5551.1558 5937.4676 273.2361516138682 5937.4676 6518.41 489.1532537117213 7863.1292 8898.2092 2006is "" "" "" +CMFGEN 1.02 54021.37000000011 -6.548095399239327e-16 3997.0613 4000.0103 449.5495687860431 3997.0613 4687.1146 236.37040862316246 4687.1146 5229.7207 36.27717454118427 5229.7207 5501.0237 172.47882781453274 5551.1558 5872.5908 229.76327157591828 5872.5908 6515.461 589.8908073808951 7851.3335 8898.2092 2006is "" "" "" +CMFGEN 1.4 54021.37000000011 0.21657327892633965 3997.0613 4035.3976 387.52259727546937 4035.3976 4681.2167 242.6872358824835 4681.2167 5226.7717 36.88142295741649 5226.7717 5501.0237 172.79667505476664 5551.1558 5872.5908 212.38519520333648 5872.5908 6512.5121 579.8654808972435 7854.2824 8898.2092 2006is "" "" "" +CMFGEN 1.7 54021.37000000011 -0.0005583484651815473 3994.1124 4000.0103 493.8209126808429 3994.1124 4684.1657 120.76055751089228 4684.1657 5052.7839 45.09658575284756 5250.3633 5501.0237 177.18985816909046 5551.1558 5884.3866 311.16543882140195 5884.3866 6550.8484 649.0138035277007 7860.1803 8871.6687 2006is "" "" "" +OBSERVED "" 54013.35000000009 18.40689892586784 3901.6864 4066.7801 131.04308669139124 3901.6864 4509.0683 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 125.85383465353345 3553.1551 3901.6864 +CMFGEN 1.04 54013.35000000009 -0.00038071125268595825 3997.4815 4001.5579 464.087224087404 3997.4815 4694.544 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 286.9650447042361 3500.1621 3997.4815 +CMFGEN 1.02 54013.35000000009 -0.0011219251796105029 3997.4815 4001.5579 448.97018141249396 3997.4815 4688.4294 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 227.86444594883125 3500.1621 3997.4815 +CMFGEN 1.4 54013.35000000009 0.17783869610188227 3999.5197 4034.169 388.0729186307678 4034.169 4682.3148 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 164.87556860232996 3685.6378 4034.169 +CMFGEN 1.7 54013.35000000009 -0.004875774856499409 3993.4051 4001.5579 494.5326140756059 3993.4051 4682.3148 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 305.75763206371045 3500.1621 3993.4051 +OBSERVED "" 54025.439999999944 15.107239541751223 3922.87238821293 4029.9350853219 280.03569686378773 3922.87238821293 4574.17046229248 303.40241567861597 4574.17046229248 5231.41646398919 -1.2417235963424331 5231.41646398919 5516.9169896131 101.63118698802967 5561.52644674184 5882.71453806874 96.12554034934675 5882.71453806874 6266.35586937587 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54025.439999999944 3.3017630946983345e-16 3997.22148342749 4000.19544723608 464.4922352918354 3997.22148342749 4693.12901463578 111.78073606206875 4693.12901463578 5050.00467166566 30.00748385004461 5234.39042779777 5502.04717057019 148.89442985765967 5552.60455531609 5936.24588662322 273.20510470883755 5936.24588662322 6519.14279310537 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54025.439999999944 0.0 3997.22148342749 4000.19544723608 449.42679609077356 3997.22148342749 4687.18108701861 236.90369302788886 4687.18108701861 5231.41646398919 38.237820598312716 5231.41646398919 5502.04717057019 170.9411033723541 5552.60455531609 5873.79264664299 229.65775034938747 5873.79264664299 6513.19486548821 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54025.439999999944 0.19071561059830916 3997.22148342749 4035.88301293906 387.18804171058866 4035.88301293906 4681.23315940145 242.37108226863015 4681.23315940145 5225.46853637203 36.923989978277376 5225.46853637203 5502.04717057019 171.34920148399544 5552.60455531609 5873.79264664299 212.48783559692154 5873.79264664299 6513.19486548821 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54025.439999999944 -0.0005812220938122985 3994.24751961891 4000.19544723608 493.7422635529849 3994.24751961891 4684.20712321003 121.37735207595209 4684.20712321003 5050.00467166566 47.22931845905689 5252.23421064927 5502.04717057019 175.46676300596596 5552.60455531609 5885.68850187732 311.4722806656363 5885.68850187732 6551.85639499978 "" "" "" 2006is "" "" "" +OBSERVED "" 54027.419999999925 67.29118314766106 3919.23075259129 4133.05602582152 271.0213277639153 3919.23075259129 4584.46493597423 307.9070550402961 4584.46493597423 5288.30646035708 13.928449697991791 5288.30646035708 5516.98071089496 87.70209094532382 5552.61825643334 5891.17493904787 107.68969802197611 5891.17493904787 6229.7316216624 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54027.419999999925 0.0 3999.41523005262 4002.38502551415 463.16825142824575 3999.41523005262 4694.34736805088 112.12822117032997 4694.34736805088 5050.7228234346 30.43310139853151 5234.85014204952 5502.13173358731 149.03044318403641 5552.61825643334 5935.72187097084 273.0919331102938 5935.72187097084 6517.80178143091 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54027.419999999925 -0.0033359314692430046 3996.44543459109 4002.38502551415 449.6572396078878 3996.44543459109 4688.40777712782 236.41406847040165 4688.40777712782 5228.91055112646 36.70040693728005 5228.91055112646 5502.13173358731 171.01869365525164 5552.61825643334 5873.35616627869 229.79231086756806 5873.35616627869 6514.83198596938 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54027.419999999925 0.14552694133810634 3999.41523005262 4035.052775591 387.4286584829588 4035.052775591 4682.46818620475 242.73733786838477 4682.46818620475 5225.94075566493 37.27056909665066 5225.94075566493 5502.13173358731 171.3987251217438 5552.61825643334 5873.35616627869 212.388165215931 5873.35616627869 6511.86219050785 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54027.419999999925 -0.008037930896133177 3993.47563912956 4002.38502551415 494.4732156546153 3993.47563912956 4682.46818620475 120.81413532800671 4682.46818620475 5050.7228234346 45.683556167483964 5249.69911935718 5502.13173358731 175.59164320482537 5552.61825643334 5885.23534812481 311.22898108824086 5885.23534812481 6550.46953150775 "" "" "" 2006is "" "" "" +OBSERVED "" 54030.450000000186 6.187651664501452 3924.50075001363 4013.81555828988 288.09118832872656 3924.50075001363 4582.453170982 328.180351899205 4582.453170982 5320.788919399 -8.396359598677885 5299.94879746788 5502.39569622738 91.68577101371528 5550.03026064138 5904.3123334705 143.3872135205945 5904.3123334705 6443.17834340388 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54030.450000000186 3.3053118862809915e-16 3998.9297569105 4001.90691718638 463.1268207615831 3998.9297569105 4695.58526146525 112.42780949781732 4695.58526146525 5052.84449457025 30.41519518246673 5234.45127139863 5502.39569622738 151.4998701974604 5550.03026064138 5937.06109650513 273.16322316684136 5937.06109650513 6517.60735030075 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54030.450000000186 -0.002798032590436896 3995.95259663462 4001.90691718638 450.3840726779749 3995.95259663462 4686.65378063763 236.7999476462219 4686.65378063763 5231.47411112275 38.57099593994057 5231.47411112275 5502.39569622738 173.6622170165396 5550.03026064138 5871.56357043588 229.57240080630368 5871.56357043588 6514.63019002488 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54030.450000000186 0.17798273816826765 3998.9297569105 4034.655680221 388.1610922066766 4034.655680221 4680.69946008587 242.27650332651518 4680.69946008587 5225.519790571 37.21834632393732 5225.519790571 5502.39569622738 173.54487016642395 5550.03026064138 5874.54073071175 212.40616764735498 5874.54073071175 6511.653029749 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54030.450000000186 -0.007091871057845782 3992.97543635875 4001.90691718638 494.49205681131093 3992.97543635875 4683.67662036175 120.64237022078166 4683.67662036175 5052.84449457025 45.61521347245114 5249.337072778 5502.39569622738 177.64615661710332 5550.03026064138 5886.44937181525 311.3156832680161 5886.44937181525 6550.35611333538 "" "" "" 2006is "" "" "" +OBSERVED "" 54042.27000000002 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 221.4819094278886 5853.5665 6530.1206 467.9669512100887 7758.4275 8753.5533 2006is "" "" "" +CMFGEN 1.04 54042.27000000002 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 273.1950151437312 5935.6725 6520.2678 489.0530144085851 7863.5233 8898.06 2006is "" "" "" +CMFGEN 1.02 54042.27000000002 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 229.68762975148815 5873.2719 6513.6994 589.8776045027502 7850.3864 8898.06 2006is "" "" "" +CMFGEN 1.4 54042.27000000002 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.24613183646596 5873.2719 6510.4151 579.4198032028858 7856.9548 8898.06 2006is "" "" "" +CMFGEN 1.7 54042.27000000002 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 311.1938738943055 5886.4089 6549.826 648.9911097866549 7860.2391 8871.786 2006is "" "" "" +OBSERVED "" 54042.25999999978 23.640843657259396 3915.4078 4008.6086 290.5182980941846 3915.4078 4599.9517 405.65511471048603 4599.9517 5531.9599 28.201514389051113 5287.7095 5531.9599 76.95116544146508 5557.6705 5895.1217 217.5604566801896 5895.1217 6486.4648 418.8759909427851 7749.4965 8524.0274 2006is "" "" "" +CMFGEN 1.04 54042.25999999978 0.0 3998.9672 4002.181 463.6248129270999 3998.9672 4693.1526 111.77259583527308 4693.1526 5053.1005 32.39308751421112 5236.2883 5503.0355 150.2042971578996 5551.2428 5936.9014 273.229713559825 5936.9014 6518.603 488.529975557184 7858.7664 8896.8307 2006is "" "" "" +CMFGEN 1.02 54042.25999999978 -0.003651817836700136 3995.7534 4002.181 450.496324653642 3995.7534 4686.7249 236.32895348499702 4686.7249 5229.8607 38.100204474459815 5229.8607 5503.0355 172.39132624549399 5551.2428 5872.6249 229.76505139806187 5872.6249 6515.3892 588.8654110825981 7852.3388 8896.8307 2006is "" "" "" +CMFGEN 1.4 54042.25999999978 0.19051218959188823 3998.9672 4034.3192 388.4942694040407 4034.3192 4680.2973 242.4773127905267 4680.2973 5226.6469 38.332560435603334 5226.6469 5503.0355 172.71310637394785 5551.2428 5872.6249 212.3651169927098 5872.6249 6512.1753 578.4752662287556 7855.5526 8896.8307 2006is "" "" "" +CMFGEN 1.7 54042.25999999978 -0.009838565440690422 3992.5395 4002.181 494.7322774705775 3992.5395 4683.5111 120.54693992869198 4683.5111 5053.1005 48.30458625944573 5252.3574 5503.0355 176.8061684121902 5551.2428 5885.4802 311.30673687768115 5885.4802 6550.7412 648.8057921702114 7861.9802 8871.1201 2006is "" "" "" +OBSERVED "" 54042.25 6.0180662791342465 3952.6412 4005.6343 292.33299746430595 3952.6412 4588.5579 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 76.98323435374539 3718.2489 3952.6412 +CMFGEN 1.04 54042.25 -0.00038071125268595825 3997.4815 4001.5579 464.087224087404 3997.4815 4694.544 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 286.9650447042361 3500.1621 3997.4815 +CMFGEN 1.02 54042.25 -0.0011219251796105029 3997.4815 4001.5579 448.97018141249396 3997.4815 4688.4294 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 227.86444594883125 3500.1621 3997.4815 +CMFGEN 1.4 54042.25 0.17783869610188227 3999.5197 4034.169 388.0729186307678 4034.169 4682.3148 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 164.87556860232996 3685.6378 4034.169 +CMFGEN 1.7 54042.25 -0.004875774856499409 3993.4051 4001.5579 494.5326140756059 3993.4051 4682.3148 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 305.75763206371045 3500.1621 3993.4051 +OBSERVED "" 54043.43000000017 13.63962760651926 3914.99184455339 4013.15630077017 315.9552368876681 3914.99184455339 4587.26963561372 410.75966349920236 4587.26963561372 5533.21803188446 6.75645944658963 5292.26891207965 5533.21803188446 57.42874633580408 5554.04079532438 5833.66076151762 220.06353991966193 5833.66076151762 6517.83727454362 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54043.43000000017 3.3025587724780464e-16 3998.28289831308 4001.2575788045 463.7290790067526 3998.28289831308 4694.35813330475 112.12916330061474 4694.35813330475 5051.31979227484 29.39982006777574 5235.74998274272 5500.49654647887 150.11288617543522 5551.06611483296 5937.77457871722 273.2060189833045 5937.77457871722 6517.83727454362 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54043.43000000017 8.256396931195116e-16 3998.28289831308 4001.2575788045 448.4377716005447 3998.28289831308 4688.40877232192 236.69399643420826 4688.40877232192 5229.80062175988 35.871538279739255 5229.80062175988 5500.49654647887 172.60581008267144 5551.06611483296 5872.33160790604 229.70685686667437 5872.33160790604 6514.8625940522 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54043.43000000017 0.22885203837848334 3998.28289831308 4033.97906421009 388.1579609328064 4033.97906421009 4682.45941133908 242.1843840571506 4682.45941133908 5223.85126077705 34.78557239355992 5223.85126077705 5500.49654647887 172.9062428274977 5551.06611483296 5872.33160790604 212.3054566248216 5872.33160790604 6511.88791356078 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54043.43000000017 -0.0060336671974618 3992.33353733024 4001.2575788045 495.02359546950714 3992.33353733024 4682.45941133908 120.6831530998486 4682.45941133908 5051.31979227484 44.737288896970334 5250.6233851998 5500.49654647887 176.43842151959203 5551.06611483296 5887.20501036313 311.42730657996094 5887.20501036313 6550.55875994921 "" "" "" 2006is "" "" "" +OBSERVED "" 54044.39999999991 48.508462918643 3924.07272480298 4093.48119180657 320.35822103004296 3924.07272480298 4604.67867118584 398.1816595507797 4604.67867118584 5523.05088704742 7.713609692000038 5282.31253920021 5558.71582746923 60.35025370042472 5558.71582746923 5835.11911573825 215.38305213838936 5835.11911573825 6494.92051354172 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54044.39999999991 0.0 3998.37468401508 4001.34676238356 463.78485353456307 3998.37468401508 4693.84102224036 111.98592640462324 4693.84102224036 5050.49042645845 30.485938915322667 5234.75928530447 5502.24633846804 148.7306771644653 5552.77167073226 5936.16978026671 273.18608674010636 5936.16978026671 6518.6971404896 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54044.39999999991 3.29966983567658e-16 3998.37468401508 4001.34676238356 448.51385553755944 3998.37468401508 4687.89686550339 236.28495616323568 4687.89686550339 5228.8151285675 36.73599888536753 5228.8151285675 5502.24633846804 170.7989747316227 5552.77167073226 5873.75613452855 229.6016967464809 5873.75613452855 6512.75298375263 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54044.39999999991 0.2230167902384292 3998.37468401508 4034.03962443689 388.25934369456013 4034.03962443689 4681.95270876642 242.61996922378873 4681.95270876642 5225.84305019901 37.3003576424407 5225.84305019901 5502.24633846804 171.20503514293713 5552.77167073226 5873.75613452855 212.4713865442732 5873.75613452855 6512.75298375263 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54044.39999999991 -0.006114780653463312 3992.43052727811 4001.34676238356 495.04332362733396 3992.43052727811 4681.95270876642 120.70442242381202 4681.95270876642 5050.49042645845 45.730014994371835 5249.61967714689 5502.24633846804 175.32364216601718 5552.77167073226 5885.64444800248 311.41703139123075 5885.64444800248 6551.39000254292 "" "" "" 2006is "" "" "" +OBSERVED "" 54046.37999999989 58.01776747828767 3928.66953298679 4101.14367429007 331.53047250251313 3928.66953298679 4591.802869377 408.4975878742581 4591.802869377 5540.41064654505 19.514323651227688 5293.59420295587 5540.41064654505 59.11682811179381 5552.30541491079 5828.85877941433 245.9773794133865 5828.85877941433 6539.57118926751 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54046.37999999989 0.0 3997.06445108982 4000.03814318125 464.6167922408363 3997.06445108982 4692.90840048582 111.7113159431931 4692.90840048582 5052.72514354956 31.593829248855137 5237.09405321859 5501.75264935638 149.32333639484028 5552.30541491079 5935.91169470602 273.170125268296 5935.91169470602 6518.75534462746 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54046.37999999989 -6.602922856102004e-16 3997.06445108982 4000.03814318125 449.58203798290924 3997.06445108982 4686.96101630294 236.7802909617097 4686.96101630294 5231.14666903571 37.82588253124222 5231.14666903571 5501.75264935638 171.27769752934793 5552.30541491079 5873.46416078587 229.59534959485387 5873.46416078587 6512.80796044459 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54046.37999999989 0.203253565594757 3997.06445108982 4035.72244827848 387.3521419140068 4035.72244827848 4681.01363212007 242.25261631744826 4681.01363212007 5225.19928485284 36.53972537931878 5225.19928485284 5501.75264935638 171.6618652480729 5552.30541491079 5873.46416078587 212.46032333132365 5873.46416078587 6512.80796044459 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54046.37999999989 -0.0005737928316978653 3994.09075899838 4000.03814318125 493.87360306570395 3994.09075899838 4683.98732421151 120.73883862469894 4683.98732421151 5052.72514354956 46.81509012053863 5251.96251367577 5501.75264935638 175.8476761407801 5552.30541491079 5885.35892915161 311.39842077894286 5885.35892915161 6551.46595763325 "" "" "" 2006is "" "" "" +OBSERVED "" 54048.39999999991 24.0961821956895 3929.40261292374 4015.60699868015 368.85155319155047 3929.40261292374 4648.76334923585 403.47769511410814 4648.76334923585 5516.75233685211 41.6312837489155 5258.13917958288 5573.23107234769 77.83948504813995 5573.23107234769 5822.92653453867 287.3743678645674 5822.92653453867 6548.23240090295 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54048.39999999991 -3.300210134149769e-16 3997.77160852365 4000.74417354973 464.17649698009484 3997.77160852365 4693.35182462709 111.84275034717783 4693.35182462709 5050.05962775706 29.820268113344316 5234.35865937422 5501.8895117217 149.2010229063239 5552.42311716511 5935.88400552983 273.15583902752155 5935.88400552983 6518.50675064212 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54048.39999999991 6.600420268299538e-16 3997.77160852365 4000.74417354973 449.01190963316765 3997.77160852365 4687.40669457493 236.95009050963927 4687.40669457493 5231.38609434813 38.08480140838905 5231.38609434813 5501.8895117217 171.17267083313052 5552.42311716511 5873.46013998208 229.8322084185502 5873.46013998208 6515.53418561603 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54048.39999999991 0.14873053180560986 3997.77160852365 4036.41495386273 386.7733887996493 4036.41495386273 4681.46156452276 242.41326678023307 4681.46156452276 5225.44096429597 36.788113994729294 5225.44096429597 5501.8895117217 171.55821472592675 5552.42311716511 5873.46013998208 212.4475500204827 5873.46013998208 6512.56162058995 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54048.39999999991 -0.005857875529476892 3991.82647847148 4000.74417354973 494.8554716699497 3991.82647847148 4684.43412954884 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4687.1146 5229.7207 36.27717454118427 5229.7207 5501.0237 172.47882781453274 5551.1558 5872.5908 229.76327157591828 5872.5908 6515.461 589.8908073808951 7851.3335 8898.2092 2006is "" "" "" +CMFGEN 1.4 54055.299999999814 0.21657327892633965 3997.0613 4035.3976 387.52259727546937 4035.3976 4681.2167 242.6872358824835 4681.2167 5226.7717 36.88142295741649 5226.7717 5501.0237 172.79667505476664 5551.1558 5872.5908 212.38519520333648 5872.5908 6512.5121 579.8654808972435 7854.2824 8898.2092 2006is "" "" "" +CMFGEN 1.7 54055.299999999814 -0.0005583484651815473 3994.1124 4000.0103 493.8209126808429 3994.1124 4684.1657 120.76055751089228 4684.1657 5052.7839 45.09658575284756 5250.3633 5501.0237 177.18985816909046 5551.1558 5884.3866 311.16543882140195 5884.3866 6550.8484 649.0138035277007 7860.1803 8871.6687 2006is "" "" "" +OBSERVED "" 54009.33999999985 "" "" "" "" "" "" 137.01556156143485 4513.4179 5126.0931 88.22157794003073 5165.9265 5596.5063 13.987408938616392 5596.5063 5807.0541 85.36459108743287 5807.0541 6250.9117 164.19265121315243 7880.2864 8593.4935 2006is "" "" "" +CMFGEN 1.04 54009.33999999985 "" "" "" "" "" "" 111.91902099710461 4693.6165 5050.22 30.86774258926462 5236.1091 5501.6649 150.75957769037535 5550.9825 5936.0384 273.1576943548543 5936.0384 6518.3644 489.6459556761673 7859.4213 8898.8827 2006is "" "" "" +CMFGEN 1.02 54009.33999999985 "" "" "" "" "" "" 236.7994255914454 4687.926 5230.4186 37.29694366330334 5230.4186 5501.6649 172.48406103754428 5550.9825 5873.4431 229.777276331552 5873.4431 6514.5707 590.3293131628288 7851.834 8898.8827 2006is "" "" "" +CMFGEN 1.4 54009.33999999985 "" "" "" "" "" "" 242.37804408708513 4682.2355 5224.7281 36.203231002955015 5224.7281 5501.6649 172.8501303437925 5550.9825 5873.4431 212.45256630165164 5873.4431 6512.6739 580.3860948029173 7855.6277 8898.8827 2006is "" "" "" +CMFGEN 1.7 54009.33999999985 "" "" "" "" "" "" 120.84974593141116 4682.2355 5050.22 46.4304669509094 5251.2837 5501.6649 177.25231537873657 5550.9825 5884.8241 311.20259076304865 5884.8241 6550.6105 648.7763019888586 7861.3181 8872.3271 2006is "" "" "" +OBSERVED "" 54013.35999999987 15.383057868940575 3917.0312 4071.5853 116.55784140976776 4071.5853 4515.9282 188.10272707707082 4515.9282 5150.2438 58.03293679451154 5150.2438 5510.8699 22.890822481084484 5562.3879 5839.2973 103.47479492547706 5839.2973 6293.2998 192.2208158138656 7784.1024 8411.9783 2006is "" "" "" +CMFGEN 1.04 54013.35999999987 3.5748071169905997e-16 3997.5281 4000.748 464.3614757347619 3997.5281 4693.0214 111.75730947588391 4693.0214 5050.4276 31.086881313940214 5237.1804 5501.2103 148.8570478966699 5552.7283 5935.8936 273.1640767930955 5935.8936 6518.6911 489.1443370654456 7861.3795 8898.1796 2006is "" "" "" +CMFGEN 1.02 54013.35999999987 -7.149614233981199e-16 3997.5281 4000.748 449.35931056980473 3997.5281 4686.5816 236.57247117471616 4686.5816 5230.7407 37.10527923117935 5230.7407 5501.2103 171.24306605076012 5552.7283 5871.496 229.61092740854758 5871.496 6515.4713 589.8263681777246 7851.7198 8898.1796 2006is "" "" "" +CMFGEN 1.4 54013.35999999987 0.16784736315977755 3997.5281 4036.1666 387.27890132724843 4036.1666 4680.1419 241.8456313580609 4680.1419 5224.3009 35.5997172821155 5224.3009 5501.2103 171.09802236437557 5552.7283 5874.7159 212.4688934364782 5874.7159 6512.2514 579.8013677121887 7854.9397 8898.1796 2006is "" "" "" +CMFGEN 1.7 54013.35999999987 -0.0011068392481772698 3994.3083 4000.748 493.8935493449481 3994.3083 4683.3617 121.10465148298272 4683.3617 5050.4276 45.030271568028674 5250.0599 5501.2103 175.7197682715891 5552.7283 5884.3755 311.1678480584122 5884.3755 6550.8899 648.7516714280391 7861.3795 8872.4206 2006is "" "" "" +OBSERVED "" 14.229999999777647 2.319860326264022 3944.091 4000.6725 302.9220955761918 3944.091 4620.0913 310.03935121798446 4620.0913 5421.1666 0.1896296200872138 5296.0916 5513.4838 77.86738373276437 5555.1755 5885.7307 168.54760443875784 5885.7307 6460.4799 387.55530251242817 7830.3484 8774.3665 2006kf "" "" "" +CMFGEN 1.04 14.229999999777647 -3.5138431518773117 3997.6945 4149.5712 -61.565849809355 4149.5712 4450.3467 817.2056295429545 4500.9723 5549.2195 162.5230649819944 5203.7744 5653.4486 -2.8520210301982245 5653.4486 5802.3474 249.02619891389102 5802.3474 6597.4667 463.7674412247908 7502.7711 8899.4414 2006kf "" "" "" +CMFGEN 1.02 14.229999999777647 8.10749117016918 3997.6945 4149.5712 -76.35135716806931 4149.5712 4450.3467 788.4110987142074 4500.9723 5549.2195 235.4911344916149 5153.1488 5629.6248 -2.002509503539184 5629.6248 5802.3474 199.21503628875416 5802.3474 6597.4667 457.6844363628268 7502.7711 8899.4414 2006kf "" "" "" +CMFGEN 1.4 14.229999999777647 18.850141067211858 3997.6945 4149.5712 -93.74701549722582 4149.5712 4450.3467 705.2076893051103 4500.9723 5549.2195 197.98192906297686 5150.1709 5587.9332 49.24761905771498 5587.9332 5998.8937 59.24018468796807 5998.8937 6597.4667 346.53435314712686 7502.7711 8899.4414 2006kf "" "" "" +CMFGEN 1.7 14.229999999777647 12.342935076207546 3997.6945 4149.5712 116.8788225757894 4149.5712 4471.1925 647.3753136887694 4500.9723 5549.2195 38.91241241037418 5299.0696 5677.2724 -3.2533552042757656 5677.2724 5802.3474 218.1076109163537 5802.3474 6582.5769 591.0986826149259 7502.7711 8845.8379 2006kf "" "" "" +OBSERVED "" 16.32999999987078 5.680666361953928 3959.36567804264 4010.4021490532 305.05715004612244 3959.36567804264 4625.8419465335 337.65795709257577 4625.8419465335 5436.42119199534 5.244571021755087 5280.3096336101 5505.47053512728 77.73193730891825 5556.50700613784 5862.72583220121 189.34758253770272 5862.72583220121 6463.15490291369 "" "" "" 2006kf "" "" "" +CMFGEN 1.04 16.32999999987078 -3.48977354893702 3998.39356763895 4148.50083531707 -64.51982869786329 4148.50083531707 4451.71751602688 814.3339069487396 4502.75398703744 5547.50057007715 161.66653813083497 5205.25599977104 5652.57565745184 -3.091611900877997 5652.57565745184 5802.68292512996 248.968341450406 5802.68292512996 6598.25144382399 "" "" "" 2006kf "" "" "" +CMFGEN 1.02 16.32999999987078 7.8695495418354975 3998.39356763895 4148.50083531707 -79.36938616087328 4148.50083531707 4451.71751602688 783.2898030039216 4502.75398703744 5547.50057007715 233.99838834010805 5154.21952876048 5631.5606399769 -1.6014002471410724 5631.5606399769 5802.68292512996 199.02357009278705 5802.68292512996 6598.25144382399 "" "" "" 2006kf "" "" "" +CMFGEN 1.4 16.32999999987078 18.290483026037524 3998.39356763895 4148.50083531707 -96.89536681726315 4148.50083531707 4451.71751602688 699.6917494832604 4502.75398703744 5547.50057007715 193.97880985837028 5154.21952876048 5589.53060502703 49.058207216607975 5589.53060502703 5997.82237311151 59.46281624920434 5997.82237311151 6598.25144382399 "" "" "" 2006kf "" "" "" +CMFGEN 1.7 16.32999999987078 12.072913201729882 3998.39356763895 4148.50083531707 117.66590188048707 4148.50083531707 4472.73253350181 641.1155388569659 4502.75398703744 5547.50057007715 39.59969304881297 5298.32250573147 5673.59067492677 -3.827161899434678 5673.59067492677 5802.68292512996 217.7426157146932 5802.68292512996 6583.24071705618 "" "" "" 2006kf "" "" "" +OBSERVED "" -5.7199999999429565 22.97355994631979 3929.2011 4092.9897 85.7966203242197 4092.9897 4506.9282 126.69882924192751 4506.9282 5105.5012 91.87188295341369 5200.7964 5614.735 39.782290182752206 5614.735 5885.7307 124.86437640362219 5885.7307 6335.4049 281.9272745928987 7687.4056 8732.6748 2006kf "" "" "" +CMFGEN 1.04 -5.7199999999429565 -3.5138431518773117 3997.6945 4149.5712 -61.565849809355 4149.5712 4450.3467 817.2056295429545 4500.9723 5549.2195 162.5230649819944 5203.7744 5653.4486 -2.8520210301982245 5653.4486 5802.3474 249.02619891389102 5802.3474 6597.4667 463.7674412247908 7502.7711 8899.4414 2006kf "" "" "" +CMFGEN 1.02 -5.7199999999429565 8.10749117016918 3997.6945 4149.5712 -76.35135716806931 4149.5712 4450.3467 788.4110987142074 4500.9723 5549.2195 235.4911344916149 5153.1488 5629.6248 -2.002509503539184 5629.6248 5802.3474 199.21503628875416 5802.3474 6597.4667 457.6844363628268 7502.7711 8899.4414 2006kf "" "" "" +CMFGEN 1.4 -5.7199999999429565 18.850141067211858 3997.6945 4149.5712 -93.74701549722582 4149.5712 4450.3467 705.2076893051103 4500.9723 5549.2195 197.98192906297686 5150.1709 5587.9332 49.24761905771498 5587.9332 5998.8937 59.24018468796807 5998.8937 6597.4667 346.53435314712686 7502.7711 8899.4414 2006kf "" "" "" +CMFGEN 1.7 -5.7199999999429565 12.342935076207546 3997.6945 4149.5712 116.8788225757894 4149.5712 4471.1925 647.3753136887694 4500.9723 5549.2195 38.91241241037418 5299.0696 5677.2724 -3.2533552042757656 5677.2724 5802.3474 218.1076109163537 5802.3474 6582.5769 591.0986826149259 7502.7711 8845.8379 2006kf "" "" "" +OBSERVED "" 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 129.3605560376364 5911.1887 6345.6597 193.34639534986962 7894.4994 8488.166 2006kf "" "" "" +CMFGEN 1.04 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 249.61743321028197 5801.7417 6597.7193 463.30581715940264 7503.1438 8899.4211 2006kf "" "" "" +CMFGEN 1.02 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 199.7086177914098 5801.7417 6597.7193 457.06970052344207 7503.1438 8899.4211 2006kf "" "" "" +CMFGEN 1.4 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 59.61244086943361 5997.4196 6597.7193 345.9069731405215 7503.1438 8899.4211 2006kf "" "" "" +CMFGEN 1.7 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 218.61018194660835 5801.7417 6584.453 590.3301343569452 7503.1438 8846.3559 2006kf "" "" "" +OBSERVED "" 1.1999999999825377 "" "" "" "" "" "" 167.66035867131936 4612.7788 5213.1885 100.50808528965602 5213.1885 5605.889 42.313872504480095 5605.889 5959.6439 129.9832083830797 5959.6439 6326.3806 203.54902820455027 7848.5003 8598.2011 2006kf "" "" "" +CMFGEN 1.04 1.1999999999825377 "" "" "" "" "" "" 814.5975515596554 4502.4333 5547.4707 162.22468766369172 5203.4522 5654.5708 -2.644731302259286 5654.5708 5800.6164 250.7562323038701 5800.6164 6598.9991 465.03044457652703 7501.2364 8896.7832 2006kf "" "" "" +CMFGEN 1.02 1.1999999999825377 "" "" "" "" "" "" 783.512239181913 4502.4333 5547.4707 233.44510258642887 5154.7703 5631.8526 -1.6246092875015399 5631.8526 5800.6164 200.7389006974476 5800.6164 6598.9991 460.66514285124003 7501.2364 8896.7832 2006kf "" "" "" +CMFGEN 1.4 1.1999999999825377 "" "" "" "" "" "" 699.9533247002591 4502.4333 5547.4707 193.54003890161508 5154.7703 5589.6617 49.224913193419034 5589.6617 5998.5894 59.239661718102305 5998.5894 6598.9991 349.61626132485276 7501.2364 8896.7832 2006kf "" "" "" +CMFGEN 1.7 1.1999999999825377 "" "" "" "" "" "" 641.3465428586214 4502.4333 5547.4707 38.95114266551663 5297.5705 5674.0436 -3.6057462624380263 5674.0436 5800.6164 219.97788087598985 5800.6164 6582.7718 594.2397057032562 7501.2364 8848.1014 2006kf "" "" "" +OBSERVED "" 29.249999999796273 55.3884251290597 3921.4480052801 4008.36318318487 494.89509343650786 3921.4480052801 4622.76357871866 521.6860195856358 4622.76357871866 5497.90950796678 66.6647630463786 5282.12010075492 5506.90073326728 77.6820857357123 5587.82176097172 5821.59361878458 319.9395115645855 5821.59361878458 6471.95891552034 "" "" "" 2006kf "" "" "" +CMFGEN 1.04 29.249999999796273 1.4137346790773246 3939.43045588108 4053.31930968735 68.6790582396509 4053.31930968735 4538.84547591404 124.33917002105375 4538.84547591404 5129.26927064651 75.31512739046018 5150.24879634766 5590.81883607189 5.877179300896031 5590.81883607189 5800.61409308343 157.45168911464248 5800.61409308343 6298.12855971078 "" "" "" 2006kf "" "" "" +CMFGEN 1.02 29.249999999796273 20.12159297126062 3900.46847957894 4068.30468518817 94.38237761000258 4068.30468518817 4478.90397391075 129.7534047049937 4502.88057471207 5066.33069354305 88.29261111554514 5150.24879634766 5590.81883607189 19.8233240725626 5590.81883607189 5839.57606938557 166.37600331473843 5839.57606938557 6325.10223561227 "" "" "" 2006kf "" "" "" +CMFGEN 1.4 29.249999999796273 -1.2289789126506299 3999.37195788438 4062.31053498784 104.8487480473215 4062.31053498784 4472.90982371042 147.9195961035709 4502.88057471207 5057.33946824255 78.66752994796767 5150.24879634766 5578.83053567123 36.850680721689194 5578.83053567123 5851.56436978623 159.4252532830123 5851.56436978623 6325.10223561227 "" "" "" 2006kf "" "" "" +CMFGEN 1.7 29.249999999796273 15.760427239164404 3900.46847957894 4071.30176028833 70.35648102475785 4071.30176028833 4538.84547591404 128.07369105039515 4538.84547591404 5132.26634574667 89.96697628267357 5150.24879634766 5596.81298627222 7.47192858514878 5596.81298627222 5800.61409308343 137.94778876773663 5800.61409308343 6319.10808541194 "" "" "" 2006kf "" "" "" +OBSERVED "" 1.1799999999639113 29.42360901173963 3942.1526 4086.2307 135.12902645722943 3942.1526 4532.8727 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 118.7246806789415 3579.8992 3942.1526 +CMFGEN 1.04 1.1799999999639113 -3.5393385473027923 3999.7838 4147.9784 -62.23546381136988 4147.9784 4450.5424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 125.62326363388061 3777.492 4098.5802 +CMFGEN 1.02 1.1799999999639113 7.441735651980395 3999.7838 4147.9784 -77.3623655385525 4147.9784 4450.5424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 147.9739870138316 3756.9094 4098.5802 +CMFGEN 1.4 1.1799999999639113 17.44719423930111 3999.7838 4147.9784 -95.13894353529608 4147.9784 4450.5424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 146.3428854735073 3761.0259 4098.5802 +CMFGEN 1.7 1.1799999999639113 11.649938957431269 3999.7838 4147.9784 117.78442325766864 4147.9784 4473.1832 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 84.52968170193014 3798.0745 4098.5802 +OBSERVED "" 2.30000000007567 26.85545700782772 3930.44634879894 4107.54761739301 133.26336345239378 3930.44634879894 4608.83425900674 167.2790459972657 4608.83425900674 5218.18269162703 90.14902703755524 5218.18269162703 5614.40925865106 45.74384793077707 5614.40925865106 5938.59463167072 125.40277302393974 5938.59463167072 6325.8160494442 "" "" "" 2006kf "" "" "" +CMFGEN 1.04 2.30000000007567 -3.6131115215640883 3999.48582638646 4149.57164722889 -66.71497912986723 4149.57164722889 4452.74500533061 816.795000284591 4500.77246800019 5548.37149748039 165.15262363238878 5200.17239312594 5653.43157207009 -2.8540967425631325 5653.43157207009 5800.51567649568 250.81155447779014 5800.51567649568 6598.97224337743 "" "" "" 2006kf "" "" "" +CMFGEN 1.02 2.30000000007567 7.569418322109007 3999.48582638646 4149.57164722889 -80.84384395268805 4149.57164722889 4452.74500533061 786.8585534474942 4500.77246800019 5548.37149748039 236.29428427157114 5152.14493045636 5629.4178407353 -2.1099596407185754 5629.4178407353 5800.51567649568 200.8180019671259 5800.51567649568 6598.97224337743 "" "" "" 2006kf "" "" "" +CMFGEN 1.4 2.30000000007567 17.862468467060648 3999.48582638646 4149.57164722889 -98.39889649669809 4149.57164722889 4452.74500533061 703.4979878354089 4500.77246800019 5548.37149748039 194.21472087038381 5155.14664687321 5587.39381089942 49.12455937653808 5587.39381089942 5998.62896000769 59.228734999862795 5998.62896000769 6598.97224337743 "" "" "" 2006kf "" "" "" +CMFGEN 1.7 2.30000000007567 11.824188273425552 3999.48582638646 4149.57164722889 115.7163242728919 4149.57164722889 4473.75702024855 645.6881067030868 4500.77246800019 5548.37149748039 39.92729728971806 5299.22903488194 5674.44358698803 -3.5599912195264305 5674.44358698803 5800.51567649568 220.01507086048917 5800.51567649568 6583.96366129319 "" "" "" 2006kf "" "" "" +OBSERVED "" 54048.52000000002 50.435418239334986 3908.37893972778 4091.80843085457 237.82172994608652 3908.37893972778 4583.86531975023 239.96225513520574 4583.86531975023 5227.3243283061 29.066238898018614 5227.3243283061 5506.83593383263 82.3020131349999 5556.33278064462 5867.87175763773 234.57100460359553 5867.87175763773 6496.77287007243 "" "" "" 2006lu "" "" "" +CMFGEN 1.04 54048.52000000002 -6.465004585520975e-16 3998.63789567906 4001.54947490329 465.63468880843084 3998.63789567906 4694.50533027115 111.245542599996 4694.50533027115 5052.62957485202 28.869604514926596 5236.0590659788 5501.01277538416 151.34215122103558 5550.50962219615 5937.74965901937 272.99435163277866 5937.74965901937 6520.06550386631 "" "" "" 2006lu "" "" "" +CMFGEN 1.02 54048.52000000002 3.2325022927604877e-16 3998.63789567906 4001.54947490329 450.8593181610596 3998.63789567906 4688.68217182268 235.2310691392973 4688.68217182268 5230.23590753033 35.43118956849254 5230.23590753033 5501.01277538416 173.08847579787835 5550.50962219615 5873.6949160862 229.15187185474298 5873.6949160862 6514.24234541784 "" "" "" 2006lu "" "" "" +CMFGEN 1.4 54048.52000000002 0.1147492143127042 3998.63789567906 4036.48842559411 389.1927966421001 4036.48842559411 4682.85901337421 240.9873120424332 4682.85901337421 5224.41274908186 34.39349841045089 5224.41274908186 5501.01277538416 173.3870018898511 5550.50962219615 5873.6949160862 211.817714693342 5873.6949160862 6511.3307661936 "" "" "" 2006lu "" "" "" +CMFGEN 1.7 54048.52000000002 -0.005942396727759839 3992.81473723059 4001.54947490329 496.4369934138461 3992.81473723059 4682.85901337421 119.58060521444094 4682.85901337421 5052.62957485202 44.19740756642596 5250.61696209998 5501.01277538416 177.99575704794316 5550.50962219615 5885.34123298314 310.7095443155364 5885.34123298314 6552.09287533289 "" "" "" 2006lu "" "" "" +OBSERVED "" 54042.29000000004 26.726299177421915 3941.7483 4077.4446 195.0295086994483 3941.7483 4626.2162 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 151.17251375090262 3562.597 3941.7483 +CMFGEN 1.04 54042.29000000004 -4.4309000912789836e-16 3999.6188 4001.6143 465.2218523603148 3999.6188 4694.0644 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 287.1960511934434 3500.7355 3999.6188 +CMFGEN 1.02 54042.29000000004 -0.0011031053850364524 3997.6233 4001.6143 451.70994559667486 3997.6233 4688.0778 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 166.39783848411372 3682.329 3997.6233 +CMFGEN 1.4 54042.29000000004 0.120461216425097 3999.6188 4035.5384 390.0628767489494 4035.5384 4682.0912 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 164.87634902858082 3686.3201 4035.5384 +CMFGEN 1.7 54042.29000000004 -0.004781691657034001 3993.6322 4001.6143 495.800060387681 3993.6322 4684.0867 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 306.01876913084413 3500.7355 3993.6322 +OBSERVED "" 54042.31999999983 26.11457669633074 3949.8775 4063.1534 189.84152413919998 3949.8775 4613.8003 178.63581135898627 4613.8003 5123.5419 82.20340372049624 5158.154 5579.7921 47.88993020657858 5579.7921 5847.2491 124.25231258283084 5847.2491 6334.9649 417.514152544288 7835.8708 8896.2592 2006lu "" "" "" +CMFGEN 1.04 54042.31999999983 0.0 3997.0758 4000.2224 464.58155659901377 4000.2224 4695.6106 111.55540639436111 4695.6106 5051.1712 29.50056469482056 5236.8178 5501.1283 150.01552706477824 5551.4731 5938.4992 272.88525435557267 5938.4992 6517.465 489.66676689554595 7864.1897 8899.4058 2006lu "" "" "" +CMFGEN 1.02 54042.31999999983 0.0 3997.0758 4000.2224 451.721504679023 3997.0758 4689.3175 235.4135398030997 4689.3175 5230.5247 35.72225078782701 5230.5247 5501.1283 172.45372745176047 5551.4731 5872.4216 229.05853743102927 5872.4216 6514.3184 591.1128869594936 7851.6035 8899.4058 2006lu "" "" "" +CMFGEN 1.4 54042.31999999983 0.24040705771281626 3997.0758 4034.8345 390.2789030857432 4034.8345 4683.0244 240.963540183987 4683.0244 5224.2316 34.370392346052355 5224.2316 5501.1283 172.26678343964863 5551.4731 5875.5681 211.90964468922968 5875.5681 6511.1719 581.3121091720934 7854.7501 8899.4058 2006lu "" "" "" +CMFGEN 1.7 54042.31999999983 -0.0007262402508527717 3993.9293 4000.2224 495.85326195670956 3993.9293 4683.0244 119.97603919158747 4683.0244 5051.1712 43.239871728140876 5249.404 5501.1283 177.18894010600567 5551.4731 5885.0078 310.66636415664595 5885.0078 6552.0771 649.709311353455 7861.0432 8871.0868 2006lu "" "" "" +OBSERVED "" 54055.35999999987 9.016426478745412 3959.595 4017.3395 255.62395331930227 3959.595 4609.22 262.38174842197554 4609.22 5296.3788 13.980228874728267 5296.3788 5510.0332 79.25933371909238 5550.4543 5859.387 179.70259000636293 5859.387 6514.7864 "" "" "" 2006lu "" "" "" +CMFGEN 1.04 54055.35999999987 0.0 3997.1289 4000.0162 464.63512961994246 4000.0162 4695.8366 111.61269870572643 4695.8366 5050.9649 29.013493893547206 5235.7471 5501.3715 151.53315376093246 5550.4543 5937.342 272.8704429825184 5937.342 6517.6736 "" "" "" 2006lu "" "" "" +CMFGEN 1.02 54055.35999999987 -6.411093878000137e-16 3997.1289 4000.0162 452.2210534819229 3997.1289 4687.175 234.80670545774404 4687.175 5229.9727 35.55898338130073 5229.9727 5501.3715 173.113904305414 5550.4543 5873.8231 229.20116868691397 5873.8231 6514.7864 "" "" "" 2006lu "" "" "" +CMFGEN 1.4 54055.35999999987 0.2453837898986984 3997.1289 4034.6628 390.8328154548003 4034.6628 4681.4005 241.35079608910803 4681.4005 5227.0854 36.20553979683841 5227.0854 5501.3715 173.41793410875823 5550.4543 5873.8231 211.8761568931577 5873.8231 6511.8992 "" "" "" 2006lu "" "" "" +CMFGEN 1.7 54055.35999999987 -0.0005095528085259385 3994.2417 4000.0162 495.43949952721164 3994.2417 4684.2877 120.31374001912441 4684.2877 5050.9649 44.22041108547525 5250.1832 5501.3715 178.03885290551378 5550.4543 5885.372 310.71758729434373 5885.372 6552.3203 "" "" "" 2006lu "" "" "" +OBSERVED "" -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 107.50781631374598 5906.0979 6429.047 316.8937995662989 7784.6747 8534.3099 2006mr "" "" "" +CMFGEN 1.04 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 252.6103896318004 5800.6104 6599.6227 463.86614856729784 7500.756 8899.0276 2006mr "" "" "" +CMFGEN 1.02 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 197.2327940598908 5800.6104 6599.6227 455.3042971329747 7500.756 8899.0276 2006mr "" "" "" +CMFGEN 1.4 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 54.478469562260216 5999.2412 6599.6227 340.6472391458067 7500.756 8899.0276 2006mr "" "" "" +CMFGEN 1.7 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 220.26550638030324 5800.6104 6582.7896 596.6914474604296 7500.756 8846.2838 2006mr "" "" "" +OBSERVED "" -2.3900000000940054 17.903911668203342 3900.2365 4038.9317 251.14111975252655 3900.2365 4485.1964 159.12102896601198 4500.6069 5340.4835 14.351455100230654 5231.3252 5562.6527 46.77596795490229 5562.6527 5901.6854 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.04 -2.3900000000940054 -4.309689504308759 3999.7631 4149.3742 -63.83089593453907 4149.3742 4450.5226 805.2501445265298 4500.6069 5549.8106 156.61515837706025 5204.9988 5653.832 -2.5714472303900644 5653.832 5800.2325 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.02 -2.3900000000940054 6.720810418153263 3999.7631 4149.3742 -78.88802218859738 4149.3742 4450.5226 775.4830195541397 4500.6069 5549.8106 231.08381814404007 5153.6302 5628.7898 -1.9212334248878866 5628.7898 5800.2325 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.4 -2.3900000000940054 16.92969336047413 3999.7631 4149.3742 -96.43375699280394 4149.3742 4450.5226 688.9896633819648 4500.6069 5549.8106 193.85132668314012 5150.4197 5587.6949 50.29814235555673 5587.6949 5999.9279 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.7 -2.3900000000940054 11.124215814029686 3999.7631 4149.3742 113.66108744810515 4149.3742 4472.3542 638.7816419174486 4500.6069 5549.8106 41.34553605813882 5299.3886 5663.4636 -5.060012854072257 5663.4636 5800.2325 "" "" "" "" "" "" 2006mr "" "" "" +OBSERVED "" 31.66000000018539 30.059896671499374 3980.7024 4028.9585 280.86356863609797 4028.9585 4620.0962 283.70902526903865 4620.0962 5446.4825 86.45963387048198 5283.618 5570.1388 123.6504881714177 5570.1388 5983.332 236.7502804618448 5983.332 6580.5016 318.7359304810866 7771.825 8384.0747 2006mr "" "" "" +CMFGEN 1.04 31.66000000018539 0.27230168808949595 3902.2862 4022.9265 46.96598695713169 3902.2862 4499.4558 127.61026517998734 4502.4718 5126.7856 80.68042660849991 5150.9137 5603.3149 9.362751979795513 5603.3149 5802.3715 152.9732916510041 5802.3715 6287.9488 117.30485194377952 7856.2732 8486.619 2006mr "" "" "" +CMFGEN 1.02 31.66000000018539 22.21137901932145 3902.2862 4083.2467 86.58073947919489 4083.2467 4493.4238 140.41595372873277 4502.4718 5081.5455 95.4944845318972 5150.9137 5600.2989 18.947663230225416 5600.2989 5853.6436 160.35097229031294 5853.6436 6327.1569 121.90614288804802 7741.6649 8498.683 2006mr "" "" "" +CMFGEN 1.4 31.66000000018539 21.46383193673244 3902.2862 4077.2147 107.75509502201223 4077.2147 4484.3758 156.10837626384034 4502.4718 5072.4974 91.33465465583066 5150.9137 5594.2669 34.813354119067185 5594.2669 5862.6916 161.24283174512385 5862.6916 6327.1569 133.97017946879993 7744.6809 8480.587 2006mr "" "" "" +CMFGEN 1.7 31.66000000018539 13.56938715960461 3902.2862 4065.1506 61.97068873532034 4065.1506 4547.712 133.52789114104968 4547.712 5138.8496 94.89926283341856 5150.9137 5606.3309 9.661203911081993 5606.3309 5802.3715 136.6686750045588 5802.3715 6312.0769 121.39695793987318 7789.921 8504.715 2006mr "" "" "" +OBSERVED "" 62.56999999986874 "" "" "" "" "" "" 330.24217283962287 4611.9697 5426.2869 20.866759499452595 5263.4235 5501.6867 288.9669883099055 5552.9585 5881.7014 328.83342274089955 5881.7014 6509.0272 894.3980152006926 7534.4637 8659.4279 2006mr "" "" "" +CMFGEN 1.04 62.56999999986874 "" "" "" "" "" "" 236.52726799033604 4621.0177 5215.1677 5.324107409325036 5215.1677 5531.8466 107.57212307144766 5552.9585 5854.5575 38.81582654480089 5854.5575 6201.3963 332.4017448383291 7839.0787 8707.6837 2006mr "" "" "" +CMFGEN 1.02 62.56999999986874 "" "" "" "" "" "" 284.08299379492473 4627.0497 5308.6633 -4.288944968265736 5299.6154 5501.6867 74.24891733044511 5552.9585 5848.5255 184.70624577320694 5848.5255 6448.7075 477.015335061148 7697.3272 8695.6198 2006mr "" "" "" +CMFGEN 1.4 62.56999999986874 "" "" "" "" "" "" 299.9560165909333 4627.0497 5308.6633 0.9744365698339547 5299.6154 5501.6867 63.63023679552905 5552.9585 5854.5575 194.78348492319935 5854.5575 6451.7234 469.51348834060127 7685.2632 8686.5718 2006mr "" "" "" +CMFGEN 1.7 62.56999999986874 "" "" "" "" "" "" 271.57351129372876 4618.0017 5239.2956 0.05335410993301189 5239.2956 5501.6867 129.05625467775064 5552.9585 5878.6854 85.65681529219702 5878.6854 6222.5082 294.69092893339985 7872.2546 8768.0035 2006mr "" "" "" +OBSERVED "" 1.5899999998873682 "" "" "" "" "" "" "" "" "" 29.367059885437488 5274.3855 5600.752 55.67628772758752 5600.752 5917.4485 124.58358071074733 5917.4485 6437.2175 357.1709504713754 7799.4957 8544.095 2006mr "" "" "" +CMFGEN 1.04 1.5899999998873682 "" "" "" "" "" "" "" "" "" 157.07747451048493 5204.2771 5653.9377 -2.5524998459389767 5653.9377 5800.1983 252.7936032474497 5800.1983 6599.192 463.83516858090866 7500.9308 8899.472 2006mr "" "" "" +CMFGEN 1.02 1.5899999998873682 "" "" "" "" "" "" "" "" "" 231.25613409654633 5153.509 5628.5537 -1.9711223993014377 5628.5537 5800.1983 197.54393153256075 5800.1983 6599.192 454.93010084325124 7500.9308 8899.472 2006mr "" "" "" +CMFGEN 1.4 1.5899999998873682 "" "" "" "" "" "" "" "" "" 189.82252809761968 5155.9265 5587.4556 50.2005762019157 5587.4556 5999.6445 54.42153908624404 5999.6445 6599.192 340.23723673383154 7500.9308 8899.472 2006mr "" "" "" +CMFGEN 1.7 1.5899999998873682 "" "" "" "" "" "" "" "" "" 41.61108358471528 5299.7695 5663.6078 -5.033339736565499 5663.6078 5800.1983 220.72891585713532 5800.1983 6583.4781 596.3379285085693 7500.9308 8846.2863 2006mr "" "" "" +OBSERVED "" 1.5800000001108856 "" "" "" "" "" "" 153.3936649714603 4592.5614 5251.1151 30.51348063541777 5251.1151 5602.1025 56.18730617200234 5602.1025 5921.7302 124.92338477959126 5921.7302 6417.4547 342.6196092342949 7809.3429 8535.4406 2006mr "" "" "" +CMFGEN 1.04 1.5800000001108856 "" "" "" "" "" "" 804.4175176742373 4500.8946 5549.0322 156.32457754570743 5205.2817 5653.9666 -2.5144891751060827 5653.9666 5801.116 252.28015161991527 5801.116 6599.5822 464.4078026155965 7500.5705 8899.6956 2006mr "" "" "" +CMFGEN 1.02 1.5800000001108856 "" "" "" "" "" "" 773.5846356103598 4500.8946 5549.0322 231.2902500813684 5153.4176 5628.6376 -1.9217155839494764 5628.6376 5801.116 196.81133861423615 5801.116 6599.5822 455.51796592991604 7500.5705 8899.6956 2006mr "" "" "" +CMFGEN 1.4 1.5800000001108856 "" "" "" "" "" "" 687.0521457696534 4500.8946 5549.0322 189.89091550963212 5155.8298 5587.6288 50.04731351186837 5587.6288 5998.9233 54.54978786645091 5998.9233 6599.5822 340.80692340368387 7500.5705 8899.6956 2006mr "" "" "" +CMFGEN 1.7 1.5800000001108856 "" "" "" "" "" "" 636.4949621281771 4500.8946 5549.0322 41.2746476074282 5299.3608 5663.6158 -5.120396183570419 5663.6158 5801.116 219.70558682155698 5801.116 6582.6962 597.0452827663846 7500.5705 8846.6253 2006mr "" "" "" +OBSERVED "" 4.669999999961874 0.2216041906800319 3983.4302 4001.5722 295.6328327813817 3983.4302 4591.1857 236.76708780677012 4591.1857 5549.6856 33.22311564529895 5289.6509 5616.2061 43.96404287529899 5616.2061 5918.572 135.09093207830324 5918.572 6553.5404 332.08056935145476 7802.3116 8543.1081 2006mr "" "" "" +CMFGEN 1.04 4.669999999961874 -4.285954641836434 3998.5485 4149.7315 -66.99312135872479 4149.7315 4452.0974 805.2563987388753 4500.4759 5549.6856 157.01352414719886 5204.9885 5652.49 -2.8793986238730143 5652.49 5800.6493 252.44160149939387 5800.6493 6598.8953 461.4555777966419 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.02 4.669999999961874 7.073508611242804 3998.5485 4149.7315 -81.63507310003027 4149.7315 4452.0974 775.3229279901936 4500.4759 5549.6856 231.28272638508227 5153.5863 5628.3008 -2.0086901305239793 5628.3008 5800.6493 197.14653701326753 5800.6493 6598.8953 451.3214694641267 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.4 4.669999999961874 17.633200783622748 3998.5485 4149.7315 -99.05930940575027 4149.7315 4452.0974 688.8773138845874 4500.4759 5549.6856 193.03980598905164 5150.5626 5588.9932 49.7761368373683 5588.9932 5997.1872 55.037741003517866 5997.1872 6598.8953 336.6055111838327 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.7 4.669999999961874 11.490667858413435 3998.5485 4149.7315 112.78350790243078 4149.7315 4473.263 638.7271031237058 4500.4759 5549.6856 41.28830815677243 5298.7219 5661.561 -5.439044958926942 5661.561 5800.6493 220.1838643477522 5800.6493 6583.777 591.7192637705642 7502.9694 8845.474 2006mr "" "" "" +OBSERVED "" 36.66000000018539 1.245974431979691 3983.4302 4001.5722 350.8882042589049 4001.5722 4621.4223 319.7491403563115 4621.4223 5543.6383 21.22614141457949 5298.7219 5543.6383 163.54340949789827 5567.8276 5945.785 110.26078871099983 5945.785 6517.2565 535.3747886736198 7684.3889 8700.3384 2006mr "" "" "" +CMFGEN 1.04 36.66000000018539 0.33298939690735685 3907.8387 4001.5722 69.92878846591847 3907.8387 4452.0974 163.0361213670553 4500.4759 5165.6809 68.77367387317872 5165.6809 5610.1588 16.221868766136208 5610.1588 5846.0042 138.75989340643622 5846.0042 6260.2455 176.29017934590712 7877.9031 8543.1081 2006mr "" "" "" +CMFGEN 1.02 36.66000000018539 27.554646036246385 3901.7914 4104.3766 74.76671184791849 4104.3766 4518.6179 160.01283269584968 4518.6179 5111.2551 92.78312632400875 5165.6809 5625.2771 18.687551469766916 5625.2771 5849.0279 156.17192713803416 5849.0279 6338.8606 184.46542381027677 7808.359 8567.2974 2006mr "" "" "" +CMFGEN 1.4 36.66000000018539 34.71540769940351 3901.7914 4101.3529 94.9129299886533 4101.3529 4509.5469 178.1295992515183 4509.5469 5105.2077 93.37048856735004 5171.7282 5619.2298 30.518528052864166 5619.2298 5885.3118 158.06105008525287 5885.3118 6338.8606 188.41120465054604 7769.0514 8558.2264 2006mr "" "" "" +CMFGEN 1.7 36.66000000018539 13.442495657767456 3901.7914 4092.2819 66.38078399261616 3901.7914 4515.5942 154.3010723495098 4515.5942 5156.6099 87.00960317109715 5156.6099 5616.2061 15.093894732632547 5616.2061 5836.9332 139.64908855060796 5836.9332 6302.5767 175.78747192001111 7853.7138 8561.2501 2006mr "" "" "" +OBSERVED "" 7.489999999794236 0.06521131886297662 3992.5012 4001.5722 341.8054775600235 3992.5012 4597.233 344.26312287157873 4597.233 5549.6856 47.01197075788052 5289.6509 5628.3008 42.31068906227667 5628.3008 5903.4537 173.7201737311729 5903.4537 6553.5404 410.9076592115521 7766.0277 8594.5103 2006mr "" "" "" +CMFGEN 1.04 7.489999999794236 -4.285954641836434 3998.5485 4149.7315 -66.99312135872479 4149.7315 4452.0974 805.2563987388753 4500.4759 5549.6856 157.01352414719886 5204.9885 5652.49 -2.8793986238730143 5652.49 5800.6493 252.44160149939387 5800.6493 6598.8953 461.4555777966419 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.02 7.489999999794236 7.073508611242804 3998.5485 4149.7315 -81.63507310003027 4149.7315 4452.0974 775.3229279901936 4500.4759 5549.6856 231.28272638508227 5153.5863 5628.3008 -2.0086901305239793 5628.3008 5800.6493 197.14653701326753 5800.6493 6598.8953 451.3214694641267 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.4 7.489999999794236 17.633200783622748 3998.5485 4149.7315 -99.05930940575027 4149.7315 4452.0974 688.8773138845874 4500.4759 5549.6856 193.03980598905164 5150.5626 5588.9932 49.7761368373683 5588.9932 5997.1872 55.037741003517866 5997.1872 6598.8953 336.6055111838327 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.7 7.489999999794236 11.490667858413435 3998.5485 4149.7315 112.78350790243078 4149.7315 4473.263 638.7271031237058 4500.4759 5549.6856 41.28830815677243 5298.7219 5661.561 -5.439044958926942 5661.561 5800.6493 220.1838643477522 5800.6493 6583.777 591.7192637705642 7502.9694 8845.474 2006mr "" "" "" +OBSERVED "" 8.759999999812862 25.832942381286117 3959.11043041148 4038.39060059648 342.07797602833557 3959.11043041148 4599.45026652114 354.5982333816572 4599.45026652114 5547.7630714264 55.58458181893857 5285.52866235292 5611.79705503736 26.700428876351257 5611.79705503736 5800.84976855545 212.81693197937864 5800.84976855545 6526.56824947973 "" "" "" 2006mr "" "" "" +CMFGEN 1.04 8.759999999812862 -4.181108771304335 3998.75051550398 4148.16314392957 -63.10717267833383 4148.16314392957 4450.03763809555 802.587284841067 4501.87467244729 5547.7630714264 159.6914766932471 5200.15001753829 5654.48637744467 -2.4440582532327046 5654.48637744467 5800.84976855545 252.48822281568968 5800.84976855545 6599.74994503512 "" "" "" 2006mr "" "" "" +CMFGEN 1.02 8.759999999812862 6.992857642254372 3998.75051550398 4148.16314392957 -78.2353787662592 4148.16314392957 4450.03763809555 770.0358652552493 4501.87467244729 5547.7630714264 230.00738624720253 5154.41145781618 5630.09247892621 -1.6330859587068742 5630.09247892621 5800.84976855545 197.04211032269387 5800.84976855545 6599.74994503512 "" "" "" 2006mr "" "" "" +CMFGEN 1.4 8.759999999812862 17.240184417505468 3998.75051550398 4148.16314392957 -96.34985854136465 4148.16314392957 4450.03763809555 683.1186726530339 4501.87467244729 5547.7630714264 190.73394251325755 5154.41145781618 5587.4031565189 50.04843908539784 5587.4031565189 5999.05019401796 54.50850918516754 5999.05019401796 6599.74994503512 "" "" "" 2006mr "" "" "" +CMFGEN 1.7 8.759999999812862 11.344047274744359 3998.75051550398 4148.16314392957 114.63296795852872 4148.16314392957 4471.38229929921 631.958428323646 4501.87467244729 5547.7630714264 40.065285325397575 5297.72561161215 5663.6340893891 -5.093127973943041 5663.6340893891 5800.84976855545 219.84219119854447 5800.84976855545 6581.45452114627 "" "" "" 2006mr "" "" "" +OBSERVED "" 10.6899999999805 2.7103582947025227 3974.3592 4001.5722 364.69030090150716 3974.3592 4597.233 364.0884424672239 4597.233 5549.6856 45.575651487713095 5295.6983 5610.1588 39.382724957470124 5610.1588 5864.1462 194.24674459120828 5864.1462 6556.5641 419.10406207922915 7799.288 8603.5813 2006mr "" "" "" +CMFGEN 1.04 10.6899999999805 -4.285954641836434 3998.5485 4149.7315 -66.99312135872479 4149.7315 4452.0974 805.2563987388753 4500.4759 5549.6856 157.01352414719886 5204.9885 5652.49 -2.8793986238730143 5652.49 5800.6493 252.44160149939387 5800.6493 6598.8953 461.4555777966419 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.02 10.6899999999805 7.073508611242804 3998.5485 4149.7315 -81.63507310003027 4149.7315 4452.0974 775.3229279901936 4500.4759 5549.6856 231.28272638508227 5153.5863 5628.3008 -2.0086901305239793 5628.3008 5800.6493 197.14653701326753 5800.6493 6598.8953 451.3214694641267 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.4 10.6899999999805 17.633200783622748 3998.5485 4149.7315 -99.05930940575027 4149.7315 4452.0974 688.8773138845874 4500.4759 5549.6856 193.03980598905164 5150.5626 5588.9932 49.7761368373683 5588.9932 5997.1872 55.037741003517866 5997.1872 6598.8953 336.6055111838327 7502.9694 8899.8999 2006mr "" "" "" +CMFGEN 1.7 10.6899999999805 11.490667858413435 3998.5485 4149.7315 112.78350790243078 4149.7315 4473.263 638.7271031237058 4500.4759 5549.6856 41.28830815677243 5298.7219 5661.561 -5.439044958926942 5661.561 5800.6493 220.1838643477522 5800.6493 6583.777 591.7192637705642 7502.9694 8845.474 2006mr "" "" "" +OBSERVED "" 50.58999999988737 4.219810655902804 3993.0267 4005.5709 425.728752258766 4005.5709 4632.1189 395.9388937371783 4632.1189 5504.9288 50.6900282398545 5269.8907 5504.9288 253.49726779020503 5575.5722 5954.5381 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.04 50.58999999988737 -1.739451374697448 3942.1898 4000.2891 152.965298847354 3942.1898 4572.6992 243.19410687318373 4572.6992 5205.8494 7.646588911503505 5205.8494 5500.3072 81.57113106378333 5550.4839 5856.8256 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.02 50.58999999988737 37.5433505439168 3928.3252 4149.4987 226.18850386124763 3928.3252 4611.6521 269.2716824402517 4611.6521 5246.1228 -2.1410244071842013 5246.1228 5500.3072 47.37966009399382 5550.4839 5866.0687 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.4 50.58999999988737 43.442647821181154 3920.4026 4149.4987 237.4157109104253 3920.4026 4605.05 275.60285190523734 4605.05 5246.1228 39.57908663788419 5246.1228 5617.166 32.92920750096784 5617.166 5868.0493 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.7 50.58999999988737 31.879168886503862 3925.6844 4149.4987 172.76776615139028 3925.6844 4579.9616 255.01981929108186 4579.9616 5219.0538 7.383782123308685 5219.0538 5500.3072 77.26541972315916 5550.4839 5866.7289 "" "" "" "" "" "" 2006mr "" "" "" +OBSERVED "" 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 98.0651777016441 5954.7257 6267.8987 391.7231914911192 7567.735 8308.5744 2006mr "" "" "" +CMFGEN 1.04 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.35378722369611 5853.7022 6217.387 277.906874413951 7837.1311 8705.9336 2006mr "" "" "" +CMFGEN 1.02 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 189.32500649852142 5863.8046 6409.3317 499.2554621887296 7507.1209 8692.4638 2006mr "" "" "" +CMFGEN 1.4 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 186.2858059642993 5870.5395 6409.3317 436.0951710972188 7628.3491 8689.0964 2006mr "" "" "" +CMFGEN 1.7 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 119.2593496224522 5870.5395 6247.694 275.3531801011769 7880.908 8746.343 2006mr "" "" "" +OBSERVED "" 55.56999999986874 "" "" "" "" "" "" 271.5815487727408 4630.3419 5386.3748 63.89175878027047 5293.9341 5554.7489 69.02015682031967 5554.7489 5828.7696 158.71135655699015 5828.7696 6340.4949 629.2538273911321 7558.7313 8783.5705 2006mr "" "" "" +CMFGEN 1.04 55.56999999986874 "" "" "" "" "" "" 238.99726901258842 4594.0259 5204.7948 -1.6840791547111078 5204.7948 5501.9257 92.76610363498261 5551.4475 5855.1812 57.058994069012556 5855.1812 6218.3411 277.58831119382864 7836.0534 8707.6371 2006mr "" "" "" +CMFGEN 1.02 55.56999999986874 "" "" "" "" "" "" 291.2439412558641 4623.739 5290.6326 -4.564848974145037 5290.6326 5501.9257 68.66739086465246 5551.4475 5865.0856 189.318703500747 5865.0856 6409.8254 499.6715501713448 7505.908 8691.1299 2006mr "" "" "" +CMFGEN 1.4 55.56999999986874 "" "" "" "" "" "" 308.2089492543463 4620.4376 5290.6326 -0.2695511066277658 5290.6326 5501.9257 47.28360189514229 5551.4475 5871.6885 186.31158079700288 5871.6885 6406.524 436.16507972604825 7628.0618 8687.8284 2006mr "" "" "" +CMFGEN 1.7 55.56999999986874 "" "" "" "" "" "" 267.0473596304777 4603.9303 5231.2065 2.388982756021784 5231.2065 5501.9257 102.5655726656214 5551.4475 5871.6885 119.71838523803665 5871.6885 6248.0542 274.82951197024516 7882.2737 8747.2546 2006mr "" "" "" +OBSERVED "" 55.549999999850115 1.1223203320148072 3994.2684 4004.7176 354.0481748866096 4004.7176 4669.2846 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 247.3157131092692 3651.5358 4004.7176 +CMFGEN 1.04 55.549999999850115 -1.3533346453406352 3950.3819 4000.5379 181.23767963463914 3950.3819 4594.0506 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 118.80730952503028 3661.9849 3950.3819 +CMFGEN 1.02 55.549999999850115 -2.9432240114305417 3935.7531 4000.5379 264.84266553640964 3935.7531 4623.3082 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 89.44019886613319 3664.0748 3935.7531 +CMFGEN 1.4 55.549999999850115 -3.7836859083633003 3923.2141 4000.5379 287.50347336896425 3923.2141 4621.2184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 83.09165787879681 3655.7154 3923.2141 +CMFGEN 1.7 55.549999999850115 32.30280737787143 3935.7531 4148.9161 197.43134212973806 3935.7531 4602.4099 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 104.29654801755139 3664.0748 3935.7531 +OBSERVED "" 24.17000000011467 16.0249603510513 3952.1431 4015.3121 313.1184572855296 3952.1431 4575.2194 453.8970883530209 4575.2194 5548.5968 58.529842499891444 5261.4649 5548.5968 67.73250623276428 5551.4682 5858.6994 267.01984549863795 5858.6994 6527.7168 "" "" "" 2006ob "" "" "" +CMFGEN 1.04 24.17000000011467 -0.373190360100855 3998.0842 4041.154 86.7849127334608 4041.154 4506.3078 122.92670058634874 4506.3078 5092.057 43.14390064082663 5152.3547 5560.0821 2.0608752892169524 5560.0821 5801.273 168.32046075355532 5801.273 6300.8826 "" "" "" 2006ob "" "" "" +CMFGEN 1.02 24.17000000011467 -0.32618449610365474 3998.0842 4035.4113 97.79588589118045 4035.4113 4451.7527 131.50466213548464 4500.5651 5051.8585 43.3759564960735 5152.3547 5537.1116 28.37346859519643 5551.4682 5804.1443 162.5005135155857 5804.1443 6298.0113 "" "" "" 2006ob "" "" "" +CMFGEN 1.4 24.17000000011467 48.6305201001403 3900.4593 4127.2936 153.26116024590934 3900.4593 4457.4953 156.99672543874271 4500.5651 5051.8585 28.99307706626234 5152.3547 5502.6557 33.57381660212411 5551.4682 5832.8575 121.37129669411739 5832.8575 6306.6252 "" "" "" 2006ob "" "" "" +CMFGEN 1.7 24.17000000011467 -0.5030719297571056 3998.0842 4038.2827 71.25031226313487 4038.2827 4454.624 117.86960479176372 4500.5651 5112.1562 61.38662693675536 5152.3547 5568.6961 14.391167364235223 5568.6961 5829.9862 151.59355251699526 5829.9862 6298.0113 "" "" "" 2006ob "" "" "" +OBSERVED "" 54082.12999999989 38.863243678572026 3979.2193 4087.8439 235.65640412634673 4087.8439 4616.2881 324.4915000447385 4616.2881 5417.7617 10.464465868107022 5279.7791 5505.8357 72.81540798456312 5552.8085 5869.875 218.94487462574256 5869.875 6559.7882 583.6974777664624 7502.1803 8655.95 2006os "" "" "" +CMFGEN 1.04 54082.12999999989 -6.518785511389512e-16 3999.7699 4002.7057 465.65711108429355 3999.7699 4695.5547 111.20820573092473 4695.5547 5050.7866 30.0807618453719 5235.742 5502.8999 149.1517700014146 5552.8085 5937.3984 272.83218353094804 5937.3984 6518.687 489.84289964833476 7863.2838 8899.6215 2006os "" "" "" +CMFGEN 1.02 54082.12999999989 -0.003541362336505058 3996.8341 4002.7057 453.5758195129387 3996.8341 4686.7473 234.04447548657186 4686.7473 5229.8704 36.335885171646105 5229.8704 5502.8999 171.28565569528786 5552.8085 5872.8108 228.94057365052169 5872.8108 6515.7512 591.438998490707 7851.5406 8899.6215 2006os "" "" "" +CMFGEN 1.4 54082.12999999989 0.13892210335424293 3999.7699 4034.9995 391.03483200671315 4034.9995 4683.8115 241.19403363955453 4683.8115 5226.9346 36.84402542076698 5226.9346 5502.8999 171.12618436595645 5552.8085 5875.7466 211.87207654859975 5875.7466 6512.8154 581.681862633454 7854.4764 8899.6215 2006os "" "" "" +CMFGEN 1.7 54082.12999999989 -0.008939284713788503 3993.8983 4002.7057 496.38972678046287 3993.8983 4683.8115 119.9189934500134 4683.8115 5050.7866 45.5906230024619 5250.421 5502.8999 175.36667881330504 5552.8085 5887.4898 310.51360089446723 5887.4898 6550.9808 649.7877116997987 7860.348 8873.1993 2006os "" "" "" +OBSERVED "" 54061.18000000017 35.66592844861341 3917.8131 4076.8319 125.23364958725347 4076.8319 4515.6061 201.36429171023707 4515.6061 5184.0742 98.42960206597785 5184.0742 5522.7254 53.53232393399919 5631.6827 5932.0516 153.6771672221125 5932.0516 6332.5435 421.3968482725369 7772.5474 8635.3718 2006os "" "" "" +CMFGEN 1.04 54061.18000000017 0.0 3997.3225 4000.2673 465.4728884420457 4000.2673 4695.2385 111.11456848821653 4695.2385 5051.5585 30.189515007411707 5237.0804 5502.1118 149.67544912289583 5552.1733 5937.9412 272.8111316722201 5937.9412 6518.0655 488.65007061559584 7863.836 8897.4584 2006os "" "" "" +CMFGEN 1.02 54061.18000000017 3.2693847629158936e-16 3997.3225 4000.2673 452.6215353921183 3997.3225 4689.3489 234.9887523563835 4689.3489 5231.1909 36.53234665270915 5231.1909 5502.1118 171.788177356787 5552.1733 5873.1558 228.95525893656105 5873.1558 6515.1207 589.8035591876544 7852.0568 8897.4584 2006os "" "" "" +CMFGEN 1.4 54061.18000000017 0.20053771742793947 3997.3225 4035.6048 390.7330644395338 4035.6048 4683.4593 240.76075574991427 4683.4593 5225.3013 35.3149906862694 5225.3013 5502.1118 171.6460539840039 5552.1733 5876.1006 211.86393292732595 5876.1006 6512.1759 579.6187529840308 7855.0016 8897.4584 2006os "" "" "" +CMFGEN 1.7 54061.18000000017 -0.0005778869853546858 3994.3777 4000.2673 496.20964162210817 3994.3777 4683.4593 119.65085534597857 4683.4593 5051.5585 45.63761008536149 5251.8044 5502.1118 168.16376986574483 5552.1733 5911.4381 312.78758646414775 5911.4381 6550.4582 650.0318537155774 7860.8912 8870.9553 2006os "" "" "" +OBSERVED "" 54082.16000000015 58.920700044805535 3941.5211 4111.6703 136.44548200110128 4111.6703 4604.8149 182.6330379554979 4604.8149 5504.5874 39.28796831244104 5299.8315 5631.4784 34.97125315233809 5631.4784 5879.4926 120.24892386296297 5879.4926 6436.0827 829.2430366973517 7658.8505 8847.0116 2006ot 280.75574821140054 3503.1703 4048.2248 +CMFGEN 1.04 54082.16000000015 0.0 3999.1988 4002.0827 462.89432619326664 3999.1988 4694.2154 112.26432817131604 4694.2154 5051.8173 31.331550278940064 5236.386 5501.7035 167.09581937276226 5550.7296 5876.6087 269.88309067939144 5876.6087 6519.7154 489.53006370152696 7863.6064 8898.9216 2006ot 286.2999524809374 3500.2865 3999.1988 +CMFGEN 1.02 54082.16000000015 -0.002795860441643673 3996.3149 4002.0827 449.1928446231723 3996.3149 4688.4476 237.28708282454636 4688.4476 5230.6182 37.681715122801755 5230.6182 5501.7035 172.60525098288662 5550.7296 5873.7249 229.86584758481825 5873.7249 6513.9476 590.2743762068487 7852.0709 8898.9216 2006ot 227.75539811865258 3500.2865 3996.3149 +CMFGEN 1.4 54082.16000000015 0.20168179670948314 3999.1988 4033.8054 387.6475206349685 4033.8054 4682.6798 242.77309752971064 4682.6798 5224.8504 36.51876941126487 5224.8504 5501.7035 173.00352813709037 5550.7296 5873.7249 212.43980713842456 5873.7249 6511.0637 580.4183341706122 7854.9547 8898.9216 2006ot 164.73771972232564 3687.7391 4033.8054 +CMFGEN 1.7 54082.16000000015 -0.006741460557757114 3993.431 4002.0827 494.1283153648716 3993.431 4682.6798 120.80993332363785 4682.6798 5051.8173 46.349506571119626 5250.8054 5501.7035 177.26640230868466 5550.7296 5885.2604 311.53559255006587 5885.2604 6551.4381 648.6411540359861 7860.7225 8872.9666 2006ot 305.5172016567568 3500.2865 3993.431 +OBSERVED "" 54087.16000000015 26.52778353043223 3903.5688 4001.7775 265.8789856823651 3903.5688 4588.1417 329.68522474667293 4588.1417 5512.4595 6.920640670338935 5298.711 5512.4595 52.67815362353399 5564.4524 5864.8557 219.55052975859059 5864.8557 6451.2198 "" "" "" 2006ot "" "" "" +CMFGEN 1.04 54087.16000000015 -3.206879206629789e-16 3998.889 4001.7775 462.8758332758304 3998.889 4695.0159 112.47610062127809 4695.0159 5050.3006 29.6482166576711 5235.1641 5500.9055 167.11017453693387 5550.0099 5879.2981 269.95346245999326 5879.2981 6517.6551 "" "" "" 2006ot "" "" "" +CMFGEN 1.02 54087.16000000015 -0.00251249439800152 3996.0005 4001.7775 449.8871747497726 3996.0005 4686.3504 236.4217811988953 4686.3504 5229.3872 36.19033677954158 5229.3872 5500.9055 173.3049219060428 5550.0099 5873.5211 229.92482537396984 5873.5211 6514.7667 "" "" "" 2006ot "" "" "" +CMFGEN 1.4 54087.16000000015 0.10637694877226547 3998.889 4036.4395 386.43322672164965 4036.4395 4680.5734 242.78694088270487 4680.5734 5226.4987 36.86584026183935 5226.4987 5500.9055 173.68056152179435 5550.0099 5873.5211 212.50912617614682 5873.5211 6511.8782 "" "" "" 2006ot "" "" "" +CMFGEN 1.7 54087.16000000015 -0.006145035945621958 3993.112 4001.7775 494.13713983321975 3993.112 4683.4619 121.32503824350144 4683.4619 5050.3006 44.5229323345192 5249.6066 5500.9055 177.99363169065168 5550.0099 5885.0751 311.5815680595913 5885.0751 6552.3171 "" "" "" 2006ot "" "" "" +OBSERVED "" 54086.04000000004 38.819148143148546 3951.3902 4146.8868 222.23151525114704 3951.3902 4601.1289 228.32934821069693 4601.1289 5270.9923 12.836986881427661 5270.9923 5506.7382 50.809451925420305 5552.7375 5874.7319 160.36815536079985 5874.7319 6581.9696 "" "" "" 2006py "" "" "" +CMFGEN 1.04 54086.04000000004 0.0 3997.3894 4000.2644 464.5899242479825 3997.3894 4696.0023 112.1839885027499 4696.0023 5052.4961 29.935810574623144 5236.4929 5500.9883 148.41163752650039 5552.7375 5937.9808 273.1527854545605 5937.9808 6518.7207 "" "" "" 2006py "" "" "" +CMFGEN 1.02 54086.04000000004 0.0 3997.3894 4000.2644 450.3052712877505 3997.3894 4687.3775 236.1238014507944 4687.3775 5230.743 36.47573959665118 5230.743 5500.9883 171.27082344059713 5552.7375 5871.8569 229.21377733783538 5871.8569 6512.9708 "" "" "" 2006py "" "" "" +CMFGEN 1.4 54086.04000000004 0.23122470797397526 3997.3894 4034.7638 388.9352772601474 4034.7638 4681.6276 241.78297185367768 4681.6276 5224.9931 35.41830200349963 5224.9931 5500.9883 171.14946066367355 5552.7375 5874.7319 212.30016351413622 5874.7319 6512.9708 "" "" "" 2006py "" "" "" +CMFGEN 1.7 54086.04000000004 -0.005148380596459883 3991.6395 4000.2644 495.58170148221245 3991.6395 4684.5025 120.53830879643023 4684.5025 5052.4961 45.02483353650828 5250.8677 5500.9883 175.3492372739582 5552.7375 5886.2317 311.0131348178194 5886.2317 6550.3452 "" "" "" 2006py "" "" "" +OBSERVED "" -0.32999999996536644 14.92577948151465 3947.3105 4099.332 99.04372203677455 3947.3105 4504.7229 124.84899108596133 4504.7229 5115.79 90.10514666819067 5184.3488 5664.26 23.109466179042222 5664.26 5905.706 100.14835842728674 5905.706 6299.1736 230.63166767806277 7905.833 8499.0152 2007A "" "" "" +CMFGEN 1.04 -0.32999999996536644 -3.9111607540430136 3997.9843 4147.0251 -64.9006067528781 4147.0251 4451.0682 805.9298221409067 4501.7421 5548.0082 156.62155931000285 5205.2145 5655.3176 -2.409977107537032 5655.3176 5801.3775 250.98773301842823 5801.3775 6597.2551 464.4335938089712 7500.4421 8898.4444 2007A "" "" "" +CMFGEN 1.02 -0.32999999996536644 7.36369780877523 3997.9843 4147.0251 -80.40216081312276 4147.0251 4451.0682 774.1300781626483 4501.7421 5548.0082 231.53040018132106 5154.5406 5628.4902 -2.024216013749236 5628.4902 5801.3775 197.16208402822357 5801.3775 6597.2551 457.18289994016214 7500.4421 8898.4444 2007A "" "" "" +CMFGEN 1.4 -0.32999999996536644 17.64343111359019 3997.9843 4147.0251 -98.50118678016055 4147.0251 4451.0682 688.0410513754098 4501.7421 5548.0082 191.85184616006188 5154.5406 5586.7588 49.50388699214771 5586.7588 5998.1113 55.915276519806206 5998.1113 6597.2551 343.36969283466 7500.4421 8898.4444 2007A "" "" "" +CMFGEN 1.7 -0.32999999996536644 11.652349442623729 3997.9843 4147.0251 116.419630115996 4147.0251 4471.9339 635.1295192350598 4501.7421 5548.0082 37.498160866664016 5297.6197 5673.2024 -3.665829711445841 5673.2024 5801.3775 219.27196657521904 5801.3775 6582.3511 596.7730911975306 7500.4421 8847.7706 2007A "" "" "" +OBSERVED "" -7.30999999994674 "" "" "" "" "" "" 127.23195583692879 4537.6068 5124.9924 71.13285943576047 5157.625 5572.0582 19.916549156321672 5572.0582 5846.1715 103.35075930359196 5846.1715 6381.3451 212.69764975849125 7611.5917 8606.884 2007A "" "" "" +CMFGEN 1.04 -7.30999999994674 "" "" "" "" "" "" 806.8039705951849 4501.711 5549.2154 161.3596667668426 5200.0472 5653.6395 -2.648259925437981 5653.6395 5800.4859 252.2779460316494 5800.4859 6599.983 463.9932112027131 7500.641 8897.3136 2007A "" "" "" +CMFGEN 1.02 -7.30999999994674 "" "" "" "" "" "" 776.6617732938818 4501.711 5549.2154 230.80244365024888 5154.3617 5630.7967 -1.5832488212663975 5630.7967 5800.4859 198.1178539330278 5800.4859 6599.983 457.0359850096835 7500.641 8897.3136 2007A "" "" "" +CMFGEN 1.4 -7.30999999994674 "" "" "" "" "" "" 690.8681629423061 4501.711 5549.2154 191.25383597131506 5154.3617 5588.3744 50.02910389626523 5588.3744 5999.5444 55.42278163338733 5999.5444 6599.983 343.2773181080604 7500.641 8897.3136 2007A "" "" "" +CMFGEN 1.7 -7.30999999994674 "" "" "" "" "" "" 638.026383347355 4501.711 5549.2154 40.74870713647418 5297.9449 5663.4293 -5.122766241025887 5663.4293 5800.4859 220.23768630214445 5800.4859 6583.6668 596.3257247475924 7500.641 8845.1015 2007A "" "" "" +OBSERVED "" -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 91.87766797480337 5859.1977 6261.9448 268.5214268626702 7799.7062 8751.6537 2007A "" "" "" +CMFGEN 1.04 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 250.20196191873276 5802.6134 6598.122 464.73388720789296 7500.1423 8898.1072 2007A "" "" "" +CMFGEN 1.02 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 196.24649063974107 5802.6134 6598.122 457.7464045029525 7500.1423 8898.1072 2007A "" "" "" +CMFGEN 1.4 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.66174671622685 5998.9942 6598.122 343.9636234122629 7500.1423 8898.1072 2007A "" "" "" +CMFGEN 1.7 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.75696165135906 5802.6134 6581.4796 597.2732646177833 7500.1423 8848.1799 2007A "" "" "" +OBSERVED "" -7.329999999965366 18.429323887659596 3925.3299 4069.9256 110.68313335901863 4069.9256 4565.6822 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 139.644187407769 3582.4316 4069.9256 +CMFGEN 1.04 -7.329999999965366 -4.0815854517940995 3999.6934 4148.4204 -62.55545551793362 4148.4204 4450.0057 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 125.7582639345418 3774.5373 4098.8447 +CMFGEN 1.02 -7.329999999965366 6.901084282863561 3999.6934 4148.4204 -77.59019496477562 4148.4204 4450.0057 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 145.51691859459572 3758.0121 4098.8447 +CMFGEN 1.4 -7.329999999965366 16.975725116181238 3999.6934 4148.4204 -95.59664286312724 4148.4204 4450.0057 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 145.26658323905482 3760.0777 4098.8447 +CMFGEN 1.7 -7.329999999965366 11.231094902664909 3999.6934 4148.4204 115.07164076354954 4148.4204 4472.7278 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 83.23994639274113 3799.3251 4098.8447 +OBSERVED "" 84.79000000000087 59.831928707006455 3940.8548 4018.926 415.29961471453635 4018.926 4640.4928 368.7988925302708 4640.4928 5325.1171 77.25966538193484 5235.035 5502.2787 226.4288531501336 5589.3581 5871.6155 420.1743607179585 5871.6155 6493.1823 753.7034540049574 7766.3432 8676.1729 2007N "" "" "" +CMFGEN 1.04 84.79000000000087 -0.4430975101477924 3967.8795 4000.9096 301.89024496841853 3967.8795 4658.5093 229.24705155685555 4658.5093 5205.0076 17.4673942566145 5205.0076 5535.3088 137.3044121791895 5550.3225 5865.61 45.90378657102392 5865.61 6201.9167 413.1047448432596 7862.4308 8721.214 2007N "" "" "" +CMFGEN 1.02 84.79000000000087 -1.0654160245300648 3958.8713 4000.9096 293.0543503327468 3958.8713 4637.4901 288.7603365824099 4637.4901 5313.1062 7.314612233438708 5298.0925 5529.3033 113.08480675620017 5550.3225 5856.6018 64.89373974703652 5856.6018 6219.9331 509.98947929729957 7706.2885 8706.2003 2007N "" "" "" +CMFGEN 1.4 84.79000000000087 -1.1634688870555876 3955.8685 4000.9096 305.156938831821 3955.8685 4637.4901 300.9700758016576 4637.4901 5316.1089 4.601995164942162 5298.0925 5520.2951 95.24968436486783 5550.3225 5850.5963 175.35496248947084 5850.5963 6478.1686 514.231104695037 7703.2857 8700.1948 2007N "" "" "" +CMFGEN 1.7 84.79000000000087 -0.7204976381101181 3961.874 4000.9096 306.0953068004708 3961.874 4640.4928 267.3012824124287 4640.4928 5241.0405 1.2449691839152663 5241.0405 5502.2787 161.0930394044264 5550.3225 5883.6264 59.55051464705944 5883.6264 6201.9167 412.45463744438723 7862.4308 8802.2879 2007N "" "" "" +OBSERVED "" 32.85000000005675 -0.2631420883494919 3994.9041 4000.9096 356.90180177658294 3994.9041 4604.46 413.54929349046245 4604.46 5511.2869 33.8140250219932 5295.0897 5511.2869 87.17918644665878 5568.3389 5952.6894 221.00143001009792 5952.6894 6559.2425 584.2678265173296 7757.335 8748.2386 2007N "" "" "" +CMFGEN 1.04 32.85000000005675 0.16470819094444733 3901.8193 4000.9096 51.44405935018912 3901.8193 4502.3669 133.51081849212042 4502.3669 5135.9446 79.29289958868628 5150.9583 5604.3718 11.41838286602054 5604.3718 5817.5662 150.8122978946953 5817.5662 6285.9933 132.44633348272413 7868.4363 8505.0168 2007N "" "" "" +CMFGEN 1.02 32.85000000005675 23.938192430968556 3901.8193 4087.989 82.96645504023172 4087.989 4499.3641 145.12614336773134 4502.3669 5090.9036 95.7183327281275 5150.9583 5607.3745 17.32712391105952 5607.3745 5829.5771 157.25961605107267 5829.5771 6328.0317 136.62535042615963 7757.335 8517.0278 2007N "" "" "" +CMFGEN 1.4 32.85000000005675 25.315868357827448 3901.8193 4081.9835 104.08586474990253 4081.9835 4490.3559 161.49551016576197 4502.3669 5081.8953 93.26469257974048 5153.9611 5601.369 33.590513250496045 5601.369 5865.61 160.86136861880374 5865.61 6331.0344 145.053581013751 7748.3268 8499.0113 2007N "" "" "" +CMFGEN 1.7 32.85000000005675 13.435962575529873 3901.8193 4072.9753 53.68109942677899 3901.8193 4502.3669 132.014821304497 4502.3669 5144.9528 94.95014139946927 5150.9583 5613.38 11.146659160539707 5613.38 5808.558 136.67893103908102 5808.558 6310.0152 132.35089622068676 7817.3898 8520.0305 2007N "" "" "" +OBSERVED "" 5.870000000075379 "" "" "" "" "" "" 349.13836852739166 4598.2981 5495.2334 27.74689486943082 5277.9037 5618.9072 26.846275273474514 5618.9072 5905.8785 141.7025317526722 5905.8785 6491.8282 372.10152487821847 7810.215 8566.6664 2007N "" "" "" +CMFGEN 1.04 5.870000000075379 "" "" "" "" "" "" 805.5947199094974 4501.0401 5549.2656 157.3438166993642 5204.66 5653.728 -2.611571944777879 5653.728 5800.2154 252.73325096377425 5800.2154 6599.8927 464.52933072857417 7500.4301 8899.2649 2007N "" "" "" +CMFGEN 1.02 5.870000000075379 "" "" "" "" "" "" 775.2447379385007 4501.0401 5549.2656 231.99572942391828 5153.0292 5628.5129 -2.0088895532374633 5628.5129 5800.2154 197.86045855130078 5800.2154 6599.8927 456.2900488057274 7500.4301 8899.2649 2007N "" "" "" +CMFGEN 1.4 5.870000000075379 "" "" "" "" "" "" 688.9860427197442 4501.0401 5549.2656 190.5382182295151 5155.4306 5587.6886 50.11968146882678 5587.6886 5999.5344 54.782809697806904 5999.5344 6599.8927 341.92645047560114 7500.4301 8899.2649 2007N "" "" "" +CMFGEN 1.7 5.870000000075379 "" "" "" "" "" "" 637.6725380025382 4501.0401 5549.2656 41.67241966905558 5299.5166 5663.3337 -5.093804226516638 5663.3337 5800.2154 220.65682100675684 5800.2154 6583.0826 597.1744678668664 7500.4301 8846.4334 2007N "" "" "" +OBSERVED "" 7.8500000000567525 4.126339641551806 3981.1594 4003.9885 300.11401352812845 3981.1594 4607.9222 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 226.93578673883383 3595.1399 3981.1594 +CMFGEN 1.04 7.8500000000567525 -4.244315138318424 3999.8377 4149.2646 -63.04228007461805 4149.2646 4450.1938 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 127.60802145689553 3771.5466 4099.4557 +CMFGEN 1.02 7.8500000000567525 6.766408614564982 3999.8377 4149.2646 -78.00784258001914 4149.2646 4450.1938 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 146.13299365305784 3757.019 4099.4557 +CMFGEN 1.4 7.8500000000567525 16.94526315952389 3999.8377 4149.2646 -95.70770752806777 4149.2646 4450.1938 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 144.92132811907518 3761.1698 4099.4557 +CMFGEN 1.7 7.8500000000567525 11.147343961423724 3999.8377 4149.2646 113.69082854434012 4149.2646 4473.0229 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 83.68809411128848 3798.5265 4099.4557 +OBSERVED "" 19.859999999833235 5.249191329804885 3997.9069 4015.9233 351.1576870389629 3997.9069 4595.4518 436.6508076082488 4595.4518 5502.2787 43.706613924314986 5292.087 5502.2787 9.806061598665599 5679.4402 5811.5607 221.77578541698313 5811.5607 6508.196 494.1729163830354 7766.3432 8652.151 2007N "" "" "" +CMFGEN 1.04 19.859999999833235 -0.01097678951872321 3997.9069 4006.9151 89.2851086536142 4006.9151 4454.3231 127.80234535502902 4502.3669 5060.8762 28.11805000431195 5150.9583 5508.2842 -3.1454969931611463 5550.3225 5802.5525 142.84444972890887 5802.5525 6267.9769 44.576140293456625 7682.2666 8294.8251 2007N "" "" "" +CMFGEN 1.02 19.859999999833235 59.71141347677207 3901.8193 4148.0438 61.820693626172286 4148.0438 4451.3203 361.16182644512526 4502.3669 5277.0733 129.4033555160539 5277.0733 5697.4567 -3.3580375835339438 5697.4567 5802.5525 46.57468462661333 5802.5525 6285.9933 417.4707775481215 7502.1023 8556.0634 2007N "" "" "" +CMFGEN 1.4 19.859999999833235 17.747164903850685 3997.9069 4148.0438 -98.56452633540442 4148.0438 4451.3203 683.2698126158224 4502.3669 5547.3198 190.57253620870466 5153.9611 5589.3581 49.78321748901132 5589.3581 5997.7305 55.29701377784572 5997.7305 6598.2781 339.2444553711302 7502.1023 8898.3755 2007N "" "" "" +CMFGEN 1.7 19.859999999833235 -0.012603317772143555 3997.9069 4012.9206 77.70311968799717 4012.9206 4451.3203 160.15147627207182 4502.3669 5075.8899 26.51358970322063 5150.9583 5502.2787 30.78359808988262 5550.3225 5802.5525 128.80577128239483 5802.5525 6267.9769 250.44268684584318 7502.1023 8393.9155 2007N "" "" "" +OBSERVED "" 0.690000000220607 5.612237237395063 3978.9621 4062.9558 96.58810236168124 4062.9558 4482.9242 142.7992496637423 4515.9217 5118.8764 70.21225791172239 5199.8703 5583.8414 11.085200505066489 5583.8414 5880.8191 63.99325916174874 5880.8191 6300.7875 114.8625983179516 7872.6693 8502.622 2007S "" "" "" +CMFGEN 1.04 0.690000000220607 -4.3362846419542 3999.9605 4149.9492 -68.85672054422047 4149.9492 4452.9264 803.9334258172678 4500.9228 5547.8441 160.69591568695014 5199.8703 5652.8362 -2.8175182372981897 5652.8362 5802.825 250.30029100465296 5802.825 6597.7652 463.817023512399 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.02 0.690000000220607 6.6950535671337486 3999.9605 4149.9492 -83.02976837880274 4149.9492 4452.9264 771.5139000326448 4500.9228 5547.8441 232.43645706019402 5151.8739 5628.838 -1.8212995775915928 5628.838 5802.825 195.37446770653185 5802.825 6597.7652 455.6345564300412 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.4 0.690000000220607 16.957556375664826 3999.9605 4149.9492 -100.68444906557654 4149.9492 4452.9264 684.8099499717648 4500.9228 5547.8441 190.7705739202508 5154.8737 5586.8412 49.64339285031132 5586.8412 5997.8103 55.0583739449411 5997.8103 6597.7652 341.10455172576553 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.7 0.690000000220607 11.128362555489677 3999.9605 4149.9492 111.69933269751577 4149.9492 4473.9249 633.9082319310444 4500.9228 5547.8441 41.39479067641668 5298.8629 5661.8356 -5.616160860027609 5661.8356 5802.825 217.76555693854755 5802.825 6582.7663 596.6399546932212 7500.6973 8847.596 2007S "" "" "" +OBSERVED "" 34.57999999988533 3.375436962958554 3961.418 4009.2905 253.30993074041925 3961.418 4631.6338 393.0512311723179 4631.6338 5529.2442 25.731504567869926 5283.8974 5529.2442 57.384006091093276 5559.1646 5879.3123 305.39483456359767 5879.3123 6564.4883 378.4795604639636 7740.358 8637.9684 2007S 81.80347315309486 3728.0392 3961.418 +CMFGEN 1.04 34.57999999988533 0.38543265757257783 3904.5693 4000.3144 55.78195144970887 3904.5693 4473.0559 145.63190488566892 4502.9763 5152.2478 74.12218639069536 5152.2478 5601.0531 13.940230624176579 5601.0531 5834.4318 145.3057447045254 5834.4318 6265.2848 154.66885872499222 7869.0155 8527.2631 2007S 131.3857905939918 3596.3897 3904.5693 +CMFGEN 1.02 34.57999999988533 25.9594941598893 3901.5773 4096.0595 78.78334622325809 4096.0595 4508.9603 151.94869272602992 4508.9603 5101.3832 95.12544666039244 5155.2399 5619.0053 18.01454132031434 5619.0053 5837.4238 155.47983671723622 5837.4238 6331.1096 157.89595076558015 7779.2544 8539.2313 2007S 151.6423954854256 3563.4773 4096.0595 +CMFGEN 1.4 34.57999999988533 29.94164928889957 3901.5773 4093.0675 99.54644575167309 4093.0675 4499.9842 169.35480811847904 4502.9763 5092.4071 94.23285403744333 5161.2239 5610.0292 32.17779929995223 5610.0292 5876.3203 159.60064333819525 5876.3203 6334.1016 163.88379615865352 7755.3181 8527.2631 2007S 182.63391721902673 3500.6446 4093.0675 +CMFGEN 1.7 34.57999999988533 13.331870608094759 3901.5773 4081.0993 58.420352336854975 3901.5773 4508.9603 140.6387034772095 4508.9603 5149.2558 92.86044428867581 5152.2478 5619.0053 13.064584832168462 5619.0053 5819.4716 138.03931364630344 5819.4716 6310.1653 150.65451372435504 7845.0792 8536.2392 2007S 116.60126637061734 3614.3419 3901.5773 +OBSERVED "" 6.659999999959837 20.07828611165463 3903.9677 4074.9549 119.59440229632428 4074.9549 4539.9199 193.05654436949447 4539.9199 5208.8696 67.86024443909236 5208.8696 5601.8401 17.697794520376426 5601.8401 5877.8193 144.56475938306 5877.8193 6561.7679 182.4960974723118 7881.6686 8616.6134 2007S "" "" "" +CMFGEN 1.04 6.659999999959837 -4.3362846419542 3999.9605 4149.9492 -68.85672054422047 4149.9492 4452.9264 803.9334258172678 4500.9228 5547.8441 160.69591568695014 5199.8703 5652.8362 -2.8175182372981897 5652.8362 5802.825 250.30029100465296 5802.825 6597.7652 463.817023512399 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.02 6.659999999959837 6.6950535671337486 3999.9605 4149.9492 -83.02976837880274 4149.9492 4452.9264 771.5139000326448 4500.9228 5547.8441 232.43645706019402 5151.8739 5628.838 -1.8212995775915928 5628.838 5802.825 195.37446770653185 5802.825 6597.7652 455.6345564300412 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.4 6.659999999959837 16.957556375664826 3999.9605 4149.9492 -100.68444906557654 4149.9492 4452.9264 684.8099499717648 4500.9228 5547.8441 190.7705739202508 5154.8737 5586.8412 49.64339285031132 5586.8412 5997.8103 55.0583739449411 5997.8103 6597.7652 341.10455172576553 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.7 6.659999999959837 11.128362555489677 3999.9605 4149.9492 111.69933269751577 4149.9492 4473.9249 633.9082319310444 4500.9228 5547.8441 41.39479067641668 5298.8629 5661.8356 -5.616160860027609 5661.8356 5802.825 217.76555693854755 5802.825 6582.7663 596.6399546932212 7500.6973 8847.596 2007S "" "" "" +OBSERVED "" 12.659999999959837 16.54286558012226 3954.9639 4068.9553 199.4383338958472 3954.9639 4551.919 232.95667385126015 4551.919 5217.8689 19.144037977987043 5217.8689 5502.8475 51.54907271009844 5553.8437 5862.8204 161.20803528054617 5862.8204 6561.7679 211.20110829713644 7908.6666 8709.6064 2007S "" "" "" +CMFGEN 1.04 12.659999999959837 -4.3362846419542 3999.9605 4149.9492 -68.85672054422047 4149.9492 4452.9264 803.9334258172678 4500.9228 5547.8441 160.69591568695014 5199.8703 5652.8362 -2.8175182372981897 5652.8362 5802.825 250.30029100465296 5802.825 6597.7652 463.817023512399 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.02 12.659999999959837 6.6950535671337486 3999.9605 4149.9492 -83.02976837880274 4149.9492 4452.9264 771.5139000326448 4500.9228 5547.8441 232.43645706019402 5151.8739 5628.838 -1.8212995775915928 5628.838 5802.825 195.37446770653185 5802.825 6597.7652 455.6345564300412 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.4 12.659999999959837 16.957556375664826 3999.9605 4149.9492 -100.68444906557654 4149.9492 4452.9264 684.8099499717648 4500.9228 5547.8441 190.7705739202508 5154.8737 5586.8412 49.64339285031132 5586.8412 5997.8103 55.0583739449411 5997.8103 6597.7652 341.10455172576553 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.7 12.659999999959837 11.128362555489677 3999.9605 4149.9492 111.69933269751577 4149.9492 4473.9249 633.9082319310444 4500.9228 5547.8441 41.39479067641668 5298.8629 5661.8356 -5.616160860027609 5661.8356 5802.825 217.76555693854755 5802.825 6582.7663 596.6399546932212 7500.6973 8847.596 2007S "" "" "" +OBSERVED "" -12.230000000170548 2.5582922746420373 3946.1301 4000.0366 115.76809171446621 3946.1301 4545.3211 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 9.04780722045604 3784.4107 3946.1301 +CMFGEN 1.04 -12.230000000170548 -4.213721954917778 3997.9632 4149.316 -66.86341939323547 4149.316 4452.0214 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 125.76544499403582 3774.0441 4099.5562 +CMFGEN 1.02 -12.230000000170548 7.258718345512517 3997.9632 4149.316 -81.60873496065818 4149.316 4452.0214 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 145.8137489076694 3757.4575 4099.5562 +CMFGEN 1.4 -12.230000000170548 17.902408706102648 3997.9632 4149.316 -99.13795949621951 4149.316 4452.0214 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 144.6415080336185 3761.6042 4099.5562 +CMFGEN 1.7 -12.230000000170548 11.630795346513171 3997.9632 4149.316 113.63218002490099 4149.316 4472.7547 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 83.58342695408454 3798.924 4099.5562 +OBSERVED "" -0.32000000002153683 8.162164037740329 3981.9619 4062.9558 104.49716092859815 4062.9558 4488.9237 130.54327210295213 4509.9222 5109.8771 77.71670786816468 5214.8692 5682.834 12.21722352600069 5682.834 5877.8193 234.48306988028418 5877.8193 6564.7677 112.43998351070579 7803.6745 8514.621 2007S "" "" "" +CMFGEN 1.04 -0.32000000002153683 -4.3362846419542 3999.9605 4149.9492 -68.85672054422047 4149.9492 4452.9264 803.9334258172678 4500.9228 5547.8441 160.69591568695014 5199.8703 5652.8362 -2.8175182372981897 5652.8362 5802.825 250.30029100465296 5802.825 6597.7652 463.817023512399 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.02 -0.32000000002153683 6.6950535671337486 3999.9605 4149.9492 -83.02976837880274 4149.9492 4452.9264 771.5139000326448 4500.9228 5547.8441 232.43645706019402 5151.8739 5628.838 -1.8212995775915928 5628.838 5802.825 195.37446770653185 5802.825 6597.7652 455.6345564300412 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.4 -0.32000000002153683 16.957556375664826 3999.9605 4149.9492 -100.68444906557654 4149.9492 4452.9264 684.8099499717648 4500.9228 5547.8441 190.7705739202508 5154.8737 5586.8412 49.64339285031132 5586.8412 5997.8103 55.0583739449411 5997.8103 6597.7652 341.10455172576553 7500.6973 8898.5922 2007S "" "" "" +CMFGEN 1.7 -0.32000000002153683 11.128362555489677 3999.9605 4149.9492 111.69933269751577 4149.9492 4473.9249 633.9082319310444 4500.9228 5547.8441 41.39479067641668 5298.8629 5661.8356 -5.616160860027609 5661.8356 5802.825 217.76555693854755 5802.825 6582.7663 596.6399546932212 7500.6973 8847.596 2007S "" "" "" +OBSERVED "" 34.2600000000748 -0.20730545047459606 3960.8434 4000.1669 289.7384927875622 3960.8434 4608.1683 426.73915386757744 4608.1683 5548.9069 27.575233059081693 5297.8416 5548.9069 61.91388519777301 5551.9318 5821.1464 253.07233699275554 5821.1464 6495.6952 455.1896185185584 7732.8723 8776.4569 2007af "" "" "" +CMFGEN 1.04 34.2600000000748 0.3523343021957037 3903.3706 4000.1669 54.33189905349826 3903.3706 4478.0984 143.07228292590617 4502.2974 5149.6224 75.19494591182723 5152.6472 5600.3299 13.515245605897038 5600.3299 5833.2459 146.4770309785907 5833.2459 6268.829 150.77157052514525 7868.9921 8525.3916 2007af "" "" "" +CMFGEN 1.02 34.2600000000748 26.263635820049647 3900.3457 4096.9631 79.48924091215355 4096.9631 4505.3223 150.16564865661383 4505.3223 5098.1994 95.28158068866466 5155.6721 5615.4543 17.798021772778213 5615.4543 5836.2708 155.71137374565848 5836.2708 6332.3516 153.8306338749618 7775.2207 8534.4663 2007af "" "" "" +CMFGEN 1.4 34.2600000000748 29.938960809623612 3900.3457 4090.9134 100.42274515604682 4090.9134 4499.2725 167.78589440083084 4502.2974 5089.1247 94.1809277600227 5158.697 5609.4046 32.392168857739044 5609.4046 5872.5694 159.87388447912895 5872.5694 6335.3765 160.32094190547633 7754.0465 8522.3668 2007af "" "" "" +CMFGEN 1.7 34.2600000000748 13.699748093944102 3900.3457 4078.8138 58.860943795303456 3900.3457 4508.3472 138.70605788789567 4508.3472 5146.5975 93.42713462865817 5152.6472 5618.4792 12.787112611293628 5618.4792 5818.1215 137.9285432833824 5818.1215 6311.1774 147.12676644598164 7841.7681 8534.4663 2007af "" "" "" +OBSERVED "" 4.180000000000291 25.64318214880651 3936.97 4093.776 158.1792712802078 3936.97 4549.1165 188.76844595356636 4549.1165 5224.5885 91.60718822832614 5224.5885 5604.5415 24.14166463624668 5604.5415 5869.9055 119.90243562978154 5869.9055 6337.3081 237.8042110631944 7872.1976 8595.9176 2007af 107.88924109328049 3665.575 3936.97 +CMFGEN 1.04 4.180000000000291 -4.070441487254833 3997.28 4148.055 -68.52088961273458 4148.055 4452.6205 803.6917697167859 4500.8685 5547.247 158.1504441674692 5203.48 5652.7895 -2.818267692345524 5652.7895 5800.549 252.56093643466235 5800.549 6599.6566 462.83517839398684 7501.2911 8897.4676 2007af 125.82200196442281 3774.133 4099.807 +CMFGEN 1.02 4.180000000000291 7.432502951335322 3997.28 4148.055 -83.2010823015158 4148.055 4452.6205 770.4941960321307 4500.8685 5547.247 232.31425210375357 5152.2165 5628.6655 -1.9503840465208406 5628.6655 5800.549 197.42368340680767 5800.549 6599.6566 454.8745024503807 7501.2911 8897.4676 2007af 146.80036345892483 3756.04 4099.807 +CMFGEN 1.4 4.180000000000291 18.011175037800616 3997.28 4148.055 -101.34542230385826 4148.055 4452.6205 683.8111993860625 4500.8685 5547.247 189.6150261455045 5155.232 5589.464 50.240734461698636 5589.464 5999.572 54.59839481702867 5999.572 6599.6566 340.4471866139446 7501.2911 8897.4676 2007af 144.6250078774536 3762.071 4099.807 +CMFGEN 1.7 4.180000000000291 11.782205285245634 3997.28 4148.055 113.59863951226664 4148.055 4473.729 632.6931250591266 4500.8685 5547.247 42.32162164648173 5299.976 5661.836 -5.390093662599984 5661.836 5800.549 220.16387803195363 5800.549 6581.5636 595.4977372465094 7501.2911 8846.2041 2007af 83.95283791806466 3798.257 4099.807 +OBSERVED "" 4.2000000000189175 "" "" "" "" "" "" "" "" "" 90.64789594646818 5221.2038 5596.2379 22.813708539862596 5596.2379 5874.4889 117.39760507512031 5874.4889 6316.0613 261.24919724749594 7876.687 8587.437 2007af "" "" "" +CMFGEN 1.04 4.2000000000189175 "" "" "" "" "" "" "" "" "" 160.39798637804427 5200.0325 5653.7027 -2.578313418521467 5653.7027 5801.9017 250.96106955643847 5801.9017 6597.3369 462.74726704228385 7501.6529 8898.9572 2007af "" "" "" +CMFGEN 1.02 4.2000000000189175 "" "" "" "" "" "" "" "" "" 232.4044765056462 5151.641 5629.507 -1.7254736991436292 5629.507 5801.9017 196.13095490864646 5801.9017 6597.3369 453.9923372591751 7501.6529 8898.9572 2007af "" "" "" +CMFGEN 1.4 4.2000000000189175 "" "" "" "" "" "" "" "" "" 190.8789326852074 5154.6655 5587.1644 49.8455626109898 5587.1644 5998.4921 54.98659340129744 5998.4921 6597.3369 339.49941165452276 7501.6529 8898.9572 2007af "" "" "" +CMFGEN 1.7 4.2000000000189175 "" "" "" "" "" "" "" "" "" 41.979273012094566 5299.84 5662.7762 -5.342822512248317 5662.7762 5801.9017 218.7821702578379 5801.9017 6582.2145 594.6105469339866 7501.6529 8847.5413 2007af "" "" "" +OBSERVED "" -0.7599999999438296 "" "" "" "" "" "" "" "" "" 86.35900674834689 5207.0235 5549.072 22.7811445975019 5555.126 5921.3904 104.78812283237716 5921.3904 6302.7897 210.98217981163742 7870.7645 8597.2394 2007af "" "" "" +CMFGEN 1.04 -0.7599999999438296 "" "" "" "" "" "" "" "" "" 156.79118203806425 5203.9965 5655.0163 -2.42141139496118 5655.0163 5800.3113 252.6717888718638 5800.3113 6599.4336 463.42811267435627 7501.4732 8899.9372 2007af "" "" "" +CMFGEN 1.02 -0.7599999999438296 "" "" "" "" "" "" "" "" "" 232.41166896559565 5152.5379 5627.7735 -2.1447463761946945 5627.7735 5800.3113 197.60487217817223 5800.3113 6599.4336 454.1498691685492 7501.4732 8899.9372 2007af "" "" "" +CMFGEN 1.4 -0.7599999999438296 "" "" "" "" "" "" "" "" "" 189.81568863964037 5155.5648 5588.4228 49.68159351758315 5588.4228 5997.0649 55.2417583577828 5997.0649 6599.4336 339.5773997127937 7501.4732 8899.9372 2007af "" "" "" +CMFGEN 1.7 -0.7599999999438296 "" "" "" "" "" "" "" "" "" 40.04890854387676 5297.8328 5664.0972 -4.9904620911432245 5664.0972 5800.3113 220.43519498772042 5800.3113 6584.2987 595.0024946819193 7501.4732 8845.4516 2007af "" "" "" +OBSERVED "" 41.20000000001892 0.2783106440012696 3974.2178 4001.3673 307.90727825337046 3974.2178 4631.8388 441.01438217646876 4631.8388 5545.8717 30.18300423921978 5298.5096 5545.8717 85.50492651473392 5554.9215 5859.5991 259.3401184552275 5859.5991 6508.1703 507.71590919663765 7717.831 8746.495 2007af "" "" "" +CMFGEN 1.04 41.20000000001892 -1.0447215330525184 3913.8856 4001.3673 101.45838061535471 3913.8856 4529.2741 211.82106126783293 4529.2741 5183.8785 28.772734641259724 5183.8785 5506.6557 20.761247217121657 5624.3035 5853.5659 123.44295301588626 5853.5659 6251.7584 195.93621297888933 7892.7944 8547.3988 2007af "" "" "" +CMFGEN 1.02 41.20000000001892 29.80072255224226 3904.8358 4122.0317 105.74726460508816 3904.8358 4541.3405 194.3279300810171 4541.3405 5186.8951 82.46560334742313 5186.8951 5597.154 21.001763508028905 5597.154 5862.6157 162.60033586239027 5862.6157 6360.3564 255.51029428904855 7500.635 8628.8472 2007af "" "" "" +CMFGEN 1.4 41.20000000001892 39.745025145945164 3901.8192 4119.0151 128.4530322144059 3901.8192 4535.3073 209.8972562817651 4535.3073 5192.9283 84.72286611954848 5192.9283 5582.071 27.199645155350176 5582.071 5874.6822 160.28087443364032 5874.6822 6354.3232 242.04191428754967 7823.4123 8616.7808 2007af "" "" "" +CMFGEN 1.7 41.20000000001892 18.56083499932209 3904.8358 4125.0483 96.06550575267693 3904.8358 4535.3073 196.7633830388731 4535.3073 5183.8785 67.78121572374368 5183.8785 5621.2869 18.8249048873902 5621.2869 5853.5659 140.5496452112887 5853.5659 6281.9245 218.1862775196971 7877.7113 8619.7974 2007af "" "" "" +OBSERVED "" 11.200000000018917 42.364776306064364 3948.4457 4147.4811 261.4581474649161 3948.4457 4596.8187 275.2646271668411 4596.8187 5245.1918 16.704166691204655 5245.1918 5543.745 62.879904228791695 5552.792 5875.4707 143.60326262912932 5875.4707 6400.2005 328.2795124204793 7886.935 8686.0925 2007af 93.25410108413239 3680.0494 3948.4457 +CMFGEN 1.04 11.200000000018917 -4.1452604082605395 3999.7124 4147.4811 -67.311821234861 4147.4811 4452.0657 806.049647139127 4500.3167 5549.7763 159.42866326854397 5199.9565 5655.3254 -2.410088060928454 5655.3254 5800.0785 252.77998988399165 5800.0785 6599.236 463.3054819748235 7500.9269 8897.1907 2007af 126.02425935522787 3773.5357 4099.2301 +CMFGEN 1.02 11.200000000018917 6.735885776800719 3999.7124 4147.4811 -82.40305821918413 4147.4811 4452.0657 776.2997176610404 4500.3167 5549.7763 232.84916601497065 5151.7055 5628.1843 -2.06647481725194 5628.1843 5800.0785 197.78582839140768 5800.0785 6599.236 455.5495179771627 7500.9269 8897.1907 2007af 146.81225320147794 3755.4416 4099.2301 +CMFGEN 1.4 11.200000000018917 16.652184368988973 3999.7124 4147.4811 -100.50669049985773 4147.4811 4452.0657 690.0008900172708 4500.3167 5549.7763 190.17155707471187 5154.7211 5588.9803 50.13643249155929 5588.9803 5999.114 54.72479989103343 5999.114 6599.236 341.13408954947795 7500.9269 8897.1907 2007af 144.44713702673192 3761.473 4099.2301 +CMFGEN 1.7 11.200000000018917 11.071983865894403 3999.7124 4147.4811 114.81037373980014 4147.4811 4473.1755 639.6388865720736 4500.3167 5549.7763 38.41764058900776 5299.4742 5673.4196 -3.514797007034224 5673.4196 5800.0785 220.73063652017225 5800.0785 6584.1576 596.2382170387366 7500.9269 8845.924 2007af 83.57747806509315 3797.6613 4099.2301 +OBSERVED "" -10.73000000014872 "" "" "" "" "" "" 131.44206114172476 4506.71 5081.3954 80.73924591625975 5163.9652 5606.539 28.212587786849184 5606.539 5920.304 106.56587025872848 5920.304 6277.0053 245.6956206813657 7726.9301 8506.3885 2007af "" "" "" +CMFGEN 1.04 -10.73000000014872 "" "" "" "" "" "" 804.2744609698343 4500.1044 5547.0888 158.0825601670902 5203.5986 5652.778 -2.8024753969168255 5652.778 5801.4036 251.38851809083496 5801.4036 6597.3759 462.0827848207362 7502.3404 8899.4204 2007af "" "" "" +CMFGEN 1.02 -10.73000000014872 "" "" "" "" "" "" 770.8370829253274 4500.1044 5547.0888 230.62686421940845 5154.0568 5629.6585 -1.716798226258327 5629.6585 5801.4036 196.53110000797085 5801.4036 6597.3759 452.71867071588207 7502.3404 8899.4204 2007af "" "" "" +CMFGEN 1.4 -10.73000000014872 "" "" "" "" "" "" 684.2827350364794 4500.1044 5547.0888 191.2282854797819 5154.0568 5586.7223 50.0136821622952 5586.7223 5999.571 54.75202245804866 5999.571 6597.3759 338.21211551091847 7502.3404 8899.4204 2007af "" "" "" +CMFGEN 1.7 -10.73000000014872 "" "" "" "" "" "" 633.622551052559 4500.1044 5547.0888 41.62821330317513 5299.3795 5662.6864 -5.310404382324009 5662.6864 5801.4036 219.26175585157733 5801.4036 6584.1648 593.1502257625298 7502.3404 8846.5758 2007af "" "" "" +OBSERVED "" -10.719999999906577 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 109.1030753108381 5926.8165 6354.6559 286.6545160991162 7729.1322 8497.2219 2007af "" "" "" +CMFGEN 1.04 -10.719999999906577 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 250.6778667642453 5802.1704 6597.2106 464.53498269679096 7500.0529 8898.1109 2007af "" "" "" +CMFGEN 1.02 -10.719999999906577 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 195.91083665008216 5802.1704 6597.2106 456.8898140286557 7500.0529 8898.1109 2007af "" "" "" +CMFGEN 1.4 -10.719999999906577 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.21954820543367 5997.5616 6597.2106 342.4493778137515 7500.0529 8898.1109 2007af "" "" "" +CMFGEN 1.7 -10.719999999906577 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 218.48700196767567 5802.1704 6583.7353 597.8501738013501 7500.0529 8847.5786 2007af "" "" "" +OBSERVED "" -10.750000000167347 15.853517316948947 3924.802 4066.9681 113.27822038972829 3924.802 4503.9201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af 164.1814055588106 3512.9382 3924.802 +CMFGEN 1.04 -10.750000000167347 -4.147411880483438 3997.9757 4148.5046 -66.19721832480373 4148.5046 4451.6531 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af 125.25052888301389 3774.2731 4098.3283 +CMFGEN 1.02 -10.750000000167347 7.249933369072394 3997.9757 4148.5046 -81.26244436056822 4148.5046 4451.6531 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af 144.94726721561173 3757.5476 4098.3283 +CMFGEN 1.4 -10.750000000167347 17.763333232243134 3997.9757 4148.5046 -98.95826861268598 4148.5046 4451.6531 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af 143.4579249406964 3761.729 4098.3283 +CMFGEN 1.7 -10.750000000167347 11.590010892625779 3997.9757 4148.5046 114.4244240103472 4148.5046 4472.5599 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af 82.53392802829237 3799.3612 4098.3283 +OBSERVED "" 57.130000000186556 0.21405373082055232 3991.8402 4003.9001 309.309044179973 3991.8402 4624.9855 405.7397848658661 4624.9855 5541.5389 14.98749606616145 5297.3256 5541.5389 109.5672101827226 5556.6137 5858.1115 251.3194822597163 5858.1115 6527.4367 567.3373721758353 7730.4129 8782.6402 2007af 105.54665478750871 3708.4322 3991.8402 +CMFGEN 1.04 57.130000000186556 -1.2999454019635963 3952.6454 4000.8851 189.35644383829805 3952.6454 4594.8358 238.68510045532926 4594.8358 5209.8913 3.692714019643676 5209.8913 5517.419 97.72453905647087 5550.5838 5855.0966 51.20576410077894 5855.0966 6213.879 294.2127000167641 7835.9371 8707.2658 2007af 119.19863109418975 3666.2225 3952.6454 +CMFGEN 1.02 57.130000000186556 -2.9191785139855604 3937.5705 4000.8851 268.07970723873495 3937.5705 4624.9855 291.54396251256594 4624.9855 5294.3107 -5.503857213435944 5294.3107 5502.3441 71.85467039506315 5550.5838 5861.1265 188.93081195843098 5861.1265 6418.8975 505.28094499936395 7507.3045 8692.1909 2007af 89.80335711902123 3669.2375 3937.5705 +CMFGEN 1.4 57.130000000186556 -3.752307873298518 3925.5106 4000.8851 291.670542686358 3925.5106 4624.9855 312.28788405386996 4624.9855 5297.3256 -0.24645194429074008 5297.3256 5502.3441 53.79596379538327 5550.5838 5870.1715 188.56547786708745 5870.1715 6418.8975 447.9024593518585 7642.9785 8689.1759 2007af 81.60857174267025 3660.1926 3925.5106 +CMFGEN 1.7 57.130000000186556 -2.2652915319921223 3940.5855 4000.8851 203.75153329147042 3940.5855 4606.8957 269.4471433869585 4606.8957 5234.0111 1.0987393818424207 5234.0111 5502.3441 110.52154053293346 5550.5838 5873.1864 112.76154748272455 5873.1864 6241.0138 280.290295570189 7878.1468 8755.5054 2007af 104.60695085867569 3669.2375 3940.5855 +OBSERVED "" -4.7900000002046 24.720247759250398 3941.55 4094.5343 143.66521168375698 3941.55 4518.4666 124.32156466381267 4518.4666 5104.599 77.49188199921883 5187.5423 5541.4336 21.545349107493614 5648.3382 5948.7772 101.4110119585378 5948.7772 6304.5117 108.09168440491369 7609.4858 8512.6459 2007af "" "" "" +CMFGEN 1.04 -4.7900000002046 -4.265878758082884 3998.6887 4149.8298 -63.16071402369158 4149.8298 4450.2688 805.6423014471727 4500.0347 5548.8063 157.42239024997158 5204.1309 5653.8678 -2.5408621380614336 5653.8678 5801.3225 251.99979474954444 5801.3225 6599.4211 464.2682372268617 7500.738 8899.7145 2007af "" "" "" +CMFGEN 1.02 -4.7900000002046 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128.53149305782438 3942.2099 4525.0209 147.23845046001958 4525.0209 5125.9505 89.74099642219868 5201.4441 5554.7545 23.936886324769446 5554.7545 5926.1833 106.36632646720511 5926.1833 6330.8293 207.04505645026939 7819.5643 8601.6786 2007af 119.01745567506185 3570.781 3942.2099 +CMFGEN 1.04 -0.7700000001859735 -4.144386536540444 3999.585 4147.5526 -68.44624563130958 4147.5526 4452.547 804.7863423517259 4500.8629 5548.715 156.91027192916155 5204.4639 5654.4061 -2.467454467410637 5654.4061 5802.3737 251.1296104284623 5802.3737 6599.5867 461.33689365119295 7502.4909 8897.6138 2007af 128.40143838577762 3770.0843 4099.2367 +CMFGEN 1.02 -0.7700000001859735 6.772073604927604 3999.585 4147.5526 -83.2697262291479 4147.5526 4452.547 773.589261358301 4500.8629 5548.715 233.25914441821402 5150.1084 5630.2481 -1.551775836149628 5630.2481 5802.3737 195.93195356405036 5802.3737 6599.5867 452.7680657111104 7502.4909 8897.6138 2007af 145.29753042650873 3758.0053 4099.2367 +CMFGEN 1.4 -0.7700000001859735 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3687.1748 4036.9686 +CMFGEN 1.7 54178.33999999985 -0.006415286823209817 3992.8769 4001.6953 500.84762287272076 3992.8769 4683.6461 117.92859449781022 4683.6461 5051.0765 41.37383993942554 5250.9586 5500.8113 170.66502332829677 5550.7818 5912.3333 311.5415778568614 5912.3333 6550.1925 651.481481741802 7861.1842 8872.3526 2007ai 307.2379093309812 3501.9899 3992.8769 +OBSERVED "" 54185.29000000004 31.082430967706784 3942.5192 4092.4808 236.12199370586487 3942.5192 4583.5315 324.4768545511041 4583.5315 5409.7904 29.828806025993625 5221.6033 5533.2882 59.28698215540071 5565.6329 5862.6156 135.81519753708648 5862.6156 6353.6663 724.7023434817896 7673.9164 8770.6943 2007ai 117.08371004711437 3672.0002 3942.5192 +CMFGEN 1.04 54185.29000000004 0.0 3998.3872 4001.3277 469.6808084467916 4001.3277 4695.2676 109.22902644392703 4695.2676 5051.0588 27.682291516344822 5239.2459 5500.9436 152.05882625644855 5550.9308 5939.0666 272.30160886152964 5939.0666 6518.33 488.4524647449522 7865.0439 8897.1325 2007ai 289.2800432509111 3501.4557 4001.3277 +CMFGEN 1.02 54185.29000000004 3.2646108039099416e-16 3998.3872 4001.3277 458.04177598151495 3998.3872 4689.3867 231.3429437545396 4689.3867 5230.4246 32.40120094458078 5230.4246 5500.9436 173.20437917523932 5550.9308 5874.3773 227.87213879035022 5874.3773 6515.3896 590.3833730979937 7853.2823 8897.1325 2007ai 166.58585675587778 3683.7619 3998.3872 +CMFGEN 1.4 54185.29000000004 0.12239815283136342 3998.3872 4036.6127 396.4551273354327 4036.6127 4683.5059 238.32084682098804 4683.5059 5227.4842 33.21878615379693 5227.4842 5500.9436 172.95412148685529 5550.9308 5877.3178 210.95743356638184 5877.3178 6512.4492 580.121945320103 7856.2227 8897.1325 2007ai 165.1805722152146 3686.7024 4036.6127 +CMFGEN 1.7 54185.29000000004 -0.0013915194380729463 3995.4468 4001.3277 499.50468270890656 3995.4468 4683.5059 117.89752890986006 4683.5059 5051.0588 41.54558649505847 5251.0076 5500.9436 170.438700415726 5550.9308 5912.6028 311.6735128819374 5912.6028 6550.6747 651.0828049118047 7862.1035 8873.6092 2007ai 307.1655112723891 3501.4557 3995.4468 +OBSERVED "" 54169.37000000011 "" "" "" "" "" "" 233.94317439331937 4502.6315 5143.9739 81.72561855761347 5151.1598 5539.1988 46.61227941030967 5627.2262 5903.8837 104.17825738451512 5903.8837 6338.6312 151.4717611156325 7808.1495 8508.7756 2007ai "" "" "" +CMFGEN 1.04 54169.37000000011 "" "" "" "" "" "" 109.59079223716347 4696.6511 5050.5571 28.189661115986166 5239.1872 5501.4728 151.49663127197257 5551.7742 5938.0168 272.3348696848151 5938.0168 6520.0754 489.18749811002886 7867.4332 8898.6111 2007ai "" "" "" +CMFGEN 1.02 54169.37000000011 "" "" "" "" "" "" 231.7590052875501 4689.4651 5232.0012 33.87139542648685 5232.0012 5501.4728 172.66661376264614 5551.7742 5873.3436 227.7940392697417 5873.3436 6514.6859 591.436657828097 7853.0614 8898.6111 2007ai "" "" "" +CMFGEN 1.4 54169.37000000011 "" "" "" "" "" "" 238.24115217726018 4684.0757 5226.6118 33.15555092184823 5226.6118 5501.4728 172.26538274769769 5551.7742 5876.9365 210.9711736206316 5876.9365 6512.8895 581.6951308897007 7854.8579 8898.6111 2007ai "" "" "" +CMFGEN 1.7 54169.37000000011 "" "" "" "" "" "" 118.16009137507461 4684.0757 5050.5571 42.55834027800125 5251.7625 5501.4728 169.52974923457666 5551.7742 5912.8661 311.87982727297305 5912.8661 6552.412 651.1279873041412 7862.0438 8873.4604 2007ai "" "" "" +OBSERVED "" 54171.39000000013 "" "" "" "" "" "" 168.95515400044238 4524.306 5124.5271 75.03910065831025 5174.845 5582.7796 28.255232562074326 5582.7796 5913.4403 79.4921427300476 5913.4403 6301.6072 149.11209378802795 7816.5363 8556.9287 2007ai "" "" "" +CMFGEN 1.04 54171.39000000013 "" "" "" "" "" "" 109.62100308515636 4696.8247 5050.8472 25.80527563284694 5237.7424 5500.1145 152.76837867074246 5550.4324 5938.5993 272.3250558732551 5938.5993 6519.0525 489.1052545948155 7866.8542 8898.3718 2007ai "" "" "" +CMFGEN 1.02 54171.39000000013 "" "" "" "" "" "" 231.53796727259947 4687.8393 5232.3512 32.94725685467004 5232.3512 5500.1145 173.75714893860987 5550.4324 5873.9048 227.86229966133132 5873.9048 6515.4584 591.122184031233 7854.2747 8898.3718 2007ai "" "" "" +CMFGEN 1.4 54171.39000000013 "" "" "" "" "" "" 238.05130174685797 4682.4481 5226.96 32.34571802636202 5226.96 5500.1145 173.6319582939991 5550.4324 5875.7019 210.8480666358834 5875.7019 6511.8643 581.3304599432951 7856.0718 8898.3718 2007ai "" "" "" +CMFGEN 1.7 54171.39000000013 "" "" "" "" "" "" 118.12333596054145 4684.2452 5050.8472 40.166117902689656 5250.3219 5500.1145 170.66121639679835 5550.4324 5913.4403 311.85216910708107 5913.4403 6551.3998 651.309412711809 7861.463 8873.2128 2007ai "" "" "" +OBSERVED "" 54173.35000000009 8.817192252669237 3980.5419 4089.4547 108.24707655196676 4089.4547 4510.3878 170.8323531645229 4510.3878 5137.372 75.29777496470749 5155.0335 5555.3615 31.451086449112648 5555.3615 5917.4228 84.77173821551537 5917.4228 6326.5815 190.09842681580662 7871.9652 8487.1751 2007ai 114.50077886140404 3627.3114 4089.4547 +CMFGEN 1.04 54173.35000000009 0.0 3998.2035 4001.147 469.66292834588205 4001.147 4695.8338 109.32759890562154 4695.8338 5052.008 27.869980355731393 5237.454 5502.3769 150.78419985322498 5552.4179 5938.0279 272.36146923567105 5938.0279 6520.8583 489.75628439087717 7863.1345 8899.2774 2007ai 289.8001460212434 3500.7371 4001.147 +CMFGEN 1.02 54173.35000000009 3.267941472983991e-16 3998.2035 4001.147 457.9987717071499 3998.2035 4689.9466 231.71729412700512 4689.9466 5231.5668 34.36105261523938 5231.5668 5502.3769 172.10042114673797 5552.4179 5873.269 227.80636157327385 5873.269 6514.9712 591.8122785422777 7854.3037 8899.2774 2007ai 166.65796356845394 3683.2395 3998.2035 +CMFGEN 1.4 54173.35000000009 0.0015203940492019962 3998.2035 4039.4137 394.2678873104519 4039.4137 4684.0595 238.02817044398972 4684.0595 5225.6796 33.25269016401519 5225.6796 5502.3769 171.80051742036127 5552.4179 5876.2126 210.90185872815292 5876.2126 6512.0276 582.3461322264423 7854.3037 8899.2774 2007ai 164.9400123609537 3686.1831 4039.4137 +CMFGEN 1.7 54173.35000000009 -0.001180795748180215 3995.2599 4001.147 499.50754265592536 3995.2599 4684.0595 117.77011747199073 4684.0595 5052.008 43.650131578568946 5252.1719 5502.3769 169.2755838848469 5552.4179 5911.5356 311.4549367788811 5911.5356 6550.2942 650.9290580294996 7863.1345 8872.7851 2007ai 307.73812149444655 3500.7371 3995.2599 +OBSERVED "" 54185.14999999991 0.6711115594913156 3991.5582 4003.545 323.83254870522114 3991.5582 4590.9005 401.31830275138213 4590.9005 5444.9634 51.77081555610392 5274.1508 5618.7727 52.08036682699338 5618.7727 5855.5129 201.37666376779055 5855.5129 6541.7599 505.56752888696576 7737.4478 8657.4383 2007al 234.78039818908474 3566.0251 3991.5582 +CMFGEN 1.04 54185.14999999991 3.327005337894369e-16 3997.5516 4000.5483 463.9642604164324 3997.5516 4695.7855 112.38783777690999 4695.7855 5052.3942 30.318018311175436 5235.1936 5501.9009 148.62989167374576 5552.845 5936.4241 273.10991402973895 5936.4241 6517.7862 488.598797663896 7863.3097 8897.1753 2007al 287.09311442880244 3500.0975 3997.5516 +CMFGEN 1.02 54185.14999999991 0.0 3997.5516 4000.5483 449.56265693978105 3997.5516 4686.7953 235.97491480651968 4686.7953 5229.2001 36.57375199694045 5229.2001 5501.9009 170.81093216414575 5552.845 5873.4932 229.73599087136617 5873.4932 6514.7895 589.2273578061399 7851.3229 8897.1753 2007al 227.95842350088313 3500.0975 3997.5516 +CMFGEN 1.4 54185.14999999991 0.15300844371051128 3997.5516 4036.5089 387.15065043548225 4036.5089 4680.8019 242.32997134980326 4680.8019 5226.2034 37.13389770076086 5226.2034 5501.9009 171.1919154516016 5552.845 5873.4932 212.33333148920423 5873.4932 6511.7928 578.9296133351037 7854.3196 8897.1753 2007al 164.70566938636668 3685.8936 4036.5089 +CMFGEN 1.7 54185.14999999991 -0.006037171136794711 3991.5582 4000.5483 495.3074568567914 3991.5582 4683.7986 120.68540166294716 4683.7986 5052.3942 45.753116886637905 5250.1771 5501.9009 175.34956159323622 5552.845 5885.48 311.23229397796337 5885.48 6550.75 648.8563420227132 7860.313 8873.2016 2007al 306.13438866525007 3500.0975 3991.5582 +OBSERVED "" 54178.10000000009 0.22330107603349353 3974.0809 4001.0464 292.4549839057574 3974.0809 4558.3335 302.7591918923321 4558.3335 5430.218 25.07097678101608 5295.3905 5615.9804 53.11041887359274 5615.9804 5924.5856 129.47047994930688 5924.5856 6538.7998 390.404387210662 7818.1631 8561.2125 2007al 128.89024314395039 3680.4565 3974.0809 +CMFGEN 1.04 54178.10000000009 3.3264502263819433e-16 3998.0502 4001.0464 464.28358730976777 3998.0502 4693.161 111.68840389018922 4693.161 5052.701 30.753227253524244 5235.4672 5502.1261 151.66770930516097 5550.0647 5936.5703 273.12356089605225 5936.5703 6517.8267 489.9888644428029 7863.1056 8899.7794 2007al 286.602261314142 3500.6865 3998.0502 +CMFGEN 1.02 54178.10000000009 6.652900452763887e-16 3998.0502 4001.0464 449.1427771137532 3998.0502 4687.1686 236.14392462581094 4687.1686 5229.4749 36.946866710217556 5229.4749 5502.1261 173.29418229115907 5550.0647 5873.6508 229.7469454185875 5873.6508 6514.8305 591.1430009969789 7851.121 8899.7794 2007al 227.2964609706745 3500.6865 3998.0502 +CMFGEN 1.4 54178.10000000009 0.23679332245547596 3998.0502 4034.0042 388.75597242161257 4034.0042 4681.1763 242.47080132737318 4681.1763 5226.4787 37.45313500957049 5226.4787 5502.1261 173.65397927419215 5550.0647 5873.6508 212.34544244215985 5873.6508 6511.8343 581.3560092763918 7854.1171 8899.7794 2007al 164.86223706221645 3686.4489 4034.0042 +CMFGEN 1.7 54178.10000000009 -0.006117260907213692 3992.0579 4001.0464 494.98633265927083 3992.0579 4684.1725 120.69315965906156 4684.1725 5052.701 46.21013354208684 5250.448 5502.1261 177.90828269764418 5550.0647 5885.6354 311.2529579449035 5885.6354 6550.7845 648.3301414538266 7863.1056 8872.8139 2007al 305.62844947476816 3500.6865 3992.0579 +OBSERVED "" 54172.25 "" "" "" "" "" "" 190.63169631795853 4548.8321 5398.2685 21.819114091973464 5237.8599 5593.3107 49.71695311583777 5593.3107 5910.4823 96.15354414866151 5910.4823 6357.0744 284.58746378221105 7826.2712 8551.7555 2007al "" "" "" +CMFGEN 1.04 54172.25 "" "" "" "" "" "" 112.11764555064813 4694.6581 5050.1089 29.335351779173862 5236.0371 5500.3467 150.3812399925855 5551.3858 5936.0018 273.15959928168354 5936.0018 6519.3058 490.1926772387907 7859.0821 8899.9151 2007al "" "" "" +CMFGEN 1.02 54172.25 "" "" "" "" "" "" 236.53672439070021 4687.3668 5230.5686 36.14641750365568 5230.5686 5500.3467 172.36777731693996 5551.3858 5872.2029 229.54332280366512 5872.2029 6513.8373 591.0104592696082 7853.6136 8899.9151 2007al "" "" "" +CMFGEN 1.4 54172.25 "" "" "" "" "" "" 242.27055621825002 4681.8983 5225.1001 35.31253678308229 5225.1001 5500.3467 172.18176405756458 5551.3858 5875.8486 212.5047263775034 5875.8486 6512.0145 581.4016347105711 7855.4364 8899.9151 2007al "" "" "" +CMFGEN 1.7 54172.25 "" "" "" "" "" "" 121.1656184899412 4683.7211 5050.1089 44.49349799404612 5250.6197 5500.3467 176.8808386061677 5551.3858 5884.9627 311.335085520746 5884.9627 6552.1166 648.8809757502527 7860.9049 8872.5727 2007al "" "" "" +OBSERVED "" 54173.08999999985 -0.34615151141473477 3970.4588 4000.4671 307.1036707220479 3970.4588 4549.6189 232.60825116035906 4549.6189 5410.8569 27.973484210905696 5272.8187 5587.9058 69.07727907156698 5587.9058 5923.9987 119.13505780027542 5923.9987 6365.1206 424.29921409454965 7808.5195 8552.7252 2007al 124.55141509358711 3691.3817 3970.4588 +CMFGEN 1.04 54173.08999999985 0.0 3997.4663 4000.4671 464.4733031327961 3997.4663 4693.6587 111.84776739800196 4693.6587 5050.7574 30.38862652896306 5236.8088 5500.8818 149.80761527063893 5551.8959 5936.002 273.10801065760927 5936.002 6518.1629 489.0597871729626 7859.5336 8897.8205 2007al 285.62619595752653 3502.3295 3997.4663 +CMFGEN 1.02 54173.08999999985 6.663114504589894e-16 3997.4663 4000.4671 449.43452505326457 3997.4663 4687.657 236.6878421714029 4687.657 5230.8071 36.75423648314047 5230.8071 5500.8818 171.76160531107868 5551.8959 5872.9846 229.72227618106592 5872.9846 6515.1621 589.7386242873192 7850.5311 8897.8205 2007al 225.62837034841615 3502.3295 3997.4663 +CMFGEN 1.4 54173.08999999985 0.15746708838838536 3997.4663 4036.4771 386.9596735574607 4036.4771 4681.6554 242.1467678535431 4681.6554 5224.8055 35.54068233500405 5224.8055 5500.8818 172.10392250674806 5551.8959 5872.9846 212.33672914257724 5872.9846 6512.1612 579.3027881540601 7856.5328 8897.8205 2007al 164.72451171526788 3685.38 4036.4771 +CMFGEN 1.7 54173.08999999985 -0.006096212326406088 3991.4646 4000.4671 495.6995338302852 3991.4646 4681.6554 120.46423977312742 4681.6554 5050.7574 45.74066467207959 5251.8129 5500.8818 176.3839999684698 5551.8959 5884.9879 311.2395705292569 5884.9879 6551.172 648.760716418564 7862.5344 8870.8131 2007al 304.47012465394357 3502.3295 3991.4646 +OBSERVED "" 54208.189999999944 3.422315188965123 3943.601 4000.3899 307.96313255562063 3943.601 4607.1344 448.82617249873476 4607.1344 5533.6899 14.154237797349717 5297.5677 5533.6899 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4.139999999853899 17.03935137628556 3999.8162 4149.2838 -97.25279210527658 4149.2838 4451.2083 687.7854550409959 4502.0273 5548.3004 194.12074535780107 5150.7166 5587.162 49.98734652979623 5587.162 5999.6926 55.4104106560784 5999.6926 6597.5629 343.06165333629684 7500.3472 8899.3638 2007ca 144.53192252068195 3760.6681 4098.4648 +CMFGEN 1.7 4.139999999853899 11.21397353263566 3999.8162 4149.2838 114.47676369640271 4149.2838 4472.1338 635.1885759495666 4502.0273 5548.3004 36.880035009371866 5297.1949 5673.8532 -3.65574319512446 5673.8532 5802.3953 218.1674487717611 5802.3953 6582.6162 597.0524758032439 7500.3472 8845.5555 2007ca 82.83029398191825 3799.5296 4098.4648 +OBSERVED "" 26.630000000113796 "" "" "" "" "" "" "" "" "" 29.7723109504687 5293.4397 5542.179 48.261207668945616 5550.0755 5854.0901 249.5165980152955 5854.0901 6529.2396 430.10580914956824 7749.2465 8641.5492 2007hj "" "" "" +CMFGEN 1.04 26.630000000113796 "" "" "" "" "" "" "" "" "" 62.5372229571809 5151.303 5573.7649 2.042819662416966 5573.7649 5802.763 161.68825730440184 5802.763 6300.2415 53.85608912992076 7500.5072 8408.6029 2007hj "" "" "" +CMFGEN 1.02 26.630000000113796 "" "" "" "" "" "" "" "" "" 66.98874459757909 5151.303 5569.8167 21.763781233299742 5569.8167 5818.556 170.06079127638134 5818.556 6312.0862 66.73728339723066 7725.557 8400.7064 2007hj "" "" "" +CMFGEN 1.4 26.630000000113796 "" "" "" "" "" "" "" "" "" 52.7453491405225 5151.303 5542.179 41.73338082470907 5550.0755 5834.3489 151.43197882838098 5834.3489 6312.0862 52.019099799395505 7871.642 8420.4476 2007hj "" "" "" +CMFGEN 1.7 26.630000000113796 "" "" "" "" "" "" "" "" "" 77.07555626787247 5151.303 5589.5579 8.948539170882103 5589.5579 5818.556 143.33954432342273 5818.556 6312.0862 77.7189998067293 7686.0746 8444.1371 2007hj "" "" "" +OBSERVED "" 11.760000000002037 12.053595743332927 3955.7082 4054.3354 302.20999103608153 3955.7082 4604.2566 358.38705723484816 4604.2566 5438.1046 2.6254142745021216 5288.6695 5500.8673 72.61221766874166 5554.664 5898.3647 188.60436783051279 5898.3647 6475.1843 467.6252614648808 7682.6201 8743.6094 2007hj 99.29570636241675 3656.838 3955.7082 +CMFGEN 1.04 11.760000000002037 -4.052979909266227 3997.55 4149.9739 -65.86689111269729 4149.9739 4451.8328 806.2337301267255 4502.6407 5548.6866 158.18950533652088 5204.9858 5653.2912 -2.75043291456382 5653.2912 5802.7263 249.88982307868207 5802.7263 6597.7211 464.92023467911304 7500.3092 8899.0219 2007hj 126.7483469523804 3773.3974 4099.1659 +CMFGEN 1.02 11.760000000002037 7.583810422011668 3997.55 4149.9739 -80.51681222728737 4149.9739 4451.8328 775.4596368068844 4502.6407 5548.6866 231.6893628116693 5154.1779 5629.3815 -1.8000347232240208 5629.3815 5802.7263 196.28333609158236 5802.7263 6597.7211 457.58324808953614 7500.3092 8899.0219 2007hj 147.39003463945915 3755.4651 4099.1659 +CMFGEN 1.4 11.760000000002037 18.41639001805704 3997.55 4149.9739 -97.74023174114474 4149.9739 4451.8328 689.6251495329695 4502.6407 5548.6866 192.03056068805108 5154.1779 5587.5397 50.03592845214125 5587.5397 5999.9806 55.69077717102525 5999.9806 6597.7211 343.92330632869795 7500.3092 8899.0219 2007hj 144.95509129275032 3761.4425 4099.1659 +CMFGEN 1.7 11.760000000002037 11.963557565862532 3997.55 4149.9739 113.9845749241373 4149.9739 4472.7537 636.3328658117563 4502.6407 5548.6866 40.979025999991016 5297.6356 5662.2573 -5.576083372913473 5662.2573 5802.7263 217.76071450229784 5802.7263 6582.7776 596.9197182665282 7500.3092 8845.2253 2007hj 85.09513311517347 3794.3183 4099.1659 +OBSERVED "" 5.750000000225555 18.06400202251859 3947.8851 4052.6624 242.30490018669167 3947.8851 4585.5295 241.42513221133126 4585.5295 5253.1101 55.99801185224064 5253.1101 5630.3082 49.19722619269517 5630.3082 5917.6972 155.85315182211588 5917.6972 6351.7743 497.3583223977951 7734.8338 8698.7843 2007hj 102.86788687546402 3648.5216 3947.8851 +CMFGEN 1.04 5.750000000225555 -4.0056919301998075 3998.7769 4148.4587 -64.03513362019271 4148.4587 4450.8159 807.6317885011481 4501.7077 5549.48 157.62403098691698 5205.212 5654.2573 -2.529818007660719 5654.2573 5800.9454 251.2056917128697 5800.9454 6597.2524 463.75574658560987 7501.3302 8899.3579 2007hj 125.6543221073247 3774.2543 4097.5669 +CMFGEN 1.02 5.750000000225555 7.203681997040591 3998.7769 4148.4587 -79.26028468098465 4148.4587 4450.8159 777.9351246022053 4501.7077 5549.48 231.23664447485672 5154.3202 5630.3082 -1.6794439350546777 5630.3082 5800.9454 197.68376409981576 5800.9454 6597.2524 455.78628520422717 7501.3302 8899.3579 2007hj 145.70695522354234 3756.2925 4097.5669 +CMFGEN 1.4 5.750000000225555 17.4973545095849 3998.7769 4148.4587 -96.95911433169803 4148.4587 4450.8159 692.235756425415 4501.7077 5549.48 191.5903675784173 5154.3202 5588.3973 49.748140100702315 5588.3973 5998.5253 56.038975856213675 5998.5253 6597.2524 342.0919617803885 7501.3302 8899.3579 2007hj 142.94272193137346 3762.2798 4097.5669 +CMFGEN 1.7 5.750000000225555 11.523617825797992 3998.7769 4148.4587 115.45439642269474 4148.4587 4471.7713 639.1594448710331 4501.7077 5549.48 38.17676743838798 5298.0147 5672.2191 -3.7939745058871246 5672.2191 5800.9454 219.7028236492189 5800.9454 6582.2842 594.9397947095205 7501.3302 8845.4725 2007hj 82.56108523608556 3798.2034 4097.5669 +OBSERVED "" 26.599999999853026 1.5867276673286992 3970.0358 4008.0035 303.49032000821194 3970.0358 4612.7735 437.618273137771 4612.7735 5526.7085 31.05731900581104 5293.4788 5551.1163 "" "" "" "" "" "" "" "" "" 2007hj 116.7466092192208 3701.5505 3970.0358 +CMFGEN 1.04 26.599999999853026 4.228633756779355 3923.9323 4043.2591 79.70974487971245 4043.2591 4523.2784 123.86915602941198 4523.2784 5109.0646 61.33234771717549 5152.4562 5572.8121 "" "" "" "" "" "" "" "" "" 2007hj 129.50975957394397 3500.8644 4043.2591 +CMFGEN 1.02 26.599999999853026 -0.8860082349035191 3999.8675 4051.395 105.66343541179828 4051.395 4463.615 127.50724498532705 4504.2946 5052.1132 65.55986562966629 5152.4562 5570.1001 "" "" "" "" "" "" "" "" "" 2007hj 178.33365936990106 3527.9842 4051.395 +CMFGEN 1.4 26.599999999853026 -0.6680620696100946 3999.8675 4048.6831 94.22362291447658 4048.6831 4460.903 150.48759440894113 4501.5826 5052.1132 51.696870689888364 5152.4562 5542.9804 "" "" "" "" "" "" "" "" "" 2007hj 11.34897341148532 3799.1815 4048.6831 +CMFGEN 1.7 26.599999999853026 16.324607596489184 3902.2365 4054.107 72.99660995068044 4054.107 4517.8544 124.05187216289286 4517.8544 5122.6245 75.44968573171255 5152.4562 5583.66 "" "" "" "" "" "" "" "" "" 2007hj 126.92278635263236 3533.4081 4054.107 +OBSERVED "" 10.00999999983469 27.904965257801 3942.9113 4120.5806 199.17843015007418 3942.9113 4571.3833 233.091289585501 4571.3833 5205.1589 53.298648121075445 5205.1589 5581.7118 "" "" "" "" "" "" "" "" "" 2007jg 174.84322677701482 3555.7513 3942.9113 +CMFGEN 1.04 10.00999999983469 -4.019328058814947 3998.5987 4149.7502 -66.21640118926196 4149.7502 4452.0532 808.5302869154004 4502.437 5549.8904 158.52981456133546 5205.1589 5653.3099 "" "" "" "" "" "" "" "" "" 2007jg 127.20962484119731 3773.1973 4099.3664 +CMFGEN 1.02 10.00999999983469 7.361142101911839 3998.5987 4149.7502 -80.79121413954798 4149.7502 4452.0532 779.5778745855438 4502.437 5549.8904 233.56873828266896 5152.1233 5629.4439 "" "" "" "" "" "" "" "" "" 2007jg 146.69661884219988 3757.2867 4099.3664 +CMFGEN 1.4 10.00999999983469 17.907952184120873 3998.5987 4149.7502 -98.14069137698273 4149.7502 4452.0532 694.2149345191506 4502.437 5549.8904 192.25048346545316 5154.7751 5587.0154 "" "" "" "" "" "" "" "" "" 2007jg 146.16093179840624 3759.9384 4099.3664 +CMFGEN 1.7 10.00999999983469 11.722120871632365 3998.5987 4149.7502 114.09551041153365 4149.7502 4473.2675 640.3380634382156 4502.437 5549.8904 40.93177939455182 5297.9713 5663.917 "" "" "" "" "" "" "" "" "" 2007jg 83.75816666508932 3799.7151 4099.3664 +OBSERVED "" 10.049999999871943 "" "" "" "" "" "" "" "" "" 44.23399236814948 5195.2542 5581.3152 47.355028893822315 5581.3152 5894.0247 128.48628112782566 5894.0247 6330.2737 429.0639904786317 7577.2509 8631.1976 2007jg "" "" "" +CMFGEN 1.04 10.049999999871943 "" "" "" "" "" "" "" "" "" 162.2205282566961 5199.1148 5654.6668 -2.497852114670305 5654.6668 5801.37 250.45677286541337 5801.37 6596.6558 465.0605190278971 7500.0387 8897.5797 2007jg "" "" "" +CMFGEN 1.02 10.049999999871943 "" "" "" "" "" "" "" "" "" 232.29891571449272 5152.7875 5631.5032 -1.4648096529132006 5631.5032 5801.37 197.61006016270983 5801.37 6596.6558 458.8197832158327 7500.0387 8897.5797 2007jg "" "" "" +CMFGEN 1.4 10.049999999871943 "" "" "" "" "" "" "" "" "" 186.81853058819323 5160.5087 5589.0365 49.649741173494455 5589.0365 5998.2612 56.57903155706664 5998.2612 6596.6558 345.5836839398106 7500.0387 8897.5797 2007jg "" "" "" +CMFGEN 1.7 10.049999999871943 "" "" "" "" "" "" "" "" "" 38.99664064942835 5299.4907 5673.9699 -3.5889775620505535 5673.9699 5801.37 219.03702782237394 5801.37 6581.2134 597.3429087635142 7500.0387 8847.3918 2007jg "" "" "" +OBSERVED "" 41.899999999965075 0.3698089381177142 3970.4468 4002.0962 307.42111291728486 3970.4468 4608.709 444.61184424652 4608.709 5542.3651 39.514191149387884 5297.0826 5560.8272 "" "" "" "" "" "" "" "" "" 2007jg 207.61914234453604 3543.1804 3970.4468 +CMFGEN 1.04 41.899999999965075 -1.1276131564326937 3917.6979 4002.0962 105.46512908670874 3917.6979 4532.223 217.64328810662272 4532.223 5186.3098 25.048952342011393 5186.3098 5500.166 "" "" "" "" "" "" "" "" "" 2007jg 127.53664630650053 3590.6545 3917.6979 +CMFGEN 1.02 41.899999999965075 30.400542625452996 3907.1481 4123.4187 110.9748172625969 3907.1481 4545.4102 200.04234866845792 4545.4102 5191.5847 80.14144597670102 5191.5847 5603.0264 "" "" "" "" "" "" "" "" "" 2007jg 127.86505288595484 3595.9294 3907.1481 +CMFGEN 1.4 41.899999999965075 40.285586706495444 3904.5107 4123.4187 132.60040869701257 3904.5107 4537.4979 213.2831249013757 4537.4979 5196.8596 83.76031515477916 5196.8596 5587.2017 "" "" "" "" "" "" "" "" "" 2007jg 121.93337868458119 3614.3915 3904.5107 +CMFGEN 1.7 41.899999999965075 19.85112397631711 3907.1481 4128.6936 101.53875433230402 3907.1481 4540.1353 203.2594060135226 4540.1353 5186.3098 63.9247915203441 5186.3098 5624.126 "" "" "" "" "" "" "" "" "" 2007jg 115.21386708081354 3632.8536 3907.1481 +OBSERVED "" 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 76.11848831622993 5563.9998 5859.8526 256.1409599695552 5859.8526 6503.1602 547.4871487489226 7714.0923 8598.2104 2007jg "" "" "" +CMFGEN 1.04 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 22.560372093909415 5622.4823 5856.4124 121.65078327635274 5856.4124 6252.0294 197.2907844570783 7896.4202 8553.4884 2007jg "" "" "" +CMFGEN 1.02 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 22.001422245162853 5605.2816 5863.2927 163.64612165934446 5863.2927 6362.1142 247.4811433240905 7855.1384 8639.4921 2007jg "" "" "" +CMFGEN 1.4 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 27.452347363494663 5584.6407 5877.0533 161.05728986721215 5877.0533 6358.674 249.59953950063112 7827.6172 8629.1717 2007jg "" "" "" +CMFGEN 1.7 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 19.440569320852376 5625.9225 5856.4124 140.3353175862773 5856.4124 6279.5506 221.121124690545 7889.5399 8632.6119 2007jg "" "" "" +OBSERVED "" 15.04000000009546 6.246223413708012 3959.7634 4001.0968 274.15106041253335 3959.7634 4615.3568 271.7624251988804 4615.3568 5269.8021 0.7138521179221886 5269.8021 5502.8765 85.97970433101852 5563.7284 5872.5806 146.59686804085658 5872.5806 6391.5443 458.84811125437125 7597.1893 8749.8738 2007jg "" "" "" +CMFGEN 1.04 15.04000000009546 -4.045408072244984 3999.9487 4149.2081 -62.17493202550238 4149.2081 4450.0233 810.3451366118627 4500.5419 5549.9506 158.64401018739937 5204.3576 5654.4322 -2.5515884419833537 5654.4322 5800.2472 251.98052741691384 5800.2472 6599.7228 464.75199600292547 7500.4961 8898.7304 2007jg "" "" "" +CMFGEN 1.02 15.04000000009546 6.955792391443014 3999.9487 4149.2081 -77.0453926439995 4149.2081 4450.0233 781.3996337233823 4500.5419 5549.9506 232.0266995994583 5153.839 5630.3211 -1.7346632883236106 5630.3211 5800.2472 198.94834772941155 5800.2472 6599.7228 457.85768341121405 7500.4961 8898.7304 2007jg "" "" "" +CMFGEN 1.4 15.04000000009546 17.11852013861828 3999.9487 4149.2081 -94.77819538146866 4149.2081 4450.0233 696.2126195660203 4500.5419 5549.9506 195.34711606077252 5150.3945 5587.8395 49.72657869422382 5587.8395 5998.8771 56.12620392495397 5998.8771 6599.7228 344.54620762818695 7500.4961 8898.7304 2007jg "" "" "" +CMFGEN 1.7 15.04000000009546 11.292375326817197 3999.9487 4149.2081 114.79410201217729 4149.2081 4472.9863 643.0994406537891 4500.5419 5549.9506 39.51374335381544 5299.654 5672.8026 -3.664379641263731 5672.8026 5800.2472 220.53031774946916 5800.2472 6583.1832 596.5810082339249 7500.4961 8846.567 2007jg "" "" "" +OBSERVED "" 22.969999999797437 108.544645661665 3924.992 4138.6184 221.8247825868512 4138.6184 4548.3129 505.50397807436104 4548.3129 5382.3337 42.46453874525674 5285.7629 5528.6532 114.80096833399278 5554.9907 5879.8199 309.2301719624511 5879.8199 6564.5949 1067.6163647532958 7729.2977 8774.0186 2007jg 225.71261052138976 3582.6045 3924.992 +CMFGEN 1.04 22.969999999797437 -0.3328426311221573 3998.1518 4033.2684 86.14180307265062 4033.2684 4495.6379 121.90195798080438 4501.4907 5083.8421 36.401235094863814 5151.149 5552.0643 2.823241978204692 5552.0643 5800.8074 170.39829229829706 5800.8074 6298.2935 39.892599764462055 7571.2727 8349.6922 2007jg 153.70187904413297 3500.6656 4033.2684 +CMFGEN 1.02 22.969999999797437 -0.1814052379796739 3998.1518 4030.342 86.67850925334143 4030.342 4451.7421 138.8763865309581 4501.4907 5051.6518 33.41205769360384 5151.149 5502.3157 34.17293648006035 5552.0643 5800.8074 150.5505759181679 5800.8074 6289.5143 -3.4649858152967523 7998.5255 8370.1769 2007jg 23.10927762287945 3799.1573 4030.342 +CMFGEN 1.4 22.969999999797437 85.97079421818174 3901.5809 4147.3976 291.3533428239311 3901.5809 4516.1226 159.4108833471246 4516.1226 5121.8851 19.00852716242457 5151.149 5502.3157 6.440293721923779 5554.9907 5800.8074 105.28285594594274 5800.8074 6362.6741 424.6141354344903 7559.5671 8516.4963 2007jg -22.275721008216095 3799.1573 3901.5809 +CMFGEN 1.7 22.969999999797437 -0.24118489870971216 3998.1518 4030.342 75.71278501119937 4030.342 4451.7421 114.69165852844313 4501.4907 5104.3268 55.89085925451984 5151.149 5554.9907 17.64484924464243 5554.9907 5824.2185 155.1152683205812 5824.2185 6292.4407 58.013241086639404 7711.7394 8396.5144 2007jg 150.91953890750898 3518.224 4030.342 +OBSERVED "" -0.9300000001094304 25.193198289893793 3914.022 4075.291 112.27309515633164 4075.291 4483.3604 146.26747161487518 4533.6346 5096.4439 106.59509576806174 5183.281 5623.3431 40.64975447833852 5623.3431 5904.7477 140.21220933324827 5904.7477 6350.686 427.1879299771535 7704.8235 8567.3189 2007jg "" "" "" +CMFGEN 1.04 -0.9300000001094304 -4.061373167290344 3999.5533 4149.7229 -62.16181930013555 4149.7229 4450.0619 810.2472877950158 4500.3361 5549.5641 158.53552581059884 5204.8271 5654.0299 -2.612120668669016 5654.0299 5800.282 252.0324899286967 5800.282 6599.4451 465.19980425292425 7500.4623 8899.6506 2007jg "" "" "" +CMFGEN 1.02 -0.9300000001094304 7.077997868223936 3999.5533 4149.7229 -76.94607628098967 4149.7229 4450.0619 780.7774093992085 4500.3361 5549.5641 232.1507958448037 5153.9 5629.8722 -1.824386194723633 5629.8722 5800.282 198.74595793251126 5800.282 6599.4451 457.77134551411484 7500.4623 8899.6506 2007jg "" "" "" +CMFGEN 1.4 -0.9300000001094304 17.381407325336 3999.5533 4149.7229 -94.51002348747656 4149.7229 4450.0619 695.5874071134306 4500.3361 5549.5641 191.6351347515121 5155.2059 5588.0859 49.87581493858566 5588.0859 5999.4198 56.14500396667812 5999.4198 6599.4451 344.39643260716633 7500.4623 8899.6506 2007jg "" "" "" +CMFGEN 1.7 -0.9300000001094304 11.443778790620508 3999.5533 4149.7229 114.44184514719049 4149.7229 4472.9138 642.5918735428726 4500.3361 5549.5641 39.53564167818256 5299.4992 5672.3114 -3.7453316749563275 5672.3114 5800.282 220.4310662314981 5800.282 6583.1223 596.6500896933242 7500.4623 8846.1119 2007jg "" "" "" +OBSERVED "" 43.97000000009575 17.346469188233907 3949.10053692932 4010.46642266914 223.75786462791476 3949.10053692932 4632.89183517305 226.3377044395691 4632.89183517305 5497.85860560101 28.45266758325576 5299.1500232054 5535.84701105899 34.324997215199865 5608.90163693973 5845.59862479333 118.54304792212857 5845.59862479333 6447.56874205063 "" "" "" 2007jh "" "" "" +CMFGEN 1.04 43.97000000009575 -1.651174511302853 3922.80087161225 4001.69986756345 118.21745089564845 3922.80087161225 4536.45972901047 232.3847122386526 4536.45972901047 5191.0291769019 22.435912608862907 5191.0291769019 5500.78079063624 32.38246251020163 5605.9794519045 5860.20954996948 115.61051925355358 5860.20954996948 6243.01578958456 "" "" "" 2007jh "" "" "" +CMFGEN 1.02 43.97000000009575 33.252959614371385 3911.11213147133 4136.12037918401 132.85343656503335 3911.11213147133 4559.83720929231 221.04415314668773 4559.83720929231 5199.79573200759 71.05097175736961 5199.79573200759 5611.82382197496 23.790511656729233 5611.82382197496 5863.13173500471 167.62012266630353 5863.13173500471 6356.98100595851 "" "" "" 2007jh "" "" "" +CMFGEN 1.4 43.97000000009575 41.861184340045305 3908.18994643611 4130.27600911355 149.1502049823449 3908.18994643611 4548.14846915139 228.91673748934636 4548.14846915139 5205.64010207805 80.27518084387515 5205.64010207805 5600.13508183405 29.158222724648645 5600.13508183405 5874.82047514563 163.93095707471957 5874.82047514563 6362.82537602897 "" "" "" 2007jh "" "" "" +CMFGEN 1.7 43.97000000009575 24.499486192408156 3911.11213147133 4144.8869342897 120.41510562616719 3911.11213147133 4551.07065418662 222.7573604881852 4551.07065418662 5196.87354697236 28.11431884237862 5196.87354697236 5515.39171581239 35.177214097554895 5550.45793623514 5860.20954996948 141.05552035424196 5860.20954996948 6275.15982497208 "" "" "" 2007jh "" "" "" +OBSERVED "" 2.689999999849533 -11.521117204413539 3997.482 4148.3915 62.62087082761196 4148.3915 4598.4252 170.76346416396882 4598.4252 5183.1996 83.04503761084662 5183.1996 5605.6115 12.993593939052639 5605.6115 5823.2176 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.04 2.689999999849533 -4.287799702371602 3999.5031 4149.7389 -63.049519752847104 4149.7389 4450.2105 806.3622976479644 4500.0646 5549.6941 156.92211035680978 5204.7581 5654.1181 -2.5280772908007805 5654.1181 5800.3117 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.02 2.689999999849533 6.8402958274856225 3999.5031 4149.7389 -77.9422017260334 4149.7389 4450.2105 776.501131217208 4500.0646 5549.6941 233.89056668641763 5150.1881 5628.5174 -1.9931710957444075 5628.5174 5800.3117 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.4 2.689999999849533 17.150199689518207 3999.5031 4149.7389 -95.49521674245655 4149.7389 4450.2105 690.2823517876626 4500.0646 5549.6941 194.33842137599203 5150.1881 5588.0952 50.23894105570935 5588.0952 5999.7279 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.7 2.689999999849533 11.257871706732907 3999.5031 4149.7389 113.53115886360072 4149.7389 4472.4427 639.977818921495 4500.0646 5549.6941 41.722064079020896 5299.7502 5663.55 -5.063366334740929 5663.55 5800.3117 "" "" "" "" "" "" 2007le "" "" "" +OBSERVED "" 3.729999999886786 16.848163391794714 3913.6351 4070.2402 101.25765949137445 4070.2402 4519.1747 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 134.91786873774035 3571.1921 4070.2402 +CMFGEN 1.04 3.729999999886786 -4.263976659090207 3999.2459 4149.5868 -63.18699421426066 4149.5868 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 127.44455909112042 3771.6465 4099.4731 +CMFGEN 1.02 3.729999999886786 6.911258913782042 3999.2459 4149.5868 -78.12842838671446 4149.5868 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 146.0476081589474 3757.0301 4099.4731 +CMFGEN 1.4 3.729999999886786 17.247826047435872 3999.2459 4149.5868 -95.70467934881955 4149.5868 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 144.83982307046196 3761.2062 4099.4731 +CMFGEN 1.7 3.729999999886786 11.319794683077202 3999.2459 4149.5868 113.11372526809276 4149.5868 4473.2372 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 83.59181086504131 3798.7914 4099.4731 +OBSERVED "" 4.729999999886786 21.770863070713098 3911.5471 4072.3283 138.28817232648123 3911.5471 4525.4389 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 152.71949064633822 3554.4875 3911.5471 +CMFGEN 1.04 4.729999999886786 -4.263976659090207 3999.2459 4149.5868 -63.18699421426066 4149.5868 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 127.44455909112042 3771.6465 4099.4731 +CMFGEN 1.02 4.729999999886786 6.911258913782042 3999.2459 4149.5868 -78.12842838671446 4149.5868 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 146.0476081589474 3757.0301 4099.4731 +CMFGEN 1.4 4.729999999886786 17.247826047435872 3999.2459 4149.5868 -95.70467934881955 4149.5868 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 144.83982307046196 3761.2062 4099.4731 +CMFGEN 1.7 4.729999999886786 11.319794683077202 3999.2459 4149.5868 113.11372526809276 4149.5868 4473.2372 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 83.59181086504131 3798.7914 4099.4731 +OBSERVED "" 4.7499999999054126 "" "" "" "" "" "" 203.13332036439243 4520.8724 5187.2026 87.03314185576514 5187.2026 5642.4183 16.858857008182838 5642.4183 5863.4288 120.06355690215469 5863.4288 6305.4498 197.0143175991108 7875.6139 8588.1254 2007le "" "" "" +CMFGEN 1.04 4.7499999999054126 "" "" "" "" "" "" 803.196745671733 4501.0805 5546.757 158.1987234122575 5203.6959 5652.3142 -2.931459496390735 5652.3142 5800.7541 252.29441450505408 5800.7541 6599.0309 460.97945904855305 7502.8648 8898.1998 2007le "" "" "" +CMFGEN 1.02 4.7499999999054126 "" "" "" "" "" "" 769.3785792469661 4501.0805 5546.757 230.71131451162267 5154.216 5629.2236 -1.830840183695993 5629.2236 5800.7541 197.23679069511917 5800.7541 6599.0309 452.06699254654325 7502.8648 8898.1998 2007le "" "" "" +CMFGEN 1.4 4.7499999999054126 "" "" "" "" "" "" 682.5871870311423 4501.0805 5546.757 190.0788566670594 5154.216 5589.6396 50.01669022568832 5589.6396 5998.674 54.87083519830865 5998.674 6599.0309 337.6404233628791 7502.8648 8898.1998 2007le "" "" "" +CMFGEN 1.7 4.7499999999054126 "" "" "" "" "" "" 631.1864047496053 4501.0805 5546.757 38.749776875046706 5299.3572 5672.1062 -3.767251540067041 5672.1062 5800.7541 220.04952045776227 5800.7541 6582.5375 591.8559035092501 7502.8648 8845.4212 2007le "" "" "" +OBSERVED "" 2.6699999998309067 "" "" "" "" "" "" 181.3012108948721 4514.1165 5179.1017 94.1204490328098 5179.1017 5614.4373 13.480291233071616 5614.4373 5824.1174 115.77320801915181 5824.1174 6303.386 187.81278615515737 7884.9724 8516.0095 2007le "" "" "" +CMFGEN 1.04 2.6699999998309067 "" "" "" "" "" "" 805.4708201918868 4500.1378 5548.5379 156.54184107939173 5205.0621 5654.3764 -2.495170874720223 5654.3764 5800.1539 252.65620272604627 5800.1539 6598.935 463.0872117899497 7501.5575 8899.4244 2007le "" "" "" +CMFGEN 1.02 2.6699999998309067 "" "" "" "" "" "" 774.0115094004286 4500.1378 5548.5379 231.79320089614694 5153.1413 5628.416 -2.0191767631688937 5628.416 5800.1539 197.7287369488091 5800.1539 6598.935 454.131337748217 7501.5575 8899.4244 2007le "" "" "" +CMFGEN 1.4 2.6699999998309067 "" "" "" "" "" "" 687.6560602999618 4500.1378 5548.5379 190.23766962958152 5155.1383 5588.477 50.260633465390654 5588.477 5999.8492 54.627556256098984 5999.8492 6598.935 339.62946190430023 7501.5575 8899.4244 2007le "" "" "" +CMFGEN 1.7 2.6699999998309067 "" "" "" "" "" "" 637.1990427635419 4500.1378 5548.5379 38.29859636034921 5298.9188 5672.349 -3.6789886425431413 5672.349 5800.1539 220.7483602126639 5800.1539 6582.9593 594.812122391011 7501.5575 8847.5036 2007le "" "" "" +OBSERVED "" 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 122.33863560449498 5845.3917 6313.072 196.27535971473782 7917.9892 8550.5352 2007le "" "" "" +CMFGEN 1.04 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.6366458746547 5801.6519 6599.0635 463.5097167494635 7500.778 8897.0897 2007le "" "" "" +CMFGEN 1.02 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 196.4932076416994 5801.6519 6599.0635 455.8676786472965 7500.778 8897.0897 2007le "" "" "" +CMFGEN 1.4 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.40077284989792 5996.799 6599.0635 341.48538272043425 7500.778 8897.0897 2007le "" "" "" +CMFGEN 1.7 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 219.06054589704024 5801.6519 6582.2405 596.5356455952076 7500.778 8846.6206 2007le "" "" "" +OBSERVED "" 3.7499999999054126 "" "" "" "" "" "" 189.64402275633702 4510.9765 5187.2026 90.94613274522678 5187.2026 5629.2236 14.69117159679582 5629.2236 5837.0394 118.30298820053467 5837.0394 6325.2417 192.28229309455486 7839.3286 8561.736 2007le "" "" "" +CMFGEN 1.04 3.7499999999054126 "" "" "" "" "" "" 803.196745671733 4501.0805 5546.757 158.1987234122575 5203.6959 5652.3142 -2.931459496390735 5652.3142 5800.7541 252.29441450505408 5800.7541 6599.0309 460.97945904855305 7502.8648 8898.1998 2007le "" "" "" +CMFGEN 1.02 3.7499999999054126 "" "" "" "" "" "" 769.3785792469661 4501.0805 5546.757 230.71131451162267 5154.216 5629.2236 -1.830840183695993 5629.2236 5800.7541 197.23679069511917 5800.7541 6599.0309 452.06699254654325 7502.8648 8898.1998 2007le "" "" "" +CMFGEN 1.4 3.7499999999054126 "" "" "" "" "" "" 682.5871870311423 4501.0805 5546.757 190.0788566670594 5154.216 5589.6396 50.01669022568832 5589.6396 5998.674 54.87083519830865 5998.674 6599.0309 337.6404233628791 7502.8648 8898.1998 2007le "" "" "" +CMFGEN 1.7 3.7499999999054126 "" "" "" "" "" "" 631.1864047496053 4501.0805 5546.757 38.749776875046706 5299.3572 5672.1062 -3.767251540067041 5672.1062 5800.7541 220.04952045776227 5800.7541 6582.5375 591.8559035092501 7502.8648 8845.4212 2007le "" "" "" +OBSERVED "" 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 119.72952695662158 5838.6625 6302.9782 206.23848355377143 7857.4263 8590.9105 2007le "" "" "" +CMFGEN 1.04 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.6366458746547 5801.6519 6599.0635 463.5097167494635 7500.778 8897.0897 2007le "" "" "" +CMFGEN 1.02 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 196.4932076416994 5801.6519 6599.0635 455.8676786472965 7500.778 8897.0897 2007le "" "" "" +CMFGEN 1.4 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.40077284989792 5996.799 6599.0635 341.48538272043425 7500.778 8897.0897 2007le "" "" "" +CMFGEN 1.7 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 219.06054589704024 5801.6519 6582.2405 596.5356455952076 7500.778 8846.6206 2007le "" "" "" +OBSERVED "" 10.70999999986816 42.05879683987651 3919.6425 4149.2464 219.15957572564838 3919.6425 4575.2221 268.8854880724257 4575.2221 5212.6752 14.426763753675012 5212.6752 5517.8067 37.64370088952246 5572.1866 5886.3814 125.15076276453541 5886.3814 6303.2938 268.4873934757724 7931.6691 8711.114 2007le "" "" "" +CMFGEN 1.04 10.70999999986816 -4.200171680534764 3998.1912 4149.2464 -65.38111501523828 4149.2464 4451.3569 802.7013379405851 4502.7156 5548.0177 157.83252168996847 5203.6118 5653.7564 -2.5674524626779687 5653.7564 5801.7905 251.57984933839225 5801.7905 6599.3621 461.28246584338683 7502.6723 8898.4225 2007le "" "" "" +CMFGEN 1.02 10.70999999986816 7.20548971813261 3998.1912 4149.2464 -80.42389384047974 4149.2464 4451.3569 770.6157348613376 4502.7156 5548.0177 231.98096709307973 5152.2531 5629.5876 -1.7175600568986262 5629.5876 5801.7905 196.40728972905225 5801.7905 6599.3621 452.35993688827057 7502.6723 8898.4225 2007le "" "" "" +CMFGEN 1.4 10.70999999986816 17.78851270700434 3998.1912 4149.2464 -97.86366325558936 4149.2464 4451.3569 683.7800305557896 4502.7156 5548.0177 190.48856839538595 5155.2742 5587.2921 49.778766426711634 5587.2921 5998.1623 54.96361481203063 5998.1623 6599.3621 337.93392151083924 7502.6723 8898.4225 2007le "" "" "" +CMFGEN 1.7 10.70999999986816 11.578903134667094 3998.1912 4149.2464 113.88777218138554 4149.2464 4472.5046 632.2724543075952 4502.7156 5548.0177 40.10286493032169 5297.2661 5662.8197 -5.3249130981173325 5662.8197 5801.7905 218.8022698541977 5801.7905 6584.2565 592.3322522378039 7502.6723 8847.0637 2007le "" "" "" +OBSERVED "" 16.720000000110304 44.45737118155455 3919.6425 4146.2253 304.6498802199818 3919.6425 4605.4332 321.27830324858553 4605.4332 5264.0339 -8.673617646910776 5264.0339 5502.7012 82.79328356238837 5554.0599 5865.2337 174.1968115083555 5865.2337 6517.7922 437.43625462269335 7541.9466 8692.9874 2007le "" "" "" +CMFGEN 1.04 16.720000000110304 -2.999265683718391 3998.1912 4149.2464 37.45186928756376 4149.2464 4451.3569 238.6121304543719 4502.7156 5532.9122 47.31553185433927 5227.7807 5696.0519 1.8654464883951931 5696.0519 5801.7905 70.75070629021957 5801.7905 6306.3149 394.09183162306545 7502.6723 8478.489 2007le "" "" "" +CMFGEN 1.02 16.720000000110304 7.20548971813261 3998.1912 4149.2464 -80.42389384047974 4149.2464 4451.3569 770.6157348613376 4502.7156 5548.0177 231.98096709307973 5152.2531 5629.5876 -1.7175600568986262 5629.5876 5801.7905 196.40728972905225 5801.7905 6599.3621 452.35993688827057 7502.6723 8898.4225 2007le "" "" "" +CMFGEN 1.4 16.720000000110304 17.78851270700434 3998.1912 4149.2464 -97.86366325558936 4149.2464 4451.3569 683.7800305557896 4502.7156 5548.0177 190.48856839538595 5155.2742 5587.2921 49.778766426711634 5587.2921 5998.1623 54.96361481203063 5998.1623 6599.3621 337.93392151083924 7502.6723 8898.4225 2007le "" "" "" +CMFGEN 1.7 16.720000000110304 11.578903134667094 3998.1912 4149.2464 113.88777218138554 4149.2464 4472.5046 632.2724543075952 4502.7156 5548.0177 40.10286493032169 5297.2661 5662.8197 -5.3249130981173325 5662.8197 5801.7905 218.8022698541977 5801.7905 6584.2565 592.3322522378039 7502.6723 8847.0637 2007le "" "" "" +OBSERVED "" 22.68000000007305 28.033093524081032 3901.1387 4018.708 389.10201619317553 3901.1387 4604.7173 370.78450152132655 4604.7173 5411.1691 -11.383166906560612 5286.2518 5501.1831 82.02590439193236 5550.7827 5877.7722 210.36347578869055 5877.7722 6481.7922 412.27707600891756 7627.5543 8765.3597 2007le "" "" "" +CMFGEN 1.04 22.68000000007305 -0.25362125072195835 3998.5007 4029.7301 86.25096890396577 4029.7301 4492.6591 123.07089625468748 4500.0072 5082.3426 35.618224081756345 5150.3123 5550.7827 3.0406389900900783 5550.7827 5800.6174 170.4743859985066 5800.6174 6294.7758 38.656723818829725 7571.8575 8343.6556 2007le "" "" "" +CMFGEN 1.02 22.68000000007305 -0.14710948702100418 3998.5007 4029.7301 77.77170895025212 4029.7301 4450.4077 143.06051782499674 4500.0072 5051.1132 30.9635669739273 5150.3123 5501.1831 35.55028439496908 5550.7827 5800.6174 146.07483810541254 5800.6174 6289.2647 -13.524098406488562 7999.5291 8379.4606 2007le "" "" "" +CMFGEN 1.4 22.68000000007305 87.92938897041546 3901.1387 4149.1364 305.96382020676737 3901.1387 4514.7034 220.24492430097933 4514.7034 5548.9456 18.192682585982592 5150.3123 5565.4788 2.227866521544635 5565.4788 5800.6174 98.75169002115963 5800.6174 6348.0494 419.15858425870215 7555.9441 8524.67 2007le "" "" "" +CMFGEN 1.7 22.68000000007305 -0.23018738617652765 3998.5007 4029.7301 77.72043889088971 4029.7301 4450.4077 116.8450280275303 4500.0072 5102.5498 55.15579851469464 5150.3123 5547.1086 18.69456041075874 5550.7827 5820.8246 155.82724272825791 5820.8246 6289.2647 56.54598719191614 7705.1319 8387.4173 2007le "" "" "" +OBSERVED "" 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 211.91874097447155 5865.5794 6511.5838 461.74113784043567 7652.1853 8745.6824 2007le "" "" "" +CMFGEN 1.04 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 166.60591086733945 5801.6519 6299.6136 44.70655534580892 7510.8719 8375.5757 2007le "" "" "" +CMFGEN 1.02 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 165.67084995526068 5808.3811 6299.6136 52.010518889080885 7732.9359 8365.4819 2007le "" "" "" +CMFGEN 1.4 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 131.08082750430992 5828.5687 6306.3428 371.8771505251872 7541.1533 8446.2324 2007le "" "" "" +CMFGEN 1.7 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 149.78729909666686 5831.9333 6299.6136 62.5343304869912 7682.4668 8415.951 2007le "" "" "" +OBSERVED "" 24.669999999830907 1.292491769466864 3944.9561 4001.334 329.97891010675653 3944.9561 4606.8735 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 80.93265746695656 3683.9477 3944.9561 +CMFGEN 1.04 24.669999999830907 -0.3744891238281162 3999.2459 4045.1834 86.27143870075552 4045.1834 4508.7344 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 139.99312266998783 3500.1977 4045.1834 +CMFGEN 1.02 24.669999999830907 -0.4244155366899339 3999.2459 4038.9192 99.82444106358288 4038.9192 4450.2685 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 16.592097492357873 3798.7914 4038.9192 +CMFGEN 1.4 24.669999999830907 27.116248426381404 3901.1067 4114.0896 54.32013347745095 4114.0896 4456.5327 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 43.361014941859764 3798.7914 4099.4731 +CMFGEN 1.7 24.669999999830907 -0.5450577709453536 3999.2459 4041.0072 69.83812753192387 4041.0072 4456.5327 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 134.92757099355987 3525.2546 4041.0072 +OBSERVED "" 24.689999999849533 "" "" "" "" "" "" 373.5602694998377 4606.6377 5424.7064 -3.2724525726601437 5289.4612 5500.5757 80.67070203992488 5550.0557 5876.6234 207.78167475471886 5876.6234 6516.5643 460.1578072723505 7657.9021 8795.9412 2007le "" "" "" +CMFGEN 1.04 24.689999999849533 "" "" "" "" "" "" 123.24052670108216 4510.9765 5094.84 48.31918015562238 5150.9173 5559.9517 1.547700815641972 5559.9517 5800.7541 166.63848329170338 5800.7541 6298.8524 44.02236535843989 7509.4622 8373.7122 2007le "" "" "" +CMFGEN 1.02 24.689999999849533 "" "" "" "" "" "" 130.54794390154365 4501.0805 5051.9574 48.88094655692145 5150.9173 5543.4583 26.116692045322022 5550.0557 5807.3515 165.6030169911264 5807.3515 6302.1511 51.82914808262124 7733.7713 8363.8162 2007le "" "" "" +CMFGEN 1.4 24.689999999849533 "" "" "" "" "" "" 157.01290912252406 4501.0805 5051.9574 33.10552185232627 5150.9173 5507.173 40.90531885152517 5550.0557 5827.1435 130.84848274574856 5827.1435 6305.4498 373.4468592945241 7539.1502 8446.2828 2007le "" "" "" +CMFGEN 1.7 24.689999999849533 "" "" "" "" "" "" 119.11450082844092 4501.0805 5114.632 65.91883988189187 5150.9173 5576.445 13.274625409691762 5576.445 5830.4421 149.85206902282204 5830.4421 6302.1511 62.94953889450905 7684.2914 8416.5948 2007le "" "" "" +OBSERVED "" 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 242.43912169765758 5845.3694 6521.4989 425.11049797637475 7738.5319 8780.5667 2007le "" "" "" +CMFGEN 1.04 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 142.1421048934134 5841.3922 6262.9788 166.89619929269767 7869.7806 8537.9556 2007le "" "" "" +CMFGEN 1.02 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 155.53962070457797 5845.3694 6334.569 172.2500446244886 7802.1676 8553.8645 2007le "" "" "" +CMFGEN 1.4 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 158.7424419928686 5881.1645 6338.5462 176.66865073951362 7762.3953 8545.91 2007le "" "" "" +CMFGEN 1.7 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 139.40895754863777 5829.4605 6310.7056 163.57901711836564 7853.8716 8549.8873 2007le "" "" "" +OBSERVED "" 35.64999999981228 -0.7885812073460416 3950.0116 4004.6494 304.5865946942246 3950.0116 4619.3237 450.62678346846803 4619.3237 5537.2373 13.375099478724552 5299.5633 5559.0924 48.62114450715849 5559.0924 5829.5491 "" "" "" "" "" "" 2007le 86.09188818072029 3695.9462 3950.0116 +CMFGEN 1.04 35.64999999981228 0.38391700473625706 3906.3015 4001.9175 62.02293095319382 3906.3015 4452.6786 154.03019978925005 4501.8526 5157.5052 70.9392355606434 5157.5052 5605.5345 15.263256540577775 5605.5345 5840.4767 "" "" "" "" "" "" 2007le 131.52254767044954 3594.8665 3906.3015 +CMFGEN 1.02 35.64999999981228 27.245927657354162 3900.8377 4100.2654 76.28876840036759 4100.2654 4512.7801 155.94932738704898 4512.7801 5108.3312 94.11371903226689 5162.969 5621.9258 18.262809654219183 5621.9258 5843.2085 "" "" "" "" "" "" 2007le 146.6432600498857 3600.3302 4097.5335 +CMFGEN 1.4 35.64999999981228 33.05175087551238 3900.8377 4097.5335 97.13238243064731 4097.5335 4507.3164 174.22201910347223 4507.3164 5100.1356 94.06338062213901 5165.7008 5616.462 31.26563771506595 5616.462 5878.7231 "" "" "" "" "" "" 2007le 173.27341909643337 3501.9824 4097.5335 +CMFGEN 1.7 35.64999999981228 13.441271172722223 3900.8377 4086.6059 62.51985562232592 3900.8377 4512.7801 147.05939671073565 4512.7801 5152.0414 90.2051071792132 5152.0414 5619.1939 14.262245998176812 5619.1939 5829.5491 "" "" "" "" "" "" 2007le 117.78179318817703 3619.4534 3900.8377 +OBSERVED "" 38.70000000009168 1.2466294153119608 3952.8746 4001.2123 311.55896592233046 3952.8746 4620.5387 435.50031566581004 4620.5387 5544.9966 13.109210784310793 5294.245 5554.0599 52.79263785119932 5554.0599 5832.0016 244.43439672349726 5832.0016 6514.7711 447.545199921022 7747.3817 8780.5994 2007le "" "" "" +CMFGEN 1.04 38.70000000009168 -0.11258557514025594 3910.5792 4001.2123 81.9995275825691 3910.5792 4457.3991 184.84581403328363 4523.8634 5173.4008 65.07790315824082 5173.4008 5620.5242 17.6120117510789 5620.5242 5850.1282 131.56801732742414 5850.1282 6257.9773 189.05990703436424 7892.3947 8544.9533 2007le "" "" "" +CMFGEN 1.02 38.70000000009168 28.56811996808073 3901.5159 4112.9932 92.30775176812924 3901.5159 4529.9056 170.60974868672173 4529.9056 5128.0842 85.96863831122056 5176.4219 5575.2077 17.410472561777283 5575.2077 5856.1704 158.79606681146225 5856.1704 6348.6104 210.32117165557665 7822.9093 8596.312 2007le "" "" "" +CMFGEN 1.4 38.70000000009168 38.0145221227511 3901.5159 4109.9721 92.42869091541714 4109.9721 4520.8423 187.18065996335037 4520.8423 5119.0209 90.38772552373547 5179.443 5623.5453 27.91233710472604 5623.5453 5868.2548 157.90560241681771 5868.2548 6345.5893 212.79810856968226 7789.6772 8584.2276 2007le "" "" "" +CMFGEN 1.7 38.70000000009168 15.087745082804968 3901.5159 4112.9932 77.42036983172466 3901.5159 4520.8423 171.66911206035616 4520.8423 5170.3797 78.60183955529273 5170.3797 5611.4609 16.70443448413512 5611.4609 5847.1071 140.03531905408363 5847.1071 6288.1883 199.2045460521565 7859.1626 8587.2487 2007le "" "" "" +OBSERVED "" 44.68999999984953 2.9805846198377184 3961.938 4004.2334 328.06485813838725 3961.938 4620.5387 422.7997436776958 4620.5387 5538.9544 15.215923879861602 5297.2661 5538.9544 64.4257277247907 5557.0811 5841.0649 245.35742667923142 5841.0649 6538.94 472.5332849474517 7759.4661 8720.1773 2007le "" "" "" +CMFGEN 1.04 44.68999999984953 -1.6917796702620713 3925.6847 4001.2123 122.07312857501196 3925.6847 4538.9689 235.39020116633202 4538.9689 5191.5274 20.93580949636265 5191.5274 5502.7012 50.78221388226794 5551.0388 5862.2126 112.90686098110847 5862.2126 6239.8506 205.23779952107353 7895.4158 8541.9322 2007le "" "" "" +CMFGEN 1.02 44.68999999984953 34.77676345293484 3913.6003 4146.2253 141.4635785407803 3913.6003 4566.1588 227.49506409263063 4566.1588 5203.6118 66.18331410489205 5203.6118 5611.4609 24.285097688722896 5611.4609 5862.2126 169.20031086636016 5862.2126 6357.6737 271.0013101661464 7880.3103 8656.7341 2007le "" "" "" +CMFGEN 1.4 44.68999999984953 42.572649711570634 3910.5792 4134.1409 156.17796155238167 3910.5792 4554.0744 233.91338816242978 4554.0744 5209.6541 77.82087290145836 5209.6541 5605.4187 29.635746034081638 5605.4187 5874.297 165.15626839880957 5874.297 6363.7159 275.0756143175032 7841.0359 8650.6919 2007le "" "" "" +CMFGEN 1.7 44.68999999984953 26.06817391158223 3913.6003 4149.2464 126.63710001668741 3913.6003 4554.0744 227.94214695878472 4554.0744 5200.5907 21.718816538902715 5200.5907 5502.7012 39.844854802452055 5551.0388 5862.2126 140.92585841795727 5862.2126 6273.0828 229.19358814855914 7922.6058 8668.8185 2007le "" "" "" +OBSERVED "" -9.250000000094587 12.638568173287963 3916.7946 4049.4094 103.96387789439638 4049.4094 4468.3518 161.53060059646492 4501.5055 5137.4541 70.99167799443573 5155.5379 5598.5921 18.05042393137801 5598.5921 5806.5563 143.46903858429945 5806.5563 6315.918 414.4109085352908 7566.7172 8582.4265 2007le -14.309352922911382 3799.2496 4049.4094 +CMFGEN 1.04 -9.250000000094587 -4.173010198026783 3998.1719 4148.8706 -63.33609705539741 4148.8706 4450.268 803.3012045582284 4501.5055 5547.3546 158.00709460484498 5203.7615 5652.8437 -2.8071329293476466 5652.8437 5800.5284 252.47415776613906 5800.5284 6599.2315 464.34346984276374 7500.4098 8898.8938 2007le 124.39130590024752 3775.1378 4097.633 +CMFGEN 1.02 -9.250000000094587 7.206054992631853 3998.1719 4148.8706 -78.39633676283385 4148.8706 4450.268 770.2822700889028 4501.5055 5547.3546 232.10983131066098 5152.5239 5628.7319 -1.9402855983311678 5628.7319 5800.5284 197.43779390076793 5800.5284 6599.2315 456.1961736544083 7500.4098 8898.8938 2007le 144.75315862301738 3757.0539 4097.633 +CMFGEN 1.4 -9.250000000094587 17.734915180864093 3998.1719 4148.8706 -96.1948015869852 4148.8706 4450.268 683.5836479272816 4501.5055 5547.3546 189.40554134360394 5155.5379 5589.5502 50.20044974966779 5589.5502 5999.4507 54.691737120751014 5999.4507 6599.2315 341.73470970304965 7500.4098 8898.8938 2007le 143.68025572779723 3760.0679 4097.633 +CMFGEN 1.7 -9.250000000094587 11.562611088874295 3998.1719 4148.8706 114.2607083197064 4148.8706 4471.3658 631.997640604242 4501.5055 5547.3546 40.30214625361846 5297.1947 5661.8856 -5.38115115625393 5661.8856 5800.5284 220.21079680610654 5800.5284 6584.1617 597.1604540277505 7500.4098 8847.6562 2007le 82.0331233681435 3799.2496 4097.633 +OBSERVED "" -4.299999999908323 "" "" "" "" "" "" "" "" "" 85.4842849773645 5157.9719 5625.6437 16.842685428212842 5625.6437 5839.8676 118.1178812824779 5839.8676 6325.6429 262.75870175076375 7638.1413 8501.0713 2007le "" "" "" +CMFGEN 1.04 -4.299999999908323 "" "" "" "" "" "" "" "" "" 160.56496244484137 5200.2132 5652.7989 -2.8144280414517295 5652.7989 5800.6435 251.8259314218787 5800.6435 6597.1943 462.0391275549936 7502.3656 8899.3466 2007le "" "" "" +CMFGEN 1.02 -4.299999999908323 "" "" "" "" "" "" "" "" "" 232.55237128911716 5151.9374 5628.661 -1.9509035912300645 5628.661 5800.6435 197.1775097438609 5800.6435 6597.1943 452.7359137193389 7502.3656 8899.3466 2007le "" "" "" +CMFGEN 1.4 -4.299999999908323 "" "" "" "" "" "" "" "" "" 189.83824234043036 5154.9547 5589.4369 50.28464688941507 5589.4369 5999.7812 54.75847827673891 5999.7812 6597.1943 338.26488369088355 7502.3656 8899.3466 2007le "" "" "" +CMFGEN 1.7 -4.299999999908323 "" "" "" "" "" "" "" "" "" 42.1943774225604 5299.7821 5661.8506 -5.398224769138245 5661.8506 5800.6435 220.146212731551 5800.6435 6582.1081 592.9026011660978 7502.3656 8848.0536 2007le "" "" "" +OBSERVED "" -4.319999999926949 13.775483206861974 3910.7041 4064.3623 102.28830800977153 4064.3623 4483.1562 156.02435714811037 4555.4659 5155.0342 80.85060609168843 5155.0342 5591.9055 17.176695641410443 5591.9055 5841.9767 115.87843557258651 5841.9767 6296.9255 273.4890160196895 7559.333 8550.579 2007le 186.61811397759692 3519.0263 4064.3623 +CMFGEN 1.04 -4.319999999926949 -4.159968834121687 3998.0783 4148.7236 -62.859835229579055 4148.7236 4450.0142 805.2661228992467 4501.2336 5549.7248 159.39769190976466 5200.2278 5655.1765 -2.4091862836567537 5655.1765 5802.8089 250.40258809755147 5802.8089 6598.216 461.8384118141196 7502.0878 8897.0631 2007le 124.357638970708 3775.1233 4097.5042 +CMFGEN 1.02 -4.319999999926949 7.228652308877791 3998.0783 4148.7236 -77.86142527966483 4148.7236 4450.0142 775.4990030989037 4501.2336 5549.7248 232.7106915322621 5152.0213 5628.0604 -1.994429703968776 5628.0604 5802.8089 195.49694387002484 5802.8089 6598.216 453.6067377231721 7502.0878 8897.0631 2007le 144.6656083320928 3757.0459 4097.5042 +CMFGEN 1.4 -4.319999999926949 17.755359161545424 3998.0783 4148.7236 -95.80561849648946 4148.7236 4450.0142 689.089343012489 4501.2336 5549.7248 190.04209988775364 5155.0342 5588.8926 50.00946300263715 5588.8926 5998.6478 54.92943261238288 5998.6478 6598.216 339.2496957610071 7502.0878 8897.0631 2007le 143.56648306896687 3760.0588 4097.5042 +CMFGEN 1.7 -4.319999999926949 11.580291320747094 3998.0783 4148.7236 114.23485125016418 4148.7236 4471.1046 638.0061212733361 4501.2336 5549.7248 41.38924883586205 5299.6536 5664.2152 -5.217490489549797 5664.2152 5802.8089 217.76513891799812 5802.8089 6583.1515 593.6861552545063 7502.0878 8845.8437 2007le 81.94684846576646 3799.2266 4097.5042 +OBSERVED "" 2.7399999998669955 "" "" "" "" "" "" 176.65649406181808 4598.6979 5187.3456 105.53916603249392 5187.3456 5583.6248 46.911295847544956 5583.6248 5902.9565 136.4223660778107 5902.9565 6310.7778 346.0106022880393 7780.4733 8571.1079 2007nq "" "" "" +CMFGEN 1.04 2.7399999998669955 "" "" "" "" "" "" 805.4829534945776 4500.59 5548.9984 156.60296506321822 5204.6588 5654.8011 -2.416160794533965 5654.8011 5801.0012 252.18028508198702 5801.0012 6599.3306 462.64252082600893 7501.5389 8898.1344 2007nq "" "" "" +CMFGEN 1.02 2.7399999998669955 "" "" "" "" "" "" 774.6957148452661 4500.59 5548.9984 231.6194930304966 5152.7193 5629.7932 -1.7093064246734941 5629.7932 5801.0012 197.0848409896983 5801.0012 6599.3306 454.4238814518374 7501.5389 8898.1344 2007nq "" "" "" +CMFGEN 1.4 2.7399999998669955 "" "" "" "" "" "" 688.4050206136133 4500.59 5548.9984 190.80445186603953 5154.643 5587.4721 50.02691878422847 5587.4721 5999.1408 54.792182518233126 5999.1408 6599.3306 340.0207000013556 7501.5389 8898.1344 2007nq "" "" "" +CMFGEN 1.7 2.7399999998669955 "" "" "" "" "" "" 637.5870428027606 4500.59 5548.9984 41.31625232240754 5298.9194 5662.4959 -5.321431792044841 5662.4959 5801.0012 219.73041291233068 5801.0012 6583.9411 594.9405301805864 7501.5389 8846.1949 2007nq "" "" "" +OBSERVED "" 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 147.24406697461058 5893.6473 6321.494 286.27802452764047 7818.9575 8538.5178 2007nq "" "" "" +CMFGEN 1.04 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 249.8969078698667 5802.8919 6597.0013 462.9714307274369 7501.3137 8898.298 2007nq "" "" "" +CMFGEN 1.02 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 195.3581097554607 5802.8919 6597.0013 454.78284433750855 7501.3137 8898.298 2007nq "" "" "" +CMFGEN 1.4 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.373077346470495 5997.3677 6597.0013 340.37050924000107 7501.3137 8898.298 2007nq "" "" "" +CMFGEN 1.7 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.58225601343912 5802.8919 6584.0363 595.4206016733979 7501.3137 8846.4378 2007nq "" "" "" +OBSERVED "" 4.850000000202272 54.002493203450385 3926.1467 4129.522 121.92605290442758 4129.522 4615.7159 187.10651336502974 4615.7159 5213.1307 100.02512864776695 5213.1307 5588.1038 39.41942410521241 5588.1038 5899.5221 140.34325512399062 5899.5221 6344.4054 497.7748664731963 7748.9657 8400.402 2007nq "" "" "" +CMFGEN 1.04 4.850000000202272 -4.189259264334533 3999.2347 4148.5884 -63.779909476406424 4148.5884 4450.4735 805.4944083108744 4501.3173 5549.9709 157.27172917234876 5203.5974 5654.8363 -2.412661372851022 5654.8363 5801.0122 252.02241107500691 5801.0122 6598.6245 463.6287123649837 7501.1021 8899.3069 2007nq "" "" "" +CMFGEN 1.02 4.850000000202272 6.9016501307248745 3999.2347 4148.5884 -78.94797167671861 4148.5884 4450.4735 776.0660279664027 4501.3173 5549.9709 231.73234786694837 5152.7536 5629.4144 -1.7860779910464548 5629.4144 5801.0122 197.0212429845865 5801.0122 6598.6245 454.9815935731689 7501.1021 8899.3069 2007nq "" "" "" +CMFGEN 1.4 4.850000000202272 17.086186951938537 3999.2347 4148.5884 -96.74167266676781 4148.5884 4450.4735 689.7423553632052 4501.3173 5549.9709 189.8174399190141 5155.9314 5588.1038 49.829193849656804 5588.1038 5998.032 55.08051409313697 5998.032 6598.6245 340.51981076020644 7501.1021 8899.3069 2007nq "" "" "" +CMFGEN 1.7 4.850000000202272 11.267322027484264 3999.2347 4148.5884 114.31419378474652 4148.5884 4472.7177 638.5176812371437 4501.3173 5549.9709 40.72661257655767 5298.9296 5664.3695 -5.035416272332792 5664.3695 5801.0122 219.77656573526534 5801.0122 6582.7358 595.7339232950073 7501.1021 8845.2854 2007nq "" "" "" +OBSERVED "" 3.8500000002022716 31.867583149011775 3926.1467 4085.0336 163.07843359176255 3926.1467 4539.4502 195.52759696057257 4539.4502 5209.9529 108.967061575691 5209.9529 5600.8147 48.49234355172719 5600.8147 5921.7663 137.11704708479445 5921.7663 6353.9387 259.3851173970143 7831.5869 8546.578 2007nq "" "" "" +CMFGEN 1.04 3.8500000002022716 -4.189259264334533 3999.2347 4148.5884 -63.779909476406424 4148.5884 4450.4735 805.4944083108744 4501.3173 5549.9709 157.27172917234876 5203.5974 5654.8363 -2.412661372851022 5654.8363 5801.0122 252.02241107500691 5801.0122 6598.6245 463.6287123649837 7501.1021 8899.3069 2007nq "" "" "" +CMFGEN 1.02 3.8500000002022716 6.9016501307248745 3999.2347 4148.5884 -78.94797167671861 4148.5884 4450.4735 776.0660279664027 4501.3173 5549.9709 231.73234786694837 5152.7536 5629.4144 -1.7860779910464548 5629.4144 5801.0122 197.0212429845865 5801.0122 6598.6245 454.9815935731689 7501.1021 8899.3069 2007nq "" "" "" +CMFGEN 1.4 3.8500000002022716 17.086186951938537 3999.2347 4148.5884 -96.74167266676781 4148.5884 4450.4735 689.7423553632052 4501.3173 5549.9709 189.8174399190141 5155.9314 5588.1038 49.829193849656804 5588.1038 5998.032 55.08051409313697 5998.032 6598.6245 340.51981076020644 7501.1021 8899.3069 2007nq "" "" "" +CMFGEN 1.7 3.8500000002022716 11.267322027484264 3999.2347 4148.5884 114.31419378474652 4148.5884 4472.7177 638.5176812371437 4501.3173 5549.9709 40.72661257655767 5298.9296 5664.3695 -5.035416272332792 5664.3695 5801.0122 219.77656573526534 5801.0122 6582.7358 595.7339232950073 7501.1021 8845.2854 2007nq "" "" "" +OBSERVED "" 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 152.32883671079037 5864.4759 6305.2877 391.8108716109435 7653.653 8535.2765 2007nq "" "" "" +CMFGEN 1.04 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 249.8969078698667 5802.8919 6597.0013 462.9714307274369 7501.3137 8898.298 2007nq "" "" "" +CMFGEN 1.02 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 195.3581097554607 5802.8919 6597.0013 454.78284433750855 7501.3137 8898.298 2007nq "" "" "" +CMFGEN 1.4 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.373077346470495 5997.3677 6597.0013 340.37050924000107 7501.3137 8898.298 2007nq "" "" "" +CMFGEN 1.7 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.58225601343912 5802.8919 6584.0363 595.4206016733979 7501.3137 8846.4378 2007nq "" "" "" +OBSERVED "" 38.75999999988562 9.98593254626977 3956.3939 4002.9595 381.49159490200196 3956.3939 4631.5959 450.4244222021149 4631.5959 5530.8951 39.928584063883626 5295.1564 5530.8951 72.9600710274381 5559.9986 5813.1994 289.4010667973003 5813.1994 6462.2082 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 38.75999999988562 -0.16380077572056206 3909.8282 4000.0492 82.12977756924408 3909.8282 4456.9747 185.62662288563047 4523.9128 5175.832 65.43290761118766 5175.832 5621.116 17.588810527355154 5621.116 5851.0339 131.53798689935707 5851.0339 6258.4834 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 38.75999999988562 28.60715906664353 3901.0972 4113.553 92.54595062600565 3901.0972 4529.7335 170.64743941277533 4529.7335 5126.3559 86.02894753714516 5175.832 5577.4607 17.6566200069139 5577.4607 5856.8547 158.89420278427372 5856.8547 6348.7044 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 38.75999999988562 38.162777425872484 3901.0972 4110.6426 92.38795913656728 4110.6426 4521.0024 187.14155113532672 4521.0024 5117.6249 90.47215060527796 5181.6527 5624.0264 27.911126771436052 5624.0264 5868.4961 157.94574264671797 5868.4961 6345.794 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 38.75999999988562 15.12263565801981 3901.0972 4113.553 77.68885273075861 3901.0972 4521.0024 172.15624483349566 4521.0024 5170.0112 78.3509296691243 5170.0112 5612.385 16.80016976837871 5612.385 5848.1236 140.09321703806287 5848.1236 6287.587 "" "" "" 2007nq "" "" "" +OBSERVED "" 3.8199999999415013 34.41156118590213 3921.0289 4118.1579 153.72500173123916 3921.0289 4534.5427 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 101.48562194414083 3647.462 3921.0289 +CMFGEN 1.04 3.8199999999415013 -4.183154002471109 3999.4782 4148.3307 -62.99182450498189 4148.3307 4450.0589 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 125.26046185866088 3774.1879 4098.0427 +CMFGEN 1.02 3.8199999999415013 6.829283461822074 3999.4782 4148.3307 -78.10595687213453 4148.3307 4450.0589 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 144.45279568189582 3758.0957 4098.0427 +CMFGEN 1.4 3.8199999999415013 16.923954307480262 3999.4782 4148.3307 -96.14794094652736 4148.3307 4450.0589 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 144.09116211720539 3760.1072 4098.0427 +CMFGEN 1.7 3.8199999999415013 11.184461185496396 3999.4782 4148.3307 114.73942350414451 4148.3307 4472.1856 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 82.57246959430731 3798.3261 4098.0427 +OBSERVED "" 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" 57.141787282873196 5552.672 5863.3592 155.85241069973785 5863.3592 6430.1074 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -2.3934149412671717 5655.0963 5801.9046 250.94085221073755 5801.9046 6597.4006 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -2.090695006648867 5627.7832 5801.9046 196.18747067626623 5801.9046 6597.4006 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" 50.10733510654866 5586.8134 5999.9251 54.75357890023305 5999.9251 6597.4006 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -3.8461701342839767 5672.1671 5801.9046 218.7727714103207 5801.9046 6583.744 "" "" "" 2007nq "" "" "" +OBSERVED "" 9.759999999885622 40.12525971160622 3943.0539 4149.8374 228.2742324032936 3943.0539 4589.5794 231.7583881661174 4589.5794 5225.6347 27.149474491366327 5225.6347 5544.9712 "" "" "" "" "" "" "" "" "" 2007nq 88.2539173303287 3660.3627 3943.0539 +CMFGEN 1.04 9.759999999885622 -4.2308661908792375 3998.0217 4149.8374 -64.27460117986806 4149.8374 4450.8512 804.4701261714637 4500.5839 5547.5887 156.4959092293505 5204.6946 5654.9067 "" "" "" "" "" "" "" "" "" 2007nq 127.69775164939618 3770.2982 4097.4871 +CMFGEN 1.02 9.759999999885622 7.270504832934439 3998.0217 4149.8374 -79.24995192151012 4149.8374 4450.8512 771.7396499685215 4500.5839 5547.5887 232.2765411856308 5152.3444 5628.7315 "" "" "" "" "" "" "" "" "" 2007nq 144.59001182681894 3757.2106 4097.4871 +CMFGEN 1.4 9.759999999885622 17.986030270139942 3998.0217 4149.8374 -96.55189569241664 4149.8374 4450.8512 685.2200522375999 4500.5839 5547.5887 190.89812667192248 5154.9619 5586.8513 "" "" "" "" "" "" "" "" "" 2007nq 143.69150536540175 3759.8281 4097.4871 +CMFGEN 1.7 9.759999999885622 11.67144973224825 3998.0217 4149.8374 113.58491868993036 4149.8374 4471.7913 634.2128973823664 4500.5839 5547.5887 41.26799474996169 5298.9251 5662.7592 "" "" "" "" "" "" "" "" "" 2007nq 81.98637862622702 3799.0908 4097.4871 +OBSERVED "" 10.810000000165019 43.779359799859265 3933.111 4148.4772 258.93431965376516 3933.111 4599.582 246.704816628885 4599.582 5234.039 10.643594811093696 5234.039 5510.5226 66.38603373169254 5551.2675 5836.4822 149.52815993134539 5836.4822 6398.1804 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 10.810000000165019 -4.0752708323704345 3997.1388 4148.4772 -65.15424892305887 4148.4772 4451.1539 804.9825228628141 4500.63 5548.3572 157.1836217595199 5204.9355 5653.1299 -2.7184323594999094 5653.1299 5801.5579 251.68540508889544 5801.5579 6598.9948 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 10.810000000165019 7.493715553173406 3997.1388 4148.4772 -80.35696126093058 4148.4772 4451.1539 773.3187030175183 4500.63 5548.3572 231.720276602272 5152.5491 5629.8471 -1.6788932299547774 5629.8471 5801.5579 196.5955698336253 5801.5579 6598.9948 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 10.810000000165019 18.164263815969566 3997.1388 4148.4772 -98.03713290178369 4148.4772 4451.1539 686.734895516913 4500.63 5548.3572 189.79479815154627 5155.4595 5589.1021 50.20533594247253 5589.1021 5999.462 54.74307978984096 5999.462 6598.9948 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 10.810000000165019 11.85968998784038 3997.1388 4148.4772 114.63996122760788 4148.4772 4471.5264 636.0075950655649 4500.63 5548.3572 40.88026919904525 5298.0668 5661.861 -5.476349717436156 5661.861 5801.5579 219.02150965479885 5801.5579 6584.443 "" "" "" 2007nq "" "" "" +OBSERVED "" 4.819999999941501 45.37010941236171 3923.0404 4144.3077 162.42946060300966 3923.0404 4586.8423 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 106.39401045256037 3657.5196 3923.0404 +CMFGEN 1.04 4.819999999941501 -4.183154002471109 3999.4782 4148.3307 -62.99182450498189 4148.3307 4450.0589 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 125.26046185866088 3774.1879 4098.0427 +CMFGEN 1.02 4.819999999941501 6.829283461822074 3999.4782 4148.3307 -78.10595687213453 4148.3307 4450.0589 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 144.45279568189582 3758.0957 4098.0427 +CMFGEN 1.4 4.819999999941501 16.923954307480262 3999.4782 4148.3307 -96.14794094652736 4148.3307 4450.0589 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 144.09116211720539 3760.1072 4098.0427 +CMFGEN 1.7 4.819999999941501 11.184461185496396 3999.4782 4148.3307 114.73942350414451 4148.3307 4472.1856 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 82.57246959430731 3798.3261 4098.0427 +OBSERVED "" 16.8199999999415 8.249804620116771 3933.111 4017.5113 304.77978980197275 3933.111 4614.1337 336.6202168298002 4614.1337 5431.943 5.593856357788377 5266.0529 5507.6122 71.40787366633036 5551.2675 5833.5718 217.12635831300668 5833.5718 6502.9531 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 16.8199999999415 28.162775126011503 3901.0972 4148.4772 46.12694738092361 4148.4772 4454.0643 195.42551842713328 4500.63 5522.164 20.12830651588659 5234.039 5522.164 -1.2034364892460074 5551.2675 5801.5579 82.7054429292046 5801.5579 6316.6905 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 16.8199999999415 7.493715553173406 3997.1388 4148.4772 -80.35696126093058 4148.4772 4451.1539 773.3187030175183 4500.63 5548.3572 231.720276602272 5152.5491 5629.8471 -1.6788932299547774 5629.8471 5801.5579 196.5955698336253 5801.5579 6598.9948 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 16.8199999999415 18.164263815969566 3997.1388 4148.4772 -98.03713290178369 4148.4772 4451.1539 686.734895516913 4500.63 5548.3572 189.79479815154627 5155.4595 5589.1021 50.20533594247253 5589.1021 5999.462 54.74307978984096 5999.462 6598.9948 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 16.8199999999415 11.85968998784038 3997.1388 4148.4772 114.63996122760788 4148.4772 4471.5264 636.0075950655649 4500.63 5548.3572 40.88026919904525 5298.0668 5661.861 -5.476349717436156 5661.861 5801.5579 219.02150965479885 5801.5579 6584.443 "" "" "" 2007nq "" "" "" +OBSERVED "" 22.77999999990425 79.83805023909976 3906.7869 4067.8321 404.5874306029731 3906.7869 4609.3689 403.55044741465855 4609.3689 5538.4761 16.6562560544989 5287.1747 5538.4761 45.685602335385624 5552.6339 5839.3298 226.98993538631908 5839.3298 6510.4849 320.8310780724519 7690.7072 8560.5462 2007nq "" "" "" +CMFGEN 1.04 22.77999999990425 -0.26484882046518643 3998.8128 4030.6679 86.42497272238907 4030.6679 4494.3366 123.13132185309442 4501.4155 5083.656 35.67681680941111 5150.9056 5550.8642 3.0257310068700924 5550.8642 5800.3958 171.0420262685667 5800.3958 6295.8991 38.81646433906272 7570.0026 8344.0444 2007nq "" "" "" +CMFGEN 1.02 22.77999999990425 -0.12637834994312444 3998.8128 4028.8981 81.53921081753127 4028.8981 4450.0934 141.96317917716775 4501.4155 5050.0312 31.79915036170032 5150.9056 5501.3118 35.28272553819378 5550.8642 5800.3958 148.78413777169516 5800.3958 6290.1513 -9.455149018921954 7999.1743 8374.6996 2007nq "" "" "" +CMFGEN 1.4 22.77999999990425 87.91855024303501 3901.4777 4149.2396 301.6428200100945 3901.4777 4515.5733 160.73695701060262 4515.5733 5126.1295 17.95457195709838 5150.9056 5561.4825 3.568964000170726 5561.4825 5800.3958 102.32669337057087 5800.3958 6362.9572 421.13284284003475 7556.591 8520.3114 2007nq "" "" "" +CMFGEN 1.7 22.77999999990425 -0.25953186405656453 3998.8128 4030.6679 77.16963048194624 4030.6679 4450.0934 116.30708234314429 4501.4155 5103.123 55.08973616877573 5150.9056 5552.6339 18.351526048835993 5552.6339 5821.6325 156.28281881288137 5821.6325 6290.1513 57.289053076190136 7706.0347 8391.9431 2007nq "" "" "" +OBSERVED "" -4.86999999996624 30.722009328463 3920.5258 4104.8547 130.74582577525445 3920.5258 4470.4907 95.69731746025612 4524.8829 5102.0438 67.43586448835475 5201.7627 5585.5295 41.886512693703246 5585.5295 5920.9476 118.82948617602382 5920.9476 6301.6925 225.14694619044698 7797.4762 8558.9661 2007on "" "" "" +CMFGEN 1.04 -4.86999999996624 -4.144563957438317 3999.0922 4147.1597 -68.22475535993303 4147.1597 4452.36 804.2154215801431 4500.7086 5549.268 155.82670025152154 5204.7845 5655.0305 -2.4126449316723138 5655.0305 5800.0762 252.60267091813566 5800.0762 6597.8275 462.6446501113253 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.02 -4.86999999996624 6.847126005934144 3999.0922 4147.1597 -83.24410614247255 4147.1597 4452.36 773.6486633998068 4500.7086 5549.268 231.40458598249842 5153.4142 5627.8345 -2.1101572812323544 5627.8345 5800.0762 197.4115652587733 5800.0762 6597.8275 454.360068113253 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.4 -4.86999999996624 16.84148404835697 3999.0922 4147.1597 -101.57392405024991 4147.1597 4452.36 687.0382303371896 4500.7086 5549.268 193.38940926099605 5150.3924 5588.5512 50.27054603768306 5588.5512 5999.514 54.368638675458925 5999.514 6597.8275 339.64275948105814 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.7 -4.86999999996624 11.188636397357792 3999.0922 4147.1597 114.36356353435707 4147.1597 4473.5125 636.971420490466 4500.7086 5549.268 40.26514433462576 5298.4599 5664.0959 -4.952318227068445 5664.0959 5800.0762 220.90592253435918 5800.0762 6582.7186 595.5296241639147 7501.3413 8846.0357 2007on "" "" "" +OBSERVED "" -1.820000000152504 27.866575079292822 3920.5258 4113.9201 141.09307245883022 3920.5258 4524.8829 106.9341680746187 4524.8829 5117.1528 65.5979144836181 5219.8935 5555.3116 44.710582898196975 5555.3116 5917.9258 120.98464239276188 5917.9258 6350.0411 241.98762473126064 7776.3237 8616.38 2007on "" "" "" +CMFGEN 1.04 -1.820000000152504 -4.144563957438317 3999.0922 4147.1597 -68.22475535993303 4147.1597 4452.36 804.2154215801431 4500.7086 5549.268 155.82670025152154 5204.7845 5655.0305 -2.4126449316723138 5655.0305 5800.0762 252.60267091813566 5800.0762 6597.8275 462.6446501113253 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.02 -1.820000000152504 6.847126005934144 3999.0922 4147.1597 -83.24410614247255 4147.1597 4452.36 773.6486633998068 4500.7086 5549.268 231.40458598249842 5153.4142 5627.8345 -2.1101572812323544 5627.8345 5800.0762 197.4115652587733 5800.0762 6597.8275 454.360068113253 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.4 -1.820000000152504 16.84148404835697 3999.0922 4147.1597 -101.57392405024991 4147.1597 4452.36 687.0382303371896 4500.7086 5549.268 193.38940926099605 5150.3924 5588.5512 50.27054603768306 5588.5512 5999.514 54.368638675458925 5999.514 6597.8275 339.64275948105814 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.7 -1.820000000152504 11.188636397357792 3999.0922 4147.1597 114.36356353435707 4147.1597 4473.5125 636.971420490466 4500.7086 5549.268 40.26514433462576 5298.4599 5664.0959 -4.952318227068445 5664.0959 5800.0762 220.90592253435918 5800.0762 6582.7186 595.5296241639147 7501.3413 8846.0357 2007on "" "" "" +OBSERVED "" 1.0600000002013985 47.9707050612019 3903.8288 4065.4873 246.46575111924088 3903.8288 4539.4404 140.2137893573707 4539.4404 5228.3257 70.30895893641616 5228.3257 5577.3609 46.656102046562786 5577.3609 5909.8629 136.2760487924727 5909.8629 6437.4917 185.56386340436785 7875.3501 8732.4966 2007on "" "" "" +CMFGEN 1.04 1.0600000002013985 -4.363366117401806 3999.3543 4149.9905 -65.2386716949761 4149.9905 4451.263 804.4762276590759 4500.8628 5549.8055 156.44305098268367 5204.4443 5654.516 -2.421146894803991 5654.516 5801.4782 252.40603580121703 5801.4782 6598.5796 463.1161072692339 7501.4671 8899.5507 2007on "" "" "" +CMFGEN 1.02 1.0600000002013985 6.812211642453285 3999.3543 4149.9905 -80.15298462975572 4149.9905 4451.263 774.648173438422 4500.8628 5549.8055 231.34566121483203 5153.0075 5628.7977 -1.8627016363694777 5628.7977 5801.4782 196.14423738455838 5801.4782 6598.5796 453.7801419666486 7501.4671 8899.5507 2007on "" "" "" +CMFGEN 1.4 1.0600000002013985 17.18779670287984 3999.3543 4149.9905 -97.3826182159523 4149.9905 4451.263 687.9853715439435 4500.8628 5549.8055 190.01969568213565 5154.8446 5588.3831 50.35726573084415 5588.3831 5999.8772 53.579310134323485 5999.8772 6598.5796 338.9429285580001 7501.4671 8899.5507 2007on "" "" "" +CMFGEN 1.7 1.0600000002013985 11.263916944561169 3999.3543 4149.9905 112.40671897351365 4149.9905 4473.3074 637.8997661746414 4500.8628 5549.8055 41.64586072279149 5299.9697 5663.7012 -5.130150004854479 5663.7012 5801.4782 220.21096770648845 5801.4782 6582.6696 595.2415315471972 7501.4671 8845.8547 2007on "" "" "" +OBSERVED "" 3.09999999977299 "" "" "" "" "" "" 152.83000306578614 4568.083 5234.5633 63.64451355984992 5234.5633 5587.5999 44.663320539626824 5587.5999 5914.2413 119.80379924024653 5914.2413 6343.1642 273.74604120334936 7804.8018 8619.7555 2007on "" "" "" +CMFGEN 1.04 3.09999999977299 "" "" "" "" "" "" 802.0393263574754 4502.0948 5548.007 156.5937744608159 5204.8686 5653.5881 -2.587578249608396 5653.5881 5802.0614 250.95039890843066 5802.0614 6597.2186 462.7535093166813 7501.2563 8896.9057 2007on "" "" "" +CMFGEN 1.02 3.09999999977299 "" "" "" "" "" "" 769.7718691475241 4502.0948 5548.007 232.57443166920157 5152.0781 5627.1928 -2.1759227641410304 5627.1928 5802.0614 195.73288664058595 5802.0614 6597.2186 454.58910570155945 7501.2563 8896.9057 2007on "" "" "" +CMFGEN 1.4 3.09999999977299 "" "" "" "" "" "" 682.6973163968001 4502.0948 5548.007 190.04048690907263 5155.3775 5587.5999 49.6656912271112 5587.5999 5996.7264 55.140138373101834 5996.7264 6597.2186 339.89279488880436 7501.2563 8896.9057 2007on "" "" "" +CMFGEN 1.7 3.09999999977299 "" "" "" "" "" "" 631.9190283795399 4502.0948 5548.007 39.71252656816186 5297.252 5663.4863 -5.218180968021605 5663.4863 5802.0614 218.61518794794256 5802.0614 6584.021 595.628375262269 7501.2563 8847.4146 2007on "" "" "" +OBSERVED "" 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 120.07919555394126 5897.1895 6358.2445 291.0738163647902 7795.2551 8613.0387 2007on "" "" "" +CMFGEN 1.04 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 250.11948888728028 5802.9593 6597.1854 461.64485871161804 7502.4684 8899.0947 2007on "" "" "" +CMFGEN 1.02 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 194.9940739945693 5802.9593 6597.1854 452.1042236878057 7502.4684 8899.0947 2007on "" "" "" +CMFGEN 1.4 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 54.702367561211794 5998.1505 6597.1854 337.33016774213036 7502.4684 8899.0947 2007on "" "" "" +CMFGEN 1.7 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.6192923820433 5802.9593 6583.7239 592.8551146792621 7502.4684 8845.2489 2007on "" "" "" +OBSERVED "" 3.080000000220025 19.650104242032384 3929.1369 4069.0689 180.97524924675184 3929.1369 4553.6097 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 98.93861444965118 3665.9811 3929.1369 +CMFGEN 1.04 3.080000000220025 -4.2041521629182945 3998.0586 4148.4334 -65.56915639493316 4148.4334 4451.2714 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 124.8030831401407 3774.585 4098.3084 +CMFGEN 1.02 3.080000000220025 7.161030205289173 3998.0586 4148.4334 -80.78658371490951 4148.4334 4451.2714 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 144.51310933962066 3757.8767 4098.3084 +CMFGEN 1.4 3.080000000220025 17.643587266916573 3998.0586 4148.4334 -98.50132227783766 4148.4334 4451.2714 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 143.0407492858114 3762.0538 4098.3084 +CMFGEN 1.7 3.080000000220025 11.514007999669431 3998.0586 4148.4334 114.3188040498938 4148.4334 4472.1568 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 82.2999595127886 3799.6475 4098.3084 +OBSERVED "" 9.089999999996508 0.006152103132539777 3958.2849 4001.2282 270.4201750366584 3958.2849 4630.0585 258.71686945081865 4630.0585 5417.352 1.034645704397021 5271.9476 5500.225 63.81281655829813 5551.4556 5897.0109 132.8713351552903 5897.0109 6410.3213 325.53873460550653 7830.7143 8752.1114 2007on 102.22103471838716 3673.252 3958.2849 +CMFGEN 1.04 9.089999999996508 -4.382232771094368 3999.9726 4149.8974 -63.26195837584497 4149.8974 4450.2492 805.1966747003869 4500.2241 5549.9488 156.64303283235927 5204.6447 5653.9168 -2.553259733777846 5653.9168 5800.0746 253.09966311957942 5800.0746 6599.9246 464.84012428214197 7500.2268 8899.776 2007on 125.42464033365292 3774.4576 4099.9224 +CMFGEN 1.02 9.089999999996508 6.64012089255988 3999.9726 4149.8974 -78.15423216213554 4149.8974 4450.2492 775.5327139012599 4500.2241 5549.9488 233.40872266685568 5150.1494 5628.8037 -1.909565185178074 5628.8037 5800.0746 197.57855346899055 5800.0746 6599.9246 455.8933005154975 7500.2268 8899.776 2007on 145.7796305086501 3757.6318 4099.9224 +CMFGEN 1.4 9.089999999996508 16.90106216224033 3999.9726 4149.8974 -95.65556653528775 4149.8974 4450.2492 689.012977922583 4500.2241 5549.9488 194.1130786678686 5150.1494 5587.8695 50.36766707172561 5587.8695 5999.9743 54.1258701451157 5999.9743 6599.9246 341.0510967063495 7500.2268 8899.776 2007on 144.93360939258002 3761.3988 4099.9224 +CMFGEN 1.7 9.089999999996508 11.08614859978277 3999.9726 4149.8974 113.02211726101665 4149.8974 4472.5998 639.3578542654767 4500.2241 5549.9488 41.61649191771912 5299.823 5663.4597 -5.037364339998623 5663.4597 5800.0746 220.90952935735265 5800.0746 6583.0989 597.7959913274708 7500.2268 8846.2852 2007on 83.51741844106654 3799.8217 4099.9224 +OBSERVED "" 14.020000000164146 0.25614919251793045 3970.0293 4002.8193 260.94265842998783 3970.0293 4634.0272 325.2307510575183 4634.0272 5492.0327 13.017854289551277 5295.2926 5500.2302 53.78139080541633 5552.1477 5888.2454 "" "" "" "" "" "" 2007on 104.60352658454683 3683.1167 3970.0293 +CMFGEN 1.04 14.020000000164146 -4.103025790523589 3997.3543 4147.6419 -65.06947569457644 4147.6419 4450.9496 804.8611621655102 4500.1346 5549.4152 156.50864841634177 5205.12 5653.2503 -2.675634921036931 5653.2503 5800.8053 "" "" "" "" "" "" 2007on 125.69178502586868 3773.2892 4098.4569 +CMFGEN 1.02 14.020000000164146 7.336467051634805 3997.3543 4147.6419 -80.51138516846898 4147.6419 4450.9496 774.469293339121 4500.1346 5549.4152 231.25823262339557 5153.2025 5628.6577 -1.9138264596794021 5628.6577 5800.8053 "" "" "" "" "" "" 2007on 145.17363130994235 3756.8942 4098.4569 +CMFGEN 1.4 14.020000000164146 17.84148557399796 3997.3543 4147.6419 -98.49094243586886 4147.6419 4450.9496 687.958700349044 4500.1346 5549.4152 193.5373518049864 5150.47 5587.6702 49.78977650862983 5587.6702 5997.5455 "" "" "" "" "" "" 2007on 144.44420826552115 3759.6267 4098.4569 +CMFGEN 1.7 14.020000000164146 11.687081252761763 3997.3543 4147.6419 114.67462952577384 4147.6419 4472.8096 638.3034826340975 4500.1346 5549.4152 39.950128815709704 5298.0251 5664.1803 -5.011812000647568 5664.1803 5800.8053 "" "" "" "" "" "" 2007on 82.80411195986306 3797.8817 4098.4569 +OBSERVED "" 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 165.555253133379 5894.4243 6503.0779 327.5461777013769 7696.5165 8667.1798 2007on "" "" "" +CMFGEN 1.04 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 250.57758441113629 5802.9273 6598.553 462.3679213040037 7501.5882 8897.9112 2007on "" "" "" +CMFGEN 1.02 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 195.12892810106632 5802.9273 6598.553 453.8410377287321 7501.5882 8897.9112 2007on "" "" "" +CMFGEN 1.4 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 54.68333053028985 5997.8556 6598.553 339.0958982903691 7501.5882 8897.9112 2007on "" "" "" +CMFGEN 1.7 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.6713793573424 5802.9273 6582.6405 595.0053108086687 7501.5882 8846.1956 2007on "" "" "" +OBSERVED "" 17.020000000164146 -0.03930200798184341 3953.7655 4002.114 254.66420003144503 3953.7655 4630.6453 346.1550511310333 4630.6453 5506.9631 21.46434611622011 5295.4381 5506.9631 25.80150028117837 5552.2898 5800.0762 206.1024952450063 5800.0762 6519.2611 350.44629589028153 7694.7355 8628.4672 2007on "" "" "" +CMFGEN 1.04 17.020000000164146 24.35486529355171 3902.3951 4147.1597 43.44309277939526 4147.1597 4464.4472 174.9689772446116 4500.7086 5500.9195 5.7387626812039825 5195.7192 5500.9195 -0.9952664680225259 5552.2898 5800.0762 97.56502649841056 5800.0762 6319.8233 401.43661122474276 7501.3413 8450.1818 2007on "" "" "" +CMFGEN 1.02 17.020000000164146 6.847126005934144 3999.0922 4147.1597 -83.24410614247255 4147.1597 4452.36 773.6486633998068 4500.7086 5549.268 231.40458598249842 5153.4142 5627.8345 -2.1101572812323544 5627.8345 5800.0762 197.4115652587733 5800.0762 6597.8275 454.360068113253 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.4 17.020000000164146 16.84148404835697 3999.0922 4147.1597 -101.57392405024991 4147.1597 4452.36 687.0382303371896 4500.7086 5549.268 193.38940926099605 5150.3924 5588.5512 50.27054603768306 5588.5512 5999.514 54.368638675458925 5999.514 6597.8275 339.64275948105814 7501.3413 8897.406 2007on "" "" "" +CMFGEN 1.7 17.020000000164146 11.188636397357792 3999.0922 4147.1597 114.36356353435707 4147.1597 4473.5125 636.971420490466 4500.7086 5549.268 40.26514433462576 5298.4599 5664.0959 -4.952318227068445 5664.0959 5800.0762 220.90592253435918 5800.0762 6582.7186 595.5296241639147 7501.3413 8846.0357 2007on "" "" "" +OBSERVED "" 23.049999999959255 0.24751839084182292 3959.809 4002.114 255.7882279421674 3959.809 4636.6889 343.1913438186011 4636.6889 5497.8977 20.88732266903731 5298.4599 5519.0502 35.14742058620135 5558.3334 5809.1416 216.87376519358884 5809.1416 6470.9125 370.50554437514995 7730.9969 8622.4236 2007on "" "" "" +CMFGEN 1.04 23.049999999959255 -0.2781679957799769 3999.0922 4032.3319 86.38538668479077 4032.3319 4494.665 123.09751693634414 4500.7086 5083.9131 37.62231292520495 5150.3924 5552.2898 2.96285033740469 5552.2898 5800.0762 170.60139140760896 5800.0762 6295.649 37.21619575168694 7549.6898 8347.4411 2007on "" "" "" +CMFGEN 1.02 23.049999999959255 -0.13885294966848133 3999.0922 4029.3101 88.61151599959105 4029.3101 4452.36 139.03315560285833 4500.7086 5050.6735 34.8034392281436 5150.3924 5503.9413 33.79334475029568 5552.2898 5800.0762 151.76136376084412 5800.0762 6289.6054 9.899851723269578 7918.3476 8368.5936 2007on "" "" "" +CMFGEN 1.4 23.049999999959255 84.55160297926166 3902.3951 4147.1597 282.73715690608947 3902.3951 4512.7957 159.73315725494967 4512.7957 5120.1745 20.40544981175303 5150.3924 5500.9195 8.111308142268221 5552.2898 5800.0762 107.0414843651574 5800.0762 6356.0847 426.1576740941051 7558.7552 8510.6175 2007on "" "" "" +CMFGEN 1.7 23.049999999959255 -0.3057206004373216 3999.0922 4032.3319 75.89347808901174 4032.3319 4452.36 116.07158234817963 4500.7086 5105.0656 57.18491388909296 5150.3924 5552.2898 17.181611126604498 5552.2898 5821.2287 154.98170012726712 5821.2287 6292.6272 56.930531148100535 7703.8009 8392.7679 2007on "" "" "" +OBSERVED "" 24.040000000182772 0.27064863178923837 3953.7655 4002.114 257.2425420829809 3953.7655 4630.6453 347.5857864354026 4630.6453 5519.0502 23.057479551543775 5295.4381 5519.0502 37.81720445160344 5558.3334 5806.1198 222.59309439911993 5806.1198 6464.869 389.7765761463843 7700.7791 8661.7068 2007on "" "" "" +CMFGEN 1.04 24.040000000182772 -0.30480608066889925 3999.0922 4038.3754 86.52595805578122 4038.3754 4503.7304 122.68638487762587 4503.7304 5089.9567 44.070517984005505 5150.3924 5558.3334 2.1825620716044787 5558.3334 5800.0762 168.73422019204176 5800.0762 6298.6708 39.5042858670304 7513.4284 8362.5501 2007on "" "" "" +CMFGEN 1.02 24.040000000182772 -0.3101008847466003 3999.0922 4035.3537 97.49918120933681 4035.3537 4452.36 132.3038978958961 4500.7086 5050.6735 43.41189806207671 5150.3924 5528.1155 28.905189273760346 5552.2898 5803.098 161.6196166305103 5803.098 6295.649 46.41508686732395 7746.1059 8362.5501 2007on "" "" "" +CMFGEN 1.4 24.040000000182772 52.87146620065501 3902.3951 4132.0508 166.37766184925977 3902.3951 4458.4036 156.56488627932424 4500.7086 5050.6735 29.02701727059862 5150.3924 5500.9195 31.286277614451922 5552.2898 5836.3376 119.05392639844592 5836.3376 6307.7361 421.16645249155886 7543.6463 8468.3125 2007on "" "" "" +CMFGEN 1.7 24.040000000182772 -0.5111432260945515 3999.0922 4038.3754 71.60257898694275 4038.3754 4452.36 117.78450893566804 4500.7086 5111.1092 62.72853165668292 5150.3924 5570.4205 14.754573244840492 5570.4205 5827.2723 151.9848923734092 5827.2723 6295.649 59.31458478504604 7688.692 8407.8768 2007on "" "" "" +OBSERVED "" 285.19000000008964 "" "" "" "" "" "" 266.33139704282235 4691.6009 5204.5367 118.54538153511915 5204.5367 5543.3964 190.63675767763957 5561.3616 5946.0634 425.17967011522677 5946.0634 6599.0034 "" "" "" 2007on "" "" "" +CMFGEN 1.04 285.19000000008964 "" "" "" "" "" "" 112.45951378630863 4694.6983 5050.2843 29.115138432968617 5235.5111 5500.0323 167.8368151355364 5550.2108 5875.4418 269.83178068731615 5875.4418 6518.47 "" "" "" 2007on "" "" "" +CMFGEN 1.02 285.19000000008964 "" "" "" "" "" "" 237.2875626088486 4687.884 5230.5552 36.29926127082573 5230.5552 5500.0323 173.33173807971485 5550.2108 5872.3444 229.82422264092253 5872.3444 6514.1336 "" "" "" 2007on "" "" "" +CMFGEN 1.4 285.19000000008964 "" "" "" "" "" "" 242.89900414949184 4681.6891 5225.5993 35.784313154633494 5225.5993 5500.0323 173.5714693166263 5550.2108 5872.9639 212.55183574172577 5872.9639 6512.2751 "" "" "" 2007on "" "" "" +CMFGEN 1.7 285.19000000008964 "" "" "" "" "" "" 121.26302186707323 4682.9281 5050.2843 44.83587683068255 5250.9983 5500.0323 177.70812445964896 5550.2108 5885.3536 311.58554202691323 5885.3536 6551.3029 "" "" "" 2007on "" "" "" +OBSERVED "" 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 221.64210338174286 5813.0554 6489.4937 412.4855157578822 7694.2942 8693.8075 2007on "" "" "" +CMFGEN 1.04 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 152.32503493469193 5806.3247 6287.5718 121.76559555809689 7859.1971 8491.8856 2007on "" "" "" +CMFGEN 1.02 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 158.9088855825267 5829.8822 6327.9562 126.48109442838899 7748.14 8501.9817 2007on "" "" "" +CMFGEN 1.4 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 161.20593362927573 5863.5359 6327.9562 137.10678905358816 7744.7747 8485.1549 2007on "" "" "" +CMFGEN 1.7 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 136.1919561645302 5802.9593 6307.764 124.91018366526811 7801.9859 8508.7124 2007on "" "" "" +OBSERVED "" 32.009999999922 "" "" "" "" "" "" 347.8817916991791 4607.6759 5524.9112 24.016314984797916 5293.9526 5524.9112 60.321109863709616 5551.3064 5818.5584 212.88744324591838 5818.5584 6488.3382 406.17702924652536 7689.3225 8656.0489 2007on "" "" "" +CMFGEN 1.04 32.009999999922 "" "" "" "" "" "" 129.72435822734718 4502.0948 5132.2817 80.5643481804412 5152.0781 5604.0969 9.9008354082548 5604.0969 5805.3608 152.2307207099771 5805.3608 6287.0743 121.38108183462847 7857.5923 8491.0786 2007on "" "" "" +CMFGEN 1.02 32.009999999922 "" "" "" "" "" "" 141.71705154439042 4502.0948 5082.7906 95.85587303874134 5152.0781 5604.0969 17.40421551735899 5604.0969 5828.4567 158.88438371532123 5828.4567 6326.6672 125.78098662104955 7745.4124 8500.9768 2007on "" "" "" +CMFGEN 1.4 32.009999999922 "" "" "" "" "" "" 158.03333614454772 4502.0948 5076.1917 92.19135562914681 5152.0781 5597.4981 34.387754954009964 5597.4981 5861.4507 161.19711341775152 5861.4507 6329.9666 136.46665180934224 7742.113 8484.4797 2007on "" "" "" +CMFGEN 1.7 32.009999999922 "" "" "" "" "" "" 129.15754101366574 4502.0948 5142.1799 94.77745300039058 5152.0781 5607.3963 9.889292375118202 5607.3963 5802.0614 136.37384152075452 5802.0614 6310.1702 124.65498680211857 7801.5024 8507.5756 2007on "" "" "" +OBSERVED "" 31.989999999903375 1.0717465763003622 3962.5535 4004.3242 278.12327576050296 3962.5535 4635.0627 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 115.19618035334477 3695.2206 3962.5535 +CMFGEN 1.04 31.989999999903375 0.3379264473301696 3901.9859 4023.1211 48.54535722673877 3901.9859 4501.3963 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 128.9802980107051 3592.8822 3901.9859 +CMFGEN 1.02 31.989999999903375 22.866499042414716 3901.9859 4083.6887 85.33999240163463 4083.6887 4493.0421 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 168.27513729404484 3500.9866 4083.6887 +CMFGEN 1.4 31.989999999903375 22.74649846152849 3901.9859 4077.4231 106.71816215765429 4077.4231 4486.7765 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 194.09589466527063 3500.9866 4077.4231 +CMFGEN 1.7 31.989999999903375 13.569839512779124 3901.9859 4066.9804 52.6887411633677 3901.9859 4499.3078 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 111.6198332340957 3607.502 3901.9859 +OBSERVED "" 41.09999999977299 2.2857873830020017 3974.5801 4002.8321 305.1479332177675 3974.5801 4639.6789 355.48941982453994 4639.6789 5524.9077 21.48601565665639 5298.8919 5524.9077 83.46057296595234 5555.514 5821.5535 210.47829079577906 5821.5535 6486.6523 427.9324034424067 7676.2573 8622.4572 2007on "" "" "" +CMFGEN 1.04 41.09999999977299 -0.9227825372942611 3914.5447 4000.4778 101.24891309402545 3914.5447 4530.2025 211.0234323156714 4530.2025 5182.3524 28.68563049041292 5182.3524 5506.0731 20.47600521617108 5623.7897 5854.5142 124.07729244729731 5854.5142 6252.3963 195.64074439281467 7893.2037 8547.9635 2007on "" "" "" +CMFGEN 1.02 41.09999999977299 29.71612321603632 3905.1274 4120.5487 105.20547094168234 3905.1274 4540.797 193.76805481554968 4540.797 5187.0611 82.94990461273835 5187.0611 5596.7148 20.780982706413816 5596.7148 5860.4 162.40735011896328 5860.4 6359.5184 253.47504604069954 7501.1319 8627.6848 2007on "" "" "" +CMFGEN 1.4 41.09999999977299 39.78181523145359 3902.773 4119.3716 128.18791232101228 3902.773 4533.734 209.50334565012793 4533.734 5192.9469 84.81239185249115 5192.9469 5580.2345 27.07977755607545 5580.2345 5874.526 160.1957374570291 5874.526 6354.8097 241.14061895780432 7823.9377 8617.2295 2007on "" "" "" +CMFGEN 1.7 41.09999999977299 18.421554010993532 3905.1274 4124.0802 95.42813652690073 3905.1274 4533.734 195.77821950515283 4533.734 5182.3524 68.13057591458947 5182.3524 5620.2582 18.7148614354071 5620.2582 5854.5142 140.72947204706838 5854.5142 6281.8254 217.6836676070196 7877.5208 8617.2295 2007on "" "" "" +OBSERVED "" 47.960000000108266 -0.053918903731793526 3975.4943 4000.0868 281.563439340307 3975.4943 4636.7597 327.89433268862985 4636.7597 5505.6952 16.229974167049125 5298.0251 5505.6952 92.32664239440237 5552.1477 5833.5954 "" "" "" "" "" "" 2007on 115.334402520695 3707.7092 3975.4943 +CMFGEN 1.04 47.960000000108266 -2.0130113577471453 3934.5068 4000.0868 138.75307113260956 3934.5068 4554.7846 243.29424560744573 4554.7846 5199.655 12.5789657185216 5199.655 5500.2302 71.2508189238451 5552.1477 5860.9204 "" "" "" "" "" "" 2007on 118.31452532714138 3650.3266 3934.5068 +CMFGEN 1.02 47.960000000108266 38.06656060797316 3920.8443 4147.6419 187.742748812189 3920.8443 4598.5047 253.34236376888884 4598.5047 5224.2475 7.823648452878666 5224.2475 5500.2302 30.057215025877618 5606.7977 5863.6529 "" "" "" "" "" "" 2007on 117.05752094629793 3590.2116 3920.8443 +CMFGEN 1.4 47.960000000108266 45.363061028943555 3918.1118 4147.6419 197.2272222199431 3918.1118 4579.3772 257.1236895272874 4579.3772 5226.98 59.40961896877248 5226.98 5614.9952 31.073260250641482 5614.9952 5871.8504 "" "" "" "" "" "" 2007on 102.56038722566755 3642.1291 3918.1118 +CMFGEN 1.7 47.960000000108266 30.050615359646365 3920.8443 4147.6419 154.54136758372005 3920.8443 4568.4472 245.91051683907864 4568.4472 5210.585 11.954400519794937 5210.585 5500.2302 60.5063886249033 5552.1477 5866.3854 "" "" "" "" "" "" 2007on 107.28078043225837 3644.8616 3920.8443 +OBSERVED "" 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 91.89317122382378 5556.2834 5822.818 194.7244438900056 5822.818 6491.1435 558.5878768082384 7545.3476 8659.2235 2007on "" "" "" +CMFGEN 1.04 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 70.75402334613489 5552.3053 5862.5993 99.66953379780381 5862.5993 6232.5652 201.38284436763132 7875.5322 8702.9829 2007on "" "" "" +CMFGEN 1.02 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 30.083237700610923 5607.9991 5862.5993 177.68792461558513 5862.5993 6371.7997 294.99376360698227 7887.4666 8675.136 2007on "" "" "" +CMFGEN 1.4 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 31.05692339891437 5615.9553 5870.5555 172.3290682729211 5870.5555 6367.8216 294.7750982668389 7875.5322 8671.1579 2007on "" "" "" +CMFGEN 1.7 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 60.455389864669655 5552.3053 5866.5774 139.66741404375045 5866.5774 6268.3684 241.95380454062533 7923.2698 8699.0048 2007on "" "" "" +OBSERVED "" 49.90000000005239 "" "" "" "" "" "" 321.8332861259298 4648.1227 5503.6577 20.041752882595446 5298.8113 5503.6577 98.2665382172505 5551.8568 5832.0144 206.31063354400158 5832.0144 6476.6781 497.8802886228109 7663.5823 8708.9014 2007on "" "" "" +CMFGEN 1.04 49.90000000005239 "" "" "" "" "" "" 243.93642887019166 4569.7991 5205.4254 9.005005116404279 5205.4254 5500.6452 78.40831272292698 5551.8568 5859.1264 89.22198810882054 5859.1264 6229.6574 222.94800229170517 7853.3664 8702.8765 2007on "" "" "" +CMFGEN 1.02 49.90000000005239 "" "" "" "" "" "" 265.1296202797748 4608.9609 5238.5623 -0.42364890036497993 5238.5623 5500.6452 43.510096369920745 5551.8568 5865.1513 181.88531574964742 5865.1513 6380.2798 312.0666618214059 7880.4785 8681.7894 2007on "" "" "" +CMFGEN 1.4 49.90000000005239 "" "" "" "" "" "" 270.6123341923537 4599.9235 5238.5623 44.68228854525911 5238.5623 5618.1307 32.25813155853419 5618.1307 5868.1638 176.3539316217075 5868.1638 6374.2549 305.2010166359215 7880.4785 8678.7769 2007on "" "" "" +CMFGEN 1.7 49.90000000005239 "" "" "" "" "" "" 252.96160440288304 4575.824 5217.4752 8.704898298325181 5217.4752 5500.6452 72.07371048861476 5551.8568 5868.1638 136.39318911093002 5868.1638 6262.7943 249.02412103567744 7922.6527 8711.9139 2007on "" "" "" +OBSERVED "" 54.90000000005239 0.36068100314045654 3981.0194 4008.1189 283.01348912358844 3981.0194 4643.4528 314.21883320155314 4643.4528 5495.583 10.22099144986007 5296.8529 5507.6272 101.99568794315817 5558.8152 5832.8218 195.65261490008385 5832.8218 6477.1888 473.05044565463186 7657.5246 8651.1746 2007on 122.99777244360848 3694.9686 3981.0194 +CMFGEN 1.04 54.90000000005239 -1.6052388837775253 3947.8977 4002.0968 177.61298242727335 3947.8977 4592.2647 239.01123022367756 4592.2647 5203.5101 -0.3377005087531584 5203.5101 5501.6051 90.34057456548128 5552.7931 5853.8992 59.06935662005389 5853.8992 6218.2375 270.0041507300564 7838.1882 8705.3737 2007on 118.66867888785056 3661.8469 3947.8977 +CMFGEN 1.02 54.90000000005239 -2.8474509890789546 3935.8535 4002.0968 262.3935068073456 3935.8535 4622.3753 290.13752647392323 4622.3753 5287.8198 -4.120413491409192 5287.8198 5501.6051 65.84840909775825 5552.7931 5865.9434 189.0674287778607 5865.9434 6404.9233 494.62622016715443 7506.9715 8690.3184 2007on 89.47495077381703 3661.8469 3935.8535 +CMFGEN 1.4 54.90000000005239 -3.5088241459040677 3923.8092 4002.0968 284.0744084925542 3923.8092 4619.3643 305.14253843011977 4619.3643 5284.8087 -0.7348454930144995 5284.8087 5501.6051 44.188013390419684 5552.7931 5871.9655 185.24821253357834 5871.9655 6401.9122 429.97667713837075 7621.3919 8687.3074 2007on 83.31859064956453 3655.8248 3923.8092 +CMFGEN 1.7 54.90000000005239 32.70693002706321 3935.8535 4149.6388 194.72504001833232 3935.8535 4598.2868 265.2761552116484 4598.2868 5227.5985 2.1752365733926715 5227.5985 5501.6051 99.03207766392859 5552.7931 5868.9545 121.14811123427376 5868.9545 6248.3481 272.85706558760376 7880.3431 8744.5175 2007on 104.0304702592802 3661.8469 3935.8535 +OBSERVED "" 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 119.47259377487227 5553.3983 5843.0828 176.05317248471812 5843.0828 6474.0396 400.2097878695747 7549.4439 8628.8164 2007on "" "" "" +CMFGEN 1.04 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 121.10477823965039 5553.3983 5858.9559 39.81410110473439 5858.9559 6200.2281 373.21137861648106 7847.065 8712.1503 2007on "" "" "" +CMFGEN 1.02 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 91.90332347729348 5553.3983 5847.0511 171.19515227666326 5847.0511 6470.0713 498.0963390111194 7704.2068 8700.2455 2007on "" "" "" +CMFGEN 1.4 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 70.99443378690991 5553.3983 5843.0828 195.70026401304932 5843.0828 6466.103 492.0382073435546 7700.2385 8696.2772 2007on "" "" "" +CMFGEN 1.7 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 146.53897389528277 5553.3983 5882.7656 60.33934625123183 5882.7656 6200.2281 343.7928808080952 7866.9064 8779.6111 2007on "" "" "" +OBSERVED "" 71.9299999998475 -0.026929332971098414 3989.1568 4000.0868 274.4974152712799 3989.1568 4639.4922 251.82891106991445 4639.4922 5339.0126 -0.06592016600967682 5292.5601 5502.9627 123.22974679491786 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 122.24885451828204 3713.1742 3989.1568 +CMFGEN 1.04 71.9299999998475 -0.7118990907634748 3961.8318 4000.0868 256.4912184001409 3961.8318 4644.9572 230.7752207813587 4644.9572 5205.12 4.377483307298667 5205.12 5535.7527 122.0731714551977 5552.1477 5858.1879 "" "" "" "" "" "" 2007on 126.57166477543747 3658.5241 3961.8318 +CMFGEN 1.02 71.9299999998475 -1.5818388827739733 3953.6343 4000.0868 278.10371070131924 3953.6343 4631.2947 287.67249976302355 4631.2947 5314.4201 -0.8302339451110421 5298.0251 5513.8927 92.19668281407476 5552.1477 5849.9904 "" "" "" "" "" "" 2007on 100.09193060092815 3696.7792 3953.6343 +CMFGEN 1.4 71.9299999998475 -1.8771743563705217 3948.1693 4000.0868 291.8981633001572 3948.1693 4631.2947 292.28031260586215 4631.2947 5311.6876 5.547838903262568 5298.0251 5508.4277 71.45539003199812 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 95.25450294808607 3688.5817 3948.1693 +CMFGEN 1.7 71.9299999998475 -1.1858187208825794 3956.3668 4000.0868 263.00894282891016 3956.3668 4628.5622 275.432298831045 4628.5622 5248.84 -2.5370118629745684 5248.84 5500.2302 147.55541782421602 5552.1477 5882.7804 "" "" "" "" "" "" 2007on 111.80428902917693 3691.3142 3956.3668 +OBSERVED "" 76.98000000012689 0.9574543214588733 3975.1303 4008.2511 279.94466675268643 3975.1303 4622.4913 259.20926635328817 4622.4913 5336.0939 5.285886039631414 5296.9511 5510.7308 124.20431442778577 5555.8955 5820.8618 191.51940289414847 5820.8618 6450.1569 559.209163915112 7699.7141 8780.6564 2007on 132.05045837611814 3728.2299 3975.1303 +CMFGEN 1.04 76.98000000012689 -0.7370484870430646 3963.0864 4002.2292 275.2951902557212 3963.0864 4649.5901 229.1300550201242 4649.5901 5203.6107 8.380871619664745 5203.6107 5534.8186 127.91739188734303 5552.8845 5860.0046 41.690235945685224 5860.0046 6200.2455 389.6311349477478 7853.2742 8717.4258 2007on 131.5618546397882 3655.9663 3963.0864 +CMFGEN 1.02 76.98000000012689 -1.7269265277124037 3954.0535 4002.2292 284.02114212672075 3954.0535 4634.5352 289.9092954745512 4634.5352 5315.017 3.07210195956102 5299.9621 5522.7747 100.69824809233936 5552.8845 5850.9716 163.08306293641792 5850.9716 6477.2557 504.1129370170023 7705.7361 8702.3709 2007on 101.60180530949641 3704.142 3954.0535 +CMFGEN 1.4 76.98000000012689 -1.8180416634285796 3951.0425 4002.2292 297.5140424081322 3951.0425 4634.5352 296.407089171512 4634.5352 5315.017 5.587586857697033 5299.9621 5516.7527 80.7896419174411 5552.8845 5847.9607 190.22747553309466 5847.9607 6471.2338 502.4612435407719 7702.7251 8696.3489 2007on 98.5627768864543 3695.1091 3951.0425 +CMFGEN 1.7 76.98000000012689 -1.254479931154212 3957.0645 4002.2292 279.8471629912295 3957.0645 4634.5352 273.2121275298414 4634.5352 5248.7754 -0.970850502473567 5248.7754 5501.6978 151.8306673082806 5552.8845 5884.0924 58.86823619847693 5884.0924 6200.2455 371.0542983309093 7862.3071 8786.6783 2007on 115.13069390201701 3692.0981 3957.0645 +OBSERVED "" 88.9299999998475 "" "" "" "" "" "" 262.9170151365354 4647.2688 5326.9467 5.175636251003167 5297.252 5501.8153 129.34272866632483 5551.3064 5864.7501 218.4918214978539 5864.7501 6498.2364 391.1699623028069 7854.2929 8672.546 2007on "" "" "" +CMFGEN 1.04 88.9299999998475 "" "" "" "" "" "" 230.0940035529581 4660.4664 5204.8686 21.822025086915673 5204.8686 5534.8094 140.27675741984604 5551.3064 5868.0495 47.528839148728906 5868.0495 6201.2897 424.92222510744864 7864.1911 8725.3365 2007on "" "" "" +CMFGEN 1.02 88.9299999998475 "" "" "" "" "" "" 285.1912864998551 4640.6699 5300.5515 10.065789612943622 5297.252 5531.51 117.62746757287594 5551.3064 5858.1513 64.86569263210612 5858.1513 6217.7867 511.79940210311474 7705.8196 8705.54 2007on "" "" "" +CMFGEN 1.4 88.9299999998475 "" "" "" "" "" "" 303.0170362984279 4637.3705 5317.0485 4.475478494130552 5297.252 5521.6118 100.71288218635402 5551.3064 5851.5525 168.37255469658137 5851.5525 6481.7394 518.4513290951345 7702.5202 8702.2406 2007on "" "" "" +CMFGEN 1.7 88.9299999998475 "" "" "" "" "" "" 265.0529722859625 4640.6699 5237.8627 4.317255279930022 5237.8627 5501.8153 162.74160367312174 5551.3064 5884.5466 60.941199462786074 5884.5466 6201.2897 433.65221027652194 7860.8917 8807.8217 2007on "" "" "" +OBSERVED "" 100.90000000005239 1.5823688511749907 3985.5595 4017.9445 232.29025389830826 3985.5595 4627.187 247.32203601375352 4627.187 5303.2235 0.8004427300382524 5293.1032 5501.5815 132.2916844405933 5556.2312 5841.6239 216.07581445750952 5841.6239 6499.4438 454.0853178801573 7857.5891 8865.5717 2007on "" "" "" +CMFGEN 1.04 100.90000000005239 -0.35768357896389574 3971.391 4001.752 347.79182537522394 3971.391 4669.6923 234.04983504227388 4669.6923 5208.0926 30.118682417057265 5208.0926 5529.9184 151.85729445865212 5550.159 5869.9607 49.61323354466126 5869.9607 6201.9068 453.55747406015576 7867.7094 8734.0077 2007on "" "" "" +CMFGEN 1.02 100.90000000005239 -0.7046000693101193 3963.2948 4001.752 315.26033786106234 3963.2948 4645.4035 273.6222079849911 4645.4035 5287.031 14.701294129199955 5287.031 5529.9184 131.1023070108206 5550.159 5863.8885 68.85559183657436 5863.8885 6222.1474 513.6033817164043 7705.7845 8707.6949 2007on "" "" "" +CMFGEN 1.4 100.90000000005239 -0.678707024398669 3961.2707 4001.752 317.0800331547397 3961.2707 4643.3795 304.8572629499786 4643.3795 5319.416 6.8517509974982564 5299.1754 5523.8462 115.56360865362464 5550.159 5859.8404 72.40493599322872 5859.8404 6220.1234 526.4453350313481 7703.7604 8701.6227 2007on "" "" "" +CMFGEN 1.7 100.90000000005239 -0.44344489913755936 3965.3189 4001.752 356.266223096345 3965.3189 4669.6923 267.70478595105817 4669.6923 5240.4776 18.774824370053643 5240.4776 5501.5815 170.67029806424827 5550.159 5884.1291 63.98181766486658 5884.1291 6201.9068 484.57523537989914 7867.7094 8821.0424 2007on "" "" "" +OBSERVED "" 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 128.4318924821114 5552.1472 5908.7667 225.07695299056996 5908.7667 6522.9449 612.1850724563974 7505.63 8765.6859 2007sr "" "" "" +CMFGEN 1.04 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 149.4130929138758 5552.1472 5936.5038 273.16958416950854 5936.5038 6518.9825 488.1661249265462 7862.2496 8896.4464 2007sr "" "" "" +CMFGEN 1.02 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 171.5172228716729 5552.1472 5873.1048 229.68770338823123 5873.1048 6515.0201 588.8302951842699 7850.3623 8896.4464 2007sr "" "" "" +CMFGEN 1.4 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 171.86570451030374 5552.1472 5873.1048 212.20515324275732 5873.1048 6511.0576 578.2457224253603 7854.3247 8896.4464 2007sr "" "" "" +CMFGEN 1.7 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 176.1635758952922 5552.1472 5884.9921 311.1173459276698 5884.9921 6550.682 648.6297654671359 7862.2496 8872.6718 2007sr "" "" "" +OBSERVED "" 54539.27000000002 0.36276464100636974 3978.9698 4000.4971 287.60268492043565 3978.9698 4651.6975 293.2508578237338 4651.6975 5378.2433 -6.2606664198743625 5294.8251 5547.7707 "" "" "" "" "" "" "" "" "" 2007sr 120.47261415964245 3669.5151 3978.9698 +CMFGEN 1.04 54539.27000000002 -5.974998273927792e-16 3997.8062 4000.4971 464.21598221289685 3997.8062 4694.752 112.07946766273365 4694.752 5052.6432 30.6899696517359 5235.6251 5502.0252 "" "" "" "" "" "" "" "" "" 2007sr 285.38682971556176 3502.6786 3997.8062 +CMFGEN 1.02 54539.27000000002 5.974998273927792e-16 3997.8062 4000.4971 449.5861562059561 3997.8062 4686.6793 236.17108241347037 4686.6793 5230.2433 37.2974547877387 5230.2433 5502.0252 "" "" "" "" "" "" "" "" "" 2007sr 166.20105844260607 3682.9696 3997.8062 +CMFGEN 1.4 54539.27000000002 0.18591284833951194 3997.8062 4035.4789 387.90111416234936 4035.4789 4681.2975 241.9953410907599 4681.2975 5224.8614 36.37182138545358 5224.8614 5502.0252 "" "" "" "" "" "" "" "" "" 2007sr 164.798513339463 3685.6605 4035.4789 +CMFGEN 1.7 54539.27000000002 -0.003646289833270885 3992.4243 4000.4971 494.96139675230876 3992.4243 4683.9884 120.61134159354232 4683.9884 5052.6432 46.85861763833223 5251.7705 5502.0252 "" "" "" "" "" "" "" "" "" 2007sr 304.1272637995336 3502.6786 3992.4243 +OBSERVED "" 54544.18000000017 0.6875761570347652 3980.7469 4003.7247 289.57357378342556 3980.7469 4654.3474 290.82727281924133 4654.3474 5340.186 -4.768680381956539 5297.727 5546.7369 136.69437145172625 5553.2306 5894.9011 233.37528657669304 5894.9011 6531.787 673.6815027912389 7500.6028 8798.6012 2007sr 125.37726773568878 3661.8044 3980.7469 +CMFGEN 1.04 54544.18000000017 -1.2309693701950912e-05 3998.7295 4000.2281 463.7529168739135 3998.7295 4694.8083 112.10431972058255 4694.8083 5050.2156 28.767141332567693 5235.7867 5500.0319 151.44550071726633 5550.2335 5936.8607 273.17506714913213 5936.8607 6518.5498 490.0963673149653 7859.5067 8899.7537 2007sr 286.8431511507483 3500.2102 3998.7295 +CMFGEN 1.02 54544.18000000017 -0.0003899358229748688 3997.231 4000.2281 449.6756286582778 3997.231 4688.0648 236.6768929422468 4688.0648 5230.7915 35.95406151283202 5230.7915 5500.0319 173.34994241249314 5550.2335 5872.6726 229.5744886654557 5872.6726 6514.0541 591.1824833917954 7850.7652 8899.7537 2007sr 227.90870633814916 3500.2102 3997.231 +CMFGEN 1.4 54544.18000000017 0.1334666919682774 3999.9783 4034.9446 388.14240871267043 4034.9446 4681.8209 242.41800226935854 4681.8209 5226.0461 35.577481628059466 5226.0461 5500.0319 173.61935540532988 5550.2335 5872.9223 212.30845261476998 5872.9223 6512.3058 581.2876662194242 7855.2608 8899.7537 2007sr 164.80028616005117 3686.5306 4034.9446 +CMFGEN 1.7 54544.18000000017 -0.002380872708551982 3992.9851 4000.2281 494.8831425821786 3992.9851 4683.0697 120.93355809144951 4683.0697 5050.2156 44.39527653360744 5251.022 5500.0319 177.865611475544 5550.2335 5885.4103 311.29029401227376 5885.4103 6551.518 649.037094611592 7861.5048 8871.0314 2007sr 305.91082796631315 3500.2102 3992.9851 +OBSERVED "" 54545.27000000002 0.772654091507102 3964.2815 4001.9473 297.9193339084711 3964.2815 4652.1767 288.38817952881647 4652.1767 5348.0016 -5.4369997032533846 5298.4414 5550.2071 135.17598064203398 5550.2071 5905.058 234.66121177933908 5905.058 6531.4986 582.7350210912599 7510.8076 8795.4073 2007sr "" "" "" +CMFGEN 1.04 54545.27000000002 -0.0003966652670431313 3997.9824 4001.9473 464.32141981598795 3997.9824 4693.8073 111.83457535945344 4693.8073 5050.6406 28.818103064594816 5235.0044 5500.6469 151.49342043481752 5550.2071 5936.7765 273.10210930263753 5936.7765 6517.6217 489.40617938913306 7859.7112 8898.4925 2007sr "" "" "" +CMFGEN 1.02 54545.27000000002 -0.0011702346541526084 3997.9824 4001.9473 449.2206044640186 3997.9824 4687.8601 236.70702363835048 4687.8601 5231.0396 36.63247760901901 5231.0396 5500.6469 173.24703417848622 5550.2071 5873.3394 229.5896829520429 5873.3394 6513.6569 590.0978473902921 7851.7816 8898.4925 2007sr "" "" "" +CMFGEN 1.4 54545.27000000002 0.10518172287581896 3999.9648 4035.6482 387.63458061529576 4035.6482 4681.9129 242.1828908370184 4681.9129 5225.0924 35.46616879762939 5225.0924 5500.6469 173.58439181342888 5550.2071 5873.3394 212.2787563014571 5873.3394 6511.6745 580.0688034783104 7855.7464 8898.4925 2007sr "" "" "" +CMFGEN 1.7 54545.27000000002 -0.005905636634178275 3994.0176 4001.9473 494.2059301887773 3994.0176 4683.8953 121.04168471043025 4683.8953 5050.6406 44.91753390366012 5250.8637 5500.6469 177.93453651156787 5550.2071 5885.2339 311.24682975843785 5885.2339 6551.3226 648.7602977326983 7861.6936 8872.7212 2007sr "" "" "" +OBSERVED "" 54563.299999999814 1.9498245164799057 3963.8157 4003.1386 300.3012600900346 3963.8157 4662.5543 270.4396807224291 4662.5543 5328.0197 0.8002626241702651 5291.7216 5548.8333 143.5370890586359 5551.8581 5905.7647 240.78738397458847 5905.7647 6531.9072 626.5586107792906 7502.8817 8785.415 2007sr "" "" "" +CMFGEN 1.04 54563.299999999814 0.0 3997.089 4000.1138 464.3115517671995 3997.089 4695.8276 112.33992892232942 4695.8276 5052.7591 28.02781964386442 5234.2496 5500.4358 149.88293006146827 5551.8581 5936.0131 273.1526832879286 5936.0131 6519.8078 488.78474168653406 7859.8131 8897.3342 2007sr "" "" "" +CMFGEN 1.02 54563.299999999814 6.71640520977266e-16 3997.089 4000.1138 450.04833646474685 3997.089 4686.7531 236.48871704236228 4686.7531 5231.2248 36.55515408032662 5231.2248 5500.4358 171.90223780266624 5551.8581 5872.4914 229.52917640898036 5872.4914 6513.7581 589.414825192494 7850.7386 8897.3342 2007sr "" "" "" +CMFGEN 1.4 54563.299999999814 0.17398804225950648 3997.089 4036.4119 387.41646517556774 4036.4119 4680.7034 241.9534694499009 4680.7034 5225.1751 35.35025478953331 5225.1751 5500.4358 172.2087366160191 5551.8581 5872.4914 212.12888787881286 5872.4914 6510.7333 578.8239980366297 7856.7883 8897.3342 2007sr "" "" "" +CMFGEN 1.7 54563.299999999814 -0.0006110150528195254 3994.0641 4000.1138 494.21390451162983 3994.0641 4683.7283 120.53285171312763 4683.7283 5052.7591 43.41164349728851 5249.3738 5500.4358 176.55446101111693 5551.8581 5884.5908 310.9253245157103 5884.5908 6550.0562 648.3947707230393 7862.838 8873.1354 2007sr "" "" "" +OBSERVED "" 54568.12000000011 0.04947367836639334 3991.0393 4000.1138 292.7448727417557 3991.0393 4662.5543 269.05840806225405 4662.5543 5328.0197 2.0884929874091847 5294.7465 5548.8333 144.44577340796647 5551.8581 5914.8392 239.83651953913756 5914.8392 6525.8575 627.1242310565781 7505.9065 8800.5392 2007sr "" "" "" +CMFGEN 1.04 54568.12000000011 0.0 3997.089 4000.1138 464.3115517671995 3997.089 4695.8276 112.33992892232942 4695.8276 5052.7591 28.02781964386442 5234.2496 5500.4358 149.88293006146827 5551.8581 5936.0131 273.1526832879286 5936.0131 6519.8078 488.78474168653406 7859.8131 8897.3342 2007sr "" "" "" +CMFGEN 1.02 54568.12000000011 6.71640520977266e-16 3997.089 4000.1138 450.04833646474685 3997.089 4686.7531 236.48871704236228 4686.7531 5231.2248 36.55515408032662 5231.2248 5500.4358 171.90223780266624 5551.8581 5872.4914 229.52917640898036 5872.4914 6513.7581 589.414825192494 7850.7386 8897.3342 2007sr "" "" "" +CMFGEN 1.4 54568.12000000011 0.17398804225950648 3997.089 4036.4119 387.41646517556774 4036.4119 4680.7034 241.9534694499009 4680.7034 5225.1751 35.35025478953331 5225.1751 5500.4358 172.2087366160191 5551.8581 5872.4914 212.12888787881286 5872.4914 6510.7333 578.8239980366297 7856.7883 8897.3342 2007sr "" "" "" +CMFGEN 1.7 54568.12000000011 -0.0006110150528195254 3994.0641 4000.1138 494.21390451162983 3994.0641 4683.7283 120.53285171312763 4683.7283 5052.7591 43.41164349728851 5249.3738 5500.4358 176.55446101111693 5551.8581 5884.5908 310.9253245157103 5884.5908 6550.0562 648.3947707230393 7862.838 8873.1354 2007sr "" "" "" +OBSERVED "" 54582.14000000013 0.5622765448085367 3983.3068 4003.1269 293.95700357470747 3983.3068 4667.0992 259.80926737209336 4667.0992 5307.2875 -12.00051426277787 5299.3595 5503.5062 149.79037235506382 5551.0744 5905.8536 244.36818892843493 5905.8536 6522.2578 596.5209115617397 7501.3692 8781.7458 2007sr "" "" "" +CMFGEN 1.04 54582.14000000013 0.0 3999.1629 4001.1449 463.52454685882196 3999.1629 4694.8473 112.11197114578401 4694.8473 5051.6086 30.39813951587207 5235.9352 5501.5242 150.27599316259634 5551.0744 5937.5657 273.1828910848884 5937.5657 6518.2938 489.4696633778821 7860.1125 8898.6842 2007sr "" "" "" +CMFGEN 1.02 54582.14000000013 -0.000844362938071142 3997.1809 4001.1449 449.4694241794667 3997.1809 4688.9013 236.57115920069424 4688.9013 5229.9892 36.70366716029856 5229.9892 5501.5242 172.66881615064526 5551.0744 5872.1595 229.5393320138706 5872.1595 6514.3298 590.2068607305464 7852.1845 8898.6842 2007sr "" "" "" +CMFGEN 1.4 54582.14000000013 0.16325428713356693 3999.1629 4034.839 387.8842201871813 4034.839 4682.9553 242.6094540016158 4682.9553 5226.0252 36.68856287084882 5226.0252 5501.5242 172.43473259749308 5551.0744 5876.1235 212.51364568377738 5876.1235 6512.3477 580.1863831871983 7856.1485 8898.6842 2007sr "" "" "" +CMFGEN 1.7 54582.14000000013 -0.0036902875021435325 3993.2169 4001.1449 494.788147013599 3993.2169 4682.9553 120.60404435940893 4682.9553 5051.6086 46.3572843804099 5251.7913 5501.5242 176.87822092858545 5551.0744 5886.0335 311.3914948139279 5886.0335 6551.9879 648.9100724510677 7862.0945 8870.9361 2007sr "" "" "" +OBSERVED "" 54461.33999999985 47.56129176275232 3923.1831 4138.7687 256.6144996153642 3923.1831 4577.0082 291.36344560408156 4577.0082 5242.6139 6.391140393866909 5242.6139 5501.7878 70.43361419954495 5550.0884 5884.6584 155.79397698887124 5884.6584 6386.5133 282.2106052847813 7917.5311 8737.8073 2007sr "" "" "" +CMFGEN 1.04 54461.33999999985 -5.1677795113446356e-05 3998.5792 4000.9353 463.82514828807746 3998.5792 4694.8145 112.11052369210492 4694.8145 5050.5896 29.18459258915286 5235.5455 5500.6098 151.7105365614716 5550.0884 5936.4932 273.14578251265596 5936.4932 6518.4564 489.5070540708663 7859.9679 8898.7227 2007sr "" "" "" +CMFGEN 1.02 54461.33999999985 -0.0007386455948747617 3997.4011 4000.9353 449.6360649995024 3997.4011 4687.7462 236.61876974380337 4687.7462 5230.8333 36.47599836332519 5230.8333 5500.6098 173.44340603401122 5550.0884 5872.8777 229.56131755631978 5872.8777 6513.7441 590.3707419685184 7850.8101 8898.7227 2007sr "" "" "" +CMFGEN 1.4 54461.33999999985 0.13353571701790834 3999.7572 4035.0991 388.026653438091 4035.0991 4681.8558 242.44286203799845 4681.8558 5226.121 36.0533236820287 5226.121 5500.6098 173.7537014982791 5550.0884 5872.8777 212.32214486567773 5872.8777 6512.5661 580.3778822595566 7854.7348 8898.7227 2007sr "" "" "" +CMFGEN 1.7 54461.33999999985 -0.004743457327360237 3992.6889 4000.9353 495.0311841252671 3992.6889 4683.0339 120.84806033396153 4683.0339 5050.5896 44.88550524557423 5250.8604 5500.6098 177.8694951821963 5550.0884 5885.8364 311.3207659568386 5885.8364 6551.4422 649.0498845850417 7861.2761 8871.2494 2007sr "" "" "" +OBSERVED "" 54468.35000000009 -1.5907818971000331 3941.2231 4001.399 315.92358808481794 3941.2231 4605.8928 342.72511187399823 4605.8928 5407.3259 -6.103658894199978 5284.2389 5500.3249 88.70337937408539 5555.0303 5880.527 "" "" "" "" "" "" 2007sr 91.12117908699126 3664.9612 3941.2231 +CMFGEN 1.04 54468.35000000009 -6.073586078513992e-16 3998.6637 4001.399 464.05687104825597 3998.6637 4693.4214 111.71412302372906 4693.4214 5051.7413 28.476161258811867 5235.0041 5500.3249 148.77860015232554 5552.295 5937.9676 "" "" "" "" "" "" 2007sr 286.43514596193415 3500.8452 3998.6637 +CMFGEN 1.02 54468.35000000009 -0.0019926538519953628 3995.9284 4001.399 450.55560710363727 3995.9284 4687.9508 236.25951260881948 4687.9508 5229.5336 35.36458809298454 5229.5336 5500.3249 171.5397683256522 5552.295 5872.3212 "" "" "" "" "" "" 2007sr 227.34518027231604 3500.8452 3995.9284 +CMFGEN 1.4 54468.35000000009 0.20528141025196164 3998.6637 4034.2222 388.443935889465 4034.2222 4682.4803 242.01952648537087 4682.4803 5224.063 34.609490590243915 5224.063 5500.3249 171.84424921738204 5552.295 5872.3212 "" "" "" "" "" "" 2007sr 164.83007843835819 3686.8433 4034.2222 +CMFGEN 1.7 54468.35000000009 -0.00449342309404191 3993.1932 4001.399 494.87673687580445 3993.1932 4682.4803 120.44841547467962 4682.4803 5051.7413 44.91236078450604 5251.4157 5500.3249 175.73636568471693 5552.295 5885.9975 "" "" "" "" "" "" 2007sr 305.39265562520654 3500.8452 3993.1932 +OBSERVED "" 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 88.26069234149762 5553.9411 5880.4777 187.81835396585484 5880.4777 6497.7115 608.1550971086759 7552.9822 8787.4498 2007sr "" "" "" +CMFGEN 1.04 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 147.4954907168966 5553.9411 5936.2278 273.06584254426247 5936.2278 6517.6223 489.65273629591627 7859.608 8898.9501 2007sr "" "" "" +CMFGEN 1.02 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 170.0037479244216 5553.9411 5872.5134 229.51843599719535 5872.5134 6513.6401 590.4442383566752 7851.6437 8898.9501 2007sr "" "" "" +CMFGEN 1.4 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 170.32982451746665 5553.9411 5872.5134 212.3148192219608 5872.5134 6513.6401 580.492880953588 7855.6258 8898.9501 2007sr "" "" "" +CMFGEN 1.7 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 174.62694772471477 5553.9411 5884.4598 310.7633719472394 5884.4598 6549.4795 648.4853402476477 7863.5901 8871.075 2007sr "" "" "" +OBSERVED "" 54470.31999999983 "" "" "" "" "" "" 360.5919465109664 4610.4048 5412.1763 -3.6796910844111674 5294.6234 5508.63 89.95369461493607 5550.8285 5882.3882 210.10945276618364 5882.3882 6518.3799 485.09786018563875 7672.8103 8757.9146 2007sr "" "" "" +CMFGEN 1.04 54470.31999999983 "" "" "" "" "" "" 112.1072759054014 4694.8018 5050.4749 30.337284417254825 5234.3398 5502.6017 150.83896707536522 5550.8285 5936.6434 273.1496371326746 5936.6434 6518.3799 489.98964884018517 7859.6894 8899.581 2007sr "" "" "" +CMFGEN 1.02 54470.31999999983 "" "" "" "" "" "" 236.9582862814243 4688.7734 5231.3256 38.47626741143848 5231.3256 5502.6017 172.67082528470993 5550.8285 5873.3457 229.72266700485966 5873.3457 6515.3657 591.0527392105057 7850.6469 8899.581 2007sr "" "" "" +CMFGEN 1.4 54470.31999999983 "" "" "" "" "" "" 242.38528648816015 4682.7451 5225.2973 37.05958951500773 5225.2973 5502.6017 173.01762043324473 5550.8285 5873.3457 212.33595433384636 5873.3457 6512.3515 580.9284729345275 7856.6752 8899.581 2007sr "" "" "" +CMFGEN 1.7 54470.31999999983 "" "" "" "" "" "" 120.79610775749885 4682.7451 5050.4749 45.72362009871603 5249.4107 5502.6017 177.29170418160209 5550.8285 5885.4024 311.29078016304913 5885.4024 6551.5359 648.5316547276536 7862.7036 8872.4534 2007sr "" "" "" +OBSERVED "" 54482.37000000011 "" "" "" "" "" "" 446.8872685229703 4605.7326 5547.0152 18.88116192495883 5299.3092 5550.3179 49.90834464878637 5550.3179 5831.0513 244.30908393535992 5831.0513 6531.2335 451.91777275948573 7756.5522 8658.2019 2007sr "" "" "" +CMFGEN 1.04 54482.37000000011 "" "" "" "" "" "" 112.12897739644912 4694.9067 5051.6033 30.032657072417653 5236.557 5500.7767 151.37135557172078 5550.3179 5936.7392 273.1314865484811 5936.7392 6518.0225 489.8516813823951 7858.9374 8899.3023 2007sr "" "" "" +CMFGEN 1.02 54482.37000000011 "" "" "" "" "" "" 236.45622758762244 4688.3012 5229.9516 36.02328534978732 5229.9516 5500.7767 173.00607699638476 5550.3179 5873.987 229.71088684434744 5873.987 6514.7197 590.6674074332086 7852.3319 8899.3023 2007sr "" "" "" +CMFGEN 1.4 54482.37000000011 "" "" "" "" "" "" 242.5298955872094 4681.6957 5226.6488 36.45390810200817 5226.6488 5500.7767 173.38630148065712 5550.3179 5873.987 212.27950973355587 5873.987 6511.417 580.8213127336994 7855.6346 8899.3023 2007sr "" "" "" +CMFGEN 1.7 54482.37000000011 "" "" "" "" "" "" 120.23457435952444 4681.6957 5051.6033 44.13780095348616 5249.768 5500.7767 177.2108566041383 5550.3179 5887.198 311.3882027146825 5887.198 6551.05 648.6018582744102 7862.2401 8872.8804 2007sr "" "" "" +OBSERVED "" 54482.35000000009 -1.2263388141226066 3954.019 4000.0133 293.7674091480278 3954.019 4618.8461 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 94.74321636762036 3675.9624 3954.019 +CMFGEN 1.04 54482.35000000009 -4.642064510562693e-16 3997.9227 4000.0133 464.29157477693013 3997.9227 4694.1096 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 286.9203977080752 3500.3477 3997.9227 +CMFGEN 1.02 54482.35000000009 0.0 3997.9227 4000.0133 449.2649517550569 3997.9227 4687.8376 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 227.69232367543842 3500.3477 3997.9227 +CMFGEN 1.4 54482.35000000009 0.1784133091515201 3997.9227 4035.5544 387.78920214162815 4035.5544 4681.5657 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 164.76018170216486 3686.4156 4035.5544 +CMFGEN 1.7 54482.35000000009 -0.0010860346128300105 3993.7414 4000.0133 494.3939590613386 3993.7414 4683.6563 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 305.6712860292515 3500.3477 3993.7414 +OBSERVED "" 54492.35999999987 -0.3276941847607573 3963.1052 4001.399 302.2504278589091 3963.1052 4616.8339 428.17071956696293 4616.8339 5549.5597 12.946195159626154 5297.9152 5557.7655 71.17561245026059 5557.7655 5847.7038 "" "" "" "" "" "" 2007sr 94.8036120652983 3695.0491 3963.1052 +CMFGEN 1.04 54492.35999999987 -6.073586078513992e-16 3998.6637 4001.399 464.05687104825597 3998.6637 4693.4214 111.71412302372906 4693.4214 5051.7413 28.476161258811867 5235.0041 5500.3249 148.77860015232554 5552.295 5937.9676 "" "" "" "" "" "" 2007sr 286.43514596193415 3500.8452 3998.6637 +CMFGEN 1.02 54492.35999999987 -0.0019926538519953628 3995.9284 4001.399 450.55560710363727 3995.9284 4687.9508 236.25951260881948 4687.9508 5229.5336 35.36458809298454 5229.5336 5500.3249 171.5397683256522 5552.295 5872.3212 "" "" "" "" "" "" 2007sr 227.34518027231604 3500.8452 3995.9284 +CMFGEN 1.4 54492.35999999987 0.20528141025196164 3998.6637 4034.2222 388.443935889465 4034.2222 4682.4803 242.01952648537087 4682.4803 5224.063 34.609490590243915 5224.063 5500.3249 171.84424921738204 5552.295 5872.3212 "" "" "" "" "" "" 2007sr 164.83007843835819 3686.8433 4034.2222 +CMFGEN 1.7 54492.35999999987 -0.00449342309404191 3993.1932 4001.399 494.87673687580445 3993.1932 4682.4803 120.44841547467962 4682.4803 5051.7413 44.91236078450604 5251.4157 5500.3249 175.73636568471693 5552.295 5885.9975 "" "" "" "" "" "" 2007sr 305.39265562520654 3500.8452 3993.1932 +OBSERVED "" 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 70.1464811041899 5551.0728 5845.0227 237.3201184171518 5845.0227 6524.2855 476.59301204067856 7751.7251 8752.7439 2007sr "" "" "" +CMFGEN 1.04 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 150.63884101586655 5551.0728 5936.3855 273.1991998749472 5936.3855 6520.3132 489.951569527228 7862.9495 8899.7189 2007sr "" "" "" +CMFGEN 1.02 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 172.53569616279626 5551.0728 5872.8288 229.38065882711828 5872.8288 6512.3686 591.1237460817096 7851.0326 8899.7189 2007sr "" "" "" +CMFGEN 1.4 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 172.85793395196487 5551.0728 5872.8288 212.30452909841222 5872.8288 6512.3686 581.2662946202155 7855.0049 8899.7189 2007sr "" "" "" +CMFGEN 1.7 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 177.23525202102994 5551.0728 5884.7457 311.2555408121999 5884.7457 6552.0915 648.5319001442676 7862.9495 8871.9128 2007sr "" "" "" +OBSERVED "" 54497.330000000075 "" "" "" "" "" "" "" "" "" 11.869464591574411 5298.7437 5556.1644 79.22466002541469 5556.1644 5874.1547 243.80244802237223 5874.1547 6525.2777 511.45283325239757 7763.9257 8787.5517 2007sr "" "" "" +CMFGEN 1.04 54497.330000000075 "" "" "" "" "" "" "" "" "" 29.94620122410292 5235.1456 5501.6518 151.27907682072635 5550.1074 5937.7528 273.229755735838 5937.7528 6519.2208 489.838008523773 7863.8655 8899.6054 2007sr "" "" "" +CMFGEN 1.02 54497.330000000075 "" "" "" "" "" "" "" "" "" 36.213968802413056 5229.0886 5501.6518 173.16425478360085 5550.1074 5874.1547 229.56336762495883 5874.1547 6513.1638 590.9541050078303 7851.7516 8899.6054 2007sr "" "" "" +CMFGEN 1.4 54497.330000000075 "" "" "" "" "" "" "" "" "" 36.79971646751577 5226.0602 5501.6518 173.5502906088419 5550.1074 5874.1547 212.4046888197255 5874.1547 6513.1638 581.1840747412571 7854.7801 8899.6054 2007sr "" "" "" +CMFGEN 1.7 54497.330000000075 "" "" "" "" "" "" "" "" "" 45.5191723105857 5250.288 5501.6518 177.70055173837358 5550.1074 5886.2686 311.4241994955899 5886.2686 6552.534 648.9620575011179 7860.837 8872.3491 2007sr "" "" "" +OBSERVED "" 54497.310000000056 0.06827769218069671 3964.0595 4000.2261 309.3091346308108 3964.0595 4633.1414 432.3586350665598 4633.1414 5546.3477 12.554252872425648 5299.2094 5561.4172 77.81798447901252 5561.4172 5865.8193 242.74035645429902 5865.8193 6519.8317 510.72635744416857 7749.4957 8804.3545 2007sr 100.97709801899659 3713.9073 3964.0595 +CMFGEN 1.04 54497.310000000056 0.0 3997.2122 4000.2261 464.7737331569931 3997.2122 4693.419 111.71121526691263 4693.419 5052.071 29.97665364516539 5235.9179 5501.1395 148.6222431631031 5552.3755 5938.1524 273.25481340023475 5938.1524 6519.8317 488.85196386729206 7864.0233 8897.7849 2007sr 285.3367109753923 3502.9355 3997.2122 +CMFGEN 1.02 54497.310000000056 0.0 3997.2122 4000.2261 449.82020850047036 3997.2122 4687.3913 236.22181002569988 4687.3913 5229.8901 36.29881393396955 5229.8901 5501.1395 171.54295074772037 5552.3755 5871.847 229.44430443960823 5871.847 6513.804 589.5929381157495 7851.9677 8897.7849 2007sr 166.18340148610432 3683.7685 3997.2122 +CMFGEN 1.4 54497.310000000056 0.17027783954760525 3997.2122 4036.3927 387.2613677141986 4036.3927 4681.3635 241.74575347107418 4681.3635 5223.8623 35.10212940008194 5223.8623 5501.1395 171.4185882875594 5552.3755 5874.8609 212.25410280581457 5874.8609 6510.7901 579.4799954715741 7854.9816 8897.7849 2007sr 164.67322873887332 3686.7823 4036.3927 +CMFGEN 1.7 54497.310000000056 -0.000618555435605482 3994.1983 4000.2261 493.9963843994144 3994.1983 4684.3774 120.81950572105397 4684.3774 5052.071 45.50008561207409 5250.9873 5501.1395 175.37005996840367 5552.3755 5886.9164 311.15511716369963 5886.9164 6549.9706 649.1617475888313 7861.0094 8870.66 2007sr 303.61731357587087 3502.9355 3994.1983 +OBSERVED "" 54510.29000000004 "" "" "" "" "" "" 375.27454396658175 4632.1545 5547.0152 4.917510597081786 5296.0065 5550.3179 102.16652028481106 5550.3179 5877.2898 232.83220839971852 5877.2898 6527.9307 603.3224549804033 7555.0847 8777.1008 2007sr "" "" "" +CMFGEN 1.04 54510.29000000004 "" "" "" "" "" "" 112.12897739644912 4694.9067 5051.6033 30.032657072417653 5236.557 5500.7767 151.37135557172078 5550.3179 5936.7392 273.1314865484811 5936.7392 6518.0225 489.8516813823951 7858.9374 8899.3023 2007sr "" "" "" +CMFGEN 1.02 54510.29000000004 "" "" "" "" "" "" 236.45622758762244 4688.3012 5229.9516 36.02328534978732 5229.9516 5500.7767 173.00607699638476 5550.3179 5873.987 229.71088684434744 5873.987 6514.7197 590.6674074332086 7852.3319 8899.3023 2007sr "" "" "" +CMFGEN 1.4 54510.29000000004 "" "" "" "" "" "" 242.5298955872094 4681.6957 5226.6488 36.45390810200817 5226.6488 5500.7767 173.38630148065712 5550.3179 5873.987 212.27950973355587 5873.987 6511.417 580.8213127336994 7855.6346 8899.3023 2007sr "" "" "" +CMFGEN 1.7 54510.29000000004 "" "" "" "" "" "" 120.23457435952444 4681.6957 5051.6033 44.13780095348616 5249.768 5500.7767 177.2108566041383 5550.3179 5887.198 311.3882027146825 5887.198 6551.05 648.6018582744102 7862.2401 8872.8804 2007sr "" "" "" +OBSERVED "" 54520.31999999983 21.86294897000694 3903.5802 4019.5279 358.2042355469814 3903.5802 4644.5586 325.73806992146956 4644.5586 5389.1604 1.3792298536385763 5298.5762 5552.2119 112.90830468064652 5552.2119 5880.1265 233.53097749983928 5880.1265 6521.9359 499.2759622224101 7500.6779 8783.3035 2007sr "" "" "" +CMFGEN 1.04 54520.31999999983 -0.0002576626489024424 3997.7877 4001.4111 464.10545741685087 3997.7877 4695.2857 112.2255015598958 4695.2857 5050.3756 29.803057279532542 5235.1673 5501.4847 151.4258014115614 5550.4002 5936.2887 275.8557290812805 5936.2887 6521.9359 490.05888291705423 7859.8131 8899.7265 2007sr "" "" "" +CMFGEN 1.02 54520.31999999983 -0.0008376717537948028 3997.7877 4001.4111 449.3069298915633 3997.7877 4688.039 236.88341906942222 4688.039 5231.544 37.64924839589983 5231.544 5501.4847 173.15518038577056 5550.4002 5872.8798 232.03932515375107 5872.8798 6521.9359 591.0406791177003 7851.92 8899.7265 2007sr "" "" "" +CMFGEN 1.4 54520.31999999983 0.10761953307011916 3999.5994 4035.8331 387.31593399415704 4035.8331 4682.604 242.5768962943007 4682.604 5226.1089 36.70642129140446 5226.1089 5501.4847 173.4708980359539 5550.4002 5872.8798 213.19268184521346 5872.8798 6521.9359 581.1895765041411 7855.8666 8899.7265 2007sr "" "" "" +CMFGEN 1.7 54520.31999999983 -0.0074113913435471315 3992.3527 4001.4111 495.2642880660971 3992.3527 4682.604 120.78017573702667 4682.604 5050.3756 46.17393827581057 5251.4725 5501.4847 177.6579269591385 5550.4002 5885.5616 312.61988538492795 5885.5616 6551.535 648.8167229581167 7861.7864 8872.1007 2007sr "" "" "" +OBSERVED "" 54521.310000000056 15.781948162240328 3982.0154 4017.5828 419.363206634585 3982.0154 4578.7572 476.27485821351047 4578.7572 5513.3892 60.27999809367624 5278.2492 5513.3892 139.90541956845743 5554.8845 5843.3755 275.94431446173166 5843.3755 6475.6847 708.5164796684048 7679.048 8639.3676 2007ux "" "" "" +CMFGEN 1.04 54521.310000000056 -0.00036894840350049367 3997.8232 4001.7751 464.02260774023773 3997.8232 4695.3392 112.26259445323154 4695.3392 5051.0131 29.59886135212969 5234.778 5501.5334 150.83372061772002 5550.9325 5936.2459 273.1631319472086 5936.2459 6519.1559 489.15505735511636 7862.8129 8898.2191 2007ux "" "" "" +CMFGEN 1.02 54521.310000000056 -0.0011245724549577114 3997.8232 4001.7751 449.3423152689039 3997.8232 4687.4353 236.571976831441 4687.4353 5230.826 37.29028994004714 5230.826 5501.5334 172.64102172244395 5550.9325 5873.015 229.52931577271926 5873.015 6513.228 589.9852798442735 7850.9571 8898.2191 2007ux "" "" "" +CMFGEN 1.4 54521.310000000056 0.12146684602930652 3999.7991 4035.3665 387.86052018863154 4035.3665 4681.5075 242.08580049542869 4681.5075 5224.8981 36.05279163903905 5224.8981 5501.5334 172.9716581504194 5550.9325 5873.015 212.23139841117757 5873.015 6511.2521 579.8915077803965 7854.909 8898.2191 2007ux "" "" "" +CMFGEN 1.7 54521.310000000056 -0.005246490363922202 3993.8712 4001.7751 494.3226212136423 3993.8712 4683.4834 120.89123837593905 4683.4834 5051.0131 45.6722833214727 5250.5857 5501.5334 177.34697082196362 5550.9325 5884.8708 311.13538877144674 5884.8708 6550.7714 648.9216833234826 7860.8369 8872.5316 2007ux "" "" "" +OBSERVED "" 54468.31999999983 "" "" "" "" "" "" "" "" "" 79.12165343837295 5234.3555 5595.5577 60.59066375335881 5595.5577 5917.921 128.89829284688955 5917.921 6364.5689 293.926627128507 7716.1642 8566.7371 2007ux "" "" "" +CMFGEN 1.04 54468.31999999983 "" "" "" "" "" "" "" "" "" 30.100170174079256 5234.3555 5502.3443 148.36030182052045 5552.8349 5937.3405 273.2406462902775 5937.3405 6519.9247 488.519485133107 7859.8683 8896.8682 2007ux "" "" "" +CMFGEN 1.02 54468.31999999983 "" "" "" "" "" "" "" "" "" 37.74178176618009 5230.4717 5502.3443 171.2002891493046 5552.8349 5871.3143 229.15742874605428 5871.3143 6512.1569 588.9613476048255 7852.1005 8896.8682 2007ux "" "" "" +CMFGEN 1.4 54468.31999999983 "" "" "" "" "" "" "" "" "" 37.6286908340995 5226.5878 5502.3443 170.94553507078808 5552.8349 5875.1982 212.4111207349033 5875.1982 6512.1569 578.5055986273942 7855.9844 8896.8682 2007ux "" "" "" +CMFGEN 1.7 54468.31999999983 "" "" "" "" "" "" "" "" "" 45.90670969131654 5249.8911 5502.3443 174.9315068674022 5552.8349 5886.8498 311.3632660989684 5886.8498 6550.9958 648.5861977139305 7863.7522 8869.6809 2007ux "" "" "" +OBSERVED "" 54468.299999999814 31.457416621818798 3940.014 4105.416 185.6905748474607 3940.014 4550.9343 176.39570092300465 4550.9343 5239.22 84.50033201261012 5239.22 5602.0373 "" "" "" "" "" "" "" "" "" 2007ux 88.14388330041564 3670.5688 3940.014 +CMFGEN 1.04 54468.299999999814 0.0 3998.705 4001.3728 463.667712101463 3998.705 4694.9941 112.16653151054065 4694.9941 5052.4758 29.955776216560647 5236.5523 5500.6619 "" "" "" "" "" "" "" "" "" 2007ux 285.2908551246061 3502.4991 3998.705 +CMFGEN 1.02 54468.299999999814 -0.0018612515047282312 3996.0373 4001.3728 450.61964544414093 3996.0373 4686.9908 236.5791617934067 4686.9908 5231.2167 36.77687468599577 5231.2167 5500.6619 "" "" "" "" "" "" "" "" "" 2007ux 166.50739830040942 3681.2399 3996.0373 +CMFGEN 1.4 54468.299999999814 0.1283906574061064 3998.705 4036.0539 387.35322676875177 4036.0539 4681.6552 242.3772054431135 4681.6552 5225.8812 35.97722057915887 5225.8812 5500.6619 "" "" "" "" "" "" "" "" "" 2007ux 164.70817188668804 3686.5755 4036.0539 +CMFGEN 1.7 54468.299999999814 -0.004058100829743075 3993.3695 4001.3728 494.3833321793448 3993.3695 4684.323 120.73625247019407 4684.323 5052.4758 44.169955972630945 5249.8911 5500.6619 "" "" "" "" "" "" "" "" "" 2007ux 304.09863239965716 3502.4991 3993.3695 +OBSERVED "" 54470.279999999795 "" "" "" "" "" "" 211.07358991630116 4625.97 5243.3023 86.95324283929776 5243.3023 5622.5207 73.8231827126401 5622.5207 5910.6091 153.53668531783924 5910.6091 6389.7765 409.0443741907717 7877.2532 8562.1981 2007ux "" "" "" +CMFGEN 1.04 54470.279999999795 "" "" "" "" "" "" 111.77870587083012 4693.5826 5052.2233 29.846840563849817 5234.4833 5501.9939 149.4277185816481 5551.9684 5937.0662 273.2128339157529 5937.0662 6519.1223 488.79657301898845 7859.6152 8897.3213 2007ux "" "" "" +CMFGEN 1.02 54470.279999999795 "" "" "" "" "" "" 236.84305484961493 4687.7033 5231.5436 38.10406991714666 5231.5436 5501.9939 171.81547138801386 5551.9684 5872.3932 229.47739654832804 5872.3932 6513.2429 589.3950141059445 7850.7962 8897.3213 2007ux "" "" "" +CMFGEN 1.4 54470.279999999795 "" "" "" "" "" "" 242.35231063790025 4681.8239 5225.6642 36.852196136225245 5225.6642 5501.9939 172.1171760836206 5551.9684 5872.3932 212.3141567802652 5872.3932 6513.2429 578.8248134738925 7856.6755 8897.3213 2007ux "" "" "" +CMFGEN 1.7 54470.279999999795 "" "" "" "" "" "" 120.15254465674415 4681.8239 5052.2233 46.984711001148305 5252.1213 5501.9939 175.68637666267094 5551.9684 5887.0916 311.4521071856609 5887.0916 6551.4587 648.774327007783 7862.5549 8870.8642 2007ux "" "" "" +OBSERVED "" 54470.200000000186 "" "" "" "" "" "" 145.05377455965697 4545.3432 5136.1154 55.427422853222204 5210.7079 5583.6701 30.621907016526237 5583.6701 5962.5998 132.48701957079624 5962.5998 6565.3068 134.95022916829413 7731.9327 8400.2811 2008C "" "" "" +CMFGEN 1.04 54470.200000000186 "" "" "" "" "" "" 111.60747381050217 4694.5281 5052.5719 27.368609430601023 5234.5775 5500.1266 151.33750052909008 5550.8495 5935.7465 272.8820941814303 5935.7465 6517.5676 489.30098373216805 7863.2154 8898.5586 2008C "" "" "" +CMFGEN 1.02 54470.200000000186 "" "" "" "" "" "" 236.24072680245646 4688.5607 5231.5938 35.981928226695054 5231.5938 5500.1266 172.80474651257634 5550.8495 5873.0888 229.37351488847088 5873.0888 6514.5839 590.3522531037194 7851.2806 8898.5586 2008C "" "" "" +CMFGEN 1.4 54470.200000000186 "" "" "" "" "" "" 241.80246686812848 4682.5933 5225.6264 34.89319997977939 5225.6264 5500.1266 173.10066586114579 5550.8495 5873.0888 212.0125433553634 5873.0888 6511.6002 580.408587699199 7854.2643 8898.5586 2008C "" "" "" +CMFGEN 1.7 54470.200000000186 "" "" "" "" "" "" 119.87356605478439 4682.5933 5052.5719 42.713332749989334 5249.4959 5500.1266 177.5884482334855 5550.8495 5885.0236 310.7271814646958 5885.0236 6550.3883 649.4370519430007 7860.2317 8871.7054 2008C "" "" "" +OBSERVED "" 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 210.9722262199899 5875.2386 6566.6989 334.37919251662345 7651.0343 8731.441 2008C "" "" "" +CMFGEN 1.04 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 273.10238417220665 5938.0987 6519.5539 488.13798645168674 7863.1869 8896.4486 2008C "" "" "" +CMFGEN 1.02 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 229.20008485181296 5871.3099 6515.6251 588.8877349518636 7851.4007 8896.4486 2008C "" "" "" +CMFGEN 1.4 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.1199392632092 5875.2386 6511.6964 578.3364739350827 7855.3294 8896.4486 2008C "" "" "" +CMFGEN 1.7 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 311.02455793321155 5887.0249 6550.9839 648.6589744030061 7863.1869 8872.8761 2008C "" "" "" +OBSERVED "" 54475.12999999989 37.98053854869221 3950.1284 4143.8307 202.77267795130052 3950.1284 4581.8958 229.1324201755118 4581.8958 5255.3837 42.222016224671776 5255.3837 5612.9878 26.417497109503394 5612.9878 5851.3906 170.29206888091005 5851.3906 6566.599 217.6063272353149 7892.7144 8634.7431 2008C 87.68635867708306 3670.0052 3950.1284 +CMFGEN 1.04 54475.12999999989 0.0 3997.809 4000.789 465.0864150339154 3997.809 4695.1371 111.76528985111523 4695.1371 5052.7413 32.11070442245163 5237.5035 5502.7266 151.2000044275252 5550.4071 5937.8116 273.084902038367 5937.8116 6518.9184 490.07006778229146 7862.9141 8899.9662 2008C 287.5557267038828 3500.1432 3997.809 +CMFGEN 1.02 54475.12999999989 0.0 3997.809 4000.789 450.19884571422557 3997.809 4689.1771 236.32475224272437 4689.1771 5231.5434 38.1828055927401 5231.5434 5502.7266 173.3542754165352 5550.4071 5872.2509 229.12870197565422 5872.2509 6512.9583 591.4812183993802 7850.9939 8899.9662 2008C 228.10158051276295 3500.1432 3997.809 +CMFGEN 1.4 54475.12999999989 0.14247960383491473 3997.809 4036.5495 387.92125445163197 4036.5495 4683.217 241.88561240567202 4683.217 5225.5833 36.82388553837178 5225.5833 5502.7266 173.59413713770172 5550.4071 5872.2509 212.02539249218597 5872.2509 6512.9583 581.7150825261706 7853.974 8899.9662 2008C 164.62491039114667 3687.8854 4036.5495 +CMFGEN 1.7 54475.12999999989 -0.0059337192869288536 3991.8489 4000.789 496.16917856423015 3991.8489 4683.217 119.99805144346134 4683.217 5052.7413 45.37109460321886 5249.4236 5502.7266 177.3599534603766 5550.4071 5887.151 311.13045311030436 5887.151 6551.6988 648.6927029137802 7862.9141 8873.1459 2008C 306.43241013400433 3500.1432 3991.8489 +OBSERVED "" 54482.16000000015 2.947740815115748 3943.758 4001.6546 298.22911559830595 3943.758 4611.6359 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 158.75268413476678 3555.0242 3943.758 +CMFGEN 1.04 54482.16000000015 1.147859585159842e-16 3999.5868 4001.6546 464.3640682068336 3999.5868 4694.3452 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 286.4312467114625 3501.2631 3999.5868 +CMFGEN 1.02 54482.16000000015 -0.0012002392869425685 3997.5191 4001.6546 450.69416177856186 3997.5191 4688.142 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 226.9796887648253 3501.2631 3997.5191 +CMFGEN 1.4 54482.16000000015 0.06781180536734098 3999.5868 4036.806 388.1201122979069 4036.806 4681.9388 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 164.65161229269452 3687.3591 4036.806 +CMFGEN 1.7 54482.16000000015 -0.005368469365916543 3993.3836 4001.6546 495.2710906123789 3993.3836 4684.0065 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 305.37848896956166 3501.2631 3993.3836 +OBSERVED "" 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 193.3639565326793 5875.0952 6478.1584 398.11102359468805 7747.5897 8773.7966 2008C "" "" "" +CMFGEN 1.04 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 273.05141244881133 5938.4002 6518.1405 488.4444147104213 7864.2041 8897.0747 2008C "" "" "" +CMFGEN 1.02 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 229.23350625976678 5871.7634 6514.8086 589.3809544272867 7850.8767 8897.0747 2008C "" "" "" +CMFGEN 1.4 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.08488508735007 5875.0952 6511.4768 579.0151272279113 7854.2086 8897.0747 2008C "" "" "" +CMFGEN 1.7 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 310.9060679918482 5885.0908 6551.4589 649.5242097742841 7860.8723 8870.42 2008C "" "" "" +OBSERVED "" 54482.189999999944 "" "" "" "" "" "" 300.29971211763745 4597.7087 5286.9488 5.21014971207127 5286.9488 5515.6066 80.26045229315123 5561.3382 5878.1926 170.70789690680488 5878.1926 6423.7049 361.76601045543725 7534.3288 8726.6161 2008C "" "" "" +CMFGEN 1.04 54482.189999999944 "" "" "" "" "" "" 111.91205531432819 4695.7049 5051.7578 29.93427360978859 5234.6841 5502.5405 150.21598642716648 5551.5386 5936.9904 273.0340706043402 5936.9904 6518.4346 489.9658856260877 7860.9828 8899.7428 2008C "" "" "" +CMFGEN 1.02 54482.189999999944 "" "" "" "" "" "" 236.29073216533587 4689.1718 5231.4176 37.94677079592298 5231.4176 5502.5405 172.42078132676042 5551.5386 5871.6596 229.24240493832616 5871.6596 6515.1681 591.2830884711673 7851.1832 8899.7428 2008C "" "" "" +CMFGEN 1.4 54482.189999999944 "" "" "" "" "" "" 241.61734989340837 4682.6387 5224.8845 36.26303855670337 5224.8845 5502.5405 172.22154427289377 5551.5386 5874.9261 212.11741545145549 5874.9261 6511.9015 581.4955675999494 7854.4498 8899.7428 2008C "" "" "" +CMFGEN 1.7 54482.189999999944 "" "" "" "" "" "" 120.07906117659697 4682.6387 5051.7578 46.492246080728236 5251.0168 5502.5405 177.02199927688244 5551.5386 5884.7257 310.8037945647248 5884.7257 6551.1 649.5133310345209 7860.9828 8870.3439 2008C "" "" "" +OBSERVED "" 54521.08999999985 1.2617947391662205 3999.9557 4013.9827 179.10689731928414 3999.9557 4625.162 238.6417442721003 4625.162 5548.9444 21.991199035857097 5290.4456 5550.9483 58.73027080610265 5550.9483 5873.5707 242.22490313951675 5873.5707 6566.9085 214.00700169195156 7741.1742 8731.0842 2008C "" "" "" +CMFGEN 1.04 54521.08999999985 -0.00041138087569483623 3997.9518 4001.9595 464.98007758671304 3997.9518 4695.2973 111.81287955168425 4695.2973 5051.9855 29.407158594421812 5236.3412 5500.8516 150.6442940132946 5550.9483 5937.6945 273.07631386484377 5937.6945 6518.8157 489.8862316256453 7859.4023 8899.409 2008C "" "" "" +CMFGEN 1.02 54521.08999999985 -0.0012061628247777936 3997.9518 4001.9595 450.5836397350654 3997.9518 4687.2818 235.58499693922727 4687.2818 5230.3296 35.822363512929485 5230.3296 5500.8516 172.63134899500773 5550.9483 5873.5707 229.4232327819438 5873.5707 6514.808 590.8045497124021 7853.3907 8899.409 2008C "" "" "" +CMFGEN 1.4 54521.08999999985 0.09013259279555977 3999.9557 4036.0253 388.8194750669787 4036.0253 4681.2702 241.71409798060083 4681.2702 5226.3219 35.847711717394255 5226.3219 5500.8516 172.9559921785548 5550.9483 5873.5707 212.1312462065064 5873.5707 6512.8041 581.1126829303336 7855.3946 8899.409 2008C "" "" "" +CMFGEN 1.7 54521.08999999985 -0.006062754346376411 3993.9441 4001.9595 495.1372824825751 3993.9441 4683.2741 120.19127662894095 4683.2741 5051.9855 44.27458066486903 5250.3683 5500.8516 177.34125296399313 5550.9483 5885.5939 310.8832110172227 5885.5939 6550.8776 649.3287203450545 7861.4062 8871.3548 2008C "" "" "" +OBSERVED "" 54492.12999999989 1.955727837379857 3954.8296 4011.6405 209.2619547565616 3954.8296 4609.5078 325.8645186127179 4609.5078 5537.4195 16.489383318066402 5291.2389 5537.4195 "" "" "" "" "" "" "" "" "" 2008C 63.25662474419084 3687.0067 3954.8296 +CMFGEN 1.04 54492.12999999989 -6.006972697037048e-16 3998.1141 4000.8194 464.70726261161997 3998.1141 4696.0768 112.01353082872677 4696.0768 5050.4688 31.365086535194248 5237.1332 5502.2508 "" "" "" "" "" "" "" "" "" 2008C 287.3635092970711 3500.3423 3998.1141 +CMFGEN 1.02 54492.12999999989 -6.006972697037048e-16 3998.1141 4000.8194 450.33883131704636 3998.1141 4687.961 236.1598836731755 4687.961 5231.7227 37.87281527024127 5231.7227 5502.2508 "" "" "" "" "" "" "" "" "" 2008C 227.8672012274767 3500.3423 3998.1141 +CMFGEN 1.4 54492.12999999989 0.1539124551970741 3998.1141 4035.9881 388.5128478346794 4035.9881 4682.5504 241.9678096569787 4682.5504 5226.3121 36.89262368236426 5226.3121 5502.2508 "" "" "" "" "" "" "" "" "" 2008C 164.74362602313167 3687.0067 4035.9881 +CMFGEN 1.7 54492.12999999989 -0.0037590444104203327 3992.7036 4000.8194 495.8748852807435 3992.7036 4682.5504 120.34810474338883 4682.5504 5050.4688 45.95156148164384 5250.6596 5502.2508 "" "" "" "" "" "" "" "" "" 2008C 306.17624961458046 3500.3423 3992.7036 +OBSERVED "" 1.6899999997986015 0.021527714437488042 3995.51712372354 4000.03902860094 171.25631878163023 3995.51712372354 4608.98888542365 162.3102198519452 4608.98888542365 5302.34763329109 78.76557682388194 5299.33303003949 5662.59272185699 55.747109518364184 5662.59272185699 5986.4113544661 134.60470945482112 5986.4113544661 6450.15782133686 274.4106218416947 7964.99595526463 8778.68761625834 2008R 96.25354064387778 3716.41510601314 3995.51712372354 +CMFGEN 1.04 1.6899999997986015 -4.182832407854188 3999.78781166331 4149.76432343028 -62.75402848379727 4149.76432343028 4450.21978083951 808.5435822011794 4500.2119514285 5549.79631685972 157.72329435410742 5204.87546148943 5654.05134597747 -2.58747865159012 5654.05134597747 5800.00838674232 252.5800281180786 5800.00838674232 6599.8831161662 465.24802043358136 7500.24462064334 8899.77418019751 2008R 126.1136844501201 3774.44621860639 4099.77215284129 +CMFGEN 1.02 1.6899999997986015 6.892865874210869 3999.78781166331 4149.76432343028 -77.61157182745823 4149.76432343028 4450.21978083951 779.1146418856415 4500.2119514285 5549.79631685972 234.19452161681383 5150.11016908541 5629.93451996469 -1.7687945646644434 5629.93451996469 5800.00838674232 198.48472770392783 5800.00838674232 6599.8831161662 457.26406219777346 7500.24462064334 8899.77418019751 2008R 146.2285541363865 3757.8659007226 4099.77215284129 +CMFGEN 1.4 1.6899999997986015 17.163205198720078 3999.78781166331 4149.76432343028 -95.12439172607662 4149.76432343028 4450.21978083951 693.4499841326825 4500.2119514285 5549.79631685972 195.15990902192965 5150.11016908541 5587.98129137995 50.138760830118386 5587.98129137995 5999.97706909829 55.29817505254178 5999.97706909829 6599.8831161662 343.3466647163709 7500.24462064334 8899.77418019751 2008R 145.43276694808546 3761.38293784947 4099.77215284129 +CMFGEN 1.7 1.6899999997986015 11.286576864984271 3999.78781166331 4149.76432343028 114.05767762136239 4149.76432343028 4472.57808828886 641.7173372723607 4500.2119514285 5549.79631685972 42.12460564586465 5299.83546391476 5663.59758960753 -5.051971833836477 5663.59758960753 5800.00838674232 220.81537836605858 5800.00838674232 6583.30279828242 597.3037745674644 7500.24462064334 8846.26497248165 2008R 83.81256153093149 3799.81912930734 4099.77215284129 +OBSERVED "" 2.7899999998917338 "" "" "" "" "" "" "" "" "" 78.52498978871611 5238.7724 5611.3419 53.62042523647629 5611.3419 5956.8701 124.9605042213426 5956.8701 6368.4993 299.46523919554477 7891.8279 8561.8521 2008R "" "" "" +CMFGEN 1.04 2.7899999998917338 "" "" "" "" "" "" "" "" "" 157.24884362948865 5205.7219 5653.4062 -2.6964439946188663 5653.4062 5800.6313 252.18223024501384 5800.6313 6599.853 463.3848992208885 7501.2308 8898.3665 2008R "" "" "" +CMFGEN 1.02 2.7899999998917338 "" "" "" "" "" "" "" "" "" 233.25875934728802 5151.6392 5629.3695 -1.863671127395103 5629.3695 5800.6313 197.9606803309793 5800.6313 6599.853 455.7988627082157 7501.2308 8898.3665 2008R "" "" "" +CMFGEN 1.4 2.7899999998917338 "" "" "" "" "" "" "" "" "" 191.54813817067136 5154.6438 5587.3052 49.81194574042356 5587.3052 5998.9344 55.52582736609101 5998.9344 6599.853 341.9539058398853 7501.2308 8898.3665 2008R "" "" "" +CMFGEN 1.7 2.7899999998917338 "" "" "" "" "" "" "" "" "" 41.6352931280567 5298.8643 5662.42 -5.324882015044393 5662.42 5800.6313 220.01136801100859 5800.6313 6581.8254 595.2583869352197 7501.2308 8847.2885 2008R "" "" "" +OBSERVED "" 2.7600000000966247 21.61459759068422 3944.5947 4064.1867 191.70548845086694 3944.5947 4551.524 182.87349557890855 4551.524 5230.2085 82.63698576261271 5230.2085 5615.8927 53.37440020973979 5615.8927 5941.7808 124.97274249180506 5941.7808 6336.4344 298.6297238357829 7792.4668 8548.8861 2008R 91.52335398356614 3666.5433 3944.5947 +CMFGEN 1.04 2.7600000000966247 -3.996491552819117 3998.4111 4147.9011 -68.77954212345536 4147.9011 4452.8606 806.1069940907546 4500.6974 5547.1273 160.52296388540984 5200.3105 5654.7601 -2.4502528590287835 5654.7601 5801.2603 251.70410742770508 5801.2603 6599.5368 461.95837552713874 7502.4562 8898.6927 2008R 125.37077323905937 3774.1761 4097.0745 +CMFGEN 1.02 2.7600000000966247 7.253656926157084 3998.4111 4147.9011 -83.349030888591 4147.9011 4452.8606 773.0687206124634 4500.6974 5547.1273 232.11292457145325 5152.4737 5630.8417 -1.5428878466137967 5630.8417 5801.2603 197.41696763289477 5801.2603 6599.5368 453.6326406923012 7502.4562 8898.6927 2008R 145.24525074005484 3756.2373 4097.0745 +CMFGEN 1.4 2.7600000000966247 17.569490681066643 3998.4111 4147.9011 -101.5965649290277 4147.9011 4452.8606 686.9523110224804 4500.6974 5547.1273 190.3544615699945 5155.4635 5588.9845 49.846887795051 5588.9845 5998.587 55.627004505377016 5998.587 6599.5368 339.8054970891494 7502.4562 8898.6927 2008R 142.40433600364278 3762.2169 4097.0745 +CMFGEN 1.7 2.7600000000966247 11.568900861790794 3998.4111 4147.9011 114.27291539813493 4147.9011 4473.7892 634.5437753043547 4500.6974 5547.1273 38.62390360782623 5298.9739 5672.6989 -3.7296082055040753 5672.6989 5801.2603 219.28749438503985 5801.2603 6581.598 592.4647513713272 7502.4562 8847.8661 2008R 82.14988932649142 3798.0945 4097.0745 +OBSERVED "" 14.709999999817228 "" "" "" "" "" "" 367.15900499789257 4618.4103 5483.4308 18.279301374423635 5283.5586 5503.0903 72.06978023161219 5555.5158 5889.7283 195.56217171667464 5889.7283 6495.8979 378.4241695253977 7672.1947 8733.8108 2008R "" "" "" +CMFGEN 1.04 14.709999999817228 "" "" "" "" "" "" 807.6913697297355 4500.453 5548.9626 157.77740953094394 5204.9204 5653.8136 -2.5874863575810387 5653.8136 5801.2603 251.176773071441 5801.2603 6597.4723 462.50042239840434 7501.8119 8897.6404 2008R "" "" "" +CMFGEN 1.02 14.709999999817228 "" "" "" "" "" "" 777.1300564810829 4500.453 5548.9626 232.08518717088322 5152.4949 5630.8775 -1.5365890653434955 5630.8775 5801.2603 197.2471203585049 5801.2603 6597.4723 454.92433470459844 7501.8119 8897.6404 2008R "" "" "" +CMFGEN 1.4 14.709999999817228 "" "" "" "" "" "" 691.396321567789 4500.453 5548.9626 190.56718076138804 5155.7715 5588.2818 49.646855194095956 5588.2818 5997.8558 55.92612176844851 5997.8558 6597.4723 341.1287838425434 7501.8119 8897.6404 2008R "" "" "" +CMFGEN 1.7 14.709999999817228 "" "" "" "" "" "" 639.3856296359331 4500.453 5548.9626 42.18613942072098 5299.9416 5663.6434 -5.161180960348452 5663.6434 5801.2603 219.2780058159629 5801.2603 6584.3659 593.9134067095162 7501.8119 8845.2149 2008R "" "" "" +OBSERVED "" 14.689999999798601 2.3695056491307107 3945.5236 4005.6724 302.900143204693 3945.5236 4625.8272 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 105.25374932666631 3688.3357 3945.5236 +CMFGEN 1.04 14.689999999798601 -4.099957788019852 3999.4501 4148.785 -65.69968640297739 4148.785 4451.6031 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 128.00203012183525 3771.2995 4099.0067 +CMFGEN 1.02 14.689999999798601 6.9709549969939175 3999.4501 4148.785 -80.69478660848112 4148.785 4451.6031 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 146.30635105834057 3756.7808 4099.0067 +CMFGEN 1.4 14.689999999798601 17.145593261620682 3999.4501 4148.785 -98.26183913427066 4148.785 4451.6031 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 144.9556875563207 3760.929 4099.0067 +CMFGEN 1.7 14.689999999798601 11.310108864153747 3999.4501 4148.785 114.90730851837148 4148.785 4472.344 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 83.60880785434583 3798.2628 4099.0067 +OBSERVED "" 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 186.91401358076095 5903.2008 6518.146 388.95141979180454 7691.2209 8687.1648 2008R "" "" "" +CMFGEN 1.04 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 249.9834717463549 5802.938 6598.3563 463.8993114944619 7500.7216 8897.7167 2008R "" "" "" +CMFGEN 1.02 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 195.96818108224676 5802.938 6598.3563 456.7808300647842 7500.7216 8897.7167 2008R "" "" "" +CMFGEN 1.4 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.217872716763154 5996.7794 6598.3563 342.9711216760889 7500.7216 8897.7167 2008R "" "" "" +CMFGEN 1.7 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 217.4140229603749 5802.938 6581.6458 596.2623881532409 7500.7216 8847.5853 2008R "" "" "" +OBSERVED "" 20.68000000002212 2.6799329123289444 3952.5544 4007.0204 296.2109117495812 3952.5544 4604.6668 415.5626894099367 4604.6668 5517.0326 33.79466436075098 5290.5431 5517.0326 36.89238416436683 5563.6121 5835.6953 249.90168138736448 5835.6953 6519.1071 407.4312840778879 7737.0735 8691.5827 2008R 110.388896749033 3682.1964 3952.5544 +CMFGEN 1.04 20.68000000002212 -0.03692374099938681 3999.8732 4014.1675 89.94758953241383 4014.1675 4469.8575 124.9911110269164 4500.1711 5068.9826 29.522980988495917 5150.0654 5525.9049 0.8191303939772334 5550.0572 5800.2062 158.55674126035188 5800.2062 6281.0343 38.815505363058165 7652.7869 8304.8993 2008R 181.02260504074667 3500.0683 4014.1675 +CMFGEN 1.02 20.68000000002212 77.65085154034142 3900.0601 4149.9626 285.045983822519 3900.0601 4502.3892 209.4458206350848 4502.3892 5545.8675 10.212941590161698 5150.0654 5545.8675 8.042716891040502 5550.0572 5840.1314 96.01693973746805 5840.1314 6349.7944 415.1726660611371 7517.9776 8497.3784 2008R -15.504659726092532 3799.7541 3900.0601 +CMFGEN 1.4 20.68000000002212 22.27044019156227 3999.8732 4149.9626 -91.71177782253017 4149.9626 4450.1413 775.7582012308251 4500.1711 5549.8108 214.70827091121043 5174.4642 5587.2715 80.08050408275415 5587.2715 5999.8324 8.304907478454094 5999.8324 6599.9434 412.5308496683717 7500.233 8887.2657 2008R 154.37876988896545 3761.0611 4099.9328 +CMFGEN 1.7 20.68000000002212 -0.04513952765928993 3999.8732 4019.0965 81.78957179577169 4019.0965 4450.1413 143.2941745362363 4500.1711 5084.7556 39.20054098464972 5150.0654 5517.772 29.69485850852302 5550.0572 5808.5855 145.92384154942627 5808.5855 6274.1336 66.97546637450249 7660.1805 8380.3136 2008R 19.877751709683423 3799.7541 4019.0965 +OBSERVED "" 26.700000000040745 1.6551473518048598 3978.1167 4006.2588 293.4528474604557 3978.1167 4615.3326 405.4119306873725 4615.3326 5517.8877 35.08188476967267 5292.7515 5517.8877 45.295105291725974 5558.0906 5829.4602 253.31810761626065 5829.4602 6478.737 414.42149255705425 7747.1384 8635.6224 2008R "" "" "" +CMFGEN 1.04 26.700000000040745 4.172615330107133 3923.8428 4042.4414 79.21551199051879 4042.4414 4522.866 123.94053334725554 4522.866 5109.8283 64.09084773739002 5150.0312 5574.1718 2.224631942742477 5574.1718 5801.3181 161.95178859883333 5801.3181 6301.8442 54.667206988298325 7501.9007 8410.4862 2008R "" "" "" +CMFGEN 1.02 26.700000000040745 -0.8345828194067441 3998.2182 4050.4819 105.41581387730335 4050.4819 4464.5718 127.3874413467675 4502.7645 5051.5341 68.99603580258895 5150.0312 5570.1515 21.80300300199954 5570.1515 5821.4196 170.05831867170713 5821.4196 6311.8949 67.08688336079254 7725.0268 8400.4355 2008R "" "" "" +CMFGEN 1.4 26.700000000040745 -0.7058187154774258 3998.2182 4048.4718 95.0848750927285 4048.4718 4462.5616 150.55817005679543 4500.7544 5051.5341 54.36903614403375 5150.0312 5542.0094 41.517725134688106 5550.05 5833.4805 151.81668620508538 5833.4805 6311.8949 54.82057586325854 7869.7572 8418.5268 2008R "" "" "" +CMFGEN 1.7 26.700000000040745 16.556689966845447 3901.7312 4054.5022 72.9100799464224 4054.5022 4516.8356 124.50999367096024 4516.8356 5123.8993 79.05813433700763 5150.0312 5590.2529 8.97549837110224 5590.2529 5819.4094 143.2211963800589 5819.4094 6311.8949 78.45467518071008 7684.8239 8446.6688 2008R "" "" "" +OBSERVED "" 54534.33999999985 "" "" "" "" "" "" 209.82445021390413 4513.087 5136.019 122.88252492719384 5150.2575 5629.0252 35.36714117829912 5629.0252 5847.9413 138.00766548893674 5847.9413 6287.5533 319.09220659499545 7793.5567 8607.0307 2008ar "" "" "" +CMFGEN 1.04 54534.33999999985 "" "" "" "" "" "" 112.16059906482288 4694.6272 5050.5883 29.70215259919887 5235.6881 5500.8792 150.82410780305028 5550.7137 5936.9316 270.65740640265165 5936.9316 6518.2767 489.5980780468175 7859.2529 8898.7993 2008ar "" "" "" +CMFGEN 1.02 54534.33999999985 "" "" "" "" "" "" 236.58731876936207 4687.5079 5230.3487 36.51834182417032 5230.3487 5500.8792 172.8492860870099 5550.7137 5872.8586 227.53496152136248 5872.8586 6514.4123 590.3108928808567 7851.5239 8898.7993 2008ar "" "" "" +CMFGEN 1.4 54534.33999999985 "" "" "" "" "" "" 242.3667159221049 4682.1685 5225.0093 35.71739193326911 5225.0093 5500.8792 173.17643773797255 5550.7137 5872.8586 209.56527288034636 5872.8586 6512.48 580.3537084903521 7855.3884 8898.7993 2008ar "" "" "" +CMFGEN 1.7 54534.33999999985 "" "" "" "" "" "" 120.70856333231318 4682.1685 5050.5883 45.766489846142406 5251.7064 5500.8792 177.38761457530467 5550.7137 5885.3172 307.8992433262002 5885.3172 6551.1249 648.908149863343 7861.1851 8871.7479 2008ar "" "" "" +OBSERVED "" 54568.25 3.9701319317295587 3963.9931 4002.5239 289.8703339825821 3963.9931 4619.0171 412.46576592288795 4619.0171 5531.9012 30.190257818112514 5297.7524 5531.9012 54.963583534043394 5570.432 5834.22 265.74564493449475 5834.22 6509.9913 494.983551472934 7740.0138 8807.0212 2008ar "" "" "" +CMFGEN 1.04 54568.25 3.290590022686717e-16 3999.56 4002.5239 463.4383868488359 3999.56 4693.1148 111.7300381606192 4693.1148 5051.7479 30.98831448651655 5235.5103 5502.2621 148.31601666558367 5552.6486 5937.9568 273.2614682819389 5937.9568 6518.8831 489.6223075525556 7858.5702 8898.9024 2008ar "" "" "" +CMFGEN 1.02 54568.25 -0.0034622920773761945 3996.5961 4002.5239 449.97286648634383 3996.5961 4687.187 236.2636848126057 4687.187 5229.5825 37.19522313206539 5229.5825 5502.2621 171.1186186632224 5552.6486 5872.7508 229.52741687043877 5872.7508 6512.9553 590.2858770254094 7852.6424 8898.9024 2008ar "" "" "" +CMFGEN 1.4 54568.25 0.1380116220018944 3999.56 4035.1269 387.83610505290585 4035.1269 4681.2592 242.59273792806053 4681.2592 5226.6185 37.684330456791635 5226.6185 5502.2621 171.46160114238864 5552.6486 5872.7508 212.39284096964917 5872.7508 6512.9553 580.4244845480637 7855.6063 8898.9024 2008ar "" "" "" +CMFGEN 1.7 54568.25 -0.008379227193339864 3993.6322 4002.5239 494.13059920284456 3993.6322 4684.2231 120.96484371094033 4684.2231 5051.7479 46.315329840413426 5250.3298 5502.2621 175.76109738100803 5552.6486 5884.6064 311.2594471279753 5884.6064 6551.4861 648.7793463486247 7861.5341 8872.2272 2008ar "" "" "" +OBSERVED "" 54538.24000000022 19.637840723538545 3946.2771 4086.0224 144.20862457100685 3946.2771 4600.1797 185.22155229305554 4600.1797 5219.8052 92.40322770543015 5219.8052 5610.0375 "" "" "" "" "" "" "" "" "" 2008ar 154.32652405674926 3574.5018 3946.2771 +CMFGEN 1.04 54538.24000000022 0.0 3999.0111 4001.6478 463.30945477950337 3999.0111 4695.1011 112.28119911123417 4695.1011 5051.0561 30.736197896991328 5235.6254 5501.9326 "" "" "" "" "" "" "" "" "" 2008ar 286.3498680070121 3500.674 3999.0111 +CMFGEN 1.02 54538.24000000022 -0.001959319792899917 3996.3744 4001.6478 450.1183039753325 3996.3744 4687.191 236.50748162936915 4687.191 5230.352 37.42165124575082 5230.352 5501.9326 "" "" "" "" "" "" "" "" "" 2008ar 227.44626104280522 3500.674 3996.3744 +CMFGEN 1.4 54538.24000000022 0.12311280980852173 3999.0111 4035.925 387.1281216728761 4035.925 4681.9175 242.33884344617974 4681.9175 5225.0786 36.55249310700289 5225.0786 5501.9326 "" "" "" "" "" "" "" "" "" 2008ar 164.6013108611516 3687.88 4035.925 +CMFGEN 1.7 54538.24000000022 -0.004321383167295639 3993.7377 4001.6478 494.4993127356489 3993.7377 4681.9175 120.53106480159154 4681.9175 5051.0561 46.73449747532386 5251.4457 5501.9326 "" "" "" "" "" "" "" "" "" 2008ar 305.34240959729925 3500.674 3993.7377 +OBSERVED "" 54538.27000000002 "" "" "" "" "" "" "" "" "" 92.61802942528226 5212.9189 5607.9609 23.768706490724295 5607.9609 5855.8304 109.36927635787794 5855.8304 6332.2047 230.57855483023695 7815.5488 8574.6492 2008ar "" "" "" +CMFGEN 1.04 54538.27000000002 "" "" "" "" "" "" "" "" "" 32.59431719919519 5236.1566 5503.391 147.35977480382442 5553.7395 5937.1626 273.19013557594167 5937.1626 6518.1068 490.1081068079244 7862.0244 8899.978 2008ar "" "" "" +CMFGEN 1.02 54538.27000000002 "" "" "" "" "" "" "" "" "" 37.38995941833315 5228.4107 5503.391 170.35911327962162 5553.7395 5871.3223 229.4725295583018 5871.3223 6514.2339 591.3407937579809 7850.4055 8899.978 2008ar "" "" "" +CMFGEN 1.4 54538.27000000002 "" "" "" "" "" "" "" "" "" 37.32847095606202 5224.5378 5503.391 170.10787280678798 5553.7395 5875.1952 212.2930186659823 5875.1952 6510.3609 581.5228996400319 7854.2784 8899.978 2008ar "" "" "" +CMFGEN 1.7 54538.27000000002 "" "" "" "" "" "" "" "" "" 48.32263947635424 5251.6485 5503.391 174.05328763063483 5553.7395 5886.8141 311.53251867928 5886.8141 6552.9635 648.5794944937287 7862.0244 8872.8672 2008ar "" "" "" +OBSERVED "" 54544.220000000205 38.95404118489103 3944.8074 4148.3926 216.68974175109335 3944.8074 4588.5569 237.82904343667002 4588.5569 5232.0621 37.616541942782035 5232.0621 5544.4052 56.386030146508794 5550.2708 5874.3452 125.42016112152842 5874.3452 6338.7051 343.1151409456131 7761.6018 8659.0385 2008ar 137.73298312308438 3589.4498 3944.8074 +CMFGEN 1.04 54544.220000000205 -1.471979823329823e-05 3998.5754 4000.0418 463.63718049916145 3998.5754 4694.6265 112.15481784385254 4694.6265 5050.2285 29.006629568708114 5235.7281 5500.1688 151.59211777968954 5550.0264 5936.9116 273.21439728911275 5936.9116 6518.5835 490.117781040213 7859.3618 8899.7725 2008ar 286.737799084671 3500.2438 3998.5754 +CMFGEN 1.02 54544.220000000205 -0.00032362869294434075 3997.109 4000.0418 449.4653817596069 3997.109 4688.0277 236.86866172629232 4688.0277 5230.8401 36.23036855784528 5230.8401 5500.1688 173.52141205743715 5550.0264 5872.6344 229.63086184535203 5872.6344 6513.9399 591.155927635503 7850.8078 8899.7725 2008ar 227.84063209206423 3500.2438 3997.109 +CMFGEN 1.4 54544.220000000205 0.14664380212555014 3999.7974 4034.7466 387.9372131560186 4034.7466 4681.9177 242.57270015967387 4681.9177 5225.9521 35.74721887794888 5225.9521 5500.1688 173.79478680497394 5550.0264 5872.8788 212.36134550681692 5872.8788 6512.2291 581.2718379888245 7855.207 8899.7725 2008ar 164.80465872977024 3686.4766 4034.7466 +CMFGEN 1.7 54544.220000000205 -0.002201523609003676 3992.9542 4000.0418 494.7425403114631 3992.9542 4682.8953 120.98386381789223 4682.8953 5050.2285 44.559391377549254 5250.8809 5500.1688 178.02989434843676 5550.0264 5885.3432 311.344121192918 5885.3432 6551.3331 648.928885735691 7861.5614 8871.1777 2008ar 305.81145137658996 3500.2438 3992.9542 +OBSERVED "" 54545.29000000004 2.3213114545351785 3942.6774 4006.7758 241.55812055862071 3942.6774 4599.1997 242.42547488832852 4599.1997 5234.3559 21.785347824303372 5234.3559 5531.5391 56.06543069687311 5560.6747 5877.2816 130.3073211175231 5877.2816 6349.2784 292.90718989860756 7899.2926 8660.703 2008ar "" "" "" +CMFGEN 1.04 54545.29000000004 0.0 3999.0063 4000.9487 463.4725108747283 3999.0063 4694.376 112.08404933348106 4694.376 5051.7728 29.692493165505255 5236.2983 5500.4611 150.358172186602 5550.9628 5937.4952 273.21312337106025 5937.4952 6518.2649 489.9035101820293 7862.3875 8899.615 2008ar "" "" "" +CMFGEN 1.02 54545.29000000004 -0.0007272389200070825 3997.0639 4000.9487 449.34851242536286 3997.0639 4688.5489 236.85035975862033 4688.5489 5230.4712 36.23914738634446 5230.4712 5500.4611 172.5215060131439 5550.9628 5873.3968 229.72763099456992 5873.3968 6514.3801 591.035605287191 7850.7332 8899.615 2008ar "" "" "" +CMFGEN 1.4 54545.29000000004 0.12380999412697978 3999.0063 4035.9114 386.9133614579523 4035.9114 4682.7218 242.37276569233654 4682.7218 5224.6441 35.186837641725155 5224.6441 5500.4611 172.88052946771927 5550.9628 5873.3968 212.40816808502808 5873.3968 6512.4378 581.167558030777 7854.618 8899.615 2008ar "" "" "" +CMFGEN 1.7 54545.29000000004 -0.003214758936501037 3993.1792 4000.9487 494.6613981204833 3993.1792 4682.7218 120.60571938624648 4682.7218 5051.7728 44.06545691655407 5249.8949 5500.4611 177.230267596737 5550.9628 5885.0511 311.30257992988805 5885.0511 6551.2852 648.5470278604109 7862.3875 8872.4217 2008ar "" "" "" +OBSERVED "" 54582.18000000017 "" "" "" "" "" "" 403.86129784835487 4644.645 5533.836 25.89137281546529 5297.6726 5533.836 80.05807849440964 5553.5163 5843.3531 250.77428210343345 5843.3531 6516.3492 397.9122420910301 7769.0296 8695.4304 2008ar "" "" "" +CMFGEN 1.04 54582.18000000017 "" "" "" "" "" "" 112.19121973590168 4694.7403 5050.7745 30.014796300525134 5235.0535 5501.6319 149.86195773452403 5551.7271 5936.3872 278.30928278269414 5936.3872 6518.2914 489.7632197494057 7862.2523 8899.3551 2008ar "" "" "" +CMFGEN 1.02 54582.18000000017 "" "" "" "" "" "" 236.94119972207042 4687.5838 5231.4753 37.8648024992698 5231.4753 5501.6319 171.75629047636414 5551.7271 5873.7681 234.13929190601246 5873.7681 6514.4071 590.8399668405468 7850.5994 8899.3551 2008ar "" "" "" +CMFGEN 1.4 54582.18000000017 "" "" "" "" "" "" 242.6651479562637 4682.2165 5226.1079 36.939005018937614 5226.1079 5501.6319 172.14491434993002 5551.7271 5873.7681 215.86607461683772 5873.7681 6512.465 580.9327310717795 7854.4837 8899.3551 2008ar "" "" "" +CMFGEN 1.7 54582.18000000017 "" "" "" "" "" "" 120.68501409146704 4682.2165 5050.7745 46.26638309579867 5251.1556 5501.6319 176.13359130073567 5551.7271 5886.2919 319.39776089161705 5886.2919 6551.3078 648.6140887857413 7862.2523 8872.1651 2008ar "" "" "" +OBSERVED "" 54556.25 -0.6566308582654814 3955.1014 4002.5239 311.80018581719315 3955.1014 4621.981 347.14265525516106 4621.981 5437.0561 8.708659720878046 5291.8245 5508.1899 84.670148103016 5561.5403 5869.7869 213.56984589177438 5869.7869 6524.8109 461.3634739657831 7689.6273 8765.5265 2008ar "" "" "" +CMFGEN 1.04 54556.25 3.290590022686717e-16 3999.56 4002.5239 463.4383868488359 3999.56 4693.1148 111.7300381606192 4693.1148 5051.7479 30.98831448651655 5235.5103 5502.2621 148.31601666558367 5552.6486 5937.9568 273.2614682819389 5937.9568 6518.8831 489.6223075525556 7858.5702 8898.9024 2008ar "" "" "" +CMFGEN 1.02 54556.25 -0.0034622920773761945 3996.5961 4002.5239 449.97286648634383 3996.5961 4687.187 236.2636848126057 4687.187 5229.5825 37.19522313206539 5229.5825 5502.2621 171.1186186632224 5552.6486 5872.7508 229.52741687043877 5872.7508 6512.9553 590.2858770254094 7852.6424 8898.9024 2008ar "" "" "" +CMFGEN 1.4 54556.25 0.1380116220018944 3999.56 4035.1269 387.83610505290585 4035.1269 4681.2592 242.59273792806053 4681.2592 5226.6185 37.684330456791635 5226.6185 5502.2621 171.46160114238864 5552.6486 5872.7508 212.39284096964917 5872.7508 6512.9553 580.4244845480637 7855.6063 8898.9024 2008ar "" "" "" +CMFGEN 1.7 54556.25 -0.008379227193339864 3993.6322 4002.5239 494.13059920284456 3993.6322 4684.2231 120.96484371094033 4684.2231 5051.7479 46.315329840413426 5250.3298 5502.2621 175.76109738100803 5552.6486 5884.6064 311.2594471279753 5884.6064 6551.4861 648.7793463486247 7861.5341 8872.2272 2008ar "" "" "" +OBSERVED "" 54525.37000000011 23.4254068265194 3926.4031 4063.226 127.87588508097984 3926.4031 4493.2408 147.76163901210515 4509.2331 5079.6246 67.73704348575104 5173.8014 5593.1546 14.580777302777031 5593.1546 5845.4774 125.99362722240835 5845.4774 6305.6998 160.57682401265018 7638.9019 8491.9507 2008ar "" "" "" +CMFGEN 1.04 54525.37000000011 1.9727552924567694e-16 3999.2569 4001.0338 463.41525278853067 3999.2569 4694.0328 111.99519682117977 4694.0328 5051.1939 29.78879469302468 5235.9936 5500.7548 151.29636433098833 5550.5085 5936.1003 270.02623599800444 5936.1003 6518.9127 489.2509773526549 7859.4179 8898.1645 2008ar "" "" "" +CMFGEN 1.02 54525.37000000011 -0.0006547362068721643 3997.48 4001.0338 449.0286792759473 3997.48 4688.7021 236.9367338177731 4688.7021 5230.6629 36.617536870583606 5230.6629 5500.7548 173.16102220498615 5550.5085 5872.1312 226.32836477341272 5872.1312 6515.044 589.6629986279916 7853.6149 8898.1645 2008ar "" "" "" +CMFGEN 1.4 54525.37000000011 0.1616426548596534 3999.2569 4034.7953 387.9859015840249 4034.7953 4681.5944 242.34108401071404 4681.5944 5225.3321 35.813004603715974 5225.3321 5500.7548 173.21949493964127 5550.5085 5873.9081 208.1582085307739 5873.9081 6511.1753 579.7510708949131 7855.5492 8898.1645 2008ar "" "" "" +CMFGEN 1.7 54525.37000000011 -0.0024527719481319886 3993.9261 4001.0338 494.17314421473725 3993.9261 4683.3713 120.9013243527568 4683.3713 5051.1939 44.65273685985206 5250.209 5500.7548 177.2606864579995 5550.5085 5886.3465 308.3952340199957 5886.3465 6551.7966 648.983063712476 7861.3523 8871.0835 2008ar "" "" "" +OBSERVED "" 14.299999999886495 41.219017083346586 3926.2896 4145.0126 230.56804237830082 3926.2896 4588.4511 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60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 105.46578039935994 5550.8325074331 5857.73042616451 40.90044833625961 5857.73042616451 6203.97423191278 322.35803760812087 7836.82854311197 8710.30723488599 2008fp "" "" "" +CMFGEN 1.02 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 72.8001394007867 5550.8325074331 5853.79583746283 186.0680853311511 5853.79583746283 6443.98414271555 474.49060741437125 7691.24876114963 8694.56888007925 2008fp "" "" "" +CMFGEN 1.4 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 64.24232972963442 5550.8325074331 5861.6650148662 193.60928616387412 5861.6650148662 6443.98414271555 465.8374669501559 7675.51040634289 8690.63429137757 2008fp "" "" "" +CMFGEN 1.7 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 125.83577415943792 5550.8325074331 5877.40336967294 93.37395337684548 5877.40336967294 6227.58176412288 290.3848243072545 7876.17443012882 8765.39147670958 2008fp "" "" "" +OBSERVED "" 1.829999999870779 8.45763155678522 3941.9095 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594.0278513176112 7501.4881 8847.293 2008fp "" "" "" +OBSERVED "" 42.80000000007567 "" "" "" "" "" "" 386.45953003934346 4656.5011 5538.5664 15.323074180948844 5298.6741 5538.5664 62.88878982526041 5560.7103 5844.8903 228.7525250193658 5844.8903 6554.0 407.05209795260777 7753.3043 8817.8107 2008fp "" "" "" +CMFGEN 1.04 42.80000000007567 "" "" "" "" "" "" 224.16731191075223 4536.555 5189.8 23.487110169007277 5189.8 5501.6599 25.277442769698105 5619.7606 5859.6529 118.96122013309498 5859.6529 6249.0164 199.2323452079707 7899.996 8556.1443 2008fp "" "" "" +CMFGEN 1.02 42.80000000007567 "" "" "" "" "" "" 208.33898982439626 4553.1629 5197.1813 76.15946471256153 5197.1813 5608.6887 22.792649382417913 5608.6887 5865.1888 165.08580595647237 5865.1888 6363.4265 255.28387364539498 7868.2789 8649.3134 2008fp "" "" "" +CMFGEN 1.4 42.80000000007567 "" "" "" "" "" "" 218.7290137863827 4543.9363 5202.7172 82.48886448442803 5202.7172 5595.7714 28.393315117729916 5595.7714 5878.1061 162.04765696859232 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23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 54.0697119193268 5559.7566 5839.5361 212.18534901409913 5839.5361 6488.4691 405.4147168218474 7642.5596 8691.7328 2008hv "" "" "" +CMFGEN 1.04 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 2.3143850253282623 5555.8707 5800.6778 169.30268649889683 5800.6778 6298.0636 38.83896065284527 7522.099 8361.4376 2008hv "" "" "" +CMFGEN 1.02 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 30.31078235509447 5551.9849 5804.5636 159.42534899093485 5804.5636 6294.1778 41.49063876474448 7766.9061 8361.4376 2008hv "" "" "" +CMFGEN 1.4 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 23.660208121176492 5551.9849 5800.6778 114.13802968871283 5800.6778 6309.7211 426.5743183268425 7549.2998 8485.784 2008hv "" "" "" +CMFGEN 1.7 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 15.511579897079892 5567.5282 5827.8786 152.90466648002888 5827.8786 6294.1778 58.84764547522195 7696.9612 8404.1817 2008hv "" "" "" +OBSERVED "" 71.75999999977648 1.613934019235738 3975.181 4008.2219 302.69204668020086 3975.181 4632.9951 279.1254918627516 4632.9951 5335.865 3.9940378319778396 5299.8204 5525.0992 103.94398139946735 5555.1364 5864.5193 195.4763944060437 5864.5193 6489.2925 474.3281537788901 7651.7311 8721.0545 2008hv "" "" "" +CMFGEN 1.04 71.75999999977648 -0.9347529327194346 3960.1624 4002.2145 255.73765315138075 3960.1624 4645.01 230.88318833354776 4645.01 5206.7051 3.8227103541954404 5206.7051 5534.1103 121.84437117327852 5552.1327 5858.5118 39.704791435488914 5858.5118 6200.9356 372.47940944422874 7846.9728 8715.0471 2008hv "" "" "" +CMFGEN 1.02 71.75999999977648 -1.7563546403477774 3954.155 4002.2145 277.8776745223429 3954.155 4632.9951 287.1374127588323 4632.9951 5311.8353 0.006877697080862031 5299.8204 5516.088 91.97916272992458 5552.1327 5849.5007 171.47958076978404 5849.5007 6468.2665 497.8852070740628 7702.7943 8703.0322 2008hv "" "" "" +CMFGEN 1.4 71.75999999977648 -2.0945536525212938 3948.1475 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4451.8262 132.9685958777393 4502.4105 5050.8504 40.21423370870677 5152.019 5527.4075 "" "" "" "" "" "" "" "" "" 2008hv 19.5529642179282 3799.5554 4033.8405 +CMFGEN 1.4 23.77999999979511 64.92428869853384 3900.724 4140.3337 196.76217739916635 3900.724 4507.7352 154.98858800541456 4507.7352 5050.8504 26.865056839146135 5152.019 5500.7842 "" "" "" "" "" "" "" "" "" 2008hv -15.68593700811674 3799.5554 3900.724 +CMFGEN 1.7 23.77999999979511 -0.44174913115483605 3999.2302 4036.5028 72.42836478471384 4036.5028 4451.8262 116.4761818023503 4502.4105 5109.4217 59.46790683133983 5152.019 5570.0047 "" "" "" "" "" "" "" "" "" 2008hv 141.5618236241523 3522.6731 4036.5028 +OBSERVED "" 56.700000000186265 "" "" "" "" "" "" 319.9565742835813 4646.8666 5520.522 8.417209043835298 5289.3673 5520.522 94.11945155541167 5551.4639 5837.222 213.66587185984946 5837.222 6492.3888 464.15335666976466 7719.0329 8810.2555 2008hv "" "" "" +CMFGEN 1.04 56.700000000186265 "" "" "" "" "" "" 238.38407538923713 4594.0832 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16.442534041225837 3930.0096 4079.1001 91.02027027531997 3930.0096 4489.0989 109.90834750131391 4507.7352 5093.4477 74.50374378917707 5175.9799 5617.9267 "" "" "" "" "" "" "" "" "" 2008hv 153.72117055030714 3501.3745 3930.0096 +CMFGEN 1.04 -6.189999999944121 -4.17894867744832 3999.2302 4148.3206 -66.61072485748836 4148.3206 4451.8262 803.4201466215669 4502.4105 5548.7061 155.75117957321237 5205.2656 5655.1993 "" "" "" "" "" "" "" "" "" 2008hv 127.76676278357333 3770.2698 4097.7364 +CMFGEN 1.02 -6.189999999944121 6.8910935876074575 3999.2302 4148.3206 -81.62408530328399 4148.3206 4451.8262 772.2701647370595 4502.4105 5548.7061 232.50841196736474 5152.019 5628.576 "" "" "" "" "" "" "" "" "" 2008hv 144.87483234401543 3756.9582 4097.7364 +CMFGEN 1.4 -6.189999999944121 17.033314632974772 3999.2302 4148.3206 -99.41194921363949 4148.3206 4451.8262 685.6882487588514 4502.4105 5548.7061 190.37353015562928 5154.6813 5588.641 "" "" "" "" "" "" "" "" "" 2008hv 142.565391029 3762.2828 4097.7364 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75.6744437222465 5299.2794 5697.4391 29.501537514552137 5697.4391 5998.0496 114.54582011837613 5998.0496 6436.0252 201.0726928001908 7978.8938 8741.3696 2008ia "" "" "" +CMFGEN 1.04 5.800000000206637 -3.6018163426143968 3999.2882 4148.5981 -63.601912976708505 4148.5981 4451.1994 815.4020053481331 4500.9693 5548.1292 162.08631284791983 5203.7211 5653.6415 -2.7751745400646777 5653.6415 5800.9606 250.71737669187945 5800.9606 6599.2707 465.22421890068716 7501.1023 8898.6426 2008ia "" "" "" +CMFGEN 1.02 5.800000000206637 7.540524958116454 3999.2882 4148.5981 -78.60556113047531 4148.5981 4451.1994 784.9899222585389 4500.9693 5548.1292 233.75779855616807 5153.9512 5631.7427 -1.607289810980597 5631.7427 5800.9606 200.15438241642778 5800.9606 6599.2707 460.05687952816197 7501.1023 8898.6426 2008ia "" "" "" +CMFGEN 1.4 5.800000000206637 17.724630435456746 3999.2882 4148.5981 -96.09583622995439 4148.5981 4451.1994 701.2111494267606 4500.9693 5548.1292 193.1440819489843 5155.942 5587.9452 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215.82623987753428 7881.6206 8621.1254 2008ia "" "" "" +OBSERVED "" 10.830000000001746 1.445829187520945 3997.6914 4049.3953 191.7867309979864 3997.6914 4697.2157 203.03823045544806 4697.2157 5323.7461 -2.3072720124240167 5299.4148 5503.1893 73.78085890031696 5557.9347 5995.8977 111.36126903628546 5995.8977 6567.6828 171.79543762384088 7988.0212 8833.5332 2008ia "" "" "" +CMFGEN 1.04 10.830000000001746 -3.588025838751884 3997.6914 4149.7619 -62.72091624797828 4149.7619 4450.8615 814.4097426796502 4502.5654 5548.8105 160.14341711533538 5205.1311 5655.2598 -2.5508512652104343 5655.2598 5801.2475 250.23448631266498 5801.2475 6598.0969 464.5955468716081 7501.3956 8897.4028 2008ia "" "" "" +CMFGEN 1.02 10.830000000001746 8.044019306156232 3997.6914 4149.7619 -77.54516369484774 4149.7619 4450.8615 784.952310927765 4502.5654 5548.8105 234.45561402560912 5153.4272 5630.9285 -1.7503052735541913 5630.9285 5801.2475 199.8100361145723 5801.2475 6598.0969 459.7693817911588 7501.3956 8897.4028 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-3.588025838751884 3997.6914 4149.7619 -62.72091624797828 4149.7619 4450.8615 814.4097426796502 4502.5654 5548.8105 160.14341711533538 5205.1311 5655.2598 -2.5508512652104343 5655.2598 5801.2475 250.23448631266498 5801.2475 6598.0969 464.5955468716081 7501.3956 8897.4028 2008ia "" "" "" +CMFGEN 1.02 15.78000000018801 8.044019306156232 3997.6914 4149.7619 -77.54516369484774 4149.7619 4450.8615 784.952310927765 4502.5654 5548.8105 234.45561402560912 5153.4272 5630.9285 -1.7503052735541913 5630.9285 5801.2475 199.8100361145723 5801.2475 6598.0969 459.7693817911588 7501.3956 8897.4028 2008ia "" "" "" +CMFGEN 1.4 15.78000000018801 18.823656881673543 3997.6914 4149.7619 -94.72892704162189 4149.7619 4450.8615 701.3891829536637 4502.5654 5548.8105 197.3174904435338 5150.3857 5588.3488 49.339994119260865 5588.3488 5998.9391 58.79759590361081 5998.9391 6598.0969 348.40282713852355 7501.3956 8897.4028 2008ia "" "" "" +CMFGEN 1.7 15.78000000018801 12.306981658042924 3997.6914 4149.7619 116.56038719750357 4149.7619 4472.1513 643.5387640615239 4502.5654 5548.8105 40.29897592504125 5299.4148 5673.5083 -3.709511025047871 5673.5083 5801.2475 219.29324595416813 5801.2475 6582.8898 594.1287467851679 7501.3956 8845.6989 2008ia "" "" "" +OBSERVED "" 58.74000000015076 22.187696825136385 3967.48858258094 4032.01407190239 365.39492202616066 3967.48858258094 4645.98387938526 354.6692331190585 4645.98387938526 5529.78755130328 20.348696288304314 5291.23877259974 5529.78755130328 91.2386198398473 5551.29604774376 5858.2809514852 215.36444983458918 5858.2809514852 6528.95497685661 481.9628679230598 7733.43077752364 8769.74924238326 2008ia "" "" "" +CMFGEN 1.04 58.74000000015076 -1.1150794385785845 3955.75667543159 4000.72898617078 197.22485064628327 3955.75667543159 4606.87752222075 236.71337087459233 4606.87752222075 5214.98137612894 2.6352997604191284 5214.98137612894 5521.96627987038 101.1386916127858 5551.29604774376 5858.2809514852 46.49015769123207 5858.2809514852 6212.19348382405 308.71610708961407 7839.01794186783 8709.13438877827 2008ia "" "" "" +CMFGEN 1.02 58.74000000015076 -2.7453243171229853 3940.11413256578 4000.72898617078 271.0400317936883 3940.11413256578 4626.430700803 288.57856548356983 4626.430700803 5302.9706797491 -5.780859914868667 5299.06004403265 5500.45778342989 71.92890692561696 5551.29604774376 5858.2809514852 187.65662967070736 5858.2809514852 6433.14440180355 468.130970604576 7686.50314892622 8695.44716377069 2008ia "" "" "" +CMFGEN 1.4 58.74000000015076 -3.2993358641752586 3930.33754327466 4000.72898617078 295.1160116141838 3930.33754327466 4626.430700803 311.10706047909036 4626.430700803 5302.9706797491 -0.801783584759864 5299.06004403265 5500.45778342989 59.35113230514366 5551.29604774376 5868.05754077633 190.83150855204954 5868.05754077633 6435.09971966178 457.4401329370163 7664.99465248574 8691.53652805424 2008ia "" "" "" +CMFGEN 1.7 58.74000000015076 -2.3373000591077893 3942.06945042401 4000.72898617078 210.91186569787675 3942.06945042401 4610.7881579372 269.0093914043239 4610.7881579372 5236.48987256942 -1.7073073687239244 5236.48987256942 5500.45778342989 118.00303143646562 5551.29604774376 5875.87881220923 104.18254690278509 5875.87881220923 6235.65729812276 285.2899993068397 7882.0349347488 8761.92797095036 2008ia "" "" "" +OBSERVED "" 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" 77.61371361523632 5621.6547 5975.7677 250.91722418019071 5975.7677 6554.1521 401.3053432371645 7970.604 8796.8675 2008ia "" "" "" +CMFGEN 1.04 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" 3.377481091809615 5578.3742 5802.6458 159.66732126422355 5802.6458 6302.3385 80.42535184132484 7758.1362 8434.8854 2008ia "" "" "" +CMFGEN 1.02 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" 20.948116122079572 5582.3088 5830.1879 169.10646225786022 5830.1879 6322.0114 77.33314954551619 7730.5941 8427.0162 2008ia "" "" "" +CMFGEN 1.4 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" 38.64224926300144 5562.6359 5841.9916 156.34162299481486 5841.9916 6318.0768 81.67242467404569 7762.0708 8430.9508 2008ia "" "" "" +CMFGEN 1.7 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" 7.389445443621849 5598.0472 5802.6458 139.78694562232624 5802.6458 6318.0768 88.52371263388804 7710.9211 8466.3621 2008ia "" "" "" +OBSERVED "" 60.729999999908614 "" "" "" "" "" "" 296.90118197679226 4699.4805 5512.0178 6.448850642283824 5270.6518 5512.0178 97.75239944706009 5675.9993 5970.7974 165.47606974987067 5970.7974 6597.702 390.73046220849847 7529.6346 8892.7599 2008ia "" "" "" +CMFGEN 1.04 60.729999999908614 "" "" "" "" "" "" 236.71286859412226 4618.411 5224.5896 7.434430724980681 5224.5896 5530.4427 106.04573527216036 5550.7101 5856.5631 41.21971865321477 5856.5631 6206.6359 322.1512859702194 7839.6165 8709.9501 2008ia "" "" "" +CMFGEN 1.02 60.729999999908614 "" "" "" "" "" "" 285.1949279206518 4627.6234 5309.3441 -5.852046696138367 5298.2892 5500.9629 72.93480936711111 5550.7101 5852.8782 185.38532750682137 5852.8782 6420.3645 474.3455651821514 7692.5738 8696.0407 2008ia "" "" "" +CMFGEN 1.4 60.729999999908614 "" "" "" "" "" "" 305.56172832889376 4627.6234 5307.5016 -0.8698918732552334 5298.2892 5500.9629 64.24514472798425 5550.7101 5862.0906 193.4403561017267 5862.0906 6420.3645 465.96059383459124 7676.6773 8690.0795 2008ia "" "" "" +CMFGEN 1.7 60.729999999908614 "" "" "" "" "" "" 269.4443467326372 4616.5685 5239.3295 -1.3101893647010767 5239.3295 5500.9629 125.68933784542003 5550.7101 5878.673 93.33742056226782 5878.673 6226.9033 290.4177176494986 7877.3707 8765.5879 2008ia "" "" "" +OBSERVED "" -2.1499999999796273 0.5251269804268591 3990.1088 4027.8491 118.54250737729171 4027.8491 4620.9116 137.41295806513327 4620.9116 5200.4953 87.90076633019777 5200.4953 5639.9006 8.90788293348044 5639.9006 5812.4279 "" "" "" "" "" "" 2008ia 196.7740983748787 3523.746 4027.8491 +CMFGEN 1.04 -2.1499999999796273 -3.579485332218237 3998.196 4149.1573 -63.25290781282634 4149.1573 4451.08 814.2495745599253 4502.2991 5548.2455 160.5054615094916 5205.8868 5653.3793 -2.8357504028001865 5653.3793 5801.645 "" "" "" "" "" "" 2008ia 127.37261900031524 3774.4497 4097.9383 +CMFGEN 1.02 -2.1499999999796273 7.882380026374454 3998.196 4149.1573 -78.18153122828662 4149.1573 4451.08 784.0398700326455 4502.2991 5548.2455 233.17220025573522 5154.6678 5631.8134 -1.5724908162573081 5631.8134 5801.645 "" "" "" "" "" "" 2008ia 146.4600430789311 3758.2753 4097.9383 +CMFGEN 1.4 -2.1499999999796273 18.454611099702756 3998.196 4149.1573 -95.51166384226218 4149.1573 4451.08 700.259495336802 4502.2991 5548.2455 193.77854453291343 5154.6678 5588.6816 49.22387011040874 5588.6816 5998.4338 "" "" "" "" "" "" 2008ia 145.5561025428588 3760.971 4097.9383 +CMFGEN 1.7 -2.1499999999796273 12.114226595628324 3998.196 4149.1573 116.89360576948387 4149.1573 4472.6459 642.4492384248863 4502.2991 5548.2455 39.34301866117856 5297.5419 5672.2495 -3.9331432554133605 5672.2495 5801.645 "" "" "" "" "" "" 2008ia 83.75714702389963 3798.7114 4097.9383 +OBSERVED "" 2.9199999998527346 1.7881276143092812 3978.857 4028.6983 124.90341248411917 4028.6983 4628.7873 157.10918312181514 4628.7873 5320.5843 92.10505230149451 5222.8954 5697.3844 0.6851470273951421 5697.3844 5815.0099 135.74702028214065 5815.0099 6468.9275 172.13464098239092 7980.1152 8683.8741 2008ia "" "" "" +CMFGEN 1.04 2.9199999998527346 -3.5574527903496227 3998.7935 4148.3173 -63.966497235053104 4148.3173 4451.3523 816.4301235258242 4501.1936 5549.8542 161.27565737943718 5204.9525 5653.5241 -2.799446740352959 5653.5241 5801.0543 250.4921499466955 5801.0543 6598.5148 464.7828993367533 7501.6389 8899.1885 2008ia "" "" "" +CMFGEN 1.02 2.9199999998527346 7.685888415557876 3998.7935 4148.3173 -78.98291846128544 4148.3173 4451.3523 788.3350023957898 4501.1936 5549.8542 234.42699104965467 5153.1176 5631.5939 -1.6306091129484321 5631.5939 5801.0543 200.0115367720018 5801.0543 6598.5148 459.07542806636906 7501.6389 8899.1885 2008ia "" "" "" +CMFGEN 1.4 2.9199999998527346 17.959118300343423 3998.7935 4148.3173 -96.54952396095226 4148.3173 4451.3523 704.8968060057591 4501.1936 5549.8542 193.92504988746427 5155.1113 5587.7336 49.18035237991751 5587.7336 5998.4258 58.89991397481247 5998.4258 6598.5148 347.63440979993607 7501.6389 8899.1885 2008ia "" "" "" +CMFGEN 1.7 2.9199999998527346 11.902401342878655 3998.7935 4148.3173 117.11154438223781 4148.3173 4473.2825 647.5419177751935 4501.1936 5549.8542 39.677570494532084 5298.6542 5673.4606 -3.704521050740241 5673.4606 5801.0543 219.49246362244077 5801.0543 6582.5656 593.5745718498719 7501.6389 8847.3535 2008ia "" "" "" +OBSERVED "" 7.229999999872234 22.425883929736415 3952.5509 4078.9886 150.1096017343747 3952.5509 4549.7255 187.56975097718708 4549.7255 5224.7079 76.72476480698822 5224.7079 5582.6236 23.287424674927415 5582.6236 5874.4027 101.5623175366988 5874.4027 6343.1945 221.8347929886672 7813.7613 8595.7293 2009D "" "" "" +CMFGEN 1.04 7.229999999872234 -4.16254777656961 3999.2356 4149.0155 -63.63995300942713 4149.0155 4450.5206 806.4332289416799 4501.0957 5549.5553 156.68244351098704 5205.256 5654.5958 -2.4745871594192126 5654.5958 5800.4854 252.46305175370486 5800.4854 6599.9602 464.37837961240433 7500.585 8899.1796 2009D "" "" "" +CMFGEN 1.02 7.229999999872234 6.97424105263944 3999.2356 4149.0155 -78.73476048215215 4149.0155 4450.5206 776.5767861492939 4501.0957 5549.5553 232.1382282431969 5152.7357 5629.3083 -1.854229023427041 5629.3083 5800.4854 197.81233348558754 5800.4854 6599.9602 456.31970036843484 7500.585 8899.1796 2009D "" "" "" +CMFGEN 1.4 7.229999999872234 17.227472731717068 3999.2356 4149.0155 -96.36495683616178 4149.0155 4450.5206 690.4671464562787 4501.0957 5549.5553 190.733290181575 5154.6809 5588.4592 49.95791524358034 5588.4592 5998.8952 55.1522950951076 5998.8952 6599.9602 342.1447152755661 7500.585 8899.1796 2009D "" "" "" +CMFGEN 1.7 7.229999999872234 11.33469999548797 3999.2356 4149.0155 114.51613501610558 4149.0155 4471.9178 638.7749396099564 4501.0957 5549.5553 38.30671089992849 5298.6253 5672.1026 -3.7677556413939617 5672.1026 5800.4854 220.30101464721196 5800.4854 6582.4534 596.7683612847895 7500.585 8846.6594 2009D "" "" "" +OBSERVED "" -0.7399999998669955 10.138202756756812 3955.8808 4076.8594 96.066086366626 3955.8808 4510.8044 143.8973206212515 4510.8044 5110.4376 90.80911679384597 5220.8963 5691.6609 "" "" "" "" "" "" "" "" "" 2009D 124.39800274893601 3595.5749 3955.8808 +CMFGEN 1.04 -0.7399999998669955 -4.034962708785564 3997.9603 4147.8686 -63.44256926486819 4147.8686 4450.3151 807.2524199320129 4500.2845 5549.6426 156.61848783260567 5205.1165 5654.8414 "" "" "" "" "" "" "" "" "" 2009D 125.28170972362166 3774.4128 4097.8991 +CMFGEN 1.02 -0.7399999998669955 7.313564783966893 3997.9603 4147.8686 -78.71373962305043 4147.8686 4450.3151 777.4829920262148 4500.2845 5549.6426 232.57472453071674 5152.5171 5628.5417 "" "" "" "" "" "" "" "" "" 2009D 145.77568800668558 3756.003 4097.8991 +CMFGEN 1.4 -0.7399999998669955 17.733871004713592 3997.9603 4147.8686 -96.7737900551701 4147.8686 4450.3151 691.5112306927813 4500.2845 5549.6426 190.36882191668306 5155.1471 5589.0921 "" "" "" "" "" "" "" "" "" 2009D 143.53577084828564 3761.263 4097.8991 +CMFGEN 1.7 -0.7399999998669955 11.622263344385196 3997.9603 4147.8686 115.36955271658546 4147.8686 4471.3549 640.3771034695678 4500.2845 5549.6426 38.955019835860725 5299.7954 5673.2512 "" "" "" "" "" "" "" "" "" 2009D 82.5999875404323 3798.0825 4097.8991 +OBSERVED "" 78.12000000000262 3.035419490742038 3959.5032 4001.0441 346.9799033954731 3959.5032 4647.8955 335.80931798597425 4647.8955 5413.4353 8.329468936667652 5294.7469 5535.0908 113.86233456967068 5558.8285 5870.3853 235.3352894071127 5870.3853 6490.5318 653.4218222799547 7718.956 8707.0364 2009D "" "" "" +CMFGEN 1.04 78.12000000000262 -0.554647609906404 3965.4376 4001.0441 279.42775544943106 3965.4376 4650.8627 228.2164367026555 4650.8627 5202.7635 8.875055322729052 5202.7635 5535.0908 129.13089721336627 5552.894 5861.4837 42.95746319392255 5861.4837 6202.7126 393.08079328701047 7852.4804 8715.938 2009D "" "" "" +CMFGEN 1.02 78.12000000000262 -1.3572839325243404 3956.536 4001.0441 285.36551835977286 3956.536 4636.0267 289.58319979994394 4636.0267 5315.5174 2.8273209608735526 5297.7141 5523.2219 102.41158403721064 5552.894 5852.5821 161.27141663682755 5852.5821 6478.663 505.5052797828429 7704.12 8704.0691 2009D "" "" "" +CMFGEN 1.4 78.12000000000262 -1.7271150956915444 3950.6016 4001.0441 299.0485711520649 3950.6016 4636.0267 296.7988605681175 4636.0267 5315.5174 4.919887616089154 5297.7141 5517.2875 82.97185289963195 5552.894 5846.6476 188.0715396084028 5846.6476 6472.7286 504.74104535146995 7701.1528 8698.1347 2009D "" "" "" +CMFGEN 1.7 78.12000000000262 -0.9604077626550995 3959.5032 4001.0441 283.71210843720104 3959.5032 4636.0267 271.7208368137577 4636.0267 5247.2716 -1.3778623664854104 5247.2716 5502.4515 153.90567544524995 5552.894 5882.2541 58.35677949569553 5882.2541 6202.7126 377.2718239414525 7861.382 8790.1182 2009D "" "" "" +OBSERVED "" -4.759999999885622 12.152016463559995 3953.6629 4068.395 96.67330382521308 3953.6629 4502.0435 119.41690157642934 4502.0435 5095.1502 71.1718543747167 5192.3808 5668.8107 10.191045179380849 5668.8107 5882.718 77.28986220290679 5882.718 6296.9204 148.99682803566253 7757.3241 8449.606 2009D "" "" "" +CMFGEN 1.04 -4.759999999885622 -4.069790125512415 3998.3889 4148.1241 -65.74015041610035 4148.1241 4451.4836 806.4432857545197 4500.0989 5548.2448 158.16449134287976 5204.0484 5653.2538 -2.703326048754431 5653.2538 5801.0443 251.7614184969981 5801.0443 6598.3353 464.1602439617668 7500.6353 8898.8114 2009D "" "" "" +CMFGEN 1.02 -4.759999999885622 7.205654772102687 3998.3889 4148.1241 -80.91643226754242 4148.1241 4451.4836 774.7420394730299 4500.0989 5548.2448 231.3777070884585 5153.4885 5629.9185 -1.7087469912154423 5629.9185 5801.0443 197.22842927940195 5801.0443 6598.3353 456.29281897290616 7500.6353 8898.8114 2009D "" "" "" +CMFGEN 1.4 -4.759999999885622 17.562209080363406 3998.3889 4148.1241 -98.69168053417764 4148.1241 4451.4836 688.5585777830338 4500.0989 5548.2448 190.95737680090463 5155.4331 5587.137 49.973916227442906 5587.137 5999.3948 55.150118541454134 5999.3948 6598.3353 342.139550510442 7500.6353 8898.8114 2009D "" "" "" +CMFGEN 1.7 -4.759999999885622 11.52964247277522 3998.3889 4148.1241 114.89937044823296 4148.1241 4472.8743 637.4478002123209 4500.0989 5548.2448 41.71875919397999 5299.3344 5662.9769 -5.247458459106563 5662.9769 5801.0443 219.69717535530066 5801.0443 6582.7784 596.6861252733102 7500.6353 8846.3069 2009D "" "" "" +OBSERVED "" 29.229999999872234 1.1301507474898211 3962.4826 4001.4586 302.4428144328394 3962.4826 4638.7167 373.21297215630864 4638.7167 5484.4966 19.698651135384367 5289.6165 5525.4214 69.80568651069514 5550.7559 5858.6665 221.8138964250831 5858.6665 6517.3615 437.5594469139944 7686.6424 8614.272 2009D "" "" "" +CMFGEN 1.04 29.229999999872234 1.015566985355536 3937.1482 4015.1002 60.33810280076644 3937.1482 4539.3278 125.66241839753215 4539.3278 5123.9683 76.06550541504464 5151.2515 5591.6807 6.013465780757991 5591.6807 5800.2025 157.8573005969891 5800.2025 6293.2493 91.1649545100131 7791.8777 8450.5726 2009D "" "" "" +CMFGEN 1.02 29.229999999872234 20.20311364711439 3900.1209 4067.7179 94.80907368341678 4067.7179 4476.9662 131.2313577789578 4500.3518 5061.6067 88.4045631082781 5151.2515 5589.7319 19.861674708381234 5589.7319 5837.2297 166.56009110695658 5837.2297 6322.4813 91.90125308357811 7721.7208 8450.5726 2009D "" "" "" +CMFGEN 1.4 29.229999999872234 -1.2073983901640784 3999.5098 4061.8715 105.11854812699846 4061.8715 4471.1198 150.33398885265981 4500.3518 5055.7603 78.68466128557726 5151.2515 5576.0903 36.96144417912065 5576.0903 5850.8713 159.50147175299955 5850.8713 6320.5325 111.17837237061694 7747.0553 8444.7262 2009D "" "" "" +CMFGEN 1.7 29.229999999872234 15.954901681169751 3900.1209 4069.6667 70.6527038184277 4069.6667 4533.4814 129.7457314155297 4533.4814 5131.7635 90.15900759824271 5151.2515 5597.5271 7.6097158437534365 5597.5271 5800.2025 138.43717778964432 5800.2025 6314.6861 101.55117825534171 7739.2601 8479.8047 2009D "" "" "" +OBSERVED "" -0.7700000001277658 "" "" "" "" "" "" "" "" "" 75.58801431384181 5200.4462 5584.3058 9.45381503666224 5584.3058 5883.7162 82.2486014628141 5883.7162 6302.1232 177.90210175330634 7822.207 8543.863 2009D "" "" "" +CMFGEN 1.04 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 157.95696238379293 5204.2848 5653.4005 -2.69947005095735 5653.4005 5803.1057 249.7988876196198 5803.1057 6597.695 460.0924366414812 7503.6036 8897.0138 2009D "" "" "" +CMFGEN 1.02 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 230.5345639687406 5154.3831 5630.3689 -1.5320335921706634 5630.3689 5803.1057 195.49263408254382 5803.1057 6597.695 451.486456614553 7503.6036 8897.0138 2009D "" "" "" +CMFGEN 1.4 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 193.82895383037228 5150.5445 5588.1444 49.95425197066894 5588.1444 5998.8741 55.30757628486795 5998.8741 6597.695 337.41119601679253 7503.6036 8897.0138 2009D "" "" "" +CMFGEN 1.7 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 36.550353910733726 5296.4111 5672.5935 -3.885411647152568 5672.5935 5803.1057 217.3591840818488 5803.1057 6582.3406 590.188334332729 7503.6036 8847.1121 2009D "" "" "" +OBSERVED "" 0.16999999981635483 14.931636666111086 3940.45780093989 4082.19735511535 97.10054432391017 3940.45780093989 4510.06535510292 139.45367160413844 4510.06535510292 5112.78962753125 89.93632916430929 5151.20502071899 5695.6438690004 0.13608353847541993 5695.6438690004 5802.94203617994 98.25018849817343 5802.94203617994 6301.01747888994 "" "" "" 2009D "" "" "" +CMFGEN 1.04 0.16999999981635483 -4.193175718384781 3998.74322508681 4149.75546037654 -63.37195508532463 4149.75546037654 4450.4552622254 807.0077354504853 4500.79267398864 5549.93030863311 157.47246383916746 5204.19176994346 5654.57913835143 -2.482490977826423 5654.57913835143 5800.29269871872 252.41343668273063 5800.29269871872 6599.06794327758 "" "" "" 2009D "" "" "" +CMFGEN 1.02 0.16999999981635483 7.133480365272333 3998.74322508681 4149.75546037654 -78.31371800061254 4149.75546037654 4450.4552622254 777.640885050218 4500.79267398864 5549.93030863311 231.30600319309409 5153.85435818021 5629.41043246981 -1.8400545591356288 5629.41043246981 5800.29269871872 197.90688579004552 5800.29269871872 6599.06794327758 "" "" "" 2009D "" "" "" +CMFGEN 1.4 0.16999999981635483 17.64234215969547 3998.74322508681 4149.75546037654 -95.74325258586049 4149.75546037654 4450.4552622254 691.6016255082217 4500.79267398864 5549.93030863311 190.59476362708438 5155.17902691082 5588.34570182085 49.97988564742948 5588.34570182085 5998.99300831047 55.19200876059057 5998.99300831047 6599.06794327758 "" "" "" 2009D "" "" "" +CMFGEN 1.7 0.16999999981635483 11.534318075255912 3998.74322508681 4149.75546037654 113.53728243908749 4149.75546037654 4472.9746306458 640.1401583880184 4500.79267398864 5549.93030863311 41.65587101373542 5299.5679185475 5663.85181946572 -5.032270465608714 5663.85181946572 5800.29269871872 220.53580366112334 5800.29269871872 6583.17191851023 "" "" "" 2009D "" "" "" +OBSERVED "" 2.169999999816355 16.314152172588006 3954.20251095608 4089.43397910585 95.76257155475301 4089.43397910585 4503.08317579927 155.84491986630277 4503.08317579927 5120.9053734247 94.53330503134998 5222.9918738907 5698.9536098296 0.7734322533694784 5698.9536098296 5802.36590900296 103.56796439144793 5802.36590900296 6304.84361908887 "" "" "" 2009D "" "" "" +CMFGEN 1.04 2.169999999816355 -4.170089519464839 3999.279667006 4149.09492093663 -62.68894954158954 4149.09492093663 4450.05122750524 806.7682207762018 4500.43157838457 5549.13835589897 157.70276642441496 5204.43069198779 5653.87645377968 -2.5632732823342343 5653.87645377968 5801.04011029561 251.96130989710562 5801.04011029561 6599.17093212073 "" "" "" 2009D "" "" "" +CMFGEN 1.02 2.169999999816355 6.963519023564928 3999.279667006 4149.09492093663 -77.63564621903618 4149.09492093663 4450.05122750524 776.3065172319194 4500.43157838457 5549.13835589897 234.31149098805673 5150.07294498641 5628.68627834001 -1.9622167721451107 5628.68627834001 5801.04011029561 197.29839078319054 5801.04011029561 6599.17093212073 "" "" "" 2009D "" "" "" +CMFGEN 1.4 2.169999999816355 17.219645090650246 3999.279667006 4149.09492093663 -95.43368833950235 4149.09492093663 4450.05122750524 690.3309022246115 4500.43157838457 5549.13835589897 195.00050210050335 5150.07294498641 5587.58651841214 50.151887143550525 5587.58651841214 5999.90991639821 54.98858449721359 5999.90991639821 6599.17093212073 "" "" "" 2009D "" "" "" +CMFGEN 1.7 2.169999999816355 11.326452225741496 3999.279667006 4149.09492093663 114.28315806334425 4149.09492093663 4472.5898055302 639.000743869483 4500.43157838457 5549.13835589897 42.115997230275454 5299.88819891704 5663.15704473113 -5.214671659691714 5663.15704473113 5801.04011029561 219.70229847166763 5801.04011029561 6583.26134763252 "" "" "" 2009D "" "" "" +OBSERVED "" 45.270000000127766 4.729763201724875 3997.6041 4018.6217 341.7762035400687 3997.6041 4604.1112 296.9523057213552 4604.1112 5480.8444 25.748939852646295 5288.6837 5522.8795 117.79673626717212 5552.9046 5877.1758 188.59030682532668 5877.1758 6441.6478 507.53284157568373 7663.6697 8576.4329 2009F "" "" "" +CMFGEN 1.04 45.270000000127766 -1.9308854104198687 3925.5438 4000.6066 124.88657501907826 3925.5438 4544.061 237.47340973871798 4544.061 5195.6059 19.71164464474658 5195.6059 5501.8619 54.732191647191364 5552.9046 5862.1632 110.0799980570821 5862.1632 6237.4771 206.84783664277631 7894.863 8540.4028 2009F "" "" "" +CMFGEN 1.02 45.270000000127766 35.64655967055362 3913.5338 4147.7296 148.75008701896854 3913.5338 4571.0836 232.12555522960895 4571.0836 5207.6159 62.08386249778094 5207.6159 5612.9548 24.837479782829703 5612.9548 5862.1632 170.5655425297574 5862.1632 6360.58 275.21536399407483 7882.8529 8663.5057 2009F "" "" "" +CMFGEN 1.4 45.270000000127766 43.05428164470726 3913.5338 4135.7196 162.20836284817224 3913.5338 4559.0736 237.5640609160015 4559.0736 5213.6209 75.02553626907637 5213.6209 5606.9498 30.04741511828206 5606.9498 5877.1758 166.24723254442972 5877.1758 6366.585 279.0897991138627 7849.8253 8657.5007 2009F "" "" "" +CMFGEN 1.7 45.270000000127766 26.72692654599381 3913.5338 4147.7296 131.5844291677061 3913.5338 4559.0736 231.4343761921856 4559.0736 5201.6109 18.78553246789685 5201.6109 5501.8619 42.99280434768952 5552.9046 5865.1657 141.14254019725166 5865.1657 6273.5072 231.5035255591209 7924.8881 8675.5158 2009F "" "" "" +OBSERVED "" -5.700000000077125 21.07288468540194 3920.0437 4053.8581 202.80920985927457 3920.0437 4502.5301 91.44178723972539 4502.5301 5069.2737 33.28940797798492 5187.3453 5553.3672 42.97937405603976 5553.3672 5950.8748 84.54170033085686 5950.8748 6273.6038 257.7375851240254 7763.2736 8652.7461 2009F "" "" "" +CMFGEN 1.04 -5.700000000077125 -3.938058674180924 3998.7581 4148.3154 -65.03775721099632 4148.3154 4451.3658 809.7585451589431 4500.5623 5549.4315 158.41958223110092 5205.056 5653.728 -2.6378665289496888 5653.728 5801.3175 251.12030271009124 5801.3175 6598.3007 463.3818597723689 7501.5482 8898.7286 2009F "" "" "" +CMFGEN 1.02 -5.700000000077125 7.276351087213727 3998.7581 4148.3154 -80.1734041129384 4148.3154 4451.3658 780.096314024392 4500.5623 5549.4315 232.00471507952346 5153.8917 5630.1137 -1.7349060771643872 5630.1137 5801.3175 197.75391933280738 5801.3175 6598.3007 455.98984394929823 7501.5482 8898.7286 2009F "" "" "" +CMFGEN 1.4 -5.700000000077125 17.555246039565272 3998.7581 4148.3154 -97.8452208629335 4148.3154 4451.3658 694.8309492537455 4500.5623 5549.4315 190.77307744402745 5155.8595 5588.7887 49.59445547775013 5588.7887 5998.1035 56.447112619981176 5998.1035 6598.3007 342.63294164226005 7501.5482 8898.7286 2009F "" "" "" +CMFGEN 1.7 -5.700000000077125 11.579465451175624 3998.7581 4148.3154 115.434960829826 4148.3154 4473.0122 641.7583890039339 4500.5623 5549.4315 39.16541875529402 5299.5133 5673.4066 -3.654671706457126 5673.4066 5801.3175 219.29247089857276 5801.3175 6582.5578 594.3470523188464 7501.5482 8847.5642 2009F "" "" "" +OBSERVED "" 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 99.16237162207806 5565.2915 5864.3799 195.15187093312667 5864.3799 6474.2096 504.2157515435022 7701.6375 8540.6389 2009F "" "" "" +CMFGEN 1.04 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 5.98937816073392 5592.4814 5802.2317 157.83939558888247 5802.2317 6295.5334 91.88661571971915 7802.6284 8451.3008 2009F "" "" "" +CMFGEN 1.02 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 19.745293321579535 5588.5971 5837.1901 166.51306127896788 5837.1901 6322.7233 91.96651201021723 7724.9431 8451.3008 2009F "" "" "" +CMFGEN 1.4 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 36.97381843265984 5576.9443 5852.7271 159.46584001626243 5852.7271 6322.7233 111.25700819625824 7748.2487 8447.4165 2009F "" "" "" +CMFGEN 1.7 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 7.563387526672106 5596.3656 5802.2317 138.5418356193402 5802.2317 6318.839 101.53544759986178 7740.4802 8482.3749 2009F "" "" "" +OBSERVED "" -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" 46.217825532240184 5565.2915 5907.1069 104.36630411731713 5907.1069 6353.7974 282.80252843328526 7790.9756 8633.8613 2009F "" "" "" +CMFGEN 1.04 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" -2.508279772958849 5654.6296 5802.2317 250.4047868664781 5802.2317 6598.5061 460.6809259132671 7503.54 8897.9913 2009F "" "" "" +CMFGEN 1.02 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" -1.4528838719150716 5631.324 5802.2317 197.04335538001152 5802.2317 6598.5061 452.7084076832204 7503.54 8897.9913 2009F "" "" "" +CMFGEN 1.4 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" 49.324170329317376 5588.5971 5996.445 56.95986158272285 5996.445 6598.5061 339.3727560299642 7503.54 8897.9913 2009F "" "" "" +CMFGEN 1.7 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" -3.642079397153746 5674.0509 5802.2317 218.28646606861008 5802.2317 6582.9691 589.979547527937 7503.54 8847.4959 2009F "" "" "" +OBSERVED "" -0.780000000151631 34.8082595177001 3944.89508427598 4068.31954115283 248.28627714767987 3944.89508427598 4532.50282462449 206.80006005932273 4532.50282462449 5356.22691725917 7.604422876502303 5196.58006542932 5546.72988330823 47.81042977830048 5582.95227826122 5886.14713971959 119.08204047021286 5886.14713971959 6344.96414245747 "" "" "" 2009F "" "" "" +CMFGEN 1.04 -0.780000000151631 -4.027043777388578 3999.89946179718 4148.81375215948 -63.55166832370278 4148.81375215948 4450.6670434344 809.992785388856 4500.30514022183 5549.41302367512 158.5989240525828 5204.62948652999 5654.05549798376 -2.604624604030231 5654.05549798376 5800.28664797917 252.13599237010877 5800.28664797917 6599.86247731185 "" "" "" 2009F "" "" "" +CMFGEN 1.02 -0.780000000151631 6.9536076529735364 3999.89946179718 4148.81375215948 -78.6635676514295 4148.81375215948 4450.6670434344 780.2929360262686 4500.30514022183 5549.41302367512 232.25966342707977 5153.64981955911 5629.90723468177 -1.8125930066995015 5629.90723468177 5800.28664797917 198.7276167834923 5800.28664797917 6599.86247731185 "" "" "" 2009F "" "" "" +CMFGEN 1.4 -0.780000000151631 17.061230491630937 3999.89946179718 4148.81375215948 -96.26672350253034 4148.81375215948 4450.6670434344 695.0739296692313 4500.30514022183 5549.41302367512 191.56068412956748 5154.99138974255 5588.318558995 49.74741262542622 5588.318558995 5998.83903512889 56.18486083434164 5998.83903512889 6599.86247731185 "" "" "" 2009F "" "" "" +CMFGEN 1.7 -0.780000000151631 11.274672484551283 3999.89946179718 4148.81375215948 115.43232070535562 4148.81375215948 4472.13216636951 642.1599706977732 4500.30514022183 5549.41302367512 39.65082554962607 5299.88096955452 5672.83748055198 -3.6606024572767386 5672.83748055198 5800.28664797917 220.39473822218264 5800.28664797917 6583.76363511052 "" "" "" 2009F "" "" "" +OBSERVED "" 1.2100000000718865 21.502773986915045 3915.69802300862 4031.50862741105 271.1652056670731 3915.69802300862 4514.95056904446 217.81764946201884 4514.95056904446 5378.14356232305 -6.082297949046811 5293.3055614236 5554.55273879652 54.03031021169327 5554.55273879652 5889.86483758961 120.91527404308219 5889.86483758961 6350.41398532952 "" "" "" 2009F "" "" "" +CMFGEN 1.04 1.2100000000718865 -3.9792404175986458 3999.18938897316 4148.6658667484 -62.8775543836912 4148.6658667484 4450.31209216868 809.9755749668694 4500.13758476043 5549.16619905688 158.66203355333423 5204.4276557194 5654.20372398001 -2.555052388992019 5654.20372398001 5800.98693188542 251.63442743970296 5800.98693188542 6599.54144828824 "" "" "" 2009F "" "" "" +CMFGEN 1.02 1.2100000000718865 7.155321038372569 3999.18938897316 4148.6658667484 -77.94588932985594 4148.6658667484 4450.31209216868 779.926292772856 4500.13758476043 5549.16619905688 232.5212326131811 5153.25552819275 5629.9642951516 -1.7763972353690236 5629.9642951516 5800.98693188542 198.12920235620197 5800.98693188542 6599.54144828824 "" "" "" 2009F "" "" "" +CMFGEN 1.4 1.2100000000718865 17.368004818155878 3999.18938897316 4148.6658667484 -95.72966542186776 4148.6658667484 4450.31209216868 694.7657094801149 4500.13758476043 5549.16619905688 194.7342086857367 5150.56225832292 5588.21861216932 49.77561783306558 5588.21861216932 5998.94226731748 56.18504429462553 5998.94226731748 6599.54144828824 "" "" "" 2009F "" "" "" +CMFGEN 1.7 1.2100000000718865 11.468961727889262 3999.18938897316 4148.6658667484 114.9884915224451 4148.6658667484 4473.20488606219 641.8627388253968 4500.13758476043 5549.16619905688 38.57427432836184 5298.69210116325 5673.05661306878 -3.6829942495445045 5673.05661306878 5800.98693188542 219.65186724973537 5800.98693188542 6583.38182906929 "" "" "" 2009F "" "" "" +OBSERVED "" 34.19999999982974 "" "" "" "" "" "" 356.88469456561677 4603.8899 5502.5074 25.616378400265443 5291.068 5502.5074 103.95290985652795 5551.7218 5901.6905 118.11262195920159 5901.6905 6479.9468 477.0383713277097 7681.5132 8547.8955 2009F "" "" "" +CMFGEN 1.04 34.19999999982974 "" "" "" "" "" "" 142.1755686707096 4503.6384 5150.716 74.9183963912499 5150.716 5602.7589 13.456086552694462 5602.7589 5832.4258 146.4488576542039 5832.4258 6269.8867 149.87762267360245 7869.6868 8526.334 2009F "" "" "" +CMFGEN 1.02 34.19999999982974 "" "" "" "" "" "" 149.63096452897372 4507.2839 5099.6789 95.06328108189223 5156.1842 5617.3409 17.94442090624841 5617.3409 5837.8941 155.65282705456696 5837.8941 6331.8603 153.2685906536558 7779.5203 8536.1347 2009F "" "" "" +CMFGEN 1.4 34.19999999982974 "" "" "" "" "" "" 166.56991325552804 4501.8157 5088.7423 93.77758807960262 5159.8297 5608.2271 32.4457302772381 5608.2271 5874.3492 159.83919532169085 5874.3492 6331.8603 159.1316394903257 7755.9986 8520.4536 2009F "" "" "" +CMFGEN 1.7 34.19999999982974 "" "" "" "" "" "" 137.96250630994905 4509.1067 5148.8932 93.0111999515079 5150.716 5619.1637 12.741406985682566 5619.1637 5817.8438 137.60508482606065 5817.8438 6311.81 146.70682996867635 7852.0455 8534.1746 2009F "" "" "" +OBSERVED "" 9.969999999848369 37.141725942872014 3903.3958 4114.3217 226.91112561374746 3903.3958 4530.147 314.2670242143637 4530.147 5211.1363 16.813233855803592 5211.1363 5509.4458 30.195373151673135 5554.6442 5849.9405 134.8015123660083 5849.9405 6286.8584 299.52738079267124 7910.9877 8661.2813 2009Y "" "" "" +CMFGEN 1.04 9.969999999848369 -3.9401901370282 3999.8191 4147.4672 -66.1335510383663 4147.4672 4451.8031 809.5769440483672 4500.0148 5548.6178 158.17039320649545 5205.1099 5654.0807 -2.5714914474951014 5654.0807 5801.7288 250.4532777126473 5801.7288 6597.2208 464.0780141277439 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.02 9.969999999848369 6.938311832033718 3999.8191 4147.4672 -81.28921138572929 4147.4672 4451.8031 778.7498572814515 4500.0148 5548.6178 232.01619915267423 5153.885 5629.9749 -1.7435418644995329 5629.9749 5801.7288 197.29422690515358 5801.7288 6597.2208 456.4564280008164 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.4 9.969999999848369 16.841632252667424 3999.8191 4147.4672 -99.26350270262519 4147.4672 4451.8031 693.439145064098 4500.0148 5548.6178 192.30847886637537 5153.885 5587.7897 49.451474019037704 5587.7897 5997.5886 56.611750952276026 5997.5886 6597.2208 343.02806680699996 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.7 9.969999999848369 11.228597259049492 3999.8191 4147.4672 116.16155774368148 4147.4672 4472.8957 640.666021483237 4500.0148 5548.6178 38.69723740507816 5298.5199 5672.1601 -3.8740616623722794 5672.1601 5801.7288 218.82340318895223 5801.7288 6582.1546 595.0389006185502 7501.1889 8848.1013 2009Y "" "" "" +OBSERVED "" 11.009999999885622 41.77779475475154 3906.409 4108.2953 242.5061501779556 3906.409 4548.2264 328.3555360395002 4548.2264 5223.1892 18.152312516398826 5223.1892 5524.512 33.52107299329907 5563.6839 5849.9405 135.98684129964022 5849.9405 6286.8584 343.6731019624917 7880.8555 8579.9241 2009Y "" "" "" +CMFGEN 1.04 11.009999999885622 -3.9401901370282 3999.8191 4147.4672 -66.1335510383663 4147.4672 4451.8031 809.5769440483672 4500.0148 5548.6178 158.17039320649545 5205.1099 5654.0807 -2.5714914474951014 5654.0807 5801.7288 250.4532777126473 5801.7288 6597.2208 464.0780141277439 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.02 11.009999999885622 6.938311832033718 3999.8191 4147.4672 -81.28921138572929 4147.4672 4451.8031 778.7498572814515 4500.0148 5548.6178 232.01619915267423 5153.885 5629.9749 -1.7435418644995329 5629.9749 5801.7288 197.29422690515358 5801.7288 6597.2208 456.4564280008164 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.4 11.009999999885622 16.841632252667424 3999.8191 4147.4672 -99.26350270262519 4147.4672 4451.8031 693.439145064098 4500.0148 5548.6178 192.30847886637537 5153.885 5587.7897 49.451474019037704 5587.7897 5997.5886 56.611750952276026 5997.5886 6597.2208 343.02806680699996 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.7 11.009999999885622 11.228597259049492 3999.8191 4147.4672 116.16155774368148 4147.4672 4472.8957 640.666021483237 4500.0148 5548.6178 38.69723740507816 5298.5199 5672.1601 -3.8740616623722794 5672.1601 5801.7288 218.82340318895223 5801.7288 6582.1546 595.0389006185502 7501.1889 8848.1013 2009Y "" "" "" +OBSERVED "" 12.009999999885622 49.75473738894776 3906.409 4135.4143 255.3661139681013 3906.409 4554.2529 323.3676133885855 4554.2529 5214.1496 0.924282988236095 5214.1496 5503.4194 42.935136986598515 5551.631 5871.0331 136.54127650832453 5871.0331 6286.8584 489.1418372602325 7540.3608 8664.2945 2009Y "" "" "" +CMFGEN 1.04 12.009999999885622 -3.9401901370282 3999.8191 4147.4672 -66.1335510383663 4147.4672 4451.8031 809.5769440483672 4500.0148 5548.6178 158.17039320649545 5205.1099 5654.0807 -2.5714914474951014 5654.0807 5801.7288 250.4532777126473 5801.7288 6597.2208 464.0780141277439 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.02 12.009999999885622 6.938311832033718 3999.8191 4147.4672 -81.28921138572929 4147.4672 4451.8031 778.7498572814515 4500.0148 5548.6178 232.01619915267423 5153.885 5629.9749 -1.7435418644995329 5629.9749 5801.7288 197.29422690515358 5801.7288 6597.2208 456.4564280008164 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.4 12.009999999885622 16.841632252667424 3999.8191 4147.4672 -99.26350270262519 4147.4672 4451.8031 693.439145064098 4500.0148 5548.6178 192.30847886637537 5153.885 5587.7897 49.451474019037704 5587.7897 5997.5886 56.611750952276026 5997.5886 6597.2208 343.02806680699996 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.7 12.009999999885622 11.228597259049492 3999.8191 4147.4672 116.16155774368148 4147.4672 4472.8957 640.666021483237 4500.0148 5548.6178 38.69723740507816 5298.5199 5672.1601 -3.8740616623722794 5672.1601 5801.7288 218.82340318895223 5801.7288 6582.1546 595.0389006185502 7501.1889 8848.1013 2009Y "" "" "" +OBSERVED "" 76.96000000007189 1.06259904054668 3965.879 4001.5166 283.04715421663616 3965.879 4644.9738 303.54147229084845 4644.9738 5385.4446 0.3345260730169777 5294.3706 5565.6126 100.32796589072365 5565.6126 5890.311 226.00996389383076 5890.311 6559.5064 580.2649574656546 7523.7023 8757.1602 2009Y "" "" "" +CMFGEN 1.04 76.96000000007189 -0.6602969570204061 3963.8991 4001.5166 275.3750971928257 3963.8991 4650.9134 228.35164090470994 4650.9134 5205.2765 8.331758262788606 5205.2765 5535.9145 128.82773071507242 5551.7535 5860.6129 41.48332104290189 5860.6129 6201.1503 389.44959251648913 7852.3604 8715.583 2009Y "" "" "" +CMFGEN 1.02 76.96000000007189 -1.4743559966867519 3955.9797 4001.5166 284.56747863112435 3955.9797 4635.0745 288.3850779467052 4635.0745 5314.1693 2.164059597563608 5298.3303 5522.0555 101.24779212344997 5551.7535 5852.6935 162.0452057207301 5852.6935 6476.352 504.35217407313684 7705.8502 8703.7038 2009Y "" "" "" +CMFGEN 1.4 76.96000000007189 -1.8485695070023551 3950.0401 4001.5166 298.48734796536485 3950.0401 4635.0745 295.29207278071806 4635.0745 5314.1693 5.155030449017741 5298.3303 5516.1159 81.30633646478074 5551.7535 5846.7539 189.78411560417942 5846.7539 6470.4124 502.74420665984326 7701.8904 8697.7642 2009Y "" "" "" +CMFGEN 1.7 76.96000000007189 -1.1325982376936135 3957.9595 4001.5166 280.13354494466535 3957.9595 4633.0946 271.57371076007416 4633.0946 5248.8336 -2.599970267310063 5248.8336 5500.2769 154.08286612542392 5551.7535 5882.3915 57.94111607983419 5882.3915 6201.1503 371.11061334603005 7862.2598 8788.8381 2009Y "" "" "" +OBSERVED "" 30.040000000146392 "" "" "" "" "" "" 473.64222635598253 4581.1669 5529.4286 7.570631117818494 5299.2148 5529.4286 52.004990851020025 5560.4892 5856.4784 229.05367775992246 5856.4784 6532.5457 442.46363617647853 7745.6916 8746.4879 2009Y "" "" "" +CMFGEN 1.04 30.040000000146392 "" "" "" "" "" "" 125.94731026023742 4542.7979 5129.295 78.06542222018192 5151.2202 5597.031 7.205151153370348 5597.031 5801.6655 156.45259382144224 5801.6655 6293.1538 100.08968903805837 7832.2045 8463.3549 2009Y "" "" "" +CMFGEN 1.02 30.040000000146392 "" "" "" "" "" "" 133.79013633318834 4500.7748 5070.828 91.64480857885337 5151.2202 5591.5498 19.39516115055868 5591.5498 5845.5158 164.48027028590587 5845.5158 6324.2144 102.35500192918371 7731.9282 8469.2535 2009Y "" "" "" +CMFGEN 1.4 30.040000000146392 "" "" "" "" "" "" 150.80335516219043 4500.7748 5061.6926 84.2903327622102 5151.2202 5584.2414 36.28724156195154 5584.2414 5856.4784 160.4511137049792 5856.4784 6324.2144 120.35948402287086 7745.6916 8455.4901 2009Y "" "" "" +CMFGEN 1.7 30.040000000146392 "" "" "" "" "" "" 130.30019573729618 4537.3166 5134.7763 92.22188177876853 5151.2202 5600.6852 8.232292711188194 5600.6852 5801.6655 137.61321353959298 5801.6655 6315.0789 108.22570771204717 7759.455 8490.8818 2009Y "" "" "" +OBSERVED "" 13.020000000127766 53.12652784207408 3903.3958 4144.454 271.5431878288058 3903.3958 4545.2132 330.77495894949635 4545.2132 5238.2554 1.2248545710129395 5238.2554 5500.4061 51.65908999030151 5551.631 5868.0198 133.34822445513322 5868.0198 6292.8848 320.88920124263575 7892.9084 8709.4929 2009Y "" "" "" +CMFGEN 1.04 13.020000000127766 -3.9401901370282 3999.8191 4147.4672 -66.1335510383663 4147.4672 4451.8031 809.5769440483672 4500.0148 5548.6178 158.17039320649545 5205.1099 5654.0807 -2.5714914474951014 5654.0807 5801.7288 250.4532777126473 5801.7288 6597.2208 464.0780141277439 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.02 13.020000000127766 6.938311832033718 3999.8191 4147.4672 -81.28921138572929 4147.4672 4451.8031 778.7498572814515 4500.0148 5548.6178 232.01619915267423 5153.885 5629.9749 -1.7435418644995329 5629.9749 5801.7288 197.29422690515358 5801.7288 6597.2208 456.4564280008164 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.4 13.020000000127766 16.841632252667424 3999.8191 4147.4672 -99.26350270262519 4147.4672 4451.8031 693.439145064098 4500.0148 5548.6178 192.30847886637537 5153.885 5587.7897 49.451474019037704 5587.7897 5997.5886 56.611750952276026 5997.5886 6597.2208 343.02806680699996 7501.1889 8899.3262 2009Y "" "" "" +CMFGEN 1.7 13.020000000127766 11.228597259049492 3999.8191 4147.4672 116.16155774368148 4147.4672 4472.8957 640.666021483237 4500.0148 5548.6178 38.69723740507816 5298.5199 5672.1601 -3.8740616623722794 5672.1601 5801.7288 218.82340318895223 5801.7288 6582.1546 595.0389006185502 7501.1889 8848.1013 2009Y "" "" "" +OBSERVED "" 43.96999999984837 -1.6593068538006903 3909.4223 4008.8588 300.99634797253105 3909.4223 4617.5306 421.0247335371623 4617.5306 5548.6178 7.825422095991166 5298.5199 5560.6707 55.36974055691135 5560.6707 5852.9537 231.2663235808139 5852.9537 6542.9827 444.32295352782955 7748.2735 8742.6384 2009Y "" "" "" +CMFGEN 1.04 43.96999999984837 -1.556535383160211 3924.4884 4002.8323 117.82928825511141 3924.4884 4539.1867 231.84047896490983 4539.1867 5193.057 22.00132705824604 5193.057 5500.4061 32.1977091185807 5608.8823 5858.9802 115.18076831336414 5858.9802 6244.6732 202.9777639865137 7898.9348 8546.7786 2009Y "" "" "" +CMFGEN 1.02 43.96999999984837 33.30046268562581 3912.4355 4138.4275 132.53431901809898 3912.4355 4560.2793 220.36293418186125 4560.2793 5202.0967 70.58149849370943 5202.0967 5611.8955 23.78181729875915 5611.8955 5865.0066 167.549486296677 5865.0066 6359.1758 265.7347052661527 7874.829 8652.2416 2009Y "" "" "" +CMFGEN 1.4 43.96999999984837 41.8244478098833 3909.4223 4129.3878 148.9548758115228 3909.4223 4548.2264 227.9809006352443 4548.2264 5208.1231 79.92874357933457 5208.1231 5599.8426 29.14379876708504 5599.8426 5877.0595 163.85477392523921 5877.0595 6365.2023 268.99201095888947 7838.6703 8646.2151 2009Y "" "" "" +CMFGEN 1.7 43.96999999984837 24.419775183098384 3912.4355 4144.454 119.87574888139083 3912.4355 4551.2396 221.96255179590548 4551.2396 5196.0702 27.1562250596761 5196.0702 5515.4723 34.85229656610421 5551.631 5861.9934 140.75310141774025 5861.9934 6274.8055 226.38069931589348 7923.0407 8661.2813 2009Y "" "" "" +OBSERVED "" -4.050000000170257 0.31715660010575125 3993.1962 4017.233 109.39196536024926 4017.233 4468.5912 181.74594082964273 4500.6403 5117.5855 56.658617782306905 5152.3054 5542.2361 "" "" "" "" "" "" "" "" "" 2009Y -14.482422960390167 3798.2308 4017.233 +CMFGEN 1.04 -4.050000000170257 -3.9259195535370743 3998.5377 4148.1002 -67.78893443241785 4148.1002 4452.5666 808.2411870354655 4500.6403 5547.5777 157.46564870552442 5205.7206 5654.408 "" "" "" "" "" "" "" "" "" 2009Y 125.82119133985755 3774.194 4097.3558 +CMFGEN 1.02 -4.050000000170257 7.326058829524185 3998.5377 4148.1002 -82.43548007153133 4148.1002 4452.5666 776.0212433157765 4500.6403 5547.5777 232.99854904534016 5152.3054 5630.3712 "" "" "" "" "" "" "" "" "" 2009Y 144.66901065354597 3758.1694 4097.3558 +CMFGEN 1.4 -4.050000000170257 17.63569321678946 3998.5377 4148.1002 -100.4906519885776 4148.1002 4452.5666 690.5102380385192 4500.6403 5547.5777 191.85897123500675 5154.9761 5587.639 "" "" "" "" "" "" "" "" "" 2009Y 143.75178371795104 3760.8402 4097.3558 +CMFGEN 1.7 -4.050000000170257 11.625416758135284 3998.5377 4148.1002 115.87661784880414 4148.1002 4471.262 637.1066333642125 4500.6403 5547.5777 38.98198966953974 5299.1971 5673.1033 "" "" "" "" "" "" "" "" "" 2009Y 82.5212515096643 3798.2308 4097.3558 +OBSERVED "" -4.0399999999281135 0.3503096305199519 3998.2801 4020.0542 116.71390464283745 4020.0542 4469.3926 171.10972367472476 4516.8997 5063.2319 55.4287005914766 5150.3283 5500.6935 5.621703147966949 5552.1596 5813.4489 139.1099807919723 5813.4489 6304.3561 200.7695593205782 7707.7963 8432.2803 2009Y "" "" "" +CMFGEN 1.04 -4.0399999999281135 -3.950873952982918 3998.2801 4148.7193 -65.41490687429143 4148.7193 4451.5774 808.3027530988145 4501.064 5548.2007 159.44269238410706 5203.7739 5653.1123 -2.7866816897644076 5653.1123 5801.5721 251.1603901037721 5801.5721 6599.2963 463.1852463178593 7501.932 8899.4339 2009Y "" "" "" +CMFGEN 1.02 -4.0399999999281135 7.416025089284967 3998.2801 4148.7193 -80.40655951628669 4148.7193 4451.5774 776.9658260736953 4501.064 5548.2007 231.9496993599858 5154.2873 5629.3587 -1.8787044218184785 5629.3587 5801.5721 197.59520972758514 5801.5721 6599.2963 455.16614746187895 7501.932 8899.4339 2009Y "" "" "" +CMFGEN 1.4 -4.0399999999281135 17.897237340337874 3998.2801 4148.7193 -97.9656214901662 4148.7193 4451.5774 691.295930603312 4501.064 5548.2007 195.3637046526805 5150.3283 5587.79 49.89080271426344 5587.79 5999.5185 56.0315613219309 5999.5185 6599.2963 341.7460565559548 7501.932 8899.4339 2009Y "" "" "" +CMFGEN 1.7 -4.0399999999281135 11.716844039871349 3998.2801 4148.7193 114.74732293583762 4148.7193 4473.3515 637.9018268533503 4501.064 5548.2007 38.68699085603528 5298.7882 5672.9069 -3.743920360699993 5672.9069 5801.5721 219.0236425268379 5801.5721 6583.4605 593.60873254063 7501.932 8845.9883 2009Y "" "" "" +OBSERVED "" -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" 6.351035797404177 5561.7659 5822.9405 140.24599134922067 5822.9405 6290.716 201.7172333916505 7697.9405 8446.3813 2009Y "" "" "" +CMFGEN 1.04 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -2.485283519698685 5655.321 5803.4499 249.3450361793976 5803.4499 6598.6682 461.4601491443537 7503.0341 8898.5642 2009Y "" "" "" +CMFGEN 1.02 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -2.0817046786114854 5628.0341 5803.4499 196.03295195545763 5803.4499 6598.6682 453.4230106788634 7503.0341 8898.5642 2009Y "" "" "" +CMFGEN 1.4 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" 49.69108617032663 5589.0528 5998.3563 56.32470089658833 5998.3563 6598.6682 340.043278969405 7503.0341 8898.5642 2009Y "" "" "" +CMFGEN 1.7 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -5.489305168281716 5663.1172 5803.4499 216.89811213239238 5803.4499 6583.0757 590.9890595385953 7503.0341 8847.8886 2009Y "" "" "" +OBSERVED "" -4.019999999909487 0.5403745762532984 3991.1358 4026.6155 107.4388256729352 4026.6155 4467.0982 176.32302184601116 4505.925 5105.7313 56.98589208914567 5150.5829 5545.5447 8.172368919884757 5560.9415 5822.0179 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.04 -4.019999999909487 -4.094921208815384 3999.8384 4149.79 -62.79131051049831 4149.79 4450.3626 809.7415082475479 4500.5696 5549.5612 158.4594182904388 5204.8065 5653.9918 -2.604131876831172 5653.9918 5800.5963 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.02 -4.019999999909487 6.980959112037571 3999.8384 4149.79 -77.66080666355718 4149.79 4450.3626 780.2395321739292 4500.5696 5549.5612 232.02426768427148 5153.93 5629.8924 -1.8022565377566035 5629.8924 5800.5963 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.4 -4.019999999909487 17.249840252807758 3999.8384 4149.79 -95.08251944604586 4149.79 4450.3626 694.9283554656522 4500.5696 5549.5612 191.6497972572493 5155.2689 5587.7186 49.857780390707774 5587.7186 5999.416 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.7 -4.019999999909487 11.35643069305953 3999.8384 4149.79 114.54554284066165 4149.79 4472.4537 641.9549359648781 4500.5696 5549.5612 39.65231800549192 5299.8651 5672.7358 -3.700837191391262 5672.7358 5800.5963 "" "" "" "" "" "" 2009Y "" "" "" +OBSERVED "" -5.0399999999281135 0.2729406280811886 3994.3628 4014.16 124.7754147423981 4014.16 4507.1123 181.39576770218858 4507.1123 5104.9901 49.1035296451946 5150.5238 5534.591 8.801970548402327 5550.4288 5821.6516 140.4897362503417 5821.6516 6288.8673 223.46773042467797 7508.3797 8432.9126 2009Y "" "" "" +CMFGEN 1.04 -5.0399999999281135 -3.957129354957464 3998.3222 4148.7815 -65.62123238753162 4148.7815 4451.6799 808.3815358749869 4501.1731 5548.4491 159.24699073904316 5203.9765 5653.3747 -2.7245621263048503 5653.3747 5801.8543 251.0002206159429 5801.8543 6599.6846 464.563077902454 7500.4608 8898.1486 2009Y "" "" "" +CMFGEN 1.02 -5.0399999999281135 7.40593747339645 3998.3222 4148.7815 -80.56025403479018 4148.7815 4451.6799 777.3814500848463 4501.1731 5548.4491 233.14220808918526 5152.5035 5629.618 -1.8123316044315678 5629.618 5801.8543 197.40275153600993 5801.8543 6599.6846 457.88747491808203 7500.4608 8898.1486 2009Y "" "" "" +CMFGEN 1.4 -5.0399999999281135 17.88609948354323 3998.3222 4148.7815 -98.11511146151636 4148.7815 4451.6799 691.7804340545089 4501.1731 5548.4491 194.86067013406333 5150.5238 5588.0437 49.9917931261693 5588.0437 5999.8271 55.94025496687535 5999.8271 6599.6846 344.5184661769827 7500.4608 8898.1486 2009Y "" "" "" +CMFGEN 1.7 -5.0399999999281135 11.709608351808974 3998.3222 4148.7815 114.56635386707217 4148.7815 4473.4569 638.3203158846295 4501.1731 5548.4491 38.78266496075638 5299.0034 5673.172 -3.7270875885068913 5673.172 5801.8543 218.67073358603 5801.8543 6583.8468 596.6708674058831 7500.4608 8846.6757 2009Y "" "" "" +OBSERVED "" -1.9999999998908606 "" "" "" "" "" "" 190.06029724153197 4529.6843 5115.3192 74.46762914692584 5151.8073 5551.3526 8.793264001352753 5551.3526 5801.2964 141.93733600835787 5801.2964 6288.4133 340.50364842218704 7535.938 8710.4337 2009Y "" "" "" +CMFGEN 1.04 -1.9999999998908606 "" "" "" "" "" "" 809.7806240397367 4500.4938 5549.5282 158.70622492069572 5204.7152 5653.5194 -2.682823249912958 5653.5194 5801.2964 253.42226110715552 5801.2964 6599.4891 464.90674558995295 7500.5261 8899.2974 2009Y "" "" "" +CMFGEN 1.02 -1.9999999998908606 "" "" "" "" "" "" 780.2315338258738 4500.4938 5549.5282 232.27039544183208 5153.6317 5629.8021 -1.7970239078738315 5629.8021 5801.2964 198.86864402263868 5801.2964 6599.4891 457.59101817638134 7500.5261 8899.2974 2009Y "" "" "" +CMFGEN 1.4 -1.9999999998908606 "" "" "" "" "" "" 694.9448492208667 4500.4938 5549.5282 191.5305273119617 5155.4561 5587.8407 49.61427081991496 5587.8407 5998.3324 54.614888210804054 5998.3324 6599.4891 344.1661191575353 7500.5261 8899.2974 2009Y "" "" "" +CMFGEN 1.7 -1.9999999998908606 "" "" "" "" "" "" 642.002165674984 4500.4938 5549.5282 39.14113485864277 5299.5843 5673.5879 -3.626069755981013 5673.5879 5801.2964 221.36056764082858 5801.2964 6583.7505 596.5608100672198 7500.5261 8846.1795 2009Y "" "" "" +OBSERVED "" 63.96000000007189 3.0168826040998815 3958.8352 4000.8977 304.000730628384 3958.8352 4640.8498 376.98073950457433 4640.8498 5548.1996 2.34658593775168 5298.8286 5581.2487 87.67045559544749 5581.2487 5863.6689 241.48495052173237 5863.6689 6554.6969 584.0474675721798 7732.449 8796.0312 2009Y 144.27481341031287 3640.3614 3958.8352 +CMFGEN 1.04 63.96000000007189 -0.9576089369103393 3958.8352 4000.8977 222.7021567074978 3958.8352 4625.8274 236.53574356009244 4625.8274 5226.7213 7.0605705189714465 5226.7213 5530.1728 110.71525242660411 5551.204 5857.6599 38.08492248821386 5857.6599 6200.1695 340.30932594336196 7840.6099 8708.9016 2009Y 120.31314122857704 3670.4061 3958.8352 +CMFGEN 1.02 63.96000000007189 -2.2956223536571163 3946.8173 4000.8977 271.5631335805676 3946.8173 4628.8319 282.4954298647726 4628.8319 5310.8465 -4.193995295764733 5298.8286 5500.1281 77.53619558691113 5551.204 5848.6465 183.07581023577137 5848.6465 6455.5494 480.9445393593037 7699.3998 8696.8837 2009Y 95.58052728232366 3682.424 3946.8173 +CMFGEN 1.4 63.96000000007189 -2.845950135186301 3937.8039 4000.8977 289.35767744500856 3937.8039 4628.8319 306.02274263203435 4628.8319 5485.1057 2.787059327792739 5298.8286 5500.1281 62.54620338629076 5551.204 5851.651 195.43922414708805 5851.651 6458.5539 472.0402388840226 7690.3864 8690.8748 2009Y 85.80340715305493 3676.415 3937.8039 +CMFGEN 1.7 63.96000000007189 -1.70308318925792 3949.8218 4000.8977 232.543935634017 3949.8218 4619.8185 271.44777039824424 4619.8185 5241.7437 -1.3999358327710467 5241.7437 5500.1281 135.32611087813552 5551.204 5878.6912 79.80857476115322 5878.6912 6221.2008 300.89726585557645 7873.659 8771.9954 2009Y 107.78392866917903 3679.4195 3949.8218 +OBSERVED "" 3.020000000127766 "" "" "" "" "" "" 235.65643226593494 4500.8118 5140.7347 72.57977104604252 5159.0706 5586.297 9.351111899174205 5586.297 5811.8285 144.3096064121305 5811.8285 6341.736 194.7322515479268 7876.2238 8648.4857 2009Y "" "" "" +CMFGEN 1.04 3.020000000127766 "" "" "" "" "" "" 809.5515623834501 4500.8118 5549.6252 158.30423623177714 5204.9103 5654.1398 -2.5695378260394826 5654.1398 5800.827 253.47526360342675 5800.827 6599.6277 462.89048113939293 7501.9132 8898.6827 2009Y "" "" "" +CMFGEN 1.02 3.020000000127766 "" "" "" "" "" "" 780.1469341164661 4500.8118 5549.6252 232.12819569522043 5153.5698 5630.3032 -1.710319391872251 5630.3032 5800.827 199.2510562962807 5800.827 6599.6277 455.31932514525744 7501.9132 8898.6827 2009Y "" "" "" +CMFGEN 1.4 3.020000000127766 "" "" "" "" "" "" 694.7995640067597 4500.8118 5549.6252 191.45013537666654 5155.4034 5588.1306 49.76374295056931 5588.1306 5998.8547 54.557036485651835 5998.8547 6599.6277 341.9459343874296 7501.9132 8898.6827 2009Y "" "" "" +CMFGEN 1.7 3.020000000127766 "" "" "" "" "" "" 641.664736171128 4500.8118 5549.6252 38.5396144057834 5298.4234 5672.4757 -3.757966728204627 5672.4757 5800.827 221.8449733962894 5800.827 6583.8672 593.5640958464753 7501.9132 8847.4613 2009Y "" "" "" +OBSERVED "" 67.94999999982974 0.8253138391504091 3938.7282 4001.8175 284.6482056523875 3938.7282 4638.7193 328.2942667539487 4638.7193 5410.8126 0.543879311051958 5299.6552 5564.0296 93.5209713929866 5564.0296 5870.4635 235.53622672066513 5870.4635 6543.4163 557.0877820866691 7754.1307 8763.56 2009Y 133.5074549839522 3641.307 3938.7282 +CMFGEN 1.04 67.94999999982974 -0.9508938954074341 3959.758 4001.8175 240.22070691329975 3959.758 4635.7151 233.2619280454913 4635.7151 5218.5404 5.213430267675481 5218.5404 5533.987 116.62733791543961 5552.0125 5858.4464 38.321162862066494 5858.4464 6200.9314 358.51875420900956 7844.2583 8712.4877 2009Y 122.60439558194498 3668.3453 3959.758 +CMFGEN 1.02 67.94999999982974 -2.0552245405418437 3950.7452 4001.8175 274.51268404490816 3950.7452 4629.7066 283.7978205269545 4629.7066 5311.6722 -3.457440569525815 5299.6552 5500.9402 84.67032333841728 5552.0125 5849.4337 177.91774401380175 5849.4337 6462.3015 491.075450247875 7703.0584 8700.4707 2009Y 98.55913670054363 3689.3751 3950.7452 +CMFGEN 1.4 67.94999999982974 -2.3252740612695915 3944.7367 4001.8175 289.9615027953404 3944.7367 4629.7066 310.92745002747 4629.7066 5503.9445 5.9252899964206245 5299.6552 5503.9445 63.43343395663879 5552.0125 5843.4252 196.82673970924836 5843.4252 6465.3057 481.50521868149167 7697.0499 8694.4622 2009Y 90.3550640534272 3683.3666 3944.7367 +CMFGEN 1.7 67.94999999982974 -1.513615669671412 3953.7494 4001.8175 248.87684180408093 3953.7494 4626.7023 274.9307611295618 4626.7023 5248.5829 -2.1400765990196966 5248.5829 5500.9402 142.7066686627375 5552.0125 5882.4805 64.44032360963992 5882.4805 6200.9314 323.2493916254966 7871.2966 8775.577 2009Y 110.1135547295317 3686.3708 3953.7494 +OBSERVED "" 7.360000000204309 17.080613032180356 3956.54932402687 4066.08994646088 173.60457825376642 3956.54932402687 4607.87194390476 199.31563623243875 4607.87194390476 5229.58899015183 69.31875104430338 5229.58899015183 5593.73754581083 38.48253009956736 5593.73754581083 5880.91161002972 122.95665237378198 5880.91161002972 6327.95577185499 248.17816893210352 7823.03724021105 8669.7566460523 2009aa "" "" "" +CMFGEN 1.04 7.360000000204309 -4.172539261961181 3997.99712711001 4148.98555262716 -64.6484197674206 4148.98555262716 4450.96240366145 804.9823921452823 4501.29187883383 5549.32918536461 160.72051646966645 5199.98341652102 5652.94869307246 -2.766397285825381 5652.94869307246 5800.97656122652 251.679788725125 5800.97656122652 6597.36649189539 464.112939380571 7500.33648763519 8897.71956300956 2009aa "" "" "" +CMFGEN 1.02 7.360000000204309 7.261378073108812 3997.99712711001 4148.98555262716 -79.79856803464972 4148.98555262716 4450.96240366145 774.684865983151 4501.29187883383 5549.32918536461 231.87018836330788 5152.61449871172 5629.26423416781 -1.8163009295674808 5629.26423416781 5800.97656122652 196.93133068888403 5800.97656122652 6597.36649189539 456.54367568289985 7500.33648763519 8897.71956300956 2009aa "" "" "" +CMFGEN 1.4 7.360000000204309 17.842907009046986 3997.99712711001 4148.98555262716 -97.34279733379903 4148.98555262716 4450.96240366145 688.2471892072233 4501.29187883383 5549.32918536461 190.1385631447166 5155.5750560748 5587.81643108467 50.109369836775926 5587.81643108467 5999.33390455297 54.86069680910457 5999.33390455297 6597.36649189539 342.1543004050634 7500.33648763519 8897.71956300956 2009aa "" "" "" +CMFGEN 1.7 7.360000000204309 11.616873290380823 3997.99712711001 4148.98555262716 114.2401257339096 4148.98555262716 4471.68630520302 637.0710123560532 4501.29187883383 5549.32918536461 40.64462104592782 5297.6818095027 5661.8303651617 -5.431426640878304 5661.8303651617 5800.97656122652 219.8137852174522 5800.97656122652 6582.56370507999 597.3175821057977 7500.33648763519 8847.39008783718 2009aa "" "" "" +OBSERVED "" 8.419999999794527 18.79204726636593 3950.6323 4063.1336 193.82460605690346 3950.6323 4598.995 216.74106996038478 4598.995 5235.5155 63.21519237942656 5235.5155 5593.7434 38.61246200581664 5593.7434 5877.9572 119.10959201009211 5877.9572 6298.3567 334.77716401665793 7672.0568 8643.1206 2009aa "" "" "" +CMFGEN 1.04 8.419999999794527 -4.172980032599636 3998.0013 4148.9899 -64.65673724131203 4148.9899 4450.967 804.9820980691027 4501.2965 5549.3349 160.71514800353842 5199.9888 5652.9546 -2.7646660143514135 5652.9546 5800.9826 251.6783947585687 5800.9826 6597.3733 464.1038152468685 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.02 8.419999999794527 7.260276824960824 3998.0013 4148.9899 -79.80562000079152 4148.9899 4450.967 774.6927088013458 4501.2965 5549.3349 231.86418241549669 5152.6198 5629.2701 -1.8148872067491602 5629.2701 5800.9826 196.92686964452014 5800.9826 6597.3733 456.52865630064764 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.4 8.419999999794527 17.841577424875315 3998.0013 4148.9899 -97.34792537692802 4148.9899 4450.967 688.2525807217246 4501.2965 5549.3349 190.13161099688625 5155.5804 5587.8222 50.11162683534434 5587.8222 5999.3401 54.85895274478264 5999.3401 6597.3733 342.1383819130898 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.7 8.419999999794527 11.616090056711043 3998.0013 4148.9899 114.23687988268186 4148.9899 4471.6909 637.0767425394664 4501.2965 5549.3349 40.646297891750116 5297.6873 5661.8362 -5.4310901381174235 5661.8362 5800.9826 219.8074920660692 5800.9826 6582.5705 597.3017474441932 7500.3443 8847.3993 2009aa "" "" "" +OBSERVED "" 9.389999999999418 18.286729141997817 3953.5929 4063.1336 216.80095471478296 3953.5929 4598.995 223.3205563143062 4598.995 5250.3183 48.13877730123955 5250.3183 5570.0589 46.11915172710376 5570.0589 5886.8388 123.16179437155834 5886.8388 6330.9229 285.19179501241905 7781.5975 8752.6613 2009aa "" "" "" +CMFGEN 1.04 9.389999999999418 -4.172980032599636 3998.0013 4148.9899 -64.65673724131203 4148.9899 4450.967 804.9820980691027 4501.2965 5549.3349 160.71514800353842 5199.9888 5652.9546 -2.7646660143514135 5652.9546 5800.9826 251.6783947585687 5800.9826 6597.3733 464.1038152468685 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.02 9.389999999999418 7.260276824960824 3998.0013 4148.9899 -79.80562000079152 4148.9899 4450.967 774.6927088013458 4501.2965 5549.3349 231.86418241549669 5152.6198 5629.2701 -1.8148872067491602 5629.2701 5800.9826 196.92686964452014 5800.9826 6597.3733 456.52865630064764 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.4 9.389999999999418 17.841577424875315 3998.0013 4148.9899 -97.34792537692802 4148.9899 4450.967 688.2525807217246 4501.2965 5549.3349 190.13161099688625 5155.5804 5587.8222 50.11162683534434 5587.8222 5999.3401 54.85895274478264 5999.3401 6597.3733 342.1383819130898 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.7 9.389999999999418 11.616090056711043 3998.0013 4148.9899 114.23687988268186 4148.9899 4471.6909 637.0767425394664 4501.2965 5549.3349 40.646297891750116 5297.6873 5661.8362 -5.4310901381174235 5661.8362 5800.9826 219.8074920660692 5800.9826 6582.5705 597.3017474441932 7500.3443 8847.3993 2009aa "" "" "" +OBSERVED "" 10.439999999813153 16.240832179618792 3956.5534 4054.2519 231.88933086165656 3956.5534 4613.7978 230.99256234801203 4613.7978 5247.3578 31.497407363643326 5247.3578 5543.4138 53.371567847733246 5558.2166 5874.9966 130.2909906686533 5874.9966 6354.6074 283.7574941909754 7823.0454 8672.7262 2009aa "" "" "" +CMFGEN 1.04 10.439999999813153 -4.172980032599636 3998.0013 4148.9899 -64.65673724131203 4148.9899 4450.967 804.9820980691027 4501.2965 5549.3349 160.71514800353842 5199.9888 5652.9546 -2.7646660143514135 5652.9546 5800.9826 251.6783947585687 5800.9826 6597.3733 464.1038152468685 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.02 10.439999999813153 7.260276824960824 3998.0013 4148.9899 -79.80562000079152 4148.9899 4450.967 774.6927088013458 4501.2965 5549.3349 231.86418241549669 5152.6198 5629.2701 -1.8148872067491602 5629.2701 5800.9826 196.92686964452014 5800.9826 6597.3733 456.52865630064764 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.4 10.439999999813153 17.841577424875315 3998.0013 4148.9899 -97.34792537692802 4148.9899 4450.967 688.2525807217246 4501.2965 5549.3349 190.13161099688625 5155.5804 5587.8222 50.11162683534434 5587.8222 5999.3401 54.85895274478264 5999.3401 6597.3733 342.1383819130898 7500.3443 8897.7288 2009aa "" "" "" +CMFGEN 1.7 10.439999999813153 11.616090056711043 3998.0013 4148.9899 114.23687988268186 4148.9899 4471.6909 637.0767425394664 4501.2965 5549.3349 40.646297891750116 5297.6873 5661.8362 -5.4310901381174235 5661.8362 5800.9826 219.8074920660692 5800.9826 6582.5705 597.3017474441932 7500.3443 8847.3993 2009aa "" "" "" +OBSERVED "" 41.36000000020431 2.2424483112216125 3983.1985 4000.9618 283.6091938472789 3983.1985 4634.5218 380.8070836405634 4634.5218 5519.7293 27.189768589547896 5297.6873 5519.7293 70.4025712874634 5561.1772 5809.8643 249.87819338802183 5809.8643 6493.7537 474.09386196584967 7683.899 8764.5036 2009aa "" "" "" +CMFGEN 1.04 41.36000000020431 -1.0216290833885533 3915.1056 4000.9618 102.65891646104595 3915.1056 4530.9022 213.23660132163164 4530.9022 5182.2254 27.412021931769214 5182.2254 5504.9265 21.168091349043156 5623.349 5854.2727 122.96697588160725 5854.2727 6250.9878 196.20258425416156 7894.0988 8548.3827 2009aa "" "" "" +CMFGEN 1.02 41.36000000020431 29.938686934803343 3906.2239 4122.3448 106.97123972638393 3906.2239 4542.7444 195.80384334216126 4542.7444 5188.1466 82.21832920354746 5188.1466 5599.6645 21.11656082238344 5599.6645 5860.1938 162.75138136922874 5860.1938 6360.5285 258.9628581682822 7500.3443 8628.3178 2009aa "" "" "" +CMFGEN 1.4 41.36000000020431 39.90823206103914 3903.2633 4119.3843 129.4694320877299 3903.2633 4533.8627 210.63034717485976 4533.8627 5194.0677 84.51983512092187 5194.0677 5581.9011 27.239286056175985 5581.9011 5874.9966 160.4524124545406 5874.9966 6354.6074 243.79862351845043 7823.0454 8622.3967 2009aa "" "" "" +CMFGEN 1.7 41.36000000020431 18.891651497470896 3906.2239 4125.3054 97.5327338852978 3906.2239 4536.8233 198.42202031111793 4536.8233 5185.186 67.46297667317546 5185.186 5623.349 18.916109907160603 5623.349 5854.2727 140.46274154250753 5854.2727 6280.5934 218.75488150462482 7882.2566 8622.3967 2009aa "" "" "" +OBSERVED "" -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 114.34504107329244 7933.20631500134 8540.66231203504 2009aa "" "" "" +CMFGEN 1.04 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 462.4359255450419 7501.79648271309 8898.55836124278 2009aa "" "" "" +CMFGEN 1.02 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 453.8805085310556 7501.79648271309 8898.55836124278 2009aa "" "" "" +CMFGEN 1.4 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 339.4555559353071 7501.79648271309 8898.55836124278 2009aa "" "" "" +CMFGEN 1.7 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 594.3778028693064 7501.79648271309 8846.32488379084 2009aa "" "" "" +OBSERVED "" -6.580000000205473 "" "" "" "" "" "" "" "" "" 86.80216350107042 5188.7951 5594.7746 30.70048714517308 5594.7746 5897.3443 92.82039181406732 5897.3443 6307.1538 192.95314134876637 7731.9122 8532.3812 2009aa "" "" "" +CMFGEN 1.04 -6.580000000205473 "" "" "" "" "" "" "" "" "" 157.97661407988247 5204.1151 5652.2245 -2.9425519453428994 5652.2245 5801.5944 251.46946360730007 5801.5944 6598.2335 461.81275719746077 7502.1124 8896.2308 2009aa "" "" "" +CMFGEN 1.02 -6.580000000205473 "" "" "" "" "" "" "" "" "" 230.63658045302657 5154.3251 5629.2446 -1.7987054519633916 5629.2446 5801.5944 196.4893637699937 5801.5944 6598.2335 453.7198666745015 7502.1124 8896.2308 2009aa "" "" "" +CMFGEN 1.4 -6.580000000205473 "" "" "" "" "" "" "" "" "" 194.000290585373 5150.4951 5587.1146 49.54888819821903 5587.1146 5996.9242 55.426523691964476 5996.9242 6598.2335 339.4158580461848 7502.1124 8896.2308 2009aa "" "" "" +CMFGEN 1.7 -6.580000000205473 "" "" "" "" "" "" "" "" "" 41.79554842229428 5299.8649 5663.7145 -5.14965160621084 5663.7145 5801.5944 219.1561677347025 5801.5944 6582.9135 593.6705648157114 7502.1124 8846.4409 2009aa "" "" "" +OBSERVED "" -7.619999999777065 25.84788470925573 3930.3686 4084.0265 114.47527869269513 3930.3686 4517.7697 112.57491089988085 4517.7697 5198.5326 80.96967689580232 5198.5326 5603.1002 31.460397683281087 5603.1002 5947.3717 84.06127370498626 5947.3717 6309.1486 135.9307625669031 7754.3109 8530.3806 2009aa "" "" "" +CMFGEN 1.04 -7.619999999777065 -4.136446841966607 3998.4449 4148.2127 -66.20325364137412 4148.2127 4451.6384 805.4831767966193 4500.2644 5548.6392 157.40993739000464 5204.3677 5653.6712 -2.5850842209202716 5653.6712 5801.494 251.74212727652372 5801.494 6598.9591 463.4755654296273 7501.4561 8899.9376 2009aa "" "" "" +CMFGEN 1.02 -7.619999999777065 7.1271830441604616 3998.4449 4148.2127 -81.32385644301402 4148.2127 4451.6384 774.1744929214444 4500.2644 5548.6392 231.3585504026404 5153.7967 5628.3857 -1.9818566300376823 5628.3857 5801.494 196.63085078404848 5801.494 6598.9591 454.2517305361393 7501.4561 8899.9376 2009aa "" "" "" +CMFGEN 1.4 -7.619999999777065 17.481017232789526 3998.4449 4148.2127 -99.10401561185924 4148.2127 4451.6384 687.806405077875 4500.2644 5548.6392 190.22893522818305 5155.7418 5587.5399 50.21350939698387 5587.5399 5999.8877 54.63653644409093 5999.8877 6598.9591 339.7265517385896 7501.4561 8899.9376 2009aa "" "" "" +CMFGEN 1.7 -7.619999999777065 11.467237594324539 3998.4449 4148.2127 114.41602340550006 4148.2127 4473.0338 637.2729052354251 4500.2644 5548.6392 41.71978212958793 5299.6745 5663.3964 -5.196296099871517 5663.3964 5801.494 219.25830149518492 5801.494 6583.3988 595.035316850928 7501.4561 8847.4216 2009aa "" "" "" +OBSERVED "" -6.6000000002240995 22.628222372860737 3941.7698 4080.8459 120.62354664639793 3941.7698 4526.9391 104.66028084538522 4526.9391 5104.2362 90.59531960630957 5159.3419 5618.5555 "" "" "" "" "" "" "" "" "" 2009aa 90.93982986889662 3574.3989 3941.7698 +CMFGEN 1.04 -6.6000000002240995 -4.2378346902740835 3999.4995 4149.0719 -64.40823652548316 4149.0719 4450.8409 804.3946593725084 4500.6984 5547.7054 157.96585366417884 5203.9512 5652.6685 "" "" "" "" "" "" "" "" "" 2009aa 125.8558901651955 3773.8288 4099.2145 +CMFGEN 1.02 -6.6000000002240995 6.833618005127662 3999.4995 4149.0719 -79.53429403599802 4149.0719 4450.8409 771.8172317580381 4500.6984 5547.7054 230.8884151992949 5154.0937 5629.0518 "" "" "" "" "" "" "" "" "" 2009aa 145.25262589893535 3758.0843 4099.2145 +CMFGEN 1.4 -6.6000000002240995 17.035077755621476 3999.4995 4149.0719 -97.07391756212085 4149.0719 4450.8409 685.2818118844427 4500.6984 5547.7054 191.13621637332855 5154.0937 5587.0666 "" "" "" "" "" "" "" "" "" 2009aa 144.86705724328493 3760.7084 4099.2145 +CMFGEN 1.7 -6.6000000002240995 11.213232926697579 3999.4995 4149.0719 114.16894588239275 4149.0719 4471.8335 634.2451067167434 4500.6984 5547.7054 40.76258900750167 5298.418 5663.1648 "" "" "" "" "" "" "" "" "" 2009aa 84.66581468964738 3794.8214 4099.2145 +OBSERVED "" -4.6000000002240995 "" "" "" "" "" "" 130.92436994165203 4529.3685 5196.1695 83.58348850615292 5196.1695 5638.9111 24.299150958510275 5638.9111 5900.6126 97.23508501455986 5900.6126 6393.2947 99.63208727419425 7646.076 8558.5956 2009aa "" "" "" +CMFGEN 1.04 -4.6000000002240995 "" "" "" "" "" "" 805.5331914019266 4500.6889 5549.2873 156.98484760998704 5205.1319 5653.2509 -2.715244631936014 5653.2509 5800.2339 249.59547448518958 5800.2339 6598.225 463.469295734046 7501.0781 8898.8572 2009aa "" "" "" +CMFGEN 1.02 -4.6000000002240995 "" "" "" "" "" "" 775.1476934321533 4500.6889 5549.2873 231.237607653797 5153.1501 5629.9487 -1.703664902202654 5629.9487 5800.2339 196.9906014936888 5800.2339 6598.225 455.0765380949871 7501.0781 8898.8572 2009aa "" "" "" +CMFGEN 1.4 -4.6000000002240995 "" "" "" "" "" "" 688.8385762413436 4500.6889 5549.2873 190.19407488383928 5154.9426 5588.7218 50.11590174587293 5588.7218 5999.1988 54.45613246397121 5999.1988 6598.225 340.6286027526241 7501.0781 8898.8572 2009aa "" "" "" +CMFGEN 1.7 -4.6000000002240995 "" "" "" "" "" "" 638.0275497355003 4500.6889 5549.2873 40.42445550787725 5298.3407 5664.0058 -4.990977633891743 5664.0058 5800.2339 219.54412431284305 5800.2339 6582.7586 595.9164263525923 7501.0781 8846.658 2009aa "" "" "" +OBSERVED "" 28.389999999999418 "" "" "" "" "" "" 403.7322848339227 4628.1399 5495.2935 29.363587404501907 5296.0097 5507.861 60.76586697216682 5552.7447 5861.5448 230.35265481608843 5861.5448 6508.6797 420.5351665539051 7685.1965 8674.3206 2009aa "" "" "" +CMFGEN 1.04 28.389999999999418 "" "" "" "" "" "" 125.29630682851825 4532.9863 5120.0655 65.11608116197306 5150.5865 5504.2703 4.653596252598637 5585.061 5800.5029 150.47468612025204 5800.5029 6245.7495 84.60288859487969 7768.2675 8436.699 2009aa "" "" "" +CMFGEN 1.02 28.389999999999418 "" "" "" "" "" "" 128.60553629102128 4500.6701 5053.6376 83.63187746216188 5150.5865 5583.2656 20.5055122745618 5583.2656 5832.8192 166.2913447501054 5832.8192 6373.4479 84.42457265990437 7723.8342 8438.6309 2009aa "" "" "" +CMFGEN 1.4 28.389999999999418 "" "" "" "" "" "" 149.91892318047408 4500.6701 5050.0469 71.88309993967184 5150.5865 5567.1075 37.86651243570097 5567.1075 5845.3866 155.48889535465355 5845.3866 6373.4479 95.69407726354372 7750.8805 8434.7671 2009aa "" "" "" +CMFGEN 1.7 28.389999999999418 "" "" "" "" "" "" 128.56563650965165 4527.6003 5129.0423 87.65399921104675 5150.5865 5595.8331 7.3475328502569495 5595.8331 5800.5029 140.49147755590076 5800.5029 6373.4479 94.1664226575856 7716.1067 8469.541 2009aa "" "" "" +OBSERVED "" -1.5200000001495937 "" "" "" "" "" "" 135.9367531762605 4520.803 5212.1092 75.15995930367572 5212.1092 5546.9606 25.326232798526185 5676.5806 5916.0173 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.04 -1.5200000001495937 "" "" "" "" "" "" 804.8776184839476 4501.0 5548.7609 157.1791986092222 5204.9081 5653.177 -2.7140784542153833 5653.177 5800.7996 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.02 -1.5200000001495937 "" "" "" "" "" "" 773.766163440917 4501.0 5548.7609 231.62121974208236 5152.7001 5629.7734 -1.7193041795300308 5629.7734 5800.7996 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.4 -1.5200000001495937 "" "" "" "" "" "" 687.3392086852479 4501.0 5548.7609 190.52135986996433 5154.5004 5588.367 50.01734423464352 5588.367 5998.8301 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.7 -1.5200000001495937 "" "" "" "" "" "" 636.2514434690479 4501.0 5548.7609 40.56343268316828 5298.5225 5663.9786 -5.049960432143068 5663.9786 5800.7996 "" "" "" "" "" "" 2009aa "" "" "" +OBSERVED "" 0.4799999998504063 "" "" "" "" "" "" 148.90086333084957 4528.5313 5209.6201 81.0240337903496 5209.6201 5555.57 24.050925496874324 5555.57 5917.7363 100.46203937266374 5917.7363 6391.3741 163.35907754258076 7944.5067 8769.4874 2009aa "" "" "" +CMFGEN 1.04 0.4799999998504063 "" "" "" "" "" "" 804.1212393806907 4501.5039 5548.3627 156.97646398358182 5204.2147 5654.6703 -2.443629781923065 5654.6703 5800.6179 249.84398495996854 5800.6179 6598.5875 463.6894842527922 7501.0312 8899.2379 2009aa "" "" "" +CMFGEN 1.02 0.4799999998504063 "" "" "" "" "" "" 772.4922366277294 4501.5039 5548.3627 233.58488727954887 5150.16 5629.4447 -1.7933244186031936 5629.4447 5800.6179 196.74801946739174 5800.6179 6598.5875 455.0955591214199 7501.0312 8899.2379 2009aa "" "" "" +CMFGEN 1.4 0.4799999998504063 "" "" "" "" "" "" 685.8170634377868 4501.5039 5548.3627 194.43177276728164 5150.16 5588.0028 50.011982542944466 5588.0028 5998.8183 54.545500173616965 5998.8183 6598.5875 340.6227215626113 7501.0312 8899.2379 2009aa "" "" "" +CMFGEN 1.7 0.4799999998504063 "" "" "" "" "" "" 634.5121828615416 4501.5039 5548.3627 41.66013520082493 5299.7112 5663.6794 -5.072899483985676 5663.6794 5800.6179 219.13314176423023 5800.6179 6583.0949 595.983960969881 7501.0312 8846.9504 2009aa "" "" "" +OBSERVED "" 3.109999999811407 22.962243666954073 3947.5109 4103.917 121.98781706017381 3947.5109 4540.0494 166.3323929753209 4540.0494 5213.7988 94.72080319775074 5213.7988 5607.8218 34.364819312192004 5607.8218 5926.6497 111.9959836139641 5926.6497 6341.7274 215.71642630997533 7779.4605 8588.5613 2009ab "" "" "" +CMFGEN 1.04 3.109999999811407 -3.638619989017386 3998.6436 4149.0341 -67.28446278594704 4149.0341 4452.8229 814.2973582608407 4500.9479 5547.6657 161.23884197357276 5204.7753 5652.939 -2.956531291993556 5652.939 5800.3217 250.6870013020728 5800.3217 6597.3912 462.94974427958323 7502.742 8898.3657 2009ab "" "" "" +CMFGEN 1.02 3.109999999811407 7.698686919378458 3998.6436 4149.0341 -81.5083797301281 4149.0341 4452.8229 783.1344885366256 4500.9479 5547.6657 233.6407672254793 5153.6426 5631.8843 -1.5847173139865842 5631.8843 5800.3217 200.2524986344144 5800.3217 6597.3912 456.9594995444792 7502.742 8898.3657 2009ab "" "" "" +CMFGEN 1.4 3.109999999811407 18.131339976714344 3998.6436 4149.0341 -99.27800198369864 4149.0341 4452.8229 699.2099656917685 4500.9479 5547.6657 195.87408911624578 5150.6348 5589.775 49.390304517772165 5589.775 5998.8371 58.570315227353234 5998.8371 6597.3912 345.34415438934116 7502.742 8898.3657 2009ab "" "" "" +CMFGEN 1.7 3.109999999811407 11.94162995661227 3998.6436 4149.0341 115.40970895462223 4149.0341 4473.8776 642.0737374475325 4500.9479 5547.6657 38.895501513451 5298.0174 5673.9937 -3.5727139592468338 5673.9937 5800.3217 220.26586031744057 5800.3217 6582.3522 591.2124341489019 7502.742 8847.2329 2009ab "" "" "" +OBSERVED "" 5.120000000053551 19.578661408835266 3950.5187 4058.7998 169.54902542566202 3950.5187 4606.2212 180.39046558848023 4606.2212 5228.8378 81.18661306081444 5228.8378 5610.8297 31.259823753805037 5610.8297 5869.5013 115.33707768703503 5869.5013 6332.704 223.87653391752835 7827.5854 8600.5925 2009ab "" "" "" +CMFGEN 1.04 5.120000000053551 -3.638619989017386 3998.6436 4149.0341 -67.28446278594704 4149.0341 4452.8229 814.2973582608407 4500.9479 5547.6657 161.23884197357276 5204.7753 5652.939 -2.956531291993556 5652.939 5800.3217 250.6870013020728 5800.3217 6597.3912 462.94974427958323 7502.742 8898.3657 2009ab "" "" "" +CMFGEN 1.02 5.120000000053551 7.698686919378458 3998.6436 4149.0341 -81.5083797301281 4149.0341 4452.8229 783.1344885366256 4500.9479 5547.6657 233.6407672254793 5153.6426 5631.8843 -1.5847173139865842 5631.8843 5800.3217 200.2524986344144 5800.3217 6597.3912 456.9594995444792 7502.742 8898.3657 2009ab "" "" "" +CMFGEN 1.4 5.120000000053551 18.131339976714344 3998.6436 4149.0341 -99.27800198369864 4149.0341 4452.8229 699.2099656917685 4500.9479 5547.6657 195.87408911624578 5150.6348 5589.775 49.390304517772165 5589.775 5998.8371 58.570315227353234 5998.8371 6597.3912 345.34415438934116 7502.742 8898.3657 2009ab "" "" "" +CMFGEN 1.7 5.120000000053551 11.94162995661227 3998.6436 4149.0341 115.40970895462223 4149.0341 4473.8776 642.0737374475325 4500.9479 5547.6657 38.895501513451 5298.0174 5673.9937 -3.5727139592468338 5673.9937 5800.3217 220.26586031744057 5800.3217 6582.3522 591.2124341489019 7502.742 8847.2329 2009ab "" "" "" +OBSERVED "" -6.810000000114087 "" "" "" "" "" "" 116.19310835075787 4509.2439 5192.0089 75.07987355626784 5192.0089 5620.3387 33.05937298608839 5620.3387 5953.4841 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.04 -6.810000000114087 "" "" "" "" "" "" 816.0427840347229 4500.0915 5548.9504 161.13493450587163 5204.8222 5653.2871 -2.8465240174894593 5653.2871 5801.5552 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.02 -6.810000000114087 "" "" "" "" "" "" 786.5660500018869 4500.0915 5548.9504 233.93671857517762 5153.569 5631.3215 -1.6453206192808094 5631.3215 5801.5552 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.4 -6.810000000114087 "" "" "" "" "" "" 703.05598845739 4500.0915 5548.9504 192.9589849672276 5155.3995 5589.2207 49.4993019235924 5589.2207 5999.2458 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.7 -6.810000000114087 "" "" "" "" "" "" 646.581303929355 4500.0915 5548.9504 39.208378220069 5298.1761 5673.4223 -3.736145639455802 5673.4223 5801.5552 "" "" "" "" "" "" 2009ab "" "" "" +OBSERVED "" -9.899999999965075 "" "" "" "" "" "" 91.53080738866592 4593.2271 5087.2934 65.74728739747849 5189.3883 5570.421 36.28334879884529 5570.421 5958.7462 79.97787738722532 5958.7462 6347.0714 116.46475258156978 7783.3895 8514.9186 2009ab "" "" "" +CMFGEN 1.04 -9.899999999965075 "" "" "" "" "" "" 815.6110641229568 4500.2478 5548.5436 161.3352931882017 5203.9733 5654.2847 -2.671878175139942 5654.2847 5800.1345 252.3265772081422 5800.1345 6599.5708 466.0798191502823 7500.2169 8898.3815 2009ab "" "" "" +CMFGEN 1.02 -9.899999999965075 "" "" "" "" "" "" 785.5955978447673 4500.2478 5548.5436 234.67666674551288 5152.9259 5630.5841 -1.835850677330106 5630.5841 5800.1345 201.22738687771766 5800.1345 6599.5708 461.1816340968666 7500.2169 8898.3815 2009ab "" "" "" +CMFGEN 1.4 -9.899999999965075 "" "" "" "" "" "" 701.8832216519531 4500.2478 5548.5436 193.42369253658597 5154.749 5588.6523 49.36632117748681 5588.6523 5998.8549 56.70438244004775 5998.8549 6599.5708 349.5616614659998 7500.2169 8898.3815 2009ab "" "" "" +CMFGEN 1.7 -9.899999999965075 "" "" "" "" "" "" 645.3820988795742 4500.2478 5548.5436 39.938277533207625 5298.7757 5672.5159 -3.7617281196430548 5672.5159 5800.1345 222.0339963622934 5800.1345 6583.8389 596.4665867907221 7500.2169 8847.2531 2009ab "" "" "" +OBSERVED "" -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.2762826518013 7511.6745 8756.0571 2009ab "" "" "" +CMFGEN 1.04 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 464.5354584005795 7501.8453 8899.5641 2009ab "" "" "" +CMFGEN 1.02 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 458.2779067711629 7501.8453 8899.5641 2009ab "" "" "" +CMFGEN 1.4 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 346.59378978144326 7501.8453 8899.5641 2009ab "" "" "" +CMFGEN 1.7 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 593.2679828254787 7501.8453 8846.4862 2009ab "" "" "" +OBSERVED "" -5.870000000169966 "" "" "" "" "" "" 118.53862582860623 4509.9315 5193.5778 78.34149721560279 5193.5778 5657.2843 32.319808338058195 5657.2843 5943.2061 85.37514805725507 5943.2061 6329.9337 105.52758549824793 7792.7983 8505.5051 2009ab "" "" "" +CMFGEN 1.04 -5.870000000169966 "" "" "" "" "" "" 815.5422295893434 4500.7673 5549.1472 161.22075662150445 5204.5748 5653.6187 -2.7917742818399454 5653.6187 5800.2452 252.1324366691432 5800.2452 6599.7036 464.9259273020135 7501.4154 8899.2657 2009ab "" "" "" +CMFGEN 1.02 -5.870000000169966 "" "" "" "" "" "" 786.3681523039284 4500.7673 5549.1472 234.03961479665907 5153.2555 5631.6247 -1.6328985553224864 5631.6247 5800.2452 201.13445198830368 5800.2452 6599.7036 459.0464142306002 7501.4154 8899.2657 2009ab "" "" "" +CMFGEN 1.4 -5.870000000169966 "" "" "" "" "" "" 702.7620076208377 4500.7673 5549.1472 193.71169541676653 5155.0883 5587.6367 49.15654570930295 5587.6367 5998.1911 56.936354842614655 5998.1911 6599.7036 347.37457734789825 7501.4154 8899.2657 2009ab "" "" "" +CMFGEN 1.7 -5.870000000169966 "" "" "" "" "" "" 645.9424537465503 4500.7673 5549.1472 40.41739200276912 5299.8821 5673.7798 -3.5893205321550155 5673.7798 5800.2452 221.9231476438179 5800.2452 6583.9532 594.1904145750348 7501.4154 8846.108 2009ab "" "" "" +OBSERVED "" -0.5000000001455192 11.121670614003294 3943.4847 4067.6964 101.03943270026306 3943.4847 4561.5856 103.31748941496392 4561.5856 5102.7935 79.99980901356562 5156.0271 5670.6182 14.799896298142574 5670.6182 5880.5951 69.68087726525584 5880.5951 6303.5062 98.76696238161769 7823.6202 8477.2101 2009ad "" "" "" +CMFGEN 1.04 -0.5000000001455192 -3.91253592823415 3999.6757 4147.5467 -66.87345739776318 4147.5467 4452.161 808.3623276784551 4502.4372 5549.364 159.9560007530717 5203.3458 5652.8737 -2.867387138046601 5652.8737 5800.7447 251.67137495944996 5800.7447 6599.2482 463.516928026023 7501.2614 8897.1638 2009ad "" "" "" 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3955.3144 4017.4202 225.85544165414325 3955.3144 4626.6488 317.41357683663404 4626.6488 5496.1304 15.2555773573037 5295.0258 5546.4066 38.80070643848801 5552.3214 5803.7021 223.82778951922054 5803.7021 6560.8017 291.05304246617726 7717.1531 8524.5288 2009ad "" "" "" +CMFGEN 1.04 33.45999999981723 0.2213471116343691 3902.0808 4002.6331 53.48096380104006 3902.0808 4505.3946 137.0932552141026 4505.3946 5144.1974 77.42588034950657 5150.1122 5605.555 12.52857922724112 5605.555 5827.3615 149.030142954582 5827.3615 6279.8468 140.3330489055329 7870.939 8515.6566 2009ad "" "" "" +CMFGEN 1.02 33.45999999981723 24.492787753608713 3902.0808 4091.3557 81.28419485901796 4091.3557 4502.4372 146.35022054634936 4502.4372 5093.9212 95.2391449275737 5153.0696 5611.4698 17.36389936002512 5611.4698 5830.3189 156.28280619291448 5830.3189 6333.0804 143.36049812227293 7764.4718 8524.5288 2009ad "" "" "" +CMFGEN 1.4 33.45999999981723 26.853424997997994 3902.0808 4085.4409 102.441761040932 4085.4409 4496.5223 163.28203721274048 4502.4372 5085.049 93.44185361658683 5156.0271 5605.555 33.10936529127362 5605.555 5871.7228 160.44098513543645 5871.7228 6336.0378 151.50533931764625 7752.6421 8512.6992 2009ad "" "" "" +CMFGEN 1.7 33.45999999981723 13.194106395034794 3902.0808 4076.5686 53.92826685544918 3902.0808 4505.3946 134.12814441134674 4505.3946 5147.1548 94.09985827064044 5150.1122 5617.3846 12.092774022607763 5617.3846 5815.5318 136.95210551755383 5815.5318 6309.421 138.9455415267772 7841.3647 8527.4863 2009ad "" "" "" +OBSERVED "" 2.5100000000966247 13.462457228966485 3925.7402 4079.526 101.03564670078104 3925.7402 4582.2875 120.23779702508595 4582.2875 5114.6232 80.83182787306325 5200.3884 5602.5975 23.408879448140855 5602.5975 5927.9138 69.59814865451956 5927.9138 6273.932 123.51376435619031 7862.0667 8512.6992 2009ad "" "" "" +CMFGEN 1.04 2.5100000000966247 -3.91253592823415 3999.6757 4147.5467 -66.87345739776318 4147.5467 4452.161 808.3623276784551 4502.4372 5549.364 159.9560007530717 5203.3458 5652.8737 -2.867387138046601 5652.8737 5800.7447 251.67137495944996 5800.7447 6599.2482 463.516928026023 7501.2614 8897.1638 2009ad "" "" "" +CMFGEN 1.02 2.5100000000966247 7.006340196102465 3999.6757 4147.5467 -81.82067233330645 4147.5467 4452.161 778.7279219813105 4502.4372 5549.364 235.20869238138064 5150.1122 5629.2143 -1.9487774158616538 5629.2143 5800.7447 198.41076006165008 5800.7447 6599.2482 456.91885721740846 7501.2614 8897.1638 2009ad "" "" "" +CMFGEN 1.4 2.5100000000966247 16.94926140096955 3999.6757 4147.5467 -99.87130839023999 4147.5467 4452.161 693.2591053331271 4502.4372 5549.364 195.67957596569534 5150.1122 5587.8104 49.70191739119119 5587.8104 5998.8919 56.35182407618045 5998.8919 6599.2482 343.73609043601925 7501.2614 8897.1638 2009ad "" "" "" +CMFGEN 1.7 2.5100000000966247 11.292266457276904 3999.6757 4147.5467 116.26548988730904 4147.5467 4472.863 639.3130025420026 4502.4372 5549.364 37.968274041770705 5297.9832 5673.5756 -3.5893623580845304 5673.5756 5800.7447 219.72967352845063 5800.7447 6584.4611 594.9842664413022 7501.2614 8846.8877 2009ad "" "" "" +OBSERVED "" 20.4399999997986 "" "" "" "" "" "" 299.03061212766835 4617.3952 5418.5456 1.68226024910814 5284.1244 5506.3675 80.18409056840429 5554.7591 5837.9398 173.327693913886 5837.9398 6482.4121 276.0586708407206 7535.5007 8588.5894 2009ad "" "" "" +CMFGEN 1.04 20.4399999997986 "" "" "" "" "" "" 125.29946565685282 4500.8968 5067.2582 28.553543548581203 5151.4955 5522.498 -0.10388526333889825 5551.1746 5800.3019 154.47672256793115 5800.3019 6237.6189 40.13171234491152 7666.6546 8299.2793 2009ad "" "" "" +CMFGEN 1.02 20.4399999997986 "" "" "" "" "" "" 215.71837317046308 4500.8968 5549.3823 11.333543225911711 5259.0325 5560.136 3.050273540691143 5560.136 5843.3167 86.5802300068485 5843.3167 6366.688 407.7052575015508 7518.1421 8513.3688 2009ad "" "" "" +CMFGEN 1.4 20.4399999997986 "" "" "" "" "" "" 694.9271072744626 4500.8968 5549.3823 191.43877522068703 5155.0801 5588.8125 49.83886320434321 5588.8125 5999.2453 55.95682909396735 5999.2453 6598.1361 344.13632430787465 7500.7835 8899.1156 2009ad "" "" "" +CMFGEN 1.7 20.4399999997986 "" "" "" "" "" "" 147.547120854813 4500.8968 5083.3887 35.43829485043989 5151.4955 5500.9906 30.590598214987892 5551.1746 5805.6787 138.13693590561337 5805.6787 6237.6189 71.30763535772928 7626.1512 8382.2149 2009ad "" "" "" +OBSERVED "" -8.50000000014552 "" "" "" "" "" "" 79.07210389672213 4518.7455 5167.1577 48.41869799190955 5167.1577 5577.8188 15.459554057397561 5577.8188 5875.0078 46.69557761794469 5875.0078 6244.2426 73.95883479194006 7609.5551 8443.608 2009ad "" "" "" +CMFGEN 1.04 -8.50000000014552 "" "" "" "" "" "" 809.6951544650221 4500.734 5549.0005 158.71876096096764 5204.9818 5653.4669 -2.7039889891876934 5653.4669 5801.1608 248.34294768359746 5801.1608 6599.4028 463.7796400292536 7501.1862 8898.3701 2009ad "" "" "" +CMFGEN 1.02 -8.50000000014552 "" "" "" "" "" "" 779.4942092420147 4500.734 5549.0005 232.9842465529655 5152.7486 5630.052 -1.7629661876561835 5630.052 5801.1608 197.64419478906677 5801.1608 6599.4028 456.84261466541477 7501.1862 8898.3701 2009ad "" "" "" +CMFGEN 1.4 -8.50000000014552 "" "" "" "" "" "" 694.3185520971531 4500.734 5549.0005 191.72124914554416 5154.5497 5588.6257 49.832857877359906 5588.6257 5999.2868 55.9212239211804 5999.2868 6599.4028 343.6026792248648 7501.1862 8898.3701 2009ad "" "" "" +CMFGEN 1.7 -8.50000000014552 "" "" "" "" "" "" 640.7833152527635 4500.734 5549.0005 38.52830684766963 5298.6413 5673.2795 -3.6658548005078746 5673.2795 5801.1608 218.58458020112755 5801.1608 6583.9215 595.1827608396842 7501.1862 8846.1208 2009ad "" "" "" +OBSERVED "" -7.460000000108266 "" "" "" "" "" "" 80.740097200843 4602.4093 5176.1544 54.148946669313375 5176.1544 5593.4235 18.063913858577003 5593.4235 5913.5696 52.07589526258913 5913.5696 6240.9101 17.58841550597796 7538.762 8205.7486 2009ad "" "" "" +CMFGEN 1.04 -7.460000000108266 "" "" "" "" "" "" 808.4214597833156 4501.6892 5548.4591 158.23049442439384 5204.9315 5654.575 -2.5367236205824315 5654.575 5800.2595 248.36744906157162 5800.2595 6599.181 465.7855979058023 7500.0962 8899.8012 2009ad "" "" "" +CMFGEN 1.02 -7.460000000108266 "" "" "" "" "" "" 777.5231569314772 4501.6892 5548.4591 233.20632997345277 5152.7729 5629.395 -1.9285522532133161 5629.395 5800.2595 198.35071387581274 5800.2595 6599.181 458.46674101993295 7500.0962 8899.8012 2009ad "" "" "" +CMFGEN 1.4 -7.460000000108266 "" "" "" "" "" "" 692.0211710863673 4501.6892 5548.4591 191.97675786069482 5154.5715 5588.0278 49.97371526273321 5588.0278 5999.9012 55.762187602994274 5999.9012 6599.181 345.16365939772436 7500.0962 8899.8012 2009ad "" "" "" +CMFGEN 1.7 -7.460000000108266 "" "" "" "" "" "" 638.022083036052 4501.6892 5548.4591 38.62643173484945 5298.4574 5672.5607 -3.7034961367798087 5672.5607 5800.2595 219.50870471418494 5800.2595 6583.7147 597.2562285485421 7500.0962 8845.669 2009ad "" "" "" +OBSERVED "" 55.17000000002008 0.5369701782795036 3981.8816 4002.9196 305.28578645205516 3981.8816 4634.0609 439.72033514655163 4634.0609 5526.675 35.91773380065258 5298.262 5526.675 97.8488877680141 5550.7185 5830.2239 259.7300262286724 5830.2239 6515.4631 518.0350757937216 7711.6261 8727.463 2009ag 107.10014211326819 3714.3979 3981.8816 +CMFGEN 1.04 55.17000000002008 -1.6124008627854158 3948.8218 4002.9196 178.58667460690842 3948.8218 4594.9903 237.28329834358584 4594.9903 5208.0989 -1.515925324114301 5208.0989 5502.6316 92.76466990220665 5550.7185 5857.2729 57.23782976797797 5857.2729 6217.925 274.96614749639525 7837.8544 8706.425 2009ag 118.96411164481638 3663.3055 3948.8218 +CMFGEN 1.02 55.17000000002008 -2.829215961397765 3936.8 4002.9196 266.45177357443606 3936.8 4622.0392 289.11198302842917 4622.0392 5289.2457 -5.1125667937788775 5289.2457 5502.6316 67.99165604587488 5550.7185 5866.2892 188.95222407282566 5866.2892 6413.2783 500.3404109734266 7510.262 8694.4033 2009ag 89.87112982052754 3663.3055 3936.8 +CMFGEN 1.4 55.17000000002008 -3.5135708211826477 3924.7783 4002.9196 288.733184715557 3924.7783 4622.0392 305.29745570577904 4622.0392 5289.2457 -0.878663686480134 5289.2457 5502.6316 45.61005335224561 5550.7185 5872.3 185.6315463807705 5872.3 6410.2729 434.10854997680883 7630.4794 8691.3978 2009ag 84.10626084750263 3654.2892 3924.7783 +CMFGEN 1.7 55.17000000002008 31.67165960843262 3936.8 4147.1805 196.51156779996518 3936.8 4604.0066 264.4241515112983 4604.0066 5232.1424 1.4334191388411313 5232.1424 5502.6316 102.20540755610304 5550.7185 5872.3 120.38664201710739 5872.3 6250.9848 266.0932108364079 7922.0065 8751.5065 2009ag 104.38623616020966 3663.3055 3936.8 +OBSERVED "" -3.7200000001103035 17.531801357410334 3954.4041 4084.0645 126.33814665355513 3954.4041 4533.3531 149.7484442488946 4533.3531 5118.3328 71.3420560242931 5211.809 5549.5292 22.36470264308741 5664.1129 5917.4031 108.83961738357542 5917.4031 6339.5534 292.4998883932028 7759.7878 8592.027 2009ag "" "" "" +CMFGEN 1.04 -3.7200000001103035 -3.473399567995943 3999.6344 4147.3871 -65.14597275779916 4147.3871 4451.9384 818.5536577929588 4500.1841 5549.5292 160.30231357103796 5205.7783 5655.0668 -2.624673901892779 5655.0668 5802.8194 248.96817723633654 5802.8194 6598.8744 466.7634776457224 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.02 -3.7200000001103035 7.48815346365818 3999.6344 4147.3871 -80.10451945017705 4147.3871 4451.9384 790.197841355633 4500.1841 5549.5292 234.14725200749461 5154.5171 5630.9439 -1.7244306617077505 5630.9439 5802.8194 199.09424539896432 5802.8194 6598.8744 461.69966921033154 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.4 -3.7200000001103035 17.417088277546878 3999.6344 4147.3871 -98.00341382478291 4147.3871 4451.9384 707.2539199525145 4500.1841 5549.5292 194.2718001010653 5154.5171 5588.7289 49.23680426428243 5588.7289 5998.8178 59.33559436315356 5998.8178 6598.8744 350.63309664876425 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.7 -3.7200000001103035 11.67440201312745 3999.6344 4147.3871 118.4803204197117 4147.3871 4473.0459 649.6978108514238 4500.1841 5549.5292 40.54328310503725 5299.2544 5673.159 -3.9065110956229177 5673.159 5802.8194 217.54134073824088 5802.8194 6583.7976 595.6759312526101 7500.4669 8848.3326 2009ag "" "" "" +OBSERVED "" -2.6499999998122803 22.195719358054458 3954.4041 4114.2181 125.37661940456707 3954.4041 4515.2609 156.559887414969 4515.2609 5130.3943 85.316824441884 5211.809 5630.9439 25.368089016822665 5630.9439 5926.4492 115.22692960576876 5926.4492 6324.4766 303.1461068580472 7798.9874 8516.643 2009ag "" "" "" +CMFGEN 1.04 -2.6499999998122803 -3.473399567995943 3999.6344 4147.3871 -65.14597275779916 4147.3871 4451.9384 818.5536577929588 4500.1841 5549.5292 160.30231357103796 5205.7783 5655.0668 -2.624673901892779 5655.0668 5802.8194 248.96817723633654 5802.8194 6598.8744 466.7634776457224 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.02 -2.6499999998122803 7.48815346365818 3999.6344 4147.3871 -80.10451945017705 4147.3871 4451.9384 790.197841355633 4500.1841 5549.5292 234.14725200749461 5154.5171 5630.9439 -1.7244306617077505 5630.9439 5802.8194 199.09424539896432 5802.8194 6598.8744 461.69966921033154 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.4 -2.6499999998122803 17.417088277546878 3999.6344 4147.3871 -98.00341382478291 4147.3871 4451.9384 707.2539199525145 4500.1841 5549.5292 194.2718001010653 5154.5171 5588.7289 49.23680426428243 5588.7289 5998.8178 59.33559436315356 5998.8178 6598.8744 350.63309664876425 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.7 -2.6499999998122803 11.67440201312745 3999.6344 4147.3871 118.4803204197117 4147.3871 4473.0459 649.6978108514238 4500.1841 5549.5292 40.54328310503725 5299.2544 5673.159 -3.9065110956229177 5673.159 5802.8194 217.54134073824088 5802.8194 6583.7976 595.6759312526101 7500.4669 8848.3326 2009ag "" "" "" +OBSERVED "" 29.219999999833817 1.191232279631941 3963.4501 4002.6498 304.01344667415356 3963.4501 4611.7524 436.8879051285906 4611.7524 5504.2989 35.50952130314244 5299.2544 5504.2989 67.45817863285583 5558.5753 5887.2495 240.17302297622416 5887.2495 6541.5825 450.5893549458782 7723.6035 8712.6414 2009ag "" "" "" +CMFGEN 1.04 29.219999999833817 1.449537960033497 3939.3273 4053.9109 68.93554464779027 4053.9109 4539.3838 124.19639875826016 4539.3838 5127.3789 74.81056789959251 5151.5018 5591.7443 5.853610852421494 5591.7443 5802.8194 157.638889222665 5802.8194 6300.3538 92.4185775331812 7817.0796 8453.3205 2009ag "" "" "" +CMFGEN 1.02 29.219999999833817 20.191970909088507 3900.1276 4068.9877 94.57770871956194 4068.9877 4479.0766 129.69274443279917 4500.1841 5067.0717 87.3663550556141 5151.5018 5591.7443 19.86757604035554 5591.7443 5839.0038 166.44540060300614 5839.0038 6324.4766 92.79573897890826 7732.6495 8459.3512 2009ag "" "" "" +CMFGEN 1.4 29.219999999833817 -1.281603137648325 3999.6344 4062.957 104.7592209826346 4062.957 4473.0459 148.1715450449255 4500.1841 5055.0103 77.51157846806078 5151.5018 5576.6675 36.88836522264634 5576.6675 5854.0806 159.34984410020766 5854.0806 6324.4766 110.05812052226995 7750.7417 8447.2897 2009ag "" "" "" +CMFGEN 1.7 29.219999999833817 15.979854012267124 3900.1276 4068.9877 70.2813004794997 4068.9877 4539.3838 128.14780743721371 4539.3838 5133.4096 89.0420812896682 5151.5018 5597.775 7.539465107985034 5597.775 5802.8194 138.09592934928614 5802.8194 6321.4613 101.7827044156538 7750.7417 8486.4894 2009ag "" "" "" +OBSERVED "" -0.6699999998309067 19.840842968171962 3957.4194 4093.1106 139.51541738707158 3957.4194 4530.3377 173.37848748017382 4530.3377 5220.8551 84.96351510161247 5220.8551 5567.6214 26.137964406965608 5567.6214 5932.4799 111.59543792075293 5932.4799 6348.5995 280.64803795286696 7792.9567 8604.0884 2009ag "" "" "" +CMFGEN 1.04 -0.6699999998309067 -3.473399567995943 3999.6344 4147.3871 -65.14597275779916 4147.3871 4451.9384 818.5536577929588 4500.1841 5549.5292 160.30231357103796 5205.7783 5655.0668 -2.624673901892779 5655.0668 5802.8194 248.96817723633654 5802.8194 6598.8744 466.7634776457224 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.02 -0.6699999998309067 7.48815346365818 3999.6344 4147.3871 -80.10451945017705 4147.3871 4451.9384 790.197841355633 4500.1841 5549.5292 234.14725200749461 5154.5171 5630.9439 -1.7244306617077505 5630.9439 5802.8194 199.09424539896432 5802.8194 6598.8744 461.69966921033154 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.4 -0.6699999998309067 17.417088277546878 3999.6344 4147.3871 -98.00341382478291 4147.3871 4451.9384 707.2539199525145 4500.1841 5549.5292 194.2718001010653 5154.5171 5588.7289 49.23680426428243 5588.7289 5998.8178 59.33559436315356 5998.8178 6598.8744 350.63309664876425 7500.4669 8899.5937 2009ag "" "" "" +CMFGEN 1.7 -0.6699999998309067 11.67440201312745 3999.6344 4147.3871 118.4803204197117 4147.3871 4473.0459 649.6978108514238 4500.1841 5549.5292 40.54328310503725 5299.2544 5673.159 -3.9065110956229177 5673.159 5802.8194 217.54134073824088 5802.8194 6583.7976 595.6759312526101 7500.4669 8848.3326 2009ag "" "" "" +OBSERVED "" 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" 94.40845247661333 5553.9994 5885.5748 176.42689406287695 5885.5748 6494.1133 379.57444087086384 7843.8204 8760.529 2009ag "" "" "" +CMFGEN 1.04 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" 1.8241105717984143 5686.6295 5803.6562 101.7431181959474 5803.6562 6334.1769 399.9459444573713 7500.5423 8432.8545 2009ag "" "" "" +CMFGEN 1.02 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" -1.492938023179194 5632.0171 5803.6562 198.4698666332406 5803.6562 6599.4373 461.96602049239476 7500.5423 8897.0601 2009ag "" "" "" +CMFGEN 1.4 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" 49.244946032046435 5589.1074 5998.7006 59.337894761359195 5998.7006 6599.4373 351.0209743253934 7500.5423 8897.0601 2009ag "" "" "" +CMFGEN 1.7 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" -3.733704391097989 5674.9269 5803.6562 216.6048740076806 5803.6562 6583.8337 595.7837513200637 7500.5423 8846.3486 2009ag "" "" "" +OBSERVED "" 17.250000000094587 -0.586648433132782 3963.9504 4001.3675 317.51603552345193 3963.9504 4629.44 326.4709123232465 4629.44 5457.9611 -0.11771363814529998 5286.9115 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag 157.8717430473384 3581.7617 3963.9504 +CMFGEN 1.04 17.250000000094587 23.311726670487268 3902.4795 4102.9282 61.88922030212202 4102.9282 4463.7357 160.69389688426932 4501.1528 5439.2525 4.36139676882195 5190.6962 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag 100.5302141968125 3784.883 4097.5829 +CMFGEN 1.02 17.250000000094587 7.802980703863001 3998.6949 4148.3632 -76.78292469293909 4148.3632 4450.3725 787.8991562875914 4501.1528 5548.8311 234.78432783033963 5153.2791 5631.6832 "" "" "" "" "" "" "" "" "" 2009ag 146.5862820453196 3758.1565 4097.5829 +CMFGEN 1.4 17.250000000094587 18.112427599120096 3998.6949 4148.3632 -94.50721546676226 4148.3632 4450.3725 704.7188910848805 4501.1528 5548.8311 196.88320906713426 5150.6064 5588.9208 "" "" "" "" "" "" "" "" "" 2009ag 145.55736736070585 3760.8291 4097.5829 +CMFGEN 1.7 17.250000000094587 12.006179097756062 3998.6949 4148.3632 118.11768968674143 4148.3632 4471.7537 646.5134997274686 4501.1528 5548.8311 38.02243154027819 5297.6021 5677.1182 "" "" "" "" "" "" "" "" "" 2009ag 83.74456648947165 3798.2462 4097.5829 diff --git a/results/equivalent_width/fixed_True.ecsv b/results/equivalent_width/fixed_True.ecsv new file mode 100644 index 0000000..71f3e11 --- /dev/null +++ b/results/equivalent_width/fixed_True.ecsv @@ -0,0 +1,3061 @@ +# %ECSV 0.9 +# --- +# datatype: +# - name: model +# datatype: string +# - name: version +# datatype: string +# - name: time +# datatype: float64 +# - name: pW2 +# datatype: float64 +# - name: pW2_start +# datatype: float64 +# - name: pW2_end +# datatype: float64 +# - name: pW3 +# datatype: float64 +# - name: pW3_start +# datatype: float64 +# - name: pW3_end +# datatype: float64 +# - name: pW4 +# datatype: float64 +# - name: pW4_start +# datatype: float64 +# - name: pW4_end +# datatype: float64 +# - name: pW5 +# datatype: float64 +# - name: pW5_start +# datatype: float64 +# - name: pW5_end +# datatype: float64 +# - name: pW6 +# datatype: float64 +# - name: pW6_start +# datatype: float64 +# - name: pW6_end +# datatype: float64 +# - name: pW7 +# datatype: float64 +# - name: pW7_start +# datatype: float64 +# - name: pW7_end +# datatype: float64 +# - name: pW8 +# datatype: float64 +# - name: pW8_start +# datatype: float64 +# - name: pW8_end +# datatype: float64 +# - name: obj_id +# datatype: string +# - name: pW1 +# datatype: float64 +# - name: pW1_start +# datatype: float64 +# - name: pW1_end +# datatype: float64 +# schema: astropy-2.0 +model version time pW2 pW2_start pW2_end pW3 pW3_start pW3_end pW4 pW4_start pW4_end pW5 pW5_start pW5_end pW6 pW6_start pW6_end pW7 pW7_start pW7_end pW8 pW8_start pW8_end obj_id pW1 pW1_start pW1_end +OBSERVED "" 53262.20999999996 26.49792170657038 3962.0978 4069.4701 304.26295891692905 3962.0978 4603.3489 378.1498623323388 4603.3489 5501.1004 31.88813260266493 5277.4082 5501.1004 54.557256531405066 5551.804 5832.165 250.14626866986845 5832.165 6547.9801 395.2054454775313 7708.1972 8665.6 2004dt "" "" "" +CMFGEN 1.04 53262.20999999996 -12.225114280903016 3962.0978 4069.4701 433.7368793920971 3962.0978 4603.3489 -153.92466594251948 4603.3489 5501.1004 51.599094104684475 5277.4082 5501.1004 164.09457795046796 5551.804 5832.165 228.74335306905272 5832.165 6547.9801 -121.4945671727333 7708.1972 8665.6 2004dt "" "" "" +CMFGEN 1.02 53262.20999999996 -9.642061960454239 3962.0978 4069.4701 414.2815142527461 3962.0978 4603.3489 -134.90191581090812 4603.3489 5501.1004 55.234374299979685 5277.4082 5501.1004 165.15850463391095 5551.804 5832.165 172.48314053074142 5832.165 6547.9801 292.0589243453801 7708.1972 8665.6 2004dt "" "" "" +CMFGEN 1.4 53262.20999999996 -4.779322416225673 3962.0978 4069.4701 369.6544544948315 3962.0978 4603.3489 -107.39813614060127 4603.3489 5501.1004 49.7414664384539 5277.4082 5501.1004 161.93853507778465 5551.804 5832.165 140.8806355018194 5832.165 6547.9801 321.0637459771194 7708.1972 8665.6 2004dt "" "" "" +CMFGEN 1.7 53262.20999999996 -13.425654847420235 3962.0978 4069.4701 453.42843667035993 3962.0978 4603.3489 -221.8677423791864 4603.3489 5501.1004 58.83076428215564 5277.4082 5501.1004 163.49091081376602 5551.804 5832.165 232.042516372173 5832.165 6547.9801 139.63373844481964 7708.1972 8665.6 2004dt "" "" "" +OBSERVED "" 53267.330000000075 "" "" "" "" "" "" 468.5278524533418 4607.0871 5497.7798 44.18361243993611 5282.7851 5587.1283 91.80400566419385 5587.1283 5930.5616 249.06583456591102 5930.5616 6564.3774 542.7490513511254 7711.9469 8747.8309 2004dt "" "" "" +CMFGEN 1.04 53267.330000000075 "" "" "" "" "" "" -108.27569858197933 4607.0871 5497.7798 137.04021791968825 5282.7851 5587.1283 107.8958435138427 5587.1283 5930.5616 264.550361829531 5930.5616 6564.3774 53.89809848268092 7711.9469 8747.8309 2004dt "" "" "" +CMFGEN 1.02 53267.330000000075 "" "" "" "" "" "" -87.24040798788099 4607.0871 5497.7798 122.68911911041202 5282.7851 5587.1283 108.79284751006094 5587.1283 5930.5616 214.03566798276506 5930.5616 6564.3774 303.17103332752714 7711.9469 8747.8309 2004dt "" "" "" +CMFGEN 1.4 53267.330000000075 "" "" "" "" "" "" -61.71734040004212 4607.0871 5497.7798 98.59637319268755 5282.7851 5587.1283 109.98227641006869 5587.1283 5930.5616 181.85093843603607 5930.5616 6564.3774 300.7870632389198 7711.9469 8747.8309 2004dt "" "" "" +CMFGEN 1.7 53267.330000000075 "" "" "" "" "" "" -173.39171979769696 4607.0871 5497.7798 154.34378565654075 5282.7851 5587.1283 111.8746507361629 5587.1283 5930.5616 304.27962943290163 5930.5616 6564.3774 411.7779680962202 7711.9469 8747.8309 2004dt "" "" "" +OBSERVED "" 53268.220000000205 -2.9737694059566415 3923.3245 4000.8712 301.4245750168981 3923.3245 4618.2617 419.53677671883446 4618.2617 5513.0307 29.06724575129112 5298.2861 5513.0307 36.65706572529894 5551.804 5814.2696 243.46576441655773 5814.2696 6542.015 390.2060628834751 7669.4239 8752.0943 2004dt "" "" "" +CMFGEN 1.04 53268.220000000205 -4.774121014826628 3923.3245 4000.8712 455.87906995024537 3923.3245 4618.2617 29.93775542782171 4618.2617 5513.0307 66.54580193041014 5298.2861 5513.0307 149.9947261780017 5551.804 5814.2696 162.4086135717118 5814.2696 6542.015 71.03702735638004 7669.4239 8752.0943 2004dt "" "" "" +CMFGEN 1.02 53268.220000000205 -7.23916260112842 3923.3245 4000.8712 446.0667032953269 3923.3245 4618.2617 49.23521570095296 4618.2617 5513.0307 63.08085825379127 5298.2861 5513.0307 150.3734735375798 5551.804 5814.2696 96.32542173522225 5814.2696 6542.015 323.3818265743747 7669.4239 8752.0943 2004dt "" "" "" +CMFGEN 1.4 53268.220000000205 -9.024076372473651 3923.3245 4000.8712 401.0726440733389 3923.3245 4618.2617 65.80322913183845 4618.2617 5513.0307 55.171800084515645 5298.2861 5513.0307 146.28603477271724 5551.804 5814.2696 62.95698382216419 5814.2696 6542.015 312.9495934426632 7669.4239 8752.0943 2004dt "" "" "" +CMFGEN 1.7 53268.220000000205 -6.412333698737046 3923.3245 4000.8712 469.25697547096223 3923.3245 4618.2617 -11.178856677097752 4618.2617 5513.0307 78.78841325608886 5298.2861 5513.0307 151.09733028630586 5551.804 5814.2696 165.15731610983718 5814.2696 6542.015 426.0362241218993 7669.4239 8752.0943 2004dt "" "" "" +OBSERVED "" 53302.27000000002 8.271102001273773 3937.0605 4002.7923 313.64484035582234 3937.0605 4623.1361 364.3829697765077 4623.1361 5514.6236 10.573643583329906 5296.887 5514.6236 99.76680564544863 5551.5977 5818.6331 215.68939616462967 5818.6331 6475.9511 "" "" "" 2004dt "" "" "" +CMFGEN 1.04 53302.27000000002 -2.9880277190202014 3937.0605 4002.7923 460.38890288788957 3937.0605 4623.1361 63.98382815701369 4623.1361 5514.6236 68.00081809414115 5296.887 5514.6236 154.0105978972801 5551.5977 5818.6331 146.097370689497 5818.6331 6475.9511 "" "" "" 2004dt "" "" "" +CMFGEN 1.02 53302.27000000002 -4.906738680120875 3937.0605 4002.7923 450.2230945296769 3937.0605 4623.1361 83.20309610577881 4623.1361 5514.6236 64.53570440131851 5296.887 5514.6236 154.40044776245293 5551.5977 5818.6331 95.94650950246813 5818.6331 6475.9511 "" "" "" 2004dt "" "" "" +CMFGEN 1.4 53302.27000000002 -6.0897004745513765 3937.0605 4002.7923 408.7343304820463 3937.0605 4623.1361 97.38470805067172 4623.1361 5514.6236 56.336956094348736 5296.887 5514.6236 150.44114381776657 5551.5977 5818.6331 73.86532055414254 5818.6331 6475.9511 "" "" "" 2004dt "" "" "" +CMFGEN 1.7 53302.27000000002 -4.233983967415129 3937.0605 4002.7923 477.64302413911065 3937.0605 4623.1361 40.30727985883766 4623.1361 5514.6236 80.32600154989849 5296.887 5514.6236 154.46144421647242 5551.5977 5818.6331 123.81570625113508 5818.6331 6475.9511 "" "" "" 2004dt "" "" "" +OBSERVED "" 53343.14999999991 4.787144106313231 3982.9758 4021.7491 206.17038356588318 3982.9758 4636.1571 209.17902228735335 4636.1571 5313.199 13.396942450146813 5295.3036 5507.0656 87.57985164236406 5560.7517 5826.1998 173.67454705705376 5826.1998 6452.5381 434.59207847598066 7642.5808 8599.9836 2004dt "" "" "" +CMFGEN 1.04 53343.14999999991 -0.5496472467548302 3982.9758 4021.7491 458.2478187641092 3982.9758 4636.1571 156.43776354110813 4636.1571 5313.199 61.097810032481036 5295.3036 5507.0656 152.87926274713178 5560.7517 5826.1998 129.08009980635748 5826.1998 6452.5381 -366.6566255316276 7642.5808 8599.9836 2004dt "" "" "" +CMFGEN 1.02 53343.14999999991 -0.25295418972522804 3982.9758 4021.7491 445.69321763179846 3982.9758 4636.1571 176.00737573106798 4636.1571 5313.199 59.23325464524979 5295.3036 5507.0656 153.2313873494432 5560.7517 5826.1998 85.16035310631295 5826.1998 6452.5381 186.50890133153848 7642.5808 8599.9836 2004dt "" "" "" +CMFGEN 1.4 53343.14999999991 0.6978012937521849 3982.9758 4021.7491 408.56330013789 3982.9758 4636.1571 187.17587479000457 4636.1571 5313.199 51.88955776984444 5295.3036 5507.0656 149.5313597580126 5560.7517 5826.1998 71.54301013713646 5826.1998 6452.5381 232.62076602665445 7642.5808 8599.9836 2004dt "" "" "" +CMFGEN 1.7 53343.14999999991 -0.643420139343039 3982.9758 4021.7491 483.0181931557746 3982.9758 4636.1571 174.80010533471415 4636.1571 5313.199 72.89130107775279 5295.3036 5507.0656 151.89532918882563 5560.7517 5826.1998 117.48743327275842 5826.1998 6452.5381 30.95811978454836 7642.5808 8599.9836 2004dt "" "" "" +OBSERVED "" -8.609999999847787 52.225438367924625 3917.0316 4073.6855 184.80783257869825 3917.0316 4454.4748 205.25239219537804 4526.7766 5066.6299 102.15214197976806 5163.0322 5606.4831 41.9588278788157 5606.4831 5833.0287 196.28587634612137 5833.0287 6356.0115 "" "" "" 2004ef "" "" "" +CMFGEN 1.04 -8.609999999847787 23.58391293755457 3917.0316 4073.6855 -118.53683425339001 3917.0316 4454.4748 183.22248182186837 4526.7766 5066.6299 187.18599785255424 5163.0322 5606.4831 -19.245215853337367 5606.4831 5833.0287 146.12407660636933 5833.0287 6356.0115 "" "" "" 2004ef "" "" "" +CMFGEN 1.02 -8.609999999847787 30.738451366571013 3917.0316 4073.6855 -99.51559865832058 3917.0316 4454.4748 230.3401623785603 4526.7766 5066.6299 229.150231276369 5163.0322 5606.4831 -8.356512181752832 5606.4831 5833.0287 109.87660227506575 5833.0287 6356.0115 "" "" "" 2004ef "" "" "" +CMFGEN 1.4 -8.609999999847787 32.90374739646905 3917.0316 4073.6855 -96.59492666007526 3917.0316 4454.4748 256.65410289392844 4526.7766 5066.6299 170.70501975226716 5163.0322 5606.4831 18.920290194590162 5606.4831 5833.0287 24.44506776726311 5833.0287 6356.0115 "" "" "" 2004ef "" "" "" +CMFGEN 1.7 -8.609999999847787 21.902797354793524 3917.0316 4073.6855 331.6774383103789 3917.0316 4454.4748 243.75866376264767 4526.7766 5066.6299 18.923092428989612 5163.0322 5606.4831 -27.587300101496567 5606.4831 5833.0287 148.69022230352934 5833.0287 6356.0115 "" "" "" 2004ef "" "" "" +OBSERVED "" -7.5899999998291605 24.247407698413518 3925.0612 4073.0028 128.44461076845369 3925.0612 4454.9334 193.8876226548774 4504.7505 5067.8341 93.54462873975432 5167.4681 5629.408 30.19098342483851 5629.408 5840.7531 173.8206200213922 5840.7531 6301.1833 "" "" "" 2004ef "" "" "" +CMFGEN 1.04 -7.5899999998291605 19.64181227733256 3925.0612 4073.0028 -128.3627718364459 3925.0612 4454.9334 200.37713650112102 4504.7505 5067.8341 180.1839822362729 5167.4681 5629.408 -11.394483587467601 5629.408 5840.7531 102.14047909391002 5840.7531 6301.1833 "" "" "" 2004ef "" "" "" +CMFGEN 1.02 -7.5899999998291605 26.518328144114815 3925.0612 4073.0028 -110.82477133914874 3925.0612 4454.9334 249.22807890165242 4504.7505 5067.8341 220.75142311716752 5167.4681 5629.408 0.26612457991549143 5629.408 5840.7531 81.44127824960921 5840.7531 6301.1833 "" "" "" 2004ef "" "" "" +CMFGEN 1.4 -7.5899999998291605 28.76981451884173 3925.0612 4073.0028 -108.42010788588274 3925.0612 4454.9334 273.76445631084425 4504.7505 5067.8341 145.91293703410474 5167.4681 5629.408 16.461769624695325 5629.408 5840.7531 19.134493794653228 5840.7531 6301.1833 "" "" "" 2004ef "" "" "" +CMFGEN 1.7 -7.5899999998291605 18.930513044106416 3925.0612 4073.0028 323.73444808011936 3925.0612 4454.9334 290.49624704544647 4504.7505 5067.8341 14.287040972480938 5167.4681 5629.408 -18.129620443741516 5629.408 5840.7531 119.95287362272225 5840.7531 6301.1833 "" "" "" 2004ef "" "" "" +OBSERVED "" -6.499999999978172 21.884435761230087 3902.3372 4065.0538 127.51144654422949 3902.3372 4471.8452 197.5319711897009 4512.5243 5057.6248 94.14378057188468 5155.2547 5655.6082 32.075931151491005 5655.6082 5842.7322 166.00831824798075 5842.7322 6273.9311 "" "" "" 2004ef "" "" "" +CMFGEN 1.04 -6.499999999978172 29.68347451126219 3902.3372 4065.0538 -197.30933917239972 3902.3372 4471.8452 188.16747629257912 4512.5243 5057.6248 177.99228691897508 5155.2547 5655.6082 -2.99134540883435 5655.6082 5842.7322 83.01495847522554 5842.7322 6273.9311 "" "" "" 2004ef "" "" "" +CMFGEN 1.02 -6.499999999978172 34.62518791571297 3902.3372 4065.0538 -165.88305525199308 3902.3372 4471.8452 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6516.5071 195.12821999092938 7735.1221 8741.1531 2004ey "" "" "" +OBSERVED "" 44.29999999979191 4.1848376871071675 3941.5469 4007.4179 298.8033228082575 3941.5469 4636.1873 403.9738229419936 4636.1873 5516.4644 25.600599398810875 5297.8922 5516.4644 75.22226426363113 5555.3883 5836.8374 250.27527909524855 5836.8374 6495.5482 504.66234842830426 7720.1514 8735.1648 2004ey "" "" "" +CMFGEN 1.04 44.29999999979191 -0.7077940231000259 3941.5469 4007.4179 85.26100518325521 3941.5469 4636.1873 90.31810562362341 4636.1873 5516.4644 17.228385924163724 5297.8922 5516.4644 49.36050310347985 5555.3883 5836.8374 145.90299465560557 5836.8374 6495.5482 80.38177283481988 7720.1514 8735.1648 2004ey "" "" "" +CMFGEN 1.02 44.29999999979191 2.226506777555588 3941.5469 4007.4179 79.48063129299182 3941.5469 4636.1873 152.3425114084112 4636.1873 5516.4644 0.9457579009646478 5297.8922 5516.4644 12.904452768955865 5555.3883 5836.8374 135.3234058522349 5836.8374 6495.5482 226.55271841355489 7720.1514 8735.1648 2004ey "" "" "" +CMFGEN 1.4 44.29999999979191 3.7681202057274326 3941.5469 4007.4179 61.139225399352576 3941.5469 4636.1873 169.79288883513942 4636.1873 5516.4644 -1.243329521191815 5297.8922 5516.4644 7.014954679779184 5555.3883 5836.8374 113.96797619388884 5836.8374 6495.5482 219.82567981620483 7720.1514 8735.1648 2004ey "" "" "" +CMFGEN 1.7 44.29999999979191 1.3657552950995617 3941.5469 4007.4179 74.99695365991923 3941.5469 4636.1873 110.63585735896277 4636.1873 5516.4644 12.255727274464725 5297.8922 5516.4644 36.930285707126906 5555.3883 5836.8374 153.17102278123454 5836.8374 6495.5482 159.623628727976 7720.1514 8735.1648 2004ey "" "" "" +OBSERVED "" -0.6699999999473221 18.031332830155115 3931.7211 4034.8257 134.865117122844 3931.7211 4504.9826 149.51257243046234 4504.9826 5181.3486 109.20755519059864 5181.3486 5680.3748 27.568263793684682 5680.3748 5936.0741 118.84822628605197 5936.0741 6319.6231 "" "" "" 2004ey "" "" "" +CMFGEN 1.04 -0.6699999999473221 10.61755787675382 3931.7211 4034.8257 -364.4684600306446 3931.7211 4504.9826 333.21952375012813 4504.9826 5181.3486 146.76879678904143 5181.3486 5680.3748 6.601872444573805 5680.3748 5936.0741 66.44355950905822 5936.0741 6319.6231 "" "" "" 2004ey "" "" "" +CMFGEN 1.02 -0.6699999999473221 11.001261491806181 3931.7211 4034.8257 -358.07733436875645 3931.7211 4504.9826 256.412755646385 4504.9826 5181.3486 169.42557234174555 5181.3486 5680.3748 15.776368689293431 5680.3748 5936.0741 47.32436433540233 5936.0741 6319.6231 "" "" "" 2004ey "" "" "" +CMFGEN 1.4 -0.6699999999473221 10.782561027348752 3931.7211 4034.8257 -372.50890101567904 3931.7211 4504.9826 146.23793474867756 4504.9826 5181.3486 59.36861555753511 5181.3486 5680.3748 9.243539438643566 5680.3748 5936.0741 6.665333539559248 5936.0741 6319.6231 "" "" "" 2004ey "" "" "" +CMFGEN 1.7 -0.6699999999473221 6.879559940590183 3931.7211 4034.8257 258.9344066762274 3931.7211 4504.9826 393.8865312881742 4504.9826 5181.3486 -15.293292318631197 5181.3486 5680.3748 1.3114293536576431 5680.3748 5936.0741 65.78417336519942 5936.0741 6319.6231 "" "" "" 2004ey "" "" "" +OBSERVED "" 31.330000000052678 9.23423725446902 3960.5904 4001.8323 359.96318104659457 3960.5904 4612.2113 454.156492367868 4612.2113 5515.4074 35.27593849405191 5296.8257 5515.4074 65.16458843220282 5552.5251 5870.0872 242.44626844158051 5870.0872 6463.9695 "" "" "" 2004ey "" "" "" +CMFGEN 1.04 31.330000000052678 -0.010567158628499407 3960.5904 4001.8323 33.43224655574856 3960.5904 4612.2113 131.09723180104083 4612.2113 5515.4074 14.753857306926419 5296.8257 5515.4074 -0.014309417047839055 5552.5251 5870.0872 134.8682900077172 5870.0872 6463.9695 "" "" "" 2004ey "" "" "" +CMFGEN 1.02 31.330000000052678 0.8263804353434399 3960.5904 4001.8323 -63.6758163266369 3960.5904 4612.2113 182.31169641758066 4612.2113 5515.4074 19.025190982276126 5296.8257 5515.4074 8.67102054847813 5552.5251 5870.0872 129.48195472874906 5870.0872 6463.9695 "" "" "" 2004ey "" "" "" +CMFGEN 1.4 31.330000000052678 0.7741479962343444 3960.5904 4001.8323 -67.86508969617229 3960.5904 4612.2113 181.87222869751997 4612.2113 5515.4074 20.241496280534868 5296.8257 5515.4074 29.130133012444556 5552.5251 5870.0872 130.70220834135137 5870.0872 6463.9695 "" "" "" 2004ey "" "" "" +CMFGEN 1.7 31.330000000052678 0.4883947153502813 3960.5904 4001.8323 -30.456538312643456 3960.5904 4612.2113 161.28726436961506 4612.2113 5515.4074 18.555262512264097 5296.8257 5515.4074 -3.418835959015942 5552.5251 5870.0872 113.11568468844648 5870.0872 6463.9695 "" "" "" 2004ey "" "" "" +OBSERVED "" 53343.27000000002 17.401963569276298 3908.1214 4005.4983 363.4925996219638 3908.1214 4631.0714 384.4196428234919 4631.0714 5477.9557 22.998207950812315 5289.1035 5510.4147 112.57216691526189 5557.6277 5899.9224 253.92071991527376 5899.9224 6537.2988 714.2009566307986 7640.9041 8564.5096 2004gc "" "" "" +CMFGEN 1.04 53343.27000000002 -9.115241597697425 3908.1214 4005.4983 473.9945922681427 3908.1214 4631.0714 -0.9545112502815627 4631.0714 5477.9557 62.18743885700711 5289.1035 5510.4147 155.14140111869412 5557.6277 5899.9224 268.59154123556067 5899.9224 6537.2988 -468.40625014350127 7640.9041 8564.5096 2004gc "" "" "" +CMFGEN 1.02 53343.27000000002 -12.284788062260413 3908.1214 4005.4983 473.7586282609091 3908.1214 4631.0714 30.348283702383917 4631.0714 5477.9557 61.40380582784001 5289.1035 5510.4147 159.8926038055879 5557.6277 5899.9224 225.63422193323498 5899.9224 6537.2988 109.42038781223715 7640.9041 8564.5096 2004gc "" "" "" +CMFGEN 1.4 53343.27000000002 -13.210674795952944 3908.1214 4005.4983 433.7714606211206 3908.1214 4631.0714 50.912666373160256 4631.0714 5477.9557 53.814178489481776 5289.1035 5510.4147 161.6510061710249 5557.6277 5899.9224 205.44415583995496 5899.9224 6537.2988 164.78441666105994 7640.9041 8564.5096 2004gc "" "" "" +CMFGEN 1.7 53343.27000000002 -13.600316065272182 3908.1214 4005.4983 489.65539268820413 3908.1214 4631.0714 -5.3057949027634095 4631.0714 5477.9557 72.48494409652068 5289.1035 5510.4147 167.06509587937367 5557.6277 5899.9224 306.6446079736662 5899.9224 6537.2988 21.954161988685797 7640.9041 8564.5096 2004gc "" "" "" +OBSERVED "" 53348.25999999978 6.66694835141045 3970.0886 4008.4492 348.8710259473174 3970.0886 4625.1698 446.0569856211454 4625.1698 5469.1032 24.806375535366666 5295.0051 5501.5622 99.06817878703882 5551.7261 5885.1684 273.1796369928874 5885.1684 6572.7086 691.7014113002498 7661.5598 8694.3455 2004gc "" "" "" +CMFGEN 1.04 53348.25999999978 -0.5104640339357219 3970.0886 4008.4492 460.7502450416889 3970.0886 4625.1698 -39.130557314688346 4625.1698 5469.1032 54.62522960428858 5295.0051 5501.5622 164.86229318321477 5551.7261 5885.1684 256.2221466316929 5885.1684 6572.7086 -76.83867005448883 7661.5598 8694.3455 2004gc "" "" "" +CMFGEN 1.02 53348.25999999978 -0.7687516679363567 3970.0886 4008.4492 450.559296641647 3970.0886 4625.1698 -5.634352960141683 4625.1698 5469.1032 53.87575928898466 5295.0051 5501.5622 169.7258244179782 5551.7261 5885.1684 207.3400127943819 5885.1684 6572.7086 299.3342559004128 7661.5598 8694.3455 2004gc "" "" "" +CMFGEN 1.4 53348.25999999978 -0.3865334258762102 3970.0886 4008.4492 415.0510140808726 3970.0886 4625.1698 20.070435879591727 4625.1698 5469.1032 47.27051089578037 5295.0051 5501.5622 170.63097666393807 5551.7261 5885.1684 174.1318596875904 5885.1684 6572.7086 322.86950822040706 7661.5598 8694.3455 2004gc "" "" "" +CMFGEN 1.7 53348.25999999978 -0.6200808207274593 3970.0886 4008.4492 481.4033235847617 3970.0886 4625.1698 -68.86146875133234 4625.1698 5469.1032 66.22751322337774 5295.0051 5501.5622 177.41527357539965 5551.7261 5885.1684 308.40294928412743 5885.1684 6572.7086 196.18345315846324 7661.5598 8694.3455 2004gc "" "" "" +OBSERVED "" 53358.20999999996 6.283962970045724 3952.057 4008.9601 303.7406639492807 3952.057 4626.7654 454.27017691331207 4626.7654 5525.0217 37.204122289375434 5297.4093 5577.8604 64.77410729741109 5577.8604 5854.2469 308.0946372206869 5854.2469 6516.7618 "" "" "" 2004gc 230.82988417057294 3594.3803 3952.057 +CMFGEN 1.04 53358.20999999996 -1.9502527307046533 3952.057 4008.9601 466.17456730287915 3952.057 4626.7654 47.56557285289375 4626.7654 5525.0217 125.27986359241011 5297.4093 5577.8604 146.67032507653485 5577.8604 5854.2469 263.6676511874082 5854.2469 6516.7618 "" "" "" 2004gc 212.08137410886675 3594.3803 3952.057 +CMFGEN 1.02 53358.20999999996 -3.4219116419990927 3952.057 4008.9601 457.1376965956681 3952.057 4626.7654 66.140498552247 4626.7654 5525.0217 107.86567605949583 5297.4093 5577.8604 149.11314499284552 5577.8604 5854.2469 221.43670009882644 5854.2469 6516.7618 "" "" "" 2004gc 138.5998293222636 3594.3803 3952.057 +CMFGEN 1.4 53358.20999999996 -3.346476266715736 3952.057 4008.9601 420.50996736489014 3952.057 4626.7654 79.78606327364646 4626.7654 5525.0217 85.06652551681509 5297.4093 5577.8604 147.31854506348773 5577.8604 5854.2469 202.30976168638728 5854.2469 6516.7618 "" "" "" 2004gc 114.2411048664525 3594.3803 3952.057 +CMFGEN 1.7 53358.20999999996 -2.453137766857113 3952.057 4008.9601 486.93395235505443 3952.057 4626.7654 36.880811977621555 4626.7654 5525.0217 145.665748594224 5297.4093 5577.8604 153.05276243480952 5577.8604 5854.2469 269.7339767240189 5854.2469 6516.7618 "" "" "" 2004gc 228.7007654647721 3594.3803 3952.057 +OBSERVED "" 53335.220000000205 43.126997319639706 3923.6054 4094.3148 304.6925188340615 3923.6054 4602.3783 295.31183651322533 4602.3783 5264.8932 49.16950414692812 5264.8932 5590.0539 42.57659985335569 5590.0539 5886.763 153.3886126140429 5886.763 6374.504 "" "" "" 2004gc 221.14269890759223 3529.3481 3923.6054 +CMFGEN 1.04 53335.220000000205 -57.40624511078352 3923.6054 4094.3148 436.45666577032773 3923.6054 4602.3783 44.39208964732549 4602.3783 5264.8932 132.63086343580235 5264.8932 5590.0539 124.30062229506088 5590.0539 5886.763 93.19346194958345 5886.763 6374.504 "" "" "" 2004gc 244.61306397915877 3529.3481 3923.6054 +CMFGEN 1.02 53335.220000000205 -59.63410835960849 3923.6054 4094.3148 420.01542479264475 3923.6054 4602.3783 79.79418735104221 4602.3783 5264.8932 121.35167329247575 5264.8932 5590.0539 127.28332268808605 5590.0539 5886.763 87.65479860567336 5886.763 6374.504 "" "" "" 2004gc 135.45310711289417 3529.3481 3923.6054 +CMFGEN 1.4 53335.220000000205 -48.77207612065319 3923.6054 4094.3148 368.21267327784176 3923.6054 4602.3783 97.17155930273852 4602.3783 5264.8932 98.44465245089896 5264.8932 5590.0539 127.1055784321178 5590.0539 5886.763 85.41919714508794 5886.763 6374.504 "" "" "" 2004gc 83.89619870133554 3529.3481 3923.6054 +CMFGEN 1.7 53335.220000000205 -74.5929762212467 3923.6054 4094.3148 449.5015111572689 3923.6054 4602.3783 28.895597452316238 4602.3783 5264.8932 148.70018519039337 5264.8932 5590.0539 140.98410489201302 5590.0539 5886.763 113.56345189478441 5886.763 6374.504 "" "" "" 2004gc 259.7786982436694 3529.3481 3923.6054 +OBSERVED "" -3.6700000002238085 42.31206119557935 3905.7871 4050.9483 145.2664539978078 4050.9483 4519.0193 327.25515424561473 4519.0193 5508.4858 95.23810405365205 5209.2759 5508.4858 59.146867654208755 5621.0599 5899.5325 148.79493510383065 5899.5325 6340.9412 346.0855749751905 7899.2029 8553.9098 2004gs "" "" "" +CMFGEN 1.04 -3.6700000002238085 24.559879948082266 3905.7871 4050.9483 -283.91391289341067 4050.9483 4519.0193 747.526234360337 4519.0193 5508.4858 145.3005130834427 5209.2759 5508.4858 -15.710795810582116 5621.0599 5899.5325 97.01121112278472 5899.5325 6340.9412 49.72381784389964 7899.2029 8553.9098 2004gs "" "" "" +CMFGEN 1.02 -3.6700000002238085 26.62682660949642 3905.7871 4050.9483 -363.2772098155891 4050.9483 4519.0193 657.5527352285003 4519.0193 5508.4858 122.37377347723985 5209.2759 5508.4858 4.430739566590914 5621.0599 5899.5325 70.38022655767642 5899.5325 6340.9412 44.55314208862147 7899.2029 8553.9098 2004gs "" "" "" +CMFGEN 1.4 -3.6700000002238085 26.34279697261605 3905.7871 4050.9483 -439.058352392301 4050.9483 4519.0193 611.3196240333601 4519.0193 5508.4858 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106.93732464175974 5938.5848 6391.5277 "" "" "" 2004gs "" "" "" +CMFGEN 1.02 2.319999999999709 50.9424112948236 3910.5431 4126.8132 -664.0662520945634 3910.5431 4559.3533 148.86749798992338 4559.3533 5224.4856 178.01869937660697 5224.4856 5599.8978 -1.4301169451672668 5599.8978 5938.5848 68.81675995819866 5938.5848 6391.5277 "" "" "" 2004gs "" "" "" +CMFGEN 1.4 2.319999999999709 62.84459518763896 3910.5431 4126.8132 -705.6276077388577 3910.5431 4559.3533 30.01795495681033 4559.3533 5224.4856 124.74373540004429 5224.4856 5599.8978 36.801595574268745 5599.8978 5938.5848 12.018723048589559 5938.5848 6391.5277 "" "" "" 2004gs "" "" "" +CMFGEN 1.7 2.319999999999709 46.27317352553563 3910.5431 4126.8132 -85.45797581673236 3910.5431 4559.3533 393.0998105241505 4559.3533 5224.4856 25.665888848859897 5224.4856 5599.8978 -47.90296845241949 5599.8978 5938.5848 81.02054122330938 5938.5848 6391.5277 "" "" "" 2004gs "" "" "" +OBSERVED "" -4.639999999926658 6.692549392915325 3918.80939049093 4022.95492114111 88.52732408148054 3918.80939049093 4495.61540639964 115.88139981683797 4511.63779573044 5084.43821430645 84.50412353830035 5152.53336896234 5653.23303554977 11.311992035868132 5653.23303554977 5881.55208351364 76.90009560751601 5881.55208351364 6294.12860878167 "" "" "" 2004gu 127.74799407248571 3542.28324121719 3918.80939049093 +CMFGEN 1.04 -4.639999999926658 11.464940886303319 3918.80939049093 4022.95492114111 -330.1268265157014 3918.80939049093 4495.61540639964 203.63997831369298 4511.63779573044 5084.43821430645 180.8950876759813 5152.53336896234 5653.23303554977 -2.615696198963661 5653.23303554977 5881.55208351364 75.56166514088358 5881.55208351364 6294.12860878167 "" "" "" 2004gu -36.31099059936517 3542.28324121719 3918.80939049093 +CMFGEN 1.02 -4.639999999926658 11.06687973419937 3918.80939049093 4022.95492114111 -309.3798552303889 3918.80939049093 4495.61540639964 251.83493583482044 4511.63779573044 5084.43821430645 217.38922809955648 5152.53336896234 5653.23303554977 8.056798759861023 5653.23303554977 5881.55208351364 60.235121475298655 5881.55208351364 6294.12860878167 "" "" "" 2004gu -104.25132304541074 3542.28324121719 3918.80939049093 +CMFGEN 1.4 -4.639999999926658 10.255156585342755 3918.80939049093 4022.95492114111 -317.91700349848156 3918.80939049093 4495.61540639964 246.5499764137453 4511.63779573044 5084.43821430645 121.7445370032049 5152.53336896234 5653.23303554977 13.577329554824766 5653.23303554977 5881.55208351364 13.211914321922286 5881.55208351364 6294.12860878167 "" "" "" 2004gu -131.08896876527365 3542.28324121719 3918.80939049093 +CMFGEN 1.7 -4.639999999926658 6.7190468105846195 3918.80939049093 4022.95492114111 295.36881146626035 3918.80939049093 4495.61540639964 289.49164059695 4511.63779573044 5084.43821430645 18.086967949000048 5152.53336896234 5653.23303554977 -11.730606874206869 5653.23303554977 5881.55208351364 89.5995142361359 5881.55208351364 6294.12860878167 "" "" "" 2004gu -71.57689658016531 3542.28324121719 3918.80939049093 +OBSERVED "" 4.389999999868451 91.32175765222371 3913.306 4121.626 191.73705003931565 4121.626 4575.465 637.4263774225587 4575.465 5518.218 107.75311899043156 5290.767 5518.218 24.45599602303157 5612.734 5870.701 149.1773007909557 5870.701 6367.526 "" "" "" 2005A 266.82520262511673 3579.57 3913.306 +CMFGEN 1.04 4.389999999868451 28.469667657252756 3913.306 4121.626 -263.5694845354936 4121.626 4575.465 710.0934538685741 4575.465 5518.218 80.88028966033664 5290.767 5518.218 -20.027570354207164 5612.734 5870.701 128.33953020399667 5870.701 6367.526 "" "" "" 2005A -31.46587243246022 3579.57 3913.306 +CMFGEN 1.02 4.389999999868451 47.846832369822806 3913.306 4121.626 -342.80973392741805 4121.626 4575.465 629.5585530942417 4575.465 5518.218 73.05567280454233 5290.767 5518.218 -2.874599136299679 5612.734 5870.701 93.47180555053822 5870.701 6367.526 "" "" "" 2005A -83.63163485016649 3579.57 3913.306 +CMFGEN 1.4 4.389999999868451 58.277181119704466 3913.306 4121.626 -407.48069575342856 4121.626 4575.465 562.6257401746151 4575.465 5518.218 42.92401135172396 5290.767 5518.218 23.40299074560385 5612.734 5870.701 19.88676734081607 5870.701 6367.526 "" "" "" 2005A -95.16915855163059 3579.57 3913.306 +CMFGEN 1.7 4.389999999868451 42.78447138280818 3913.306 4121.626 -377.23366372276075 4121.626 4575.465 421.8007572201614 4575.465 5518.218 -25.3022641605057 5290.767 5518.218 -31.467282968605698 5612.734 5870.701 127.55457646380648 5870.701 6367.526 "" "" "" 2005A -73.74376330497851 3579.57 3913.306 +OBSERVED "" 25.369999999849824 106.94491892161736 3976.3303 4092.7177 502.80234288420615 3976.3303 4582.1414 564.1950989845922 4582.1414 5549.0517 27.05133655634509 5283.4498 5549.0517 69.68867694508785 5569.9417 5883.2923 284.2915629456152 5883.2923 6530.8835 555.9240817969328 7739.5213 8784.0232 2005A "" "" "" +CMFGEN 1.04 25.369999999849824 -8.366094010056747 3976.3303 4092.7177 32.19991501474283 3976.3303 4582.1414 198.16355426845936 4582.1414 5549.0517 10.012418860391993 5283.4498 5549.0517 -18.13432588834058 5569.9417 5883.2923 93.59305774448107 5883.2923 6530.8835 108.09535054982985 7739.5213 8784.0232 2005A "" "" "" +CMFGEN 1.02 25.369999999849824 -11.460705854314703 3976.3303 4092.7177 1.7848767905360265 3976.3303 4582.1414 193.00174827148035 4582.1414 5549.0517 16.506005106690584 5283.4498 5549.0517 -22.054530832504952 5569.9417 5883.2923 17.9521150193667 5883.2923 6530.8835 33.981768747924974 7739.5213 8784.0232 2005A "" "" "" +CMFGEN 1.4 25.369999999849824 -6.418531834494765 3976.3303 4092.7177 -58.35579348545477 3976.3303 4582.1414 171.6660630008964 4582.1414 5549.0517 10.610184179031746 5283.4498 5549.0517 7.730381962379839 5569.9417 5883.2923 43.12589538859599 5883.2923 6530.8835 -603.8998673375668 7739.5213 8784.0232 2005A "" "" "" +CMFGEN 1.7 25.369999999849824 -11.390596211509735 3976.3303 4092.7177 -30.040109599919333 3976.3303 4582.1414 195.8388976190837 4582.1414 5549.0517 19.184496037563957 5283.4498 5549.0517 3.751738906284052 5569.9417 5883.2923 91.70396296098552 5883.2923 6530.8835 105.21752567584886 7739.5213 8784.0232 2005A "" "" "" +OBSERVED "" 33.369999999849824 8.403732138282031 3991.2518 4003.189 399.3585735987614 4003.189 4644.8115 548.9220076823274 4644.8115 5468.4759 47.045154117804465 5295.387 5569.9417 64.64709508392544 5569.9417 5841.5122 453.55845770841955 5841.5122 6563.7107 578.0066699375 7879.783 8751.196 2005A "" "" "" +CMFGEN 1.04 33.369999999849824 0.0011689352236718463 3991.2518 4003.189 23.6069114656638 4003.189 4644.8115 48.201879017456406 4644.8115 5468.4759 15.866220328185179 5295.387 5569.9417 10.318477674986083 5569.9417 5841.5122 103.59110797330166 5841.5122 6563.7107 132.68559712998507 7879.783 8751.196 2005A "" "" "" +CMFGEN 1.02 33.369999999849824 0.014531619796954286 3991.2518 4003.189 -51.10380148007839 4003.189 4644.8115 98.5658985135022 4644.8115 5468.4759 14.54256025350848 5295.387 5569.9417 10.646165926436396 5569.9417 5841.5122 83.95950893403307 5841.5122 6563.7107 53.76338248379318 7879.783 8751.196 2005A "" "" "" +CMFGEN 1.4 33.369999999849824 0.010744437744965961 3991.2518 4003.189 -49.660306562478844 4003.189 4644.8115 116.75487706438268 4644.8115 5468.4759 19.719620857089406 5295.387 5569.9417 25.35122938767182 5569.9417 5841.5122 88.17881121355954 5841.5122 6563.7107 3.3963970582528873 7879.783 8751.196 2005A "" "" "" +CMFGEN 1.7 33.369999999849824 0.006937288302900516 3991.2518 4003.189 -14.792776547030783 4003.189 4644.8115 84.49536416851626 4644.8115 5468.4759 13.556203794682018 5295.387 5569.9417 5.41848098955224 5569.9417 5841.5122 79.2527085572024 5841.5122 6563.7107 134.61089316084113 7879.783 8751.196 2005A "" "" "" +OBSERVED "" 66.54000000003725 3.9399252603560546 3968.1322 4000.8672 312.930133038781 3968.1322 4670.4457 364.7370406811449 4670.4457 5539.4099 32.900780825214184 5298.3617 5575.1208 114.32099867156244 5575.1208 5875.6872 264.4768533918696 5875.6872 6575.0248 748.751358515958 7637.4228 8771.2425 2005M "" "" "" +CMFGEN 1.04 66.54000000003725 -0.42089472101478104 3968.1322 4000.8672 220.08698517054142 3968.1322 4670.4457 174.65858156994972 4670.4457 5539.4099 24.6865122351839 5298.3617 5575.1208 87.08313581150948 5575.1208 5875.6872 159.29397557125696 5875.6872 6575.0248 221.98898621601205 7637.4228 8771.2425 2005M "" "" "" +CMFGEN 1.02 66.54000000003725 -0.5108030277017411 3968.1322 4000.8672 203.5778713822396 3968.1322 4670.4457 135.4880113962722 4670.4457 5539.4099 -9.998305099123066 5298.3617 5575.1208 61.49345529262134 5575.1208 5875.6872 111.36046616382892 5875.6872 6575.0248 422.9132898631426 7637.4228 8771.2425 2005M "" "" "" +CMFGEN 1.4 66.54000000003725 -0.28131378999901846 3968.1322 4000.8672 196.4515556288017 3968.1322 4670.4457 209.53142731916085 4670.4457 5539.4099 -14.094501458410779 5298.3617 5575.1208 50.365048889190106 5575.1208 5875.6872 111.61454190408013 5875.6872 6575.0248 421.5334948181397 7637.4228 8771.2425 2005M "" "" "" +CMFGEN 1.7 66.54000000003725 -0.32886184344430947 3968.1322 4000.8672 208.826451875459 3968.1322 4670.4457 76.8690740990238 4670.4457 5539.4099 45.81908266889215 5298.3617 5575.1208 123.43134073752657 5575.1208 5875.6872 210.1062781684498 5875.6872 6575.0248 257.5733602450746 7637.4228 8771.2425 2005M "" "" "" +OBSERVED "" 3.7299999999813735 14.299261224499222 3974.084 4093.1202 97.2361287106126 4093.1202 4512.7228 162.27929353849032 4512.7228 5155.5182 94.73310258439189 5155.5182 5631.663 23.37238996125228 5631.663 5929.2535 160.21734901905444 5929.2535 6580.9766 198.7405365037592 7851.688 8762.3148 2005M "" "" "" +CMFGEN 1.04 3.7299999999813735 3.3409802906112946 3974.084 4093.1202 -215.83794185619269 4093.1202 4512.7228 241.69641222098934 4512.7228 5155.5182 184.57798329978337 5155.5182 5631.663 -6.452110201861489 5631.663 5929.2535 138.66484086964783 5929.2535 6580.9766 19.72556156400622 7851.688 8762.3148 2005M "" "" "" +CMFGEN 1.02 3.7299999999813735 10.911480866797396 3974.084 4093.1202 -266.54538473783015 4093.1202 4512.7228 263.1492323255281 4512.7228 5155.5182 228.7104291824848 5155.5182 5631.663 13.28704474318836 5631.663 5929.2535 98.87720214794956 5929.2535 6580.9766 42.413729630404376 7851.688 8762.3148 2005M "" "" "" +CMFGEN 1.4 3.7299999999813735 14.758045703009845 3974.084 4093.1202 -327.4153247940712 4093.1202 4512.7228 171.32727474367218 4512.7228 5155.5182 152.1216684225429 5155.5182 5631.663 26.591862084366753 5631.663 5929.2535 72.83976554911365 5929.2535 6580.9766 -42.222070780778516 7851.688 8762.3148 2005M "" "" "" +CMFGEN 1.7 3.7299999999813735 10.302566944249387 3974.084 4093.1202 55.0768883060075 4093.1202 4512.7228 344.2742712706952 4512.7228 5155.5182 22.640481331440476 5155.5182 5631.663 -21.75838125823985 5631.663 5929.2535 84.83486424850084 5929.2535 6580.9766 26.69923536278157 7851.688 8762.3148 2005M "" "" "" +OBSERVED "" 69.54000000003725 12.300417702853874 3980.0358 4027.6503 358.5735910880966 3980.0358 4670.4457 365.05224366932345 4670.4457 5533.4581 49.573565557793735 5283.4821 5551.3136 128.06797723263065 5551.3136 5884.6149 383.3209185316701 5884.6149 6580.9766 693.7510259948413 7705.8686 8723.6281 2005M "" "" "" +CMFGEN 1.04 69.54000000003725 -0.3338420674650682 3980.0358 4027.6503 230.61424997656823 3980.0358 4670.4457 187.01160254002156 4670.4457 5533.4581 29.235389884908287 5283.4821 5551.3136 108.3302669703213 5551.3136 5884.6149 164.0813431342177 5884.6149 6580.9766 366.0630872779933 7705.8686 8723.6281 2005M "" "" "" +CMFGEN 1.02 69.54000000003725 0.17680727408186514 3980.0358 4027.6503 202.54878437411904 3980.0358 4670.4457 157.5469599821761 4670.4457 5533.4581 -7.841765628261491 5283.4821 5551.3136 78.5734847794603 5551.3136 5884.6149 103.15744170030091 5884.6149 6580.9766 488.3197132966277 7705.8686 8723.6281 2005M "" "" "" +CMFGEN 1.4 69.54000000003725 0.46467700111118027 3980.0358 4027.6503 193.4095462545387 3980.0358 4670.4457 222.06164399763884 4670.4457 5533.4581 -8.247261013743719 5283.4821 5551.3136 61.91649494481574 5551.3136 5884.6149 103.90928684897128 5884.6149 6580.9766 478.04705485770444 7705.8686 8723.6281 2005M "" "" "" +CMFGEN 1.7 69.54000000003725 0.45756199908180695 3980.0358 4027.6503 214.62145903230095 3980.0358 4670.4457 87.52292990401814 4670.4457 5533.4581 32.50915681507545 5283.4821 5551.3136 144.48682777562308 5551.3136 5884.6149 218.0723953317162 5884.6149 6580.9766 238.14333913612643 7705.8686 8723.6281 2005M "" "" "" +OBSERVED "" 38.62000000011176 2.297129485148746 3983.0117 4000.8672 319.61709516890414 3983.0117 4670.4457 408.5154156905455 4670.4457 5539.4099 29.109835239589273 5295.3857 5557.2654 55.161035560643114 5557.2654 5828.0727 249.5771762826749 5828.0727 6518.4826 479.5383954975076 7750.5072 8750.4112 2005M "" "" "" +CMFGEN 1.04 38.62000000011176 -0.013891954240465113 3983.0117 4000.8672 8.702895259007125 3983.0117 4670.4457 40.550680483245436 4670.4457 5539.4099 16.782938210272576 5295.3857 5557.2654 16.738567889072588 5557.2654 5828.0727 131.50203401460814 5828.0727 6518.4826 88.91945231043465 7750.5072 8750.4112 2005M "" "" "" +CMFGEN 1.02 38.62000000011176 0.0602144954326868 3983.0117 4000.8672 -106.44883085821 3983.0117 4670.4457 122.84157392200888 4670.4457 5539.4099 18.63596573137708 5295.3857 5557.2654 10.119970717305302 5557.2654 5828.0727 100.69769592206711 5828.0727 6518.4826 130.50609064560152 7750.5072 8750.4112 2005M "" "" "" +CMFGEN 1.4 38.62000000011176 0.0752445414703465 3983.0117 4000.8672 -139.37575834635254 3983.0117 4670.4457 157.30546801355328 4670.4457 5539.4099 23.896598530100977 5295.3857 5557.2654 17.867437891339396 5557.2654 5828.0727 87.43546075249257 5828.0727 6518.4826 62.78925365910118 7750.5072 8750.4112 2005M "" "" "" +CMFGEN 1.7 38.62000000011176 0.004866319151714021 3983.0117 4000.8672 -47.94196966256793 3983.0117 4670.4457 88.23929740323936 4670.4457 5539.4099 14.183478389687075 5295.3857 5557.2654 9.405795821189527 5557.2654 5828.0727 116.90045886526302 5828.0727 6518.4826 148.2000788045287 7750.5072 8750.4112 2005M "" "" "" +OBSERVED "" 7.75 35.23941318732374 3908.6141 4119.9034 136.55205617602095 4119.9034 4572.2409 201.45174738510252 4572.2409 5259.6749 88.75847019825687 5259.6749 5640.5907 44.71164590174148 5640.5907 5956.0366 148.0373183633134 5956.0366 6530.3862 401.9464049641659 7848.7121 8851.592 2005M "" "" "" +CMFGEN 1.04 7.75 31.33760952697892 3908.6141 4119.9034 -262.37586598984876 4119.9034 4572.2409 181.65954945563772 4572.2409 5259.6749 100.63585790809952 5259.6749 5640.5907 2.461391858269809 5640.5907 5956.0366 118.79761052132515 5956.0366 6530.3862 -7.420028727530877 7848.7121 8851.592 2005M "" "" "" +CMFGEN 1.02 7.75 50.45634307812999 3908.6141 4119.9034 -341.4679780892136 4119.9034 4572.2409 95.86875562189263 4572.2409 5259.6749 132.1809266111673 5259.6749 5640.5907 21.668217754564488 5640.5907 5956.0366 88.72455689592297 5956.0366 6530.3862 1.7369295281369759 7848.7121 8851.592 2005M "" "" "" +CMFGEN 1.4 7.75 60.729567335766575 3908.6141 4119.9034 -406.9772654978424 4119.9034 4572.2409 -16.29848781757964 4572.2409 5259.6749 43.13894291871793 5259.6749 5640.5907 26.636969866143488 5640.5907 5956.0366 56.03954149802961 5956.0366 6530.3862 -84.98910828497337 7848.7121 8851.592 2005M "" "" "" +CMFGEN 1.7 7.75 44.52489271881646 3908.6141 4119.9034 -353.0349245189782 4119.9034 4572.2409 404.3309309217643 4572.2409 5259.6749 20.548067028422164 5259.6749 5640.5907 -9.7224732378504 5640.5907 5956.0366 68.60281712074075 5956.0366 6530.3862 -16.759707803330954 7848.7121 8851.592 2005M "" "" "" +OBSERVED "" 42.580000000074506 9.066384485439896 3971.1081 4003.8431 404.8399319462807 3971.1081 4640.6867 480.1662034095396 4640.6867 5533.4581 50.456687949887694 5292.4098 5566.1931 78.02651714140492 5566.1931 5819.145 305.7547343688808 5819.145 6518.4826 629.2740051754715 7744.5554 8747.4353 2005M "" "" "" +CMFGEN 1.04 42.580000000074506 -0.058667655918871846 3971.1081 4003.8431 52.79312974161854 3971.1081 4640.6867 91.75000138382583 4640.6867 5533.4581 24.350815513339327 5292.4098 5566.1931 33.720923300588595 5566.1931 5819.145 133.1511331287138 5819.145 6518.4826 69.42143862207863 7744.5554 8747.4353 2005M "" "" "" +CMFGEN 1.02 42.580000000074506 0.5235742803400245 3971.1081 4003.8431 -11.130438837042794 3971.1081 4640.6867 171.39354401040876 4640.6867 5533.4581 14.857971746898325 5292.4098 5566.1931 7.655650658930278 5566.1931 5819.145 108.1113451018051 5819.145 6518.4826 197.48577185582513 7744.5554 8747.4353 2005M "" "" "" +CMFGEN 1.4 42.580000000074506 0.7059644395207476 3971.1081 4003.8431 -42.607977261175975 3971.1081 4640.6867 197.45205644943889 4640.6867 5533.4581 22.841264858633288 5292.4098 5566.1931 8.774647554096862 5566.1931 5819.145 81.96612301498169 5819.145 6518.4826 167.50263867183898 7744.5554 8747.4353 2005M "" "" "" +CMFGEN 1.7 42.580000000074506 0.2565744896875826 3971.1081 4003.8431 11.002759855226683 3971.1081 4640.6867 117.59549524234725 4640.6867 5533.4581 16.145368581183316 5292.4098 5566.1931 22.246137641495466 5566.1931 5819.145 130.9962654223226 5819.145 6518.4826 151.57219935404072 7744.5554 8747.4353 2005M "" "" "" +OBSERVED "" 47.56999999983236 107.33036135977292 3986.1868 4101.2268 398.74617954750715 4101.2268 4602.1298 456.80140580597515 4602.1298 5529.6393 63.70695300458703 5292.3694 5567.986 101.07755496375226 5567.986 5826.8258 320.3738061979536 5826.8258 6517.0654 "" "" "" 2005M "" "" "" +CMFGEN 1.04 47.56999999983236 5.508235223811639 3986.1868 4101.2268 60.08421788643547 4101.2268 4602.1298 125.46956468972915 4602.1298 5529.6393 30.618266816876798 5292.3694 5567.986 64.07444886450249 5567.986 5826.8258 132.86945687114235 5826.8258 6517.0654 "" "" "" 2005M "" "" "" +CMFGEN 1.02 47.56999999983236 10.051040133520612 3986.1868 4101.2268 90.69924540959306 4101.2268 4602.1298 180.9085638656351 4602.1298 5529.6393 17.656940587226796 5292.3694 5567.986 25.33541041819576 5567.986 5826.8258 126.54626644712025 5826.8258 6517.0654 "" "" "" 2005M "" "" "" +CMFGEN 1.4 47.56999999983236 9.334234672267906 3986.1868 4101.2268 90.71338501299495 4101.2268 4602.1298 215.11306434274186 4602.1298 5529.6393 17.39141092466844 5292.3694 5567.986 11.179453555134954 5567.986 5826.8258 103.12134158141313 5826.8258 6517.0654 "" "" "" 2005M "" "" "" +CMFGEN 1.7 47.56999999983236 6.75532502158501 3986.1868 4101.2268 65.69323935160729 4101.2268 4602.1298 147.3534347319121 4602.1298 5529.6393 22.355601364588924 5292.3694 5567.986 50.67277114340908 5567.986 5826.8258 148.16996618561632 5826.8258 6517.0654 "" "" "" 2005M "" "" "" +OBSERVED "" 56.580000000074506 2.6714430303835277 3968.1322 4003.8431 301.58773560954626 3968.1322 4670.4457 371.12445715764704 4670.4457 5536.434 22.786067051841275 5295.3857 5566.1931 91.63771214075528 5566.1931 5866.7595 268.3253030096968 5866.7595 6580.9766 547.3794755966398 7708.8445 8726.604 2005M "" "" "" +CMFGEN 1.04 56.580000000074506 -0.35183978637640884 3968.1322 4003.8431 150.915931326836 3968.1322 4670.4457 103.57756905603088 4670.4457 5536.434 26.22754133064287 5295.3857 5566.1931 80.35210170760736 5566.1931 5866.7595 147.39479809763162 5866.7595 6580.9766 295.97349190428815 7708.8445 8726.604 2005M "" "" "" +CMFGEN 1.02 56.580000000074506 -0.057982781338246345 3968.1322 4003.8431 165.09414987443432 3968.1322 4670.4457 47.649791761443524 4670.4457 5536.434 -3.9229019072194986 5295.3857 5566.1931 62.92982492075891 5566.1931 5866.7595 103.91079925011698 5866.7595 6580.9766 433.42573066439286 7708.8445 8726.604 2005M "" "" "" +CMFGEN 1.4 56.580000000074506 0.16335062707872752 3968.1322 4003.8431 160.54245046416094 3968.1322 4670.4457 94.04706729847912 4670.4457 5536.434 -0.8351190058648058 5295.3857 5566.1931 47.56717694759594 5566.1931 5866.7595 90.5073970618538 5866.7595 6580.9766 406.5431349505601 7708.8445 8726.604 2005M "" "" "" +CMFGEN 1.7 56.580000000074506 -0.02956971998365808 3968.1322 4003.8431 130.42596554012718 3968.1322 4670.4457 53.3966314620142 4670.4457 5536.434 26.701486816446234 5295.3857 5566.1931 99.82848738812152 5566.1931 5866.7595 198.6201914285743 5866.7595 6580.9766 214.91043368318742 7708.8445 8726.604 2005M "" "" "" +OBSERVED "" -0.2900000000372529 12.899066152307348 3953.2527 4090.1443 101.65899223166421 4090.1443 4521.6505 149.73420522740594 4521.6505 5140.6387 77.47013653401173 5158.4941 5622.7353 20.911030687544603 5622.7353 5908.4221 203.25864741838114 5908.4221 6580.9766 93.72904339371073 7833.8325 8360.5677 2005M "" "" "" +CMFGEN 1.04 -0.2900000000372529 9.148795266396748 3953.2527 4090.1443 -233.6783283731785 4090.1443 4521.6505 224.38569159917927 4521.6505 5140.6387 184.67423189597287 5158.4941 5622.7353 -13.423922393389661 5622.7353 5908.4221 153.53221905681713 5908.4221 6580.9766 80.94859049332644 7833.8325 8360.5677 2005M "" "" "" +CMFGEN 1.02 -0.2900000000372529 18.239252635525528 3953.2527 4090.1443 -293.0039189465755 4090.1443 4521.6505 260.58690693646895 4521.6505 5140.6387 229.47054954255827 5158.4941 5622.7353 6.375470828450939 5622.7353 5908.4221 113.12692528545537 5908.4221 6580.9766 49.37434143485494 7833.8325 8360.5677 2005M "" "" "" +CMFGEN 1.4 -0.2900000000372529 22.425224263193257 3953.2527 4090.1443 -360.90389581613283 4090.1443 4521.6505 165.1262137453104 4521.6505 5140.6387 158.39021629782349 5158.4941 5622.7353 26.352884244655037 5622.7353 5908.4221 79.25692467863388 5908.4221 6580.9766 40.7168633264308 7833.8325 8360.5677 2005M "" "" "" +CMFGEN 1.7 -0.2900000000372529 15.359280326993558 3953.2527 4090.1443 11.73033281004632 4090.1443 4521.6505 312.0276193310404 4521.6505 5140.6387 23.35037553394121 5158.4941 5622.7353 -27.46672016988631 5622.7353 5908.4221 106.02708767151917 5908.4221 6580.9766 101.08429266585279 7833.8325 8360.5677 2005M "" "" "" +OBSERVED "" -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 272.1028430707915 5869.506 6505.826 "" "" "" 2005W "" "" "" +CMFGEN 1.04 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 175.9245179671432 5869.506 6505.826 "" "" "" 2005W "" "" "" +CMFGEN 1.02 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 140.59780730741508 5869.506 6505.826 "" "" "" 2005W "" "" "" +CMFGEN 1.4 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 69.17503043639196 5869.506 6505.826 "" "" "" 2005W "" "" "" +CMFGEN 1.7 -7.320000000225264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 148.82702033876242 5869.506 6505.826 "" "" "" 2005W "" "" "" +OBSERVED "" 34.05000000003929 23.23507767399421 3965.5766 4036.0171 369.5750734377028 3965.5766 4610.8117 531.9261751569805 4610.8117 5503.9974 51.6285275935779 5295.4935 5503.9974 94.43413336603412 5574.4379 5839.2942 335.9303683870993 5839.2942 6487.3469 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 34.05000000003929 -0.022460389336911975 3965.5766 4036.0171 38.523044159179236 3965.5766 4610.8117 110.60166193343127 4610.8117 5503.9974 10.589487986762386 5295.4935 5503.9974 11.780656244446726 5574.4379 5839.2942 136.055349899269 5839.2942 6487.3469 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 34.05000000003929 2.1294015057989015 3965.5766 4036.0171 -47.26651442759874 3965.5766 4610.8117 180.99047358232886 4610.8117 5503.9974 14.147562655655543 5295.4935 5503.9974 11.34061785483864 5574.4379 5839.2942 115.73290352686772 5839.2942 6487.3469 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 34.05000000003929 2.140413011325663 3965.5766 4036.0171 -63.43757223493405 3965.5766 4610.8117 203.52643911237337 4610.8117 5503.9974 19.35433267626265 5295.4935 5503.9974 24.52946085588297 5574.4379 5839.2942 113.30317332349112 5839.2942 6487.3469 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 34.05000000003929 0.6255693221284524 3965.5766 4036.0171 -17.54826885768228 3965.5766 4610.8117 143.9381980715031 4610.8117 5503.9974 12.717153850476418 5295.4935 5503.9974 7.5710300136014395 5574.4379 5839.2942 114.5580598375086 5839.2942 6487.3469 "" "" "" 2005ag "" "" "" +OBSERVED "" 30.099999999853026 49.77352471564329 3914.8595 4044.47 415.9812940265373 3914.8595 4619.2646 480.65638340733585 4619.2646 5503.9974 41.54971995668521 5298.3111 5503.9974 105.13076746903468 5554.7146 5839.2942 296.50379950744207 5839.2942 6464.806 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 30.099999999853026 -1.3096385457960271 3914.8595 4044.47 17.734526067131835 3914.8595 4619.2646 134.00155726680453 4619.2646 5503.9974 14.579766118099275 5298.3111 5503.9974 -0.4759433979161876 5554.7146 5839.2942 140.32113622982843 5839.2942 6464.806 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 30.099999999853026 12.793939783771386 3914.8595 4044.47 -38.58937126586952 3914.8595 4619.2646 173.8148535477655 4619.2646 5503.9974 19.15981673325584 5298.3111 5503.9974 11.614738527481311 5554.7146 5839.2942 132.2637859719338 5839.2942 6464.806 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 30.099999999853026 11.263785143150933 3914.8595 4044.47 -57.2563305129105 3914.8595 4619.2646 170.60153784561217 4619.2646 5503.9974 19.668745106553207 5298.3111 5503.9974 31.596124640167957 5554.7146 5839.2942 128.34875154086006 5839.2942 6464.806 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 30.099999999853026 8.179609265244578 3914.8595 4044.47 -13.175515723095534 3914.8595 4619.2646 158.8827388985087 4619.2646 5503.9974 18.474136646439597 5298.3111 5503.9974 -1.9242902430779694 5554.7146 5839.2942 114.65988359788497 5839.2942 6464.806 "" "" "" 2005ag "" "" "" +OBSERVED "" -0.8499999998675776 30.46397344494672 3917.6771 4019.1114 194.85942514358027 4019.1114 4495.2893 244.72327966383028 4562.9122 5115.1658 178.93578721280278 5168.7006 5667.4194 45.90985542240934 5667.4194 5839.2942 213.97151424265752 5839.2942 6383.095 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 -0.8499999998675776 10.80531713482202 3917.6771 4019.1114 -276.8173315160793 4019.1114 4495.2893 182.5807541584775 4562.9122 5115.1658 160.7844058726664 5168.7006 5667.4194 -1.7539927833592537 5667.4194 5839.2942 160.05156956688256 5839.2942 6383.095 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 -0.8499999998675776 10.325023268765005 3917.6771 4019.1114 -323.06246789843 4019.1114 4495.2893 222.21899679522463 4562.9122 5115.1658 191.88585955438455 5168.7006 5667.4194 3.703903098155615 5667.4194 5839.2942 118.16100235297029 5839.2942 6383.095 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 -0.8499999998675776 9.41045881073016 3917.6771 4019.1114 -370.61244697088534 4019.1114 4495.2893 161.05103691043266 4562.9122 5115.1658 86.28905871541522 5168.7006 5667.4194 6.921663089282091 5667.4194 5839.2942 27.401792829246855 5839.2942 6383.095 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 -0.8499999998675776 6.076882350351042 3917.6771 4019.1114 188.6465741648633 4019.1114 4495.2893 207.14435550570988 4562.9122 5115.1658 -5.507238065676631 5168.7006 5667.4194 -6.36570963272365 5667.4194 5839.2942 157.02197710590423 5839.2942 6383.095 "" "" "" 2005ag "" "" "" +OBSERVED "" 49.05000000003929 93.0874687721389 3931.7652 4041.6524 535.7958988719906 3931.7652 4577.0003 614.9847286133672 4577.0003 5394.1102 215.20543080099995 5165.8829 5501.1798 143.5212652229396 5557.5322 5822.3885 448.18674698545954 5822.3885 6521.1584 "" "" "" 2005ag "" "" "" +CMFGEN 1.04 49.05000000003929 -0.3111372736000753 3931.7652 4041.6524 142.88609841238733 3931.7652 4577.0003 147.1896397114619 4577.0003 5394.1102 -17.055140075387914 5165.8829 5501.1798 74.67510283362928 5557.5322 5822.3885 124.60916772919737 5822.3885 6521.1584 "" "" "" 2005ag "" "" "" +CMFGEN 1.02 49.05000000003929 7.9032440224775184 3931.7652 4041.6524 198.16172317728123 3931.7652 4577.0003 191.477229397839 4577.0003 5394.1102 -52.06226163602608 5165.8829 5501.1798 31.56476219908673 5557.5322 5822.3885 120.35019129761055 5822.3885 6521.1584 "" "" "" 2005ag "" "" "" +CMFGEN 1.4 49.05000000003929 11.739609309966806 3931.7652 4041.6524 207.078704959385 3931.7652 4577.0003 227.65522553469526 4577.0003 5394.1102 -43.33833977470232 5165.8829 5501.1798 9.015029398095432 5557.5322 5822.3885 98.879492180762 5822.3885 6521.1584 "" "" "" 2005ag "" "" "" +CMFGEN 1.7 49.05000000003929 5.840617460849411 3931.7652 4041.6524 161.4028746181816 3931.7652 4577.0003 165.10825736028892 4577.0003 5394.1102 -27.71582425599144 5165.8829 5501.1798 60.96563175318128 5557.5322 5822.3885 139.20276330606876 5822.3885 6521.1584 "" "" "" 2005ag "" "" "" +OBSERVED "" 42.270000000113214 7.405794249946861 3963.7407 4017.8154 299.1643193856014 3963.7407 4627.6585 374.99634571094964 4627.6585 5540.9209 25.89567913821377 5288.5721 5540.9209 78.93207536262518 5558.9459 5856.357 260.25907551699913 5856.357 6517.2706 526.6907349319581 7760.9899 8725.323 2005al "" "" "" +CMFGEN 1.04 42.270000000113214 0.1860972211849994 3963.7407 4017.8154 65.34081090260895 3963.7407 4627.6585 106.38719267389433 4627.6585 5540.9209 20.15160583944628 5288.5721 5540.9209 33.067144312868336 5558.9459 5856.357 156.31737829676302 5856.357 6517.2706 95.0583317355525 7760.9899 8725.323 2005al "" "" "" +CMFGEN 1.02 42.270000000113214 1.8409638474326475 3963.7407 4017.8154 14.527488838199517 3963.7407 4627.6585 196.57202722434906 4627.6585 5540.9209 10.036283407400905 5288.5721 5540.9209 11.69536085627762 5558.9459 5856.357 123.102679779769 5856.357 6517.2706 215.62641671896915 7760.9899 8725.323 2005al "" "" "" +CMFGEN 1.4 42.270000000113214 2.3895995884375876 3963.7407 4017.8154 -12.85251591709008 3963.7407 4627.6585 226.9867118905152 4627.6585 5540.9209 16.03155253969373 5288.5721 5540.9209 16.847325523662693 5558.9459 5856.357 104.6658562052247 5856.357 6517.2706 201.78636908141215 7760.9899 8725.323 2005al "" "" "" +CMFGEN 1.7 42.270000000113214 0.9990647820277266 3963.7407 4017.8154 28.75729714101079 3963.7407 4627.6585 133.5159282675733 4627.6585 5540.9209 14.069754125874105 5288.5721 5540.9209 23.43368290801005 5558.9459 5856.357 149.74698563224814 5856.357 6517.2706 170.34373811890117 7760.9899 8725.323 2005al "" "" "" +OBSERVED "" 45.21999999983382 1.4347594190107682 3957.7324 4002.7947 302.61584742178945 3957.7324 4633.6668 367.7972562580934 4633.6668 5513.8836 23.376718551829885 5279.5596 5513.8836 81.10006794784887 5567.9583 5859.3611 235.67738348124544 5859.3611 6520.2748 508.7184250402623 7721.9359 8719.3147 2005al "" "" "" +CMFGEN 1.04 45.21999999983382 -0.34524683606632345 3957.7324 4002.7947 89.30042826555159 3957.7324 4633.6668 100.79122315658398 4633.6668 5513.8836 20.67389117367675 5279.5596 5513.8836 49.6466490341888 5567.9583 5859.3611 162.8575376779903 5859.3611 6520.2748 104.03338351453363 7721.9359 8719.3147 2005al "" "" "" +CMFGEN 1.02 45.21999999983382 1.002291686484176 3957.7324 4002.7947 75.6747738785671 3957.7324 4633.6668 158.42176476172529 4633.6668 5513.8836 6.760857129191616 5279.5596 5513.8836 20.2798514456508 5567.9583 5859.3611 133.60406504057192 5859.3611 6520.2748 247.0896819202497 7721.9359 8719.3147 2005al "" "" "" +CMFGEN 1.4 45.21999999983382 1.4862842344292586 3957.7324 4002.7947 50.14163550579953 3957.7324 4633.6668 174.05460561585122 4633.6668 5513.8836 1.4391667105891561 5279.5596 5513.8836 17.7787209526051 5567.9583 5859.3611 112.34983845291457 5859.3611 6520.2748 253.88194145853788 7721.9359 8719.3147 2005al "" "" "" +CMFGEN 1.7 45.21999999983382 0.6347693540859075 3957.7324 4002.7947 70.49192298551534 3957.7324 4633.6668 119.78828613610605 4633.6668 5513.8836 15.051281530042743 5279.5596 5513.8836 38.89117360824748 5567.9583 5859.3611 167.6403071488256 5859.3611 6520.2748 174.0065413310316 7721.9359 8719.3147 2005al "" "" "" +OBSERVED "" 14.210000000057335 19.865290509098386 3963.7407 4074.8943 249.2600989308775 3963.7407 4609.6335 247.4998790247858 4609.6335 5246.514 -7.207291975087543 5246.514 5507.8753 77.14116373330471 5558.9459 5874.3819 130.63636727137944 5874.3819 6397.1045 277.61152097951157 7926.2183 8722.3188 2005al "" "" "" +CMFGEN 1.04 14.210000000057335 5.896656242747245 3963.7407 4074.8943 -738.2363368608112 3963.7407 4609.6335 164.3375090702702 4609.6335 5246.514 110.48614587736239 5246.514 5507.8753 -62.128041418344424 5558.9459 5874.3819 141.90024072224878 5874.3819 6397.1045 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"" +OBSERVED "" 49.17000000002008 2.418194488557561 3966.7448 4011.8071 304.9524772721802 3966.7448 4642.6792 375.1606162027599 4642.6792 5507.8753 24.578614199252932 5291.5762 5507.8753 85.89122010503131 5555.9417 5832.3238 246.09316807654187 5832.3238 6529.2872 511.63488230968096 7742.965 8770.3853 2005al "" "" "" +CMFGEN 1.04 49.17000000002008 -0.14389028874536766 3966.7448 4011.8071 111.20953091120975 3966.7448 4642.6792 85.54191637555073 4642.6792 5507.8753 15.626530895314232 5291.5762 5507.8753 77.63672909134546 5555.9417 5832.3238 139.02230744009887 5832.3238 6529.2872 163.99357612182308 7742.965 8770.3853 2005al "" "" "" +CMFGEN 1.02 49.17000000002008 1.062332092828674 3966.7448 4011.8071 137.81815398091524 3966.7448 4642.6792 133.60316046510036 4642.6792 5507.8753 4.186775939809751 5291.5762 5507.8753 35.41693404223296 5555.9417 5832.3238 125.00445975717794 5832.3238 6529.2872 265.09108174273524 7742.965 8770.3853 2005al "" "" "" +CMFGEN 1.4 49.17000000002008 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5833.2818 88.73053256213304 5833.2818 6515.4057 "" "" "" 2005al "" "" "" +CMFGEN 1.4 23.17000000002008 13.77029565573429 3970.7451 4086.8513 -122.01084931796068 4086.8513 4633.5179 83.61618284144207 4633.5179 5465.6122 1.6746537366592265 5279.3586 5523.6653 12.020668323264921 5562.3674 5833.2818 73.2575891697898 5833.2818 6515.4057 "" "" "" 2005al "" "" "" +CMFGEN 1.7 23.17000000002008 -11.230579515131526 3970.7451 4086.8513 33.16219540550009 4086.8513 4633.5179 133.83237457550132 4633.5179 5465.6122 18.081102571523257 5279.3586 5523.6653 17.10867831402188 5562.3674 5833.2818 113.2192257622366 5833.2818 6515.4057 "" "" "" 2005al "" "" "" +OBSERVED "" 37.270000000113214 6.490275863031751 3963.7407 4014.8113 298.0343279636784 3963.7407 4630.6626 373.917760796544 4630.6626 5525.9002 25.117490975369 5285.5679 5525.9002 61.01511710422362 5561.95 5832.3238 248.14771425995957 5832.3238 6523.2789 476.3213248809459 7697.9027 8722.3188 2005al "" "" "" +CMFGEN 1.04 37.270000000113214 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7765.489 8821.6402 2005am "" "" "" +CMFGEN 1.7 38.5 0.005263720971021022 3981.45 4002.573 -2.548517901253885 3981.45 4618.1583 144.69564483956614 4618.1583 5526.4484 12.96211638853433 5279.0072 5556.6241 9.135156842549504 5556.6241 5828.2059 125.93027974477656 5828.2059 6495.0899 123.58169292018059 7765.489 8821.6402 2005am "" "" "" +OBSERVED "" 7.589999999850988 45.68176547862823 3927.1336 4147.4166 211.28532781224936 3927.1336 4578.9298 227.8033311496631 4578.9298 5218.6557 49.1010640528272 5218.6557 5565.6768 40.923547851861365 5565.6768 5864.4168 133.18906512138068 5864.4168 6371.3693 259.6335109343041 7874.1217 8682.8317 2005am "" "" "" +CMFGEN 1.04 7.589999999850988 19.862098168161715 3927.1336 4147.4166 -662.8315263126001 3927.1336 4578.9298 260.8222321437731 4578.9298 5218.6557 157.1741066758182 5218.6557 5565.6768 -51.51434470538864 5565.6768 5864.4168 134.56814050142452 5864.4168 6371.3693 35.24831577251072 7874.1217 8682.8317 2005am "" "" "" +CMFGEN 1.02 7.589999999850988 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5550.7717 5873.9196 31.91155765591497 5873.9196 6449.7545 "" "" "" 2005am "" "" "" +CMFGEN 1.02 16.52999999979511 56.29018078636195 3908.3059 4141.5555 -951.5041058597699 3908.3059 4608.0547 372.3527452698794 4608.0547 5439.0063 71.90895514474833 5278.6472 5507.0374 -80.22739488924933 5550.7717 5873.9196 123.74021486534423 5873.9196 6449.7545 "" "" "" 2005am "" "" "" +CMFGEN 1.4 16.52999999979511 71.84168413857805 3908.3059 4141.5555 -1003.7799616382771 3908.3059 4608.0547 411.119706444056 4608.0547 5439.0063 51.64355471757881 5278.6472 5507.0374 -10.95364831453439 5550.7717 5873.9196 42.90738818056953 5873.9196 6449.7545 "" "" "" 2005am "" "" "" +CMFGEN 1.7 16.52999999979511 51.80308268623166 3908.3059 4141.5555 -471.33124961144455 3908.3059 4608.0547 354.3461413215797 4608.0547 5439.0063 -50.82144903796907 5278.6472 5507.0374 -115.33851611844204 5550.7717 5873.9196 138.8645059564483 5873.9196 6449.7545 "" "" "" 2005am "" "" "" +OBSERVED "" 25.5 1.054274801811129 3948.2567 4008.6082 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17.15471437376758 5920.3651 6401.4975 169.0958159302638 7669.6675 8569.5632 2005bl "" "" "" +CMFGEN 1.7 -2.8200000001088483 11.495895715801598 3960.1961 4081.9642 -643.2844024983451 3960.1961 4622.4956 155.8127710138553 4622.4956 5142.2374 0.22838040018505545 5198.6665 5572.8806 -91.61752357886061 5572.8806 5920.3651 96.705014092513 5920.3651 6401.4975 348.0518750858939 7669.6675 8569.5632 2005bl "" "" "" +OBSERVED "" 53478.22999999998 20.40015531974362 3936.9005 4071.8881 107.17952960339647 4071.8881 4599.8397 151.53384133197187 4599.8397 5205.7842 90.8927825750126 5205.7842 5613.7468 34.85576189949447 5613.7468 5955.7155 186.6882437523586 5955.7155 6561.6599 208.74269801955134 7824.5442 8493.4829 2005bo "" "" "" +CMFGEN 1.04 53478.22999999998 -27.598281407617364 3936.9005 4071.8881 371.87944638344646 4071.8881 4599.8397 -1.6000890370522285 4599.8397 5205.7842 101.66473582536915 5205.7842 5613.7468 47.886656124703265 5613.7468 5955.7155 257.8506359853209 5955.7155 6561.6599 168.44151073489132 7824.5442 8493.4829 2005bo "" "" "" +CMFGEN 1.02 53478.22999999998 -27.65843856707767 3936.9005 4071.8881 342.5282875596425 4071.8881 4599.8397 43.92146531656242 4599.8397 5205.7842 95.72176510498682 5205.7842 5613.7468 41.99420087789475 5613.7468 5955.7155 200.26288264203583 5955.7155 6561.6599 249.42343984786328 7824.5442 8493.4829 2005bo "" "" "" +CMFGEN 1.4 53478.22999999998 -20.4909528977556 3936.9005 4071.8881 306.69433855566217 4071.8881 4599.8397 74.64133021405237 4599.8397 5205.7842 82.10958499643395 5205.7842 5613.7468 40.1755899640576 5613.7468 5955.7155 164.2138469399727 5955.7155 6561.6599 238.1453005923988 7824.5442 8493.4829 2005bo "" "" "" +CMFGEN 1.7 53478.22999999998 -34.366615533123905 3936.9005 4071.8881 393.83843174153924 4071.8881 4599.8397 -44.1935961497051 4599.8397 5205.7842 88.78078933452699 5205.7842 5613.7468 25.21684201447884 5613.7468 5955.7155 274.5583520707296 5955.7155 6561.6599 292.4517512778206 7824.5442 8493.4829 2005bo "" "" "" +OBSERVED "" 53479.24000000022 24.050957877893705 3939.9002 4104.8851 104.37155984858482 4104.8851 4524.8466 158.5588595048539 4524.8466 5205.7842 91.18753122888921 5205.7842 5625.7457 35.538043827157594 5625.7457 5964.7147 159.718711268792 5964.7147 6561.6599 217.7138787728456 7842.5426 8649.4686 2005bo "" "" "" +CMFGEN 1.04 53479.24000000022 -44.09856146675095 3939.9002 4104.8851 191.5956521317337 4104.8851 4524.8466 -818.8821596772134 4524.8466 5205.7842 118.08267757461115 5205.7842 5625.7457 7.916584162435539 5625.7457 5964.7147 245.86136385203343 5964.7147 6561.6599 321.70556563858753 7842.5426 8649.4686 2005bo "" "" "" +CMFGEN 1.02 53479.24000000022 -43.99895432188747 3939.9002 4104.8851 94.42252900322171 4104.8851 4524.8466 -739.4385354552891 4524.8466 5205.7842 112.3035149677751 5205.7842 5625.7457 1.3977370754172567 5625.7457 5964.7147 184.74207614903997 5964.7147 6561.6599 420.6710546686187 7842.5426 8649.4686 2005bo "" "" "" +CMFGEN 1.4 53479.24000000022 -38.401227495107676 3939.9002 4104.8851 58.516882543839436 4104.8851 4524.8466 -563.8933174585178 4524.8466 5205.7842 98.40844141218157 5205.7842 5625.7457 0.14949980855892123 5625.7457 5964.7147 147.07720774027854 5964.7147 6561.6599 411.4466013487648 7842.5426 8649.4686 2005bo "" "" "" +CMFGEN 1.7 53479.24000000022 -54.75743565553134 3939.9002 4104.8851 216.95695910945065 4104.8851 4524.8466 -1053.454851913697 4524.8466 5205.7842 104.36865239621949 5205.7842 5625.7457 -19.4058875630281 5625.7457 5964.7147 261.2750446555765 5964.7147 6561.6599 392.5005599321646 7842.5426 8649.4686 2005bo "" "" "" +OBSERVED "" -7.440000000169675 15.935556027933162 3920.9801 4073.8132 91.471216661581 3920.9801 4577.2635 86.98845734358261 4577.2635 5083.7105 78.43681589451104 5173.6124 5650.0921 15.498597340331038 5650.0921 5883.8369 99.95861240384156 5883.8369 6471.1956 123.66931843247525 7762.7853 8458.0262 2005el "" "" "" +CMFGEN 1.04 -7.440000000169675 21.840416332902432 3920.9801 4073.8132 -643.5687066233656 3920.9801 4577.2635 159.98727118575175 4577.2635 5083.7105 174.85375412391883 5173.6124 5650.0921 -4.140932881643413 5650.0921 5883.8369 163.59208387374838 5883.8369 6471.1956 136.68105819325373 7762.7853 8458.0262 2005el "" "" "" +CMFGEN 1.02 -7.440000000169675 28.900012283993693 3920.9801 4073.8132 -764.1561708297844 3920.9801 4577.2635 199.04316537299542 4577.2635 5083.7105 205.10220243475993 5173.6124 5650.0921 7.8709210153617795 5650.0921 5883.8369 123.47009841163644 5883.8369 6471.1956 112.4630300058249 7762.7853 8458.0262 2005el "" "" "" +CMFGEN 1.4 -7.440000000169675 31.184919715346506 3920.9801 4073.8132 -815.472156164265 3920.9801 4577.2635 193.3488555336173 4577.2635 5083.7105 113.02424824409812 5173.6124 5650.0921 14.76246644716543 5650.0921 5883.8369 50.94600972731681 5883.8369 6471.1956 91.75683562049116 7762.7853 8458.0262 2005el "" "" "" +CMFGEN 1.7 -7.440000000169675 20.83198317101879 3920.9801 4073.8132 -245.22969068508996 3920.9801 4577.2635 160.08483509689046 4577.2635 5083.7105 5.204412347517618 5173.6124 5650.0921 -13.816163437949713 5650.0921 5883.8369 131.86044001267538 5883.8369 6471.1956 186.52986703099674 7762.7853 8458.0262 2005el "" "" "" +OBSERVED "" -6.420000000151049 20.3437629893959 3929.9702 4082.8034 82.4565496109216 3929.9702 4493.3551 85.93551553232221 4502.3453 5080.7138 83.36218027122655 5179.6058 5644.0986 16.386805632687906 5644.0986 5874.8467 76.47586952601262 5874.8467 6270.4148 130.2278970333042 7735.8148 8529.9477 2005el "" "" "" +CMFGEN 1.04 -6.420000000151049 18.472041922280276 3929.9702 4082.8034 -316.5954216337938 3929.9702 4493.3551 210.7816386810951 4502.3453 5080.7138 176.0507870014264 5179.6058 5644.0986 -6.5092536528271685 5644.0986 5874.8467 62.90571815318468 5874.8467 6270.4148 167.67719228037421 7735.8148 8529.9477 2005el "" "" "" +CMFGEN 1.02 -6.420000000151049 27.428487273633962 3929.9702 4082.8034 -299.11527725244696 3929.9702 4493.3551 259.2461875514237 4502.3453 5080.7138 204.24227424518932 5179.6058 5644.0986 6.123309497262933 5644.0986 5874.8467 56.4662435111471 5874.8467 6270.4148 148.3198979523936 7735.8148 8529.9477 2005el "" "" "" +CMFGEN 1.4 -6.420000000151049 30.77334528925796 3929.9702 4082.8034 -307.7347861254634 3929.9702 4493.3551 260.7786342390987 4502.3453 5080.7138 116.08969828601211 5179.6058 5644.0986 15.623687232106212 5644.0986 5874.8467 12.969709799800416 5874.8467 6270.4148 111.63970293674305 7735.8148 8529.9477 2005el "" "" "" +CMFGEN 1.7 -6.420000000151049 21.046119147788502 3929.9702 4082.8034 289.59538763556975 3929.9702 4493.3551 301.4291955044779 4502.3453 5080.7138 5.209743138115826 5179.6058 5644.0986 -15.822518000026891 5644.0986 5874.8467 86.80169403350482 5874.8467 6270.4148 246.38609815425332 7735.8148 8529.9477 2005el "" "" "" +OBSERVED "" 1.619999999886204 22.437704200992535 3947.9506 4079.8066 89.63614003664748 3947.9506 4502.3453 116.7477357327987 4502.3453 5122.668 92.50419574060005 5203.5796 5602.1444 24.360628269421287 5602.1444 5886.8336 101.46158359877252 5886.8336 6303.3788 212.6972156152695 7795.7493 8550.9248 2005el "" "" "" +CMFGEN 1.04 1.619999999886204 10.954601561880901 3947.9506 4079.8066 -360.2993868102467 3947.9506 4502.3453 233.60249628768497 4502.3453 5122.668 172.6822092835382 5203.5796 5602.1444 -25.88274385757028 5602.1444 5886.8336 77.06236322253895 5886.8336 6303.3788 114.98746859553317 7795.7493 8550.9248 2005el "" "" "" +CMFGEN 1.02 1.619999999886204 18.387237429870552 3947.9506 4079.8066 -359.4783995120091 3947.9506 4502.3453 278.7097998787593 4502.3453 5122.668 197.31738449935781 5203.5796 5602.1444 -7.775535142951703 5602.1444 5886.8336 61.22298427396096 5886.8336 6303.3788 103.44913276352503 7795.7493 8550.9248 2005el "" "" "" +CMFGEN 1.4 1.619999999886204 21.338785543675197 3947.9506 4079.8066 -378.80030963258747 3947.9506 4502.3453 212.08292587751654 4502.3453 5122.668 142.08234748078482 5203.5796 5602.1444 27.46012940102293 5602.1444 5886.8336 12.792765768976084 5886.8336 6303.3788 62.608401875207356 7795.7493 8550.9248 2005el "" "" "" +CMFGEN 1.7 1.619999999886204 14.258773672351278 3947.9506 4079.8066 247.64064439857776 3947.9506 4502.3453 332.7687092769263 4502.3453 5122.668 26.91428657115582 5203.5796 5602.1444 -42.959205140058444 5602.1444 5886.8336 90.25520901950549 5886.8336 6303.3788 168.63881253911762 7795.7493 8550.9248 2005el "" "" "" +OBSERVED "" 14.599999999867578 18.288700779062903 3952.4786 4058.1108 268.4364787014542 3952.4786 4611.1264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 96.74851282023016 3656.2942 3952.4786 +CMFGEN 1.04 14.599999999867578 8.075954863890937 3952.4786 4058.1108 -752.523050141264 3952.4786 4611.1264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el 32.43815827545355 3656.2942 3952.4786 +CMFGEN 1.02 14.599999999867578 11.159102921710282 3952.4786 4058.1108 -959.5435867608578 3952.4786 4611.1264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el -0.8849291199008711 3656.2942 3952.4786 +CMFGEN 1.4 14.599999999867578 12.34359070386361 3952.4786 4058.1108 -1038.9533226655774 3952.4786 4611.1264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el -12.237442393410294 3656.2942 3952.4786 +CMFGEN 1.7 14.599999999867578 7.90443039364018 3952.4786 4058.1108 -542.232068927275 3952.4786 4611.1264 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005el -60.317212885288384 3656.2942 3952.4786 +OBSERVED "" 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 211.9004299633325 5848.2889 6459.0437 328.9740628796691 7957.5625 8695.1408 2005el "" "" "" +CMFGEN 1.04 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 185.5535242039767 5848.2889 6459.0437 -3.4520549366926048 7957.5625 8695.1408 2005el "" "" "" +CMFGEN 1.02 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 143.09301901931582 5848.2889 6459.0437 24.12526645226029 7957.5625 8695.1408 2005el "" "" "" +CMFGEN 1.4 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 54.26703367756019 5848.2889 6459.0437 -41.3968133413191 7957.5625 8695.1408 2005el "" "" "" +CMFGEN 1.7 14.590000000091095 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 162.73333474138605 5848.2889 6459.0437 1.4452970380588859 7957.5625 8695.1408 2005el "" "" "" +OBSERVED "" 14.579999999848951 "" "" "" "" "" "" 243.07678606610858 4625.0929 5256.5982 -4.319630553105721 5256.5982 5502.0019 78.68504748069233 5551.0826 5881.5595 171.08559802799715 5881.5595 6467.2561 321.4825561336897 7831.7002 8685.7048 2005el "" "" "" +CMFGEN 1.04 14.579999999848951 "" "" "" "" "" "" 142.35037065683716 4625.0929 5256.5982 97.50174318670541 5256.5982 5502.0019 -73.56605561257686 5551.0826 5881.5595 163.3783855133019 5881.5595 6467.2561 64.56963935207966 7831.7002 8685.7048 2005el "" "" "" +CMFGEN 1.02 14.579999999848951 "" "" "" "" "" "" 49.239562566516724 4625.0929 5256.5982 83.11987018271402 5256.5982 5502.0019 -81.19172069773865 5551.0826 5881.5595 123.89883969198596 5881.5595 6467.2561 83.00728895670409 7831.7002 8685.7048 2005el "" "" "" +CMFGEN 1.4 14.579999999848951 "" "" "" "" "" "" -74.30814617950547 4625.0929 5256.5982 67.14754862957808 5256.5982 5502.0019 -9.875299640103107 5551.0826 5881.5595 49.838315469035834 5881.5595 6467.2561 5.775025778270791 7831.7002 8685.7048 2005el "" "" "" +CMFGEN 1.7 14.579999999848951 "" "" "" "" "" "" 347.82705251310205 4625.0929 5256.5982 -81.13442990287128 5256.5982 5502.0019 -120.30172175700149 5551.0826 5881.5595 133.0075806944842 5881.5595 6467.2561 107.41209260169907 7831.7002 8685.7048 2005el "" "" "" +OBSERVED "" -7.029999999940628 10.745901522553167 3926.4943 4056.5478 106.70850435693788 4056.5478 4514.6909 113.74260467302533 4514.6909 5108.7991 69.29729369988227 5159.047 5658.5707 17.899882427717696 5658.5707 5909.8105 76.05501115676483 5909.8105 6379.7766 400.7859631124387 7635.9754 8794.634 2005eq "" "" "" +CMFGEN 1.04 -7.029999999940628 16.67248694312557 3926.4943 4056.5478 -264.14449530788477 4056.5478 4514.6909 215.14366484744104 4514.6909 5108.7991 173.36784633757975 5159.047 5658.5707 2.1581956141493968 5658.5707 5909.8105 115.99171426060684 5909.8105 6379.7766 278.48729282083775 7635.9754 8794.634 2005eq "" "" "" +CMFGEN 1.02 -7.029999999940628 19.893824977314377 3926.4943 4056.5478 -335.94458845556824 4056.5478 4514.6909 262.0521025930537 4514.6909 5108.7991 208.7252728511125 5159.047 5658.5707 12.085111683916358 5658.5707 5909.8105 78.26723862719618 5909.8105 6379.7766 260.6528159948202 7635.9754 8794.634 2005eq "" "" "" +CMFGEN 1.4 -7.029999999940628 20.669252933867742 3926.4943 4056.5478 -407.21272965369866 4056.5478 4514.6909 214.84682294719585 4514.6909 5108.7991 109.94048261239146 5159.047 5658.5707 13.889443940093377 5658.5707 5909.8105 15.138989186304944 5909.8105 6379.7766 162.91596412394233 7635.9754 8794.634 2005eq "" "" "" +CMFGEN 1.7 -7.029999999940628 13.591882181848648 3926.4943 4056.5478 78.75335724843741 4056.5478 4514.6909 300.04053780972123 4514.6909 5108.7991 11.261548962920841 5159.047 5658.5707 -9.678213538036246 5658.5707 5909.8105 100.2346173493662 5909.8105 6379.7766 385.1753301548433 7635.9754 8794.634 2005eq "" "" "" +OBSERVED "" 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 91.18395129581995 5830.8859 6288.4508 265.6625158722402 7845.4884 8582.8593 2005eq "" "" "" +CMFGEN 1.04 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 100.08287215166624 5830.8859 6288.4508 80.9918437548591 7845.4884 8582.8593 2005eq "" "" "" +CMFGEN 1.02 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 81.58995331986236 5830.8859 6288.4508 71.42699706299456 7845.4884 8582.8593 2005eq "" "" "" +CMFGEN 1.4 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 19.93991765444936 5830.8859 6288.4508 24.946212728669884 7845.4884 8582.8593 2005eq "" "" "" +CMFGEN 1.7 5.90000000022701 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 120.06967971952179 5830.8859 6288.4508 110.7734848358625 7845.4884 8582.8593 2005eq "" "" "" +OBSERVED "" 5.919999999779975 21.99347647442801 3914.7903 4074.1369 104.84769626987867 4074.1369 4492.9325 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 137.4606522183279 3604.2687 4074.1369 +CMFGEN 1.04 5.919999999779975 24.780686949357158 3914.7903 4074.1369 -195.1794471542164 4074.1369 4492.9325 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 208.30250278357502 3604.2687 4074.1369 +CMFGEN 1.02 5.919999999779975 32.00116973102998 3914.7903 4074.1369 -239.8190496841085 4074.1369 4492.9325 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 183.28415543191923 3604.2687 4074.1369 +CMFGEN 1.4 5.919999999779975 34.35891719757514 3914.7903 4074.1369 -293.99874030930755 4074.1369 4492.9325 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 161.75280347509985 3604.2687 4074.1369 +CMFGEN 1.7 5.919999999779975 22.970628838997282 3914.7903 4074.1369 139.89420733836968 4074.1369 4492.9325 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005eq 69.05038665939564 3604.2687 4074.1369 +OBSERVED "" 5.889999999984866 20.62803082785333 3958.358 4058.4049 146.78516741926683 3958.358 4526.366 186.1124787926843 4526.366 5204.1029 85.76837151452827 5204.1029 5591.3811 26.498825517797385 5591.3811 5862.4758 88.49573711283288 5862.4758 6301.3911 181.46078506345927 7898.9137 8521.7861 2005eq "" "" "" +CMFGEN 1.04 5.889999999984866 6.498943240981586 3958.358 4058.4049 -453.9453692026783 3958.358 4526.366 334.010418537638 4526.366 5204.1029 172.57663578922575 5204.1029 5591.3811 -30.649896615756138 5591.3811 5862.4758 89.2514687244738 5862.4758 6301.3911 53.33102456449639 7898.9137 8521.7861 2005eq "" "" "" +CMFGEN 1.02 5.889999999984866 9.471156202036756 3958.358 4058.4049 -494.068630449589 3958.358 4526.366 210.1390458483803 4526.366 5204.1029 195.4325776572377 5204.1029 5591.3811 -17.396121697996694 5591.3811 5862.4758 71.32325298303277 5862.4758 6301.3911 42.89465616913917 7898.9137 8521.7861 2005eq "" "" "" +CMFGEN 1.4 5.889999999984866 10.633176029545533 3958.358 4058.4049 -531.9683956680472 3958.358 4526.366 95.93040176812119 4526.366 5204.1029 148.47231496976264 5204.1029 5591.3811 24.313801436984676 5591.3811 5862.4758 16.152318004162105 5862.4758 6301.3911 9.963491123496935 7898.9137 8521.7861 2005eq "" "" "" +CMFGEN 1.7 5.889999999984866 6.7906575192942915 3958.358 4058.4049 109.64534915828797 3958.358 4526.366 418.6373900589017 4526.366 5204.1029 20.188365386183968 5204.1029 5591.3811 -48.50596894212774 5591.3811 5862.4758 105.56836029955775 5862.4758 6301.3911 64.20336585157048 7898.9137 8521.7861 2005eq "" "" "" +OBSERVED "" -1.170000000129221 16.176312155261996 3913.08025656143 4074.26785507789 106.09528968700342 3913.08025656143 4510.93971287703 127.64765918443402 4510.93971287703 5097.07643475508 86.22242118871085 5182.06625942739 5577.70854669507 24.23163274535672 5577.70854669507 5882.49964207165 89.35782251629388 5882.49964207165 6281.07261294872 "" "" "" 2005hc "" "" "" +CMFGEN 1.04 -1.170000000129221 25.616684083130792 3913.08025656143 4074.26785507789 -393.6123506709662 3913.08025656143 4510.93971287703 210.9339640957077 4510.93971287703 5097.07643475508 183.22955037013273 5182.06625942739 5577.70854669507 -42.87813104495041 5577.70854669507 5882.49964207165 66.62109633169801 5882.49964207165 6281.07261294872 "" "" "" 2005hc "" "" "" +CMFGEN 1.02 -1.170000000129221 32.9573012447319 3913.08025656143 4074.26785507789 -383.8671225581236 3913.08025656143 4510.93971287703 258.29538616497587 4510.93971287703 5097.07643475508 208.7066191485215 5182.06625942739 5577.70854669507 -31.0149319233384 5577.70854669507 5882.49964207165 56.38769255254941 5882.49964207165 6281.07261294872 "" "" "" 2005hc "" "" "" +CMFGEN 1.4 -1.170000000129221 35.03004858317746 3913.08025656143 4074.26785507789 -401.03639971998473 3913.08025656143 4510.93971287703 233.72813075060304 4510.93971287703 5097.07643475508 168.4390124445492 5182.06625942739 5577.70854669507 23.436554711970544 5577.70854669507 5882.49964207165 12.540681382775254 5882.49964207165 6281.07261294872 "" "" "" 2005hc "" "" "" +CMFGEN 1.7 -1.170000000129221 23.422459967225112 3913.08025656143 4074.26785507789 249.7036135189289 3913.08025656143 4510.93971287703 301.08278153659376 4510.93971287703 5097.07643475508 -13.017498569480473 5182.06625942739 5577.70854669507 -72.081650733092 5577.70854669507 5882.49964207165 85.58126139182704 5882.49964207165 6281.07261294872 "" "" "" 2005hc "" "" "" +OBSERVED "" 0.7499999997962732 18.429523314391208 3924.54001151333 4056.42598768228 110.00346216541796 4056.42598768228 4507.76910612715 138.8741426687079 4507.76910612715 5105.65219809307 98.55672033534906 5184.78378379444 5603.88810806467 20.333129848930998 5603.88810806467 5835.42126622795 101.14112825133664 5835.42126622795 6336.58797566998 "" "" "" 2005hc "" "" "" +CMFGEN 1.04 0.7499999997962732 17.345127139377873 3924.54001151333 4056.42598768228 -250.76580624601974 4056.42598768228 4507.76910612715 217.9976104608607 4507.76910612715 5105.65219809307 181.17508198215586 5184.78378379444 5603.88810806467 -20.11014217201117 5603.88810806467 5835.42126622795 131.49603617843576 5835.42126622795 6336.58797566998 "" "" "" 2005hc "" "" "" +CMFGEN 1.02 0.7499999997962732 20.605306626100237 3924.54001151333 4056.42598768228 -315.9420603789703 4056.42598768228 4507.76910612715 265.6301690630106 4507.76910612715 5105.65219809307 211.61981120348727 5184.78378379444 5603.88810806467 -9.529616853931687 5603.88810806467 5835.42126622795 100.97577314549453 5835.42126622795 6336.58797566998 "" "" "" 2005hc "" "" "" +CMFGEN 1.4 0.7499999997962732 21.36198314145731 3924.54001151333 4056.42598768228 -382.2774820847032 4056.42598768228 4507.76910612715 224.82227001780547 4507.76910612715 5105.65219809307 156.2226408629047 5184.78378379444 5603.88810806467 19.532487810447087 5603.88810806467 5835.42126622795 21.49286126990279 5835.42126622795 6336.58797566998 "" "" "" 2005hc "" "" "" +CMFGEN 1.7 0.7499999997962732 14.051123631487188 3924.54001151333 4056.42598768228 114.34031196848379 4056.42598768228 4507.76910612715 314.33097547173236 4507.76910612715 5105.65219809307 8.194237100849563 5184.78378379444 5603.88810806467 -29.92873966554853 5603.88810806467 5835.42126622795 139.11685456085658 5835.42126622795 6336.58797566998 "" "" "" 2005hc "" "" "" +OBSERVED "" -5.320000000036089 45.62815071440574 3929.091 4106.8899 233.48768223520818 3929.091 4576.7872 216.8279244014252 4576.7872 5129.234 126.40202490204642 5180.0337 5583.2564 98.72256603311 5583.2564 5945.2043 152.59419812436082 5945.2043 6278.5774 457.280983538568 7535.8701 8421.6899 2005hc "" "" "" +CMFGEN 1.04 -5.320000000036089 19.45928102109574 3929.091 4106.8899 -658.4671128013954 3929.091 4576.7872 179.3563314330617 4576.7872 5129.234 184.14638687051846 5180.0337 5583.2564 -37.78461951113329 5583.2564 5945.2043 42.96031713270225 5945.2043 6278.5774 350.8807965111817 7535.8701 8421.6899 2005hc "" "" "" +CMFGEN 1.02 -5.320000000036089 34.12895155756245 3929.091 4106.8899 -784.3702911347411 3929.091 4576.7872 212.64172019807896 4576.7872 5129.234 212.21848960846737 5180.0337 5583.2564 -18.00021697597786 5583.2564 5945.2043 33.20436905626596 5945.2043 6278.5774 341.222421771831 7535.8701 8421.6899 2005hc "" "" "" +CMFGEN 1.4 -5.320000000036089 41.43259449448493 3929.091 4106.8899 -840.2137068293082 3929.091 4576.7872 130.82125141494652 4576.7872 5129.234 171.36876489954756 5180.0337 5583.2564 37.47426468115611 5583.2564 5945.2043 5.785466130947724 5945.2043 6278.5774 304.29606123815813 7535.8701 8421.6899 2005hc "" "" "" +CMFGEN 1.7 -5.320000000036089 29.955620884966244 3929.091 4106.8899 -262.9424822501392 3929.091 4576.7872 194.9396184199956 4576.7872 5129.234 -9.14842778074771 5180.0337 5583.2564 -74.41059097840184 5583.2564 5945.2043 49.43317693789496 5945.2043 6278.5774 456.47854775614013 7535.8701 8421.6899 2005hc "" "" "" +OBSERVED "" -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" 200.39184706827456 5584.1204 5878.8195 469.7501664819679 5878.8195 6494.1253 722.1018681100409 7553.0988 8375.6654 2005hc "" "" "" +CMFGEN 1.04 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" -37.82439624699008 5584.1204 5878.8195 168.65009913276495 5878.8195 6494.1253 324.0912508831281 7553.0988 8375.6654 2005hc "" "" "" +CMFGEN 1.02 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" -23.586713967197365 5584.1204 5878.8195 131.31779104644957 5878.8195 6494.1253 301.1907013884017 7553.0988 8375.6654 2005hc "" "" "" +CMFGEN 1.4 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" 26.02877531673638 5584.1204 5878.8195 60.364678501839926 5878.8195 6494.1253 273.26316971389855 7553.0988 8375.6654 2005hc "" "" "" +CMFGEN 1.7 -5.309999999793945 "" "" "" "" "" "" "" "" "" "" "" "" -62.57555302455145 5584.1204 5878.8195 138.33349891156527 5878.8195 6494.1253 424.7877919290517 7553.0988 8375.6654 2005hc "" "" "" +OBSERVED "" 10.870000000111759 52.31796055178032 3948.3265 4133.9885 211.56532890582088 3948.3265 4602.9041 206.55069782764792 4602.9041 5207.4957 23.45849095168018 5207.4957 5531.214 67.57525318750986 5550.2563 5897.7775 182.24850359852996 5897.7775 6507.1296 "" "" "" 2005iq "" "" "" +CMFGEN 1.04 10.870000000111759 9.255060061000625 3948.3265 4133.9885 -745.5502849157886 3948.3265 4602.9041 268.4098171397621 4602.9041 5207.4957 157.84874076317337 5207.4957 5531.214 -76.55205050969874 5550.2563 5897.7775 156.5062493403298 5897.7775 6507.1296 "" "" "" 2005iq "" "" "" +CMFGEN 1.02 10.870000000111759 28.240048295770038 3948.3265 4133.9885 -938.1599125134251 3948.3265 4602.9041 128.77174086341262 4602.9041 5207.4957 149.00168008542119 5207.4957 5531.214 -85.58020478167612 5550.2563 5897.7775 121.19553212619351 5897.7775 6507.1296 "" "" "" 2005iq "" "" "" +CMFGEN 1.4 10.870000000111759 40.70206990284769 3948.3265 4133.9885 -1014.1058623845761 3948.3265 4602.9041 5.481585237744483 4602.9041 5207.4957 109.68623010739321 5207.4957 5531.214 -9.73602115905654 5550.2563 5897.7775 60.98562138580304 5897.7775 6507.1296 "" "" "" 2005iq "" "" "" +CMFGEN 1.7 10.870000000111759 29.436027877645127 3948.3265 4133.9885 -496.50678220682283 3948.3265 4602.9041 321.1062576458407 4602.9041 5207.4957 -52.80435663768327 5207.4957 5531.214 -132.2637089089597 5550.2563 5897.7775 119.11431900840537 5897.7775 6507.1296 "" "" "" 2005iq "" "" "" +OBSERVED "" 38.81999999983236 0.7332570552842758 3980.7863 4001.3753 286.52932559101816 3980.7863 4619.0438 407.537391606062 4619.0438 5516.1337 43.03558174103905 5274.9489 5516.1337 67.53452000374007 5551.4291 5830.8505 231.245673709487 5830.8505 6469.1079 644.5188358448465 7657.3844 8892.7214 2005iq "" "" "" +CMFGEN 1.04 38.81999999983236 -0.020198558374204117 3980.7863 4001.3753 47.932056143023274 3980.7863 4619.0438 107.3920219702497 4619.0438 5516.1337 15.286860006809963 5274.9489 5516.1337 17.908307225922783 5551.4291 5830.8505 140.086202219907 5830.8505 6469.1079 -103.51328660307554 7657.3844 8892.7214 2005iq "" "" "" +CMFGEN 1.02 38.81999999983236 0.09467026677146106 3980.7863 4001.3753 -30.323690860088423 3980.7863 4619.0438 178.3739141385324 4619.0438 5516.1337 8.02529519757459 5274.9489 5516.1337 8.025849198394514 5551.4291 5830.8505 129.83711679820013 5830.8505 6469.1079 106.24221756676278 7657.3844 8892.7214 2005iq "" "" "" +CMFGEN 1.4 38.81999999983236 0.12389019219578146 3980.7863 4001.3753 -55.14702204023509 3980.7863 4619.0438 206.6839652415469 4619.0438 5516.1337 14.65294282912434 5274.9489 5516.1337 17.1187986854687 5551.4291 5830.8505 116.98210671562354 5830.8505 6469.1079 149.93285361898705 7657.3844 8892.7214 2005iq "" "" "" +CMFGEN 1.7 38.81999999983236 0.01044945264695935 3980.7863 4001.3753 -1.7902979695246888 3980.7863 4619.0438 138.5492062509559 4619.0438 5516.1337 8.620846808073946 5274.9489 5516.1337 9.13898990395938 5551.4291 5830.8505 136.77901833184515 5830.8505 6469.1079 8.880166571905171 7657.3844 8892.7214 2005iq "" "" "" +OBSERVED "" 14.419999999794527 13.118998756020707 3957.2921 4031.4329 361.84588744104565 3957.2921 4613.9676 338.92180492692364 4613.9676 5265.3472 31.92222897225548 5265.3472 5524.8399 98.16822400175522 5583.0934 5863.7692 249.54212307071896 5863.7692 6562.8108 445.2265887293219 7907.9363 8522.2455 2005kc 80.06459055757217 3766.6444 3957.2921 +CMFGEN 1.04 14.419999999794527 4.013925418269178 3957.2921 4031.4329 -750.735848542386 3957.2921 4613.9676 151.0572996988809 4613.9676 5265.3472 103.05445860541475 5265.3472 5524.8399 -36.66326817787205 5583.0934 5863.7692 185.05374345678075 5863.7692 6562.8108 50.59319642220795 7907.9363 8522.2455 2005kc 30.978710367627144 3766.6444 3957.2921 +CMFGEN 1.02 14.419999999794527 4.36511515194183 3957.2921 4031.4329 -965.0184471609338 3957.2921 4613.9676 52.69681019152971 4613.9676 5265.3472 99.08062533790358 5265.3472 5524.8399 -25.540644745390605 5583.0934 5863.7692 149.2042695441831 5863.7692 6562.8108 40.86631329710945 7907.9363 8522.2455 2005kc 23.217031318150333 3766.6444 3957.2921 +CMFGEN 1.4 14.419999999794527 4.391933555705394 3957.2921 4031.4329 -1046.7755191671397 3957.2921 4613.9676 -68.47660555327494 4613.9676 5265.3472 64.09997538388355 5265.3472 5524.8399 23.142395328910244 5583.0934 5863.7692 94.74537560195172 5863.7692 6562.8108 8.271486101031778 7907.9363 8522.2455 2005kc 19.094840450525712 3766.6444 3957.2921 +CMFGEN 1.7 14.419999999794527 2.706498220562014 3957.2921 4031.4329 -564.8150442952698 3957.2921 4613.9676 373.8038667796311 4613.9676 5265.3472 -43.55050017273995 5265.3472 5524.8399 -58.91708436141342 5583.0934 5863.7692 155.95995525327288 5863.7692 6562.8108 59.95806723924274 7907.9363 8522.2455 2005kc 0.560431570300391 3766.6444 3957.2921 +OBSERVED "" 0.47000000007392373 347.93895343626394 3903.1421 4140.787 63.06679014925299 4140.787 4594.2524 134.84655215699482 4594.2524 5110.7664 82.86485091226587 5198.0645 5554.532 46.60893512653645 5554.532 5952.2235 108.04030232259055 5952.2235 6403.2639 "" "" "" 2005kc "" "" "" +CMFGEN 1.04 0.47000000007392373 36.296641906638094 3903.1421 4140.787 -255.3661840812293 4140.787 4594.2524 161.49958545467624 4594.2524 5110.7664 172.3817573869658 5198.0645 5554.532 -77.54713337365254 5554.532 5952.2235 102.07700560306867 5952.2235 6403.2639 "" "" "" 2005kc "" "" "" +CMFGEN 1.02 0.47000000007392373 60.51285593134861 3903.1421 4140.787 -325.890937512411 4140.787 4594.2524 197.40202485582932 4594.2524 5110.7664 182.28255686241266 5198.0645 5554.532 -76.26090875542114 5554.532 5952.2235 67.59004084800162 5952.2235 6403.2639 "" "" "" 2005kc "" "" "" +CMFGEN 1.4 0.47000000007392373 75.93351095050143 3903.1421 4140.787 -370.8575668308707 4140.787 4594.2524 142.1969334430737 4594.2524 5110.7664 139.30280725036516 5198.0645 5554.532 4.206180856506062 5554.532 5952.2235 14.295812267259047 5952.2235 6403.2639 "" "" "" 2005kc "" "" "" +CMFGEN 1.7 0.47000000007392373 54.979821284916255 3903.1421 4140.787 -491.92582237520855 4140.787 4594.2524 156.95599181821441 4594.2524 5110.7664 -20.287848185835724 5198.0645 5554.532 -140.82131035166083 5554.532 5952.2235 76.89819036529155 5952.2235 6403.2639 "" "" "" 2005kc "" "" "" +OBSERVED "" 1.4799999998504063 4.151290294776837 3995.294 4109.2681 89.66521209435007 4109.2681 4611.2395 154.24905319196841 4611.2395 5202.9353 87.24593872778615 5202.9353 5556.9827 42.762857408571335 5556.9827 5966.8048 102.05912649713132 5966.8048 6330.5522 "" "" "" 2005kc "" "" "" +CMFGEN 1.04 1.4799999998504063 -0.6725669427319657 3995.294 4109.2681 -317.13304017558403 4109.2681 4611.2395 269.2298897881697 4611.2395 5202.9353 169.70291273579377 5202.9353 5556.9827 -74.63779148690486 5556.9827 5966.8048 60.05127115375514 5966.8048 6330.5522 "" "" "" 2005kc "" "" "" +CMFGEN 1.02 1.4799999998504063 6.442905941128347 3995.294 4109.2681 -432.73483874353684 4109.2681 4611.2395 132.25557603004867 4611.2395 5202.9353 180.73816906183376 5202.9353 5556.9827 -67.39327642911574 5556.9827 5966.8048 40.91562775827477 5966.8048 6330.5522 "" "" "" 2005kc "" "" "" +CMFGEN 1.4 1.4799999998504063 11.17001050366927 3995.294 4109.2681 -516.3100268081935 4109.2681 4611.2395 3.4765711857299806 4611.2395 5202.9353 138.51841264050415 5202.9353 5556.9827 11.374221458818136 5556.9827 5966.8048 4.9430209706335315 5966.8048 6330.5522 "" "" "" 2005kc "" "" "" +CMFGEN 1.7 1.4799999998504063 8.399055657861005 3995.294 4109.2681 -596.7762950407626 4109.2681 4611.2395 307.2721207859353 4611.2395 5202.9353 -11.642542303993995 5202.9353 5556.9827 -134.76914856561277 5556.9827 5966.8048 53.426718272490696 5966.8048 6330.5522 "" "" "" 2005kc "" "" "" +OBSERVED "" 28.419999999794527 14.161334427096513 3977.0944 4031.0243 342.4502835464774 3977.0944 4630.2459 439.3972351598676 4630.2459 5535.0703 32.116885593905806 5298.3779 5535.0703 61.43626653943813 5577.0159 5822.6967 289.14209830994116 5822.6967 6517.7936 479.10479864612716 7731.2172 8728.921 2005kc "" "" "" +CMFGEN 1.04 28.419999999794527 -0.2519490107555499 3977.0944 4031.0243 22.83356099710126 3977.0944 4630.2459 133.49797067684943 4630.2459 5535.0703 8.80154663679169 5298.3779 5535.0703 2.3984358488507223 5577.0159 5822.6967 123.9034499289969 5822.6967 6517.7936 77.04715733854042 7731.2172 8728.921 2005kc "" "" "" +CMFGEN 1.02 28.419999999794527 -0.07688873690041198 3977.0944 4031.0243 -49.156898368621896 3977.0944 4630.2459 166.7772619339573 4630.2459 5535.0703 15.707285091131249 5298.3779 5535.0703 19.03587907108537 5577.0159 5822.6967 117.63270719521208 5822.6967 6517.7936 -24.697875998017114 7731.2172 8728.921 2005kc "" "" "" +CMFGEN 1.4 28.419999999794527 -0.011649866465848013 3977.0944 4031.0243 -35.17250285591898 3977.0944 4630.2459 164.9711079492422 4630.2459 5535.0703 17.161909620697475 5298.3779 5535.0703 35.3178351458605 5577.0159 5822.6967 107.47348072395067 5822.6967 6517.7936 -105.06953816330604 7731.2172 8728.921 2005kc "" "" "" +CMFGEN 1.7 28.419999999794527 -0.11686384115385344 3977.0944 4031.0243 -39.394898019147305 3977.0944 4630.2459 157.20599683700183 4630.2459 5535.0703 12.860723565012993 5298.3779 5535.0703 5.499249331738098 5577.0159 5822.6967 96.77577451617783 5822.6967 6517.7936 90.10876924058668 7731.2172 8728.921 2005kc "" "" "" +OBSERVED "" 29.709999999999127 0.6680541216964782 3993.4107 4002.4906 324.4182834263811 4002.4906 4610.8452 396.4982747299199 4610.8452 5533.9704 30.161925864751076 5297.8925 5533.9704 73.12207241012332 5552.1303 5875.9808 195.94360074067598 5875.9808 6499.4686 472.79297032256187 7731.3111 8645.3564 2005ke "" "" "" +CMFGEN 1.04 29.709999999999127 0.0003445574779642179 3993.4107 4002.4906 39.87226767621609 4002.4906 4610.8452 150.3966098984644 4610.8452 5533.9704 12.724960341926225 5297.8925 5533.9704 -6.440479405962534 5552.1303 5875.9808 123.11540560102111 5875.9808 6499.4686 72.9696239841044 7731.3111 8645.3564 2005ke "" "" "" +CMFGEN 1.02 29.709999999999127 0.00441177827628534 3993.4107 4002.4906 -9.500099355516324 4002.4906 4610.8452 179.29590954593266 4610.8452 5533.9704 15.075446340136901 5297.8925 5533.9704 8.412091047377452 5552.1303 5875.9808 116.84947009933279 5875.9808 6499.4686 58.46779389413651 7731.3111 8645.3564 2005ke "" "" "" +CMFGEN 1.4 29.709999999999127 0.0025564444913482795 3993.4107 4002.4906 -0.06449969578039827 4002.4906 4610.8452 180.58670793561805 4610.8452 5533.9704 18.15031811714439 5297.8925 5533.9704 30.204581223197277 5552.1303 5875.9808 115.99239901752448 5875.9808 6499.4686 2.8360423963442756 7731.3111 8645.3564 2005ke "" "" "" +CMFGEN 1.7 29.709999999999127 0.003646518048720118 3993.4107 4002.4906 -6.643032369474301 4002.4906 4610.8452 160.35573623978829 4610.8452 5533.9704 12.690989275248816 5297.8925 5533.9704 -4.1407546687647825 5552.1303 5875.9808 102.3578409439377 5875.9808 6499.4686 107.38019101435849 7731.3111 8645.3564 2005ke "" "" "" +OBSERVED "" -1.3199999997959821 14.922844411126954 3986.9538 4080.017 182.27051936328616 4080.017 4564.9252 208.56784508487075 4564.9252 5250.6538 39.9487434887347 5250.6538 5583.7221 60.847277594593436 5583.7221 5919.2393 108.61840458146301 5919.2393 6357.6159 "" "" "" 2005ke "" "" "" +CMFGEN 1.04 -1.3199999997959821 1.4687373820114036 3986.9538 4080.017 -312.61414554282055 4080.017 4564.9252 193.9437099923375 4564.9252 5250.6538 124.81704749936148 5250.6538 5583.7221 -37.433280201935965 5583.7221 5919.2393 98.94133978352397 5919.2393 6357.6159 "" "" "" 2005ke "" "" "" +CMFGEN 1.02 -1.3199999997959821 5.91928719667974 3986.9538 4080.017 -429.24590471236456 4080.017 4564.9252 112.85451023189916 4564.9252 5250.6538 153.26657932283592 5250.6538 5583.7221 -21.392203027058788 5583.7221 5919.2393 65.73472870487949 5919.2393 6357.6159 "" "" "" 2005ke "" "" "" +CMFGEN 1.4 -1.3199999997959821 7.943643317055789 3986.9538 4080.017 -527.4500163423451 4080.017 4564.9252 -2.1410232007869183 4564.9252 5250.6538 110.42436315327083 5250.6538 5583.7221 32.64778176805288 5583.7221 5919.2393 11.264378091988135 5919.2393 6357.6159 "" "" "" 2005ke "" "" "" +CMFGEN 1.7 -1.3199999997959821 5.270909517035001 3986.9538 4080.017 -291.52055919395286 4080.017 4564.9252 405.85596250526345 4564.9252 5250.6538 12.386030500615998 5250.6538 5583.7221 -72.87069605219628 5583.7221 5919.2393 85.38977627412234 5919.2393 6357.6159 "" "" "" 2005ke "" "" "" +OBSERVED "" -0.31999999979598215 33.44765024945762 3979.6226 4129.0243 169.26390423853528 4129.0243 4572.3311 168.87348804052095 4572.3311 5255.6604 37.68655210663897 5255.6604 5583.8544 58.90584874526472 5583.8544 5907.1499 106.66137262151791 5907.1499 6360.2536 "" "" "" 2005ke "" "" "" +CMFGEN 1.04 -0.31999999979598215 -0.2368145910791721 3979.6226 4129.0243 -251.16351535564576 4129.0243 4572.3311 182.5016453581248 4572.3311 5255.6604 119.82104683518898 5255.6604 5583.8544 -37.73112090440077 5583.8544 5907.1499 105.6496568806484 5907.1499 6360.2536 "" "" "" 2005ke "" "" "" +CMFGEN 1.02 -0.31999999979598215 12.686126443936503 3979.6226 4129.0243 -321.0965904813396 4129.0243 4572.3311 99.82351579417318 4572.3311 5255.6604 148.90813721382824 5255.6604 5583.8544 -22.376406495970443 5583.8544 5907.1499 72.14157293385055 5907.1499 6360.2536 "" "" "" 2005ke "" "" "" +CMFGEN 1.4 -0.31999999979598215 21.82716245126734 3979.6226 4129.0243 -377.32981622877844 4129.0243 4572.3311 -13.659480020009624 4572.3311 5255.6604 106.0256994045258 5255.6604 5583.8544 30.596954280849907 5583.8544 5907.1499 13.310443045034333 5907.1499 6360.2536 "" "" "" 2005ke "" "" "" +CMFGEN 1.7 -0.31999999979598215 15.986405690546471 3979.6226 4129.0243 -354.16811204477824 4129.0243 4572.3311 397.5180182391364 4572.3311 5255.6604 10.308138326456245 5255.6604 5583.8544 -70.77397321501618 5583.8544 5907.1499 95.32425633116625 5907.1499 6360.2536 "" "" "" 2005ke "" "" "" +OBSERVED "" 0.6600000001853914 476.2720869159083 3911.0632 4124.1707 186.85631255838118 4124.1707 4569.9818 166.5983279544834 4569.9818 5263.1936 38.35309036910978 5263.1936 5601.2262 60.940148766679854 5601.2262 5917.2132 112.9015887767822 5917.2132 6382.6204 "" "" "" 2005ke "" "" "" +CMFGEN 1.04 0.6600000001853914 29.860350619636982 3911.0632 4124.1707 -255.06651633416314 4124.1707 4569.9818 182.21057281690406 4569.9818 5263.1936 110.27932199149467 5263.1936 5601.2262 -23.702420841932533 5601.2262 5917.2132 113.94030687110434 5917.2132 6382.6204 "" "" "" 2005ke "" "" "" +CMFGEN 1.02 0.6600000001853914 49.935610833920094 3911.0632 4124.1707 -328.02045861405037 4124.1707 4569.9818 94.8226635768043 4569.9818 5263.1936 143.54115672236705 5263.1936 5601.2262 -4.214775320076394 5601.2262 5917.2132 75.34841639247907 5917.2132 6382.6204 "" "" "" 2005ke "" "" "" +CMFGEN 1.4 0.6600000001853914 61.087315205944414 3911.0632 4124.1707 -389.3906507144716 4124.1707 4569.9818 -17.841176951414937 4569.9818 5263.1936 88.29448765182819 5263.1936 5601.2262 32.730396800668764 5601.2262 5917.2132 13.876007708493614 5917.2132 6382.6204 "" "" "" 2005ke "" "" "" +CMFGEN 1.7 0.6600000001853914 45.04405320570502 3911.0632 4124.1707 -336.89537175544893 4124.1707 4569.9818 414.1279793533671 4569.9818 5263.1936 23.072739609580847 5263.1936 5601.2262 -47.18350134704874 5601.2262 5917.2132 95.82827265411902 5917.2132 6382.6204 "" "" "" 2005ke "" "" "" +OBSERVED "" 128.45000000022264 3.3689628600728785 3993.4107 4038.8103 286.86009818792684 4038.8103 4644.1383 288.8580638145047 4644.1383 5282.7593 97.8316172537874 5282.7593 5552.1303 257.62402752145664 5552.1303 5918.3537 220.3927324951442 5918.3537 6266.4173 645.3871398987583 7816.057 8781.5552 2005ke "" "" "" +CMFGEN 1.04 128.45000000022264 -0.7657715508837943 3993.4107 4038.8103 353.13893378069974 4038.8103 4644.1383 216.9547049174765 4644.1383 5282.7593 57.83371126878283 5282.7593 5552.1303 149.8914504327072 5552.1303 5918.3537 64.29197423307419 5918.3537 6266.4173 336.6770177091336 7816.057 8781.5552 2005ke "" "" "" +CMFGEN 1.02 128.45000000022264 -0.3910501631196515 3993.4107 4038.8103 307.5951089643188 4038.8103 4644.1383 243.04891317353236 4644.1383 5282.7593 31.46910623605335 5282.7593 5552.1303 133.60605642488102 5552.1303 5918.3537 68.81130185930633 5918.3537 6266.4173 444.90510352954846 7816.057 8781.5552 2005ke "" "" "" +CMFGEN 1.4 128.45000000022264 -0.7617491212254209 3993.4107 4038.8103 281.30444413871714 4038.8103 4644.1383 268.4285366216757 4644.1383 5282.7593 11.396889454821958 5282.7593 5552.1303 120.2663692055252 5552.1303 5918.3537 59.3128663254145 5918.3537 6266.4173 443.57730359581444 7816.057 8781.5552 2005ke "" "" "" +CMFGEN 1.7 128.45000000022264 -0.5965096109124984 3993.4107 4038.8103 375.02437705965394 4038.8103 4644.1383 246.78886020543717 4644.1383 5282.7593 93.78867125912804 5282.7593 5552.1303 159.13892054470352 5552.1303 5918.3537 73.19923916487485 5918.3537 6266.4173 506.15262746374424 7816.057 8781.5552 2005ke "" "" "" +OBSERVED "" 0.5699999998687417 -1.6324142507933244 3953.2326 4001.2809 284.4051768768977 3953.2326 4561.8445 206.03070416433144 4561.8445 5266.5529 33.64679739702411 5266.5529 5592.2137 58.48794955028907 5592.2137 5907.197 109.28431011905346 5907.197 6377.0027 322.0628280510026 7797.097 8613.9182 2005ke 101.8511082733441 3680.9588 3953.2326 +CMFGEN 1.04 0.5699999998687417 1.2927338643993032 3953.2326 4001.2809 -590.5078505739718 3953.2326 4561.8445 189.4164607616202 4561.8445 5266.5529 108.81225065801675 5266.5529 5592.2137 -30.79390070149994 5592.2137 5907.197 115.11396206999285 5907.197 6377.0027 115.70680666029898 7797.097 8613.9182 2005ke 37.23341613153639 3680.9588 3953.2326 +CMFGEN 1.02 0.5699999998687417 1.2813597634582659 3953.2326 4001.2809 -701.2551326163131 3953.2326 4561.8445 101.42006249774198 4561.8445 5266.5529 140.42632950233002 5266.5529 5592.2137 -13.3064331846506 5592.2137 5907.197 78.25598983418732 5907.197 6377.0027 103.17765457312505 7797.097 8613.9182 2005ke 15.556870669302084 3680.9588 3953.2326 +CMFGEN 1.4 0.5699999998687417 1.04395298799599 3953.2326 4001.2809 -763.1106185889935 3953.2326 4561.8445 -12.150030194923758 4561.8445 5266.5529 91.43045870085884 5266.5529 5592.2137 31.67347388902622 5592.2137 5907.197 14.966918698689867 5907.197 6377.0027 48.0386588988386 7797.097 8613.9182 2005ke 7.0859844098892015 3680.9588 3953.2326 +CMFGEN 1.7 0.5699999998687417 0.7051825012403743 3953.2326 4001.2809 -159.10026165696283 3953.2326 4561.8445 428.1708524973046 4561.8445 5266.5529 19.600145094747127 5266.5529 5592.2137 -58.05455729066675 5592.2137 5907.197 101.31039742997879 5907.197 6377.0027 164.96665408043532 7797.097 8613.9182 2005ke -47.53822872886785 3680.9588 3953.2326 +OBSERVED "" 23.700000000222644 "" "" "" "" "" "" 389.5442546941423 4605.1645 5523.8734 23.393035839718554 5299.1533 5553.6158 53.52280793121869 5553.6158 5847.7349 228.27744600135077 5847.7349 6531.8095 443.8279885481378 7744.6375 8650.1276 2005ke "" "" "" +CMFGEN 1.04 23.700000000222644 "" "" "" "" "" "" 177.7192691728502 4605.1645 5523.8734 7.584711249881926 5299.1533 5553.6158 -9.390541514292586 5553.6158 5847.7349 112.15409749328808 5847.7349 6531.8095 50.71245888265542 7744.6375 8650.1276 2005ke "" "" "" +CMFGEN 1.02 23.700000000222644 "" "" "" "" "" "" 159.92617164922396 4605.1645 5523.8734 4.281973820115156 5299.1533 5553.6158 9.852965237896086 5553.6158 5847.7349 64.73474600259246 5847.7349 6531.8095 -186.84531656187272 7744.6375 8650.1276 2005ke "" "" "" +CMFGEN 1.4 23.700000000222644 "" "" "" "" "" "" 141.6559126503854 4605.1645 5523.8734 0.9603358006140126 5299.1533 5553.6158 25.058785527195088 5553.6158 5847.7349 83.69627688266725 5847.7349 6531.8095 -66.19148387350148 7744.6375 8650.1276 2005ke "" "" "" +CMFGEN 1.7 23.700000000222644 "" "" "" "" "" "" 170.47492037683992 4605.1645 5523.8734 15.641594868105857 5299.1533 5553.6158 13.44666769047895 5553.6158 5847.7349 106.31746822879091 5847.7349 6531.8095 47.210577371149384 7744.6375 8650.1276 2005ke "" "" "" +OBSERVED "" 103.50000000003638 3.3214541173825327 3990.384 4026.7037 291.14678678338925 4026.7037 4644.1383 272.5824169777823 4644.1383 5334.2122 16.328075891388036 5297.8925 5515.8106 210.05793293659997 5552.1303 5912.3004 271.0919472480479 5912.3004 6435.9092 548.805221880122 7682.8849 8754.3154 2005ke "" "" "" +CMFGEN 1.04 103.50000000003638 -0.44990135507323936 3990.384 4026.7037 313.46389965065407 4026.7037 4644.1383 219.13929738338757 4644.1383 5334.2122 31.019764456708362 5297.8925 5515.8106 133.0798590208116 5552.1303 5912.3004 160.00412598429924 5912.3004 6435.9092 311.14480219506856 7682.8849 8754.3154 2005ke "" "" "" +CMFGEN 1.02 103.50000000003638 -0.4156211122151782 3990.384 4026.7037 265.65943009149345 4026.7037 4644.1383 276.31392941745776 4644.1383 5334.2122 13.25945018225088 5297.8925 5515.8106 109.18410261174682 5552.1303 5912.3004 122.73234865486428 5912.3004 6435.9092 491.940887200399 7682.8849 8754.3154 2005ke "" "" "" +CMFGEN 1.4 103.50000000003638 -0.5164058215951179 3990.384 4026.7037 260.88422221301863 4026.7037 4644.1383 304.9777467294954 4644.1383 5334.2122 5.258292504096582 5297.8925 5515.8106 94.63876699592286 5552.1303 5912.3004 114.94582076189978 5912.3004 6435.9092 503.66874639735954 7682.8849 8754.3154 2005ke "" "" "" +CMFGEN 1.7 103.50000000003638 -0.2934191454628491 3990.384 4026.7037 324.10498474630094 4026.7037 4644.1383 240.52338721963926 4644.1383 5334.2122 44.95465663792053 5297.8925 5515.8106 156.7841779479814 5552.1303 5912.3004 179.280192475791 5912.3004 6435.9092 242.62590788206364 7682.8849 8754.3154 2005ke "" "" "" +OBSERVED "" 13.56000000009226 0.12518849008560004 3987.3183 4003.3754 316.1466214114667 3987.3183 4592.1384 400.8891116134541 4592.1384 5539.5116 15.84198143306785 5298.654 5598.3879 24.80974779547863 5598.3879 5801.7787 209.85780505317763 5801.7787 6545.761 390.04558342469664 7728.6393 8595.7266 2005ke 131.9814027264059 3655.4701 3987.3183 +CMFGEN 1.04 13.56000000009226 0.04924719693739726 3987.3183 4003.3754 -626.8628917587388 3987.3183 4592.1384 713.8547957660487 4592.1384 5539.5116 79.50573802130545 5298.654 5598.3879 -17.677808455348035 5598.3879 5801.7787 239.08884193657434 5801.7787 6545.761 182.6178786245202 7728.6393 8595.7266 2005ke 75.02151408541344 3655.4701 3987.3183 +CMFGEN 1.02 13.56000000009226 0.057433247835401074 3987.3183 4003.3754 -825.6006053768298 3987.3183 4592.1384 667.3094250243864 4592.1384 5539.5116 111.42351627873006 5298.654 5598.3879 -12.470951503611023 5598.3879 5801.7787 194.53650593385464 5801.7787 6545.761 160.9641090338641 7728.6393 8595.7266 2005ke 36.841129109505935 3655.4701 3987.3183 +CMFGEN 1.4 13.56000000009226 0.023063342941221476 3987.3183 4003.3754 -929.5681131666173 3987.3183 4592.1384 574.0248674788329 4592.1384 5539.5116 57.899076051845306 5298.654 5598.3879 14.631234149636084 5598.3879 5801.7787 107.3253541119895 5801.7787 6545.761 109.30931549444419 7728.6393 8595.7266 2005ke 20.201981116351877 3655.4701 3987.3183 +CMFGEN 1.7 13.56000000009226 0.03412018614686934 3987.3183 4003.3754 -460.3537839243464 3987.3183 4592.1384 485.70950833078086 4592.1384 5539.5116 43.58719479541453 5298.654 5598.3879 -25.658953305057555 5598.3879 5801.7787 214.8562239576738 5801.7787 6545.761 262.14180489681115 7728.6393 8595.7266 2005ke -48.718187900882 3655.4701 3987.3183 +OBSERVED "" 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 164.85363950591406 5930.2594 6210.0334 695.3218846113257 7571.8251 8633.6181 2005ke "" "" "" +CMFGEN 1.04 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.312863564836164 5930.2594 6210.0334 -38.180976672172164 7571.8251 8633.6181 2005ke "" "" "" +CMFGEN 1.02 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 56.19427000449222 5930.2594 6210.0334 303.544592415926 7571.8251 8633.6181 2005ke "" "" "" +CMFGEN 1.4 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.10514851854491 5930.2594 6210.0334 353.57072565357356 7571.8251 8633.6181 2005ke "" "" "" +CMFGEN 1.7 110.52999999983149 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 69.75283974466795 5930.2594 6210.0334 95.2591655692961 7571.8251 8633.6181 2005ke "" "" "" +OBSERVED "" 110.50999999981286 "" "" "" "" "" "" 277.921554053817 4641.5163 5305.7627 24.73406024565305 5289.2391 5507.3499 210.0466145537073 5556.9205 5907.2196 292.5143699481511 5907.2196 6469.02 563.0292291913684 7711.5904 8613.7758 2005ke "" "" "" +CMFGEN 1.04 110.50999999981286 "" "" "" "" "" "" 216.58623677417356 4641.5163 5305.7627 27.412060007928588 5289.2391 5507.3499 139.22477346702965 5556.9205 5907.2196 190.40467073252194 5907.2196 6469.02 249.58153513568863 7711.5904 8613.7758 2005ke "" "" "" +CMFGEN 1.02 110.50999999981286 "" "" "" "" "" "" 263.8386098922081 4641.5163 5305.7627 10.957115361396696 5289.2391 5507.3499 117.75551625551792 5556.9205 5907.2196 144.82091600842642 5907.2196 6469.02 465.07059688723473 7711.5904 8613.7758 2005ke "" "" "" +CMFGEN 1.4 110.50999999981286 "" "" "" "" "" "" 294.4741812810215 4641.5163 5305.7627 1.0674983969679785 5289.2391 5507.3499 103.16937471706119 5556.9205 5907.2196 129.3100247350483 5907.2196 6469.02 487.87367486223957 7711.5904 8613.7758 2005ke "" "" "" +CMFGEN 1.7 110.50999999981286 "" "" "" "" "" "" 249.8578272707741 4641.5163 5305.7627 43.7346417909908 5289.2391 5507.3499 157.83594246859906 5556.9205 5907.2196 217.61453673871873 5907.2196 6469.02 79.99706328103514 7711.5904 8613.7758 2005ke "" "" "" +OBSERVED "" 52.58999999988737 "" "" "" "" "" "" 382.5078039353339 4618.3833 5530.4828 28.72909140980114 5295.8485 5530.4828 138.5662977064204 5550.3111 5870.8678 194.30060974150814 5870.8678 6505.3718 525.3075082013098 7688.4574 8689.7841 2005ke "" "" "" +CMFGEN 1.04 52.58999999988737 "" "" "" "" "" "" 129.0546638695455 4618.3833 5530.4828 20.883289745313533 5295.8485 5530.4828 80.58256044795931 5550.3111 5870.8678 150.4700088782901 5870.8678 6505.3718 246.31322540464691 7688.4574 8689.7841 2005ke "" "" "" +CMFGEN 1.02 52.58999999988737 "" "" "" "" "" "" 152.93690975098613 4618.3833 5530.4828 3.587235727819857 5295.8485 5530.4828 56.405028891887525 5550.3111 5870.8678 159.84908112812644 5870.8678 6505.3718 401.9581698094388 7688.4574 8689.7841 2005ke "" "" "" +CMFGEN 1.4 52.58999999988737 "" "" "" "" "" "" 202.8750212065763 4618.3833 5530.4828 2.634217034330154 5295.8485 5530.4828 33.789548897665085 5550.3111 5870.8678 143.05044930117356 5870.8678 6505.3718 369.0874627392788 7688.4574 8689.7841 2005ke "" "" "" +CMFGEN 1.7 52.58999999988737 "" "" "" "" "" "" 136.159307850332 4618.3833 5530.4828 15.382163583729035 5295.8485 5530.4828 87.56565936431241 5550.3111 5870.8678 191.6894868252036 5870.8678 6505.3718 217.0198334998569 7688.4574 8689.7841 2005ke "" "" "" +OBSERVED "" 119.45999999999913 1.6587987202709653 3999.4639 4026.7037 256.87779809059805 4026.7037 4632.0317 247.960779470028 4632.0317 5294.8659 24.422395208300095 5294.8659 5503.704 205.17967790088963 5570.2901 5909.2738 152.64541858845598 5909.2738 6224.0444 790.5790192542852 7673.8049 8872.3544 2005ke "" "" "" +CMFGEN 1.04 119.45999999999913 -0.19275609381847328 3999.4639 4026.7037 344.3650939813887 4026.7037 4632.0317 203.88867120417098 4632.0317 5294.8659 28.902623592558292 5294.8659 5503.704 129.79128798249863 5570.2901 5909.2738 65.2552889022972 5909.2738 6224.0444 174.40473551401087 7673.8049 8872.3544 2005ke "" "" "" +CMFGEN 1.02 119.45999999999913 -0.1358616959635084 3999.4639 4026.7037 299.2531324391297 4026.7037 4632.0317 243.83971675626756 4632.0317 5294.8659 14.421714177250413 5294.8659 5503.704 112.37539332324691 5570.2901 5909.2738 71.62976845692862 5909.2738 6224.0444 457.45347395989535 7673.8049 8872.3544 2005ke "" "" "" +CMFGEN 1.4 119.45999999999913 -0.22282151662848856 3999.4639 4026.7037 280.1351449921808 4026.7037 4632.0317 274.12777797259196 4632.0317 5294.8659 4.109291231389415 5294.8659 5503.704 99.51076090617451 5570.2901 5909.2738 71.28425212871878 5909.2738 6224.0444 470.42146814017894 7673.8049 8872.3544 2005ke "" "" "" +CMFGEN 1.7 119.45999999999913 -0.11114315316951462 3999.4639 4026.7037 361.54160619482724 4026.7037 4632.0317 234.88574991268868 4632.0317 5294.8659 47.21951908564999 5294.8659 5503.704 146.94936726967666 5570.2901 5909.2738 75.78754344599992 5909.2738 6224.0444 303.5330689251955 7673.8049 8872.3544 2005ke "" "" "" +OBSERVED "" 26.66000000018539 0.30861404813067705 3990.384 4005.5172 321.0297857421506 3990.384 4607.8186 396.4043813835598 4607.8186 5506.7307 32.27497148275208 5297.8925 5506.7307 54.56664531897703 5552.1303 5833.6078 201.32445285498872 5833.6078 6508.5485 460.33809213546925 7719.2045 8645.3564 2005ke "" "" "" +CMFGEN 1.04 26.66000000018539 -0.029911410571868028 3990.384 4005.5172 34.31823291483808 3990.384 4607.8186 160.19171238276235 4607.8186 5506.7307 9.788445275034388 5297.8925 5506.7307 -3.7659533007127015 5552.1303 5833.6078 131.02955062492862 5833.6078 6508.5485 58.07087652521196 7719.2045 8645.3564 2005ke "" "" "" +CMFGEN 1.02 26.66000000018539 -0.017450633834718506 3990.384 4005.5172 8.307689362700229 3990.384 4607.8186 165.71306053909962 4607.8186 5506.7307 14.229689780027899 5297.8925 5506.7307 19.420600030355978 5552.1303 5833.6078 123.06776452278271 5833.6078 6508.5485 -11.668393355364636 7719.2045 8645.3564 2005ke "" "" "" +CMFGEN 1.4 26.66000000018539 -0.007919865217088548 3990.384 4005.5172 -2.9611674419525436 3990.384 4607.8186 155.53804516775136 4607.8186 5506.7307 13.637763859936106 5297.8925 5506.7307 41.584763774270435 5552.1303 5833.6078 114.30359214019448 5833.6078 6508.5485 -293.4995536115193 7719.2045 8645.3564 2005ke "" "" "" +CMFGEN 1.7 26.66000000018539 -0.03259696371781885 3990.384 4005.5172 -13.79597664668772 3990.384 4607.8186 161.05407341832174 4607.8186 5506.7307 13.749238530025886 5297.8925 5506.7307 3.0410698348269247 5552.1303 5833.6078 107.3065290237057 5833.6078 6508.5485 82.38927311579641 7719.2045 8645.3564 2005ke "" "" "" +OBSERVED "" -7.399999999906868 46.94135938091955 3926.0695 4087.8392 103.3612342325974 4087.8392 4604.5363 112.08685485451801 4604.5363 5075.3584 112.57135431004397 5157.4505 5635.516 42.22217356018252 5635.516 5879.3778 138.56367838325087 5879.3778 6352.6144 "" "" "" 2005ki "" "" "" +CMFGEN 1.04 -7.399999999906868 20.411199819296833 3926.0695 4087.8392 -349.8703320938557 4087.8392 4604.5363 136.65020599205155 4604.5363 5075.3584 182.9217366872336 5157.4505 5635.516 -9.860185374213073 5635.516 5879.3778 115.08889481265743 5879.3778 6352.6144 "" "" "" 2005ki "" "" "" +CMFGEN 1.02 -7.399999999906868 30.660867772736104 3926.0695 4087.8392 -493.7413903909476 4087.8392 4604.5363 171.9372252559615 4604.5363 5075.3584 225.3364804583518 5157.4505 5635.516 5.699057074053887 5635.516 5879.3778 83.96507341392373 5879.3778 6352.6144 "" "" "" 2005ki "" "" "" +CMFGEN 1.4 -7.399999999906868 34.84099729395024 3926.0695 4087.8392 -600.6977402117129 4087.8392 4604.5363 179.94239846111304 4604.5363 5075.3584 142.33157924854515 5157.4505 5635.516 18.839138346204138 5635.516 5879.3778 16.592529994249492 5879.3778 6352.6144 "" "" "" 2005ki "" "" "" +CMFGEN 1.7 -7.399999999906868 24.09589802486025 3926.0695 4087.8392 -578.3728517789461 4087.8392 4604.5363 121.41393614415539 4604.5363 5075.3584 20.10532843067922 5157.4505 5635.516 -19.558991548422057 5635.516 5879.3778 114.0687123925621 5879.3778 6352.6144 "" "" "" 2005ki "" "" "" +OBSERVED "" -5.430000000167638 28.706233851077936 3945.4063 4015.4322 302.20409132869236 3945.4063 4512.8578 78.21687445309155 4512.8578 5070.6504 92.18231050874098 5169.6526 5640.5166 27.24507598672992 5640.5166 5910.9615 103.35016424683795 5910.9615 6282.8233 "" "" "" 2005ki "" "" "" +CMFGEN 1.04 -5.430000000167638 3.7525533692810353 3945.4063 4015.4322 -412.9513370617319 3945.4063 4512.8578 195.13615232887463 4512.8578 5070.6504 176.79918000829326 5169.6526 5640.5166 -3.6210855421271795 5640.5166 5910.9615 58.388803788283575 5910.9615 6282.8233 "" "" "" 2005ki "" "" "" +CMFGEN 1.02 -5.430000000167638 3.664459036770528 3945.4063 4015.4322 -424.4291172913631 3945.4063 4512.8578 243.34697003391068 4512.8578 5070.6504 212.93046877366993 5169.6526 5640.5166 11.277646102413996 5640.5166 5910.9615 45.426885862192535 5910.9615 6282.8233 "" "" "" 2005ki "" "" "" +CMFGEN 1.4 -5.430000000167638 3.568352241073547 3945.4063 4015.4322 -447.9749767699307 3945.4063 4512.8578 263.06839726621723 4512.8578 5070.6504 125.69176985463598 5169.6526 5640.5166 20.612553118792356 5640.5166 5910.9615 9.131002740136275 5910.9615 6282.8233 "" "" "" 2005ki "" "" "" +CMFGEN 1.7 -5.430000000167638 2.247925999730216 3945.4063 4015.4322 199.90233465649794 3945.4063 4512.8578 275.9116301745387 4512.8578 5070.6504 8.997279156445089 5169.6526 5640.5166 -17.30318935557205 5640.5166 5910.9615 67.82515450715336 5910.9615 6282.8233 "" "" "" 2005ki "" "" "" +OBSERVED "" 46.56000000005588 "" "" "" "" "" "" 385.4330609818036 4644.6956 5501.6168 31.704177618675075 5289.8302 5501.6168 88.22352372796459 5557.0071 5843.7336 249.17606141771358 5843.7336 6505.1594 522.7562042115097 7733.5217 8746.8392 2005ki "" "" "" +CMFGEN 1.04 46.56000000005588 "" "" "" "" "" "" 84.15539874439192 4644.6956 5501.6168 16.474649429845872 5289.8302 5501.6168 64.26666601689345 5557.0071 5843.7336 152.38312935207108 5843.7336 6505.1594 121.66093768446163 7733.5217 8746.8392 2005ki "" "" "" +CMFGEN 1.02 46.56000000005588 "" "" "" "" "" "" 133.96856116370137 4644.6956 5501.6168 1.7374228031536583 5289.8302 5501.6168 23.628981887786935 5557.0071 5843.7336 140.5464560012129 5843.7336 6505.1594 242.07490149009743 7733.5217 8746.8392 2005ki "" "" "" +CMFGEN 1.4 46.56000000005588 "" "" "" "" "" "" 145.66491434814202 4644.6956 5501.6168 -7.654887085706791 5289.8302 5501.6168 10.890209832931923 5557.0071 5843.7336 119.60653012375002 5843.7336 6505.1594 242.76332314673834 7733.5217 8746.8392 2005ki "" "" "" +CMFGEN 1.7 46.56000000005588 "" "" "" "" "" "" 106.68880438723711 4644.6956 5501.6168 11.95591463370038 5289.8302 5501.6168 51.18483474695738 5557.0071 5843.7336 165.97917234431156 5843.7336 6505.1594 175.7324546468656 7733.5217 8746.8392 2005ki "" "" "" +OBSERVED "" 145.39999999990687 21.226184907779206 3993.9746 4032.7679 365.86181045161186 3993.9746 4671.3644 264.48968552885157 4671.3644 5223.4221 133.85343780922798 5223.4221 5572.5613 210.25308687673237 5572.5613 5942.5891 354.1130229181214 5942.5891 6503.5991 677.2878208474191 7834.5058 8613.3548 2005ki "" "" "" +CMFGEN 1.04 145.39999999990687 -0.6348157831659068 3993.9746 4032.7679 417.11450305075283 3993.9746 4671.3644 235.55072739585216 4671.3644 5223.4221 65.56926345180533 5223.4221 5572.5613 110.23125550077694 5572.5613 5942.5891 227.49197735790867 5942.5891 6503.5991 332.99988722681394 7834.5058 8613.3548 2005ki "" "" "" +CMFGEN 1.02 145.39999999990687 -0.25680656063918195 3993.9746 4032.7679 377.0675864911152 3993.9746 4671.3644 239.70250808100505 4671.3644 5223.4221 21.761500715688747 5223.4221 5572.5613 99.81085886410456 5572.5613 5942.5891 160.68309786639037 5942.5891 6503.5991 443.4837810347918 7834.5058 8613.3548 2005ki "" "" "" +CMFGEN 1.4 145.39999999990687 -0.3687580761673161 3993.9746 4032.7679 339.49560168792834 3993.9746 4671.3644 240.4383049004573 4671.3644 5223.4221 -16.093022050533758 5223.4221 5572.5613 93.03786795956174 5572.5613 5942.5891 126.69547889056338 5942.5891 6503.5991 446.1815483521609 7834.5058 8613.3548 2005ki "" "" "" +CMFGEN 1.7 145.39999999990687 -0.4564620541649549 3993.9746 4032.7679 437.8465563514461 3993.9746 4671.3644 245.02509909200765 4671.3644 5223.4221 84.41538368264814 5223.4221 5572.5613 100.91063149290943 5572.5613 5942.5891 246.240693937991 5942.5891 6503.5991 367.99742188055 7834.5058 8613.3548 2005ki "" "" "" +OBSERVED "" 21.56000000005588 9.510174342806494 3952.1973 4044.7043 262.5205571885611 3952.1973 4605.7142 337.9785024172771 4605.7142 5483.0384 6.063189410863972 5298.0245 5506.9112 59.71556092190102 5551.6726 5841.1299 210.21747067463895 5841.1299 6443.9172 429.73329122004924 7676.3487 8753.6073 2005ki "" "" "" +CMFGEN 1.04 21.56000000005588 -7.047560115823678 3952.1973 4044.7043 -25.09424378756144 3952.1973 4605.7142 153.4558466482012 4605.7142 5483.0384 3.5248643683295606 5298.0245 5506.9112 -23.420412486843965 5551.6726 5841.1299 83.7193201665433 5841.1299 6443.9172 106.2215244672202 7676.3487 8753.6073 2005ki "" "" "" +CMFGEN 1.02 21.56000000005588 3.766723252662893 3952.1973 4044.7043 -108.77646170218088 3952.1973 4605.7142 115.1474275398771 4605.7142 5483.0384 1.8925252228771072 5298.0245 5506.9112 18.969696536452545 5551.6726 5841.1299 88.89137296073685 5841.1299 6443.9172 -183.57571616833047 7676.3487 8753.6073 2005ki "" "" "" +CMFGEN 1.4 21.56000000005588 3.9415470407020683 3952.1973 4044.7043 -80.04666383471731 3952.1973 4605.7142 -130.29442285803685 4605.7142 5483.0384 45.78965021213302 5298.0245 5506.9112 -50.34694054773672 5551.6726 5841.1299 56.29576962236892 5841.1299 6443.9172 127.99440727295556 7676.3487 8753.6073 2005ki "" "" "" +CMFGEN 1.7 21.56000000005588 -5.221586527962161 3952.1973 4044.7043 -46.27272822568179 3952.1973 4605.7142 144.76087952417578 4605.7142 5483.0384 9.181154452326547 5298.0245 5506.9112 18.463574950503883 5551.6726 5841.1299 122.4843987881987 5841.1299 6443.9172 -12.365659988476889 7676.3487 8753.6073 2005ki "" "" "" +OBSERVED "" 53696.10000000009 14.27829876879529 3922.32752304041 4054.30462031827 86.17229157155097 4054.30462031827 4505.95957544692 86.16497252174541 4505.95957544692 5115.987047309 52.90641100790063 5162.91223745224 5588.17177312532 17.23161299645703 5588.17177312532 5878.5213871366 290.3356229426771 5878.5213871366 6561.86946859748 "" "" "" 2005ku "" "" "" +CMFGEN 1.04 53696.10000000009 -28.013235758924075 3922.32752304041 4054.30462031827 196.31431002200122 4054.30462031827 4505.95957544692 -1265.851015151672 4505.95957544692 5115.987047309 -74.41114814919227 5162.91223745224 5588.17177312532 128.675146962412 5588.17177312532 5878.5213871366 261.528931381817 5878.5213871366 6561.86946859748 "" "" "" 2005ku "" "" "" +CMFGEN 1.02 53696.10000000009 -29.918511288134354 3922.32752304041 4054.30462031827 88.18023072080307 4054.30462031827 4505.95957544692 -1409.9818721799975 4505.95957544692 5115.987047309 -96.30371891824541 5162.91223745224 5588.17177312532 131.9085221686057 5588.17177312532 5878.5213871366 216.370102673845 5878.5213871366 6561.86946859748 "" "" "" 2005ku "" "" "" +CMFGEN 1.4 53696.10000000009 -23.281748991737494 3922.32752304041 4054.30462031827 41.63066534638976 4054.30462031827 4505.95957544692 -1223.579518832861 4505.95957544692 5115.987047309 -90.77446057974771 5162.91223745224 5588.17177312532 131.5427796170861 5588.17177312532 5878.5213871366 188.03902946204022 5878.5213871366 6561.86946859748 "" "" "" 2005ku "" "" "" +CMFGEN 1.7 53696.10000000009 -33.54437659659392 3922.32752304041 4054.30462031827 233.35030625052553 4054.30462031827 4505.95957544692 -1512.318517419315 4505.95957544692 5115.987047309 -109.91922024493124 5162.91223745224 5588.17177312532 144.2035556169505 5588.17177312532 5878.5213871366 309.04240911839827 5878.5213871366 6561.86946859748 "" "" "" 2005ku "" "" "" +OBSERVED "" 53699.12999999989 14.635873157952764 3954.79061930731 4048.98176929856 101.96897803776885 4048.98176929856 4519.93751925482 130.78542799858752 4519.93751925482 5103.92264920058 80.54979953238411 5176.9207904438 5581.94273540619 30.958890678743153 5581.94273540619 5862.16140663016 401.59933808087806 5862.16140663016 6563.88547406499 "" "" "" 2005ku "" "" "" +CMFGEN 1.04 53699.12999999989 -9.664389128060934 3954.79061930731 4048.98176929856 234.63129135087905 4048.98176929856 4519.93751925482 -984.7500244093343 4519.93751925482 5103.92264920058 -33.66573874236582 5176.9207904438 5581.94273540619 140.5500989433925 5581.94273540619 5862.16140663016 258.169547278665 5862.16140663016 6563.88547406499 "" "" "" 2005ku "" "" "" +CMFGEN 1.02 53699.12999999989 -8.522651691061505 3954.79061930731 4048.98176929856 130.5939581188111 4048.98176929856 4519.93751925482 -1141.0367216781003 4519.93751925482 5103.92264920058 -33.14281713151488 5176.9207904438 5581.94273540619 143.59938258905348 5581.94273540619 5862.16140663016 211.7392672817549 5862.16140663016 6563.88547406499 "" "" "" 2005ku "" "" "" +CMFGEN 1.4 53699.12999999989 -4.653186499613165 3954.79061930731 4048.98176929856 78.87762583706483 4048.98176929856 4519.93751925482 -1047.1219366371565 4519.93751925482 5103.92264920058 -30.892692319002123 5176.9207904438 5581.94273540619 142.46558645788946 5581.94273540619 5862.16140663016 181.55016234742544 5862.16140663016 6563.88547406499 "" "" "" 2005ku "" "" "" +CMFGEN 1.7 53699.12999999989 -9.804464220081007 3954.79061930731 4048.98176929856 267.06583389131197 4048.98176929856 4519.93751925482 -1169.8954942929872 4519.93751925482 5103.92264920058 -65.41478996806147 5176.9207904438 5581.94273540619 151.32145738050812 5581.94273540619 5862.16140663016 298.55328485077837 5862.16140663016 6563.88547406499 "" "" "" 2005ku "" "" "" +OBSERVED "" 53728.04000000004 20.150024845395993 3908.29943120472 4027.57726405151 140.2294865088661 3908.29943120472 4623.96642828545 183.6418203742091 4623.96642828545 5531.64164409515 18.9887832020782 5284.35833209571 5531.64164409515 29.44739105692289 5557.82458301274 5877.83828089436 410.02070186457746 5877.83828089436 6564.41312362221 "" "" "" 2005ku "" "" "" +CMFGEN 1.04 53728.04000000004 -18.994831674733287 3908.29943120472 4027.57726405151 461.3506831013019 3908.29943120472 4623.96642828545 85.24418600051794 4623.96642828545 5531.64164409515 81.36271566316123 5284.35833209571 5531.64164409515 160.48487867314756 5557.82458301274 5877.83828089436 260.47909296093724 5877.83828089436 6564.41312362221 "" "" "" 2005ku "" "" "" +CMFGEN 1.02 53728.04000000004 -22.570957706841583 3908.29943120472 4027.57726405151 458.19936309158174 3908.29943120472 4623.96642828545 96.00041999122028 4623.96642828545 5531.64164409515 77.27928262028618 5284.35833209571 5531.64164409515 165.23390793960073 5557.82458301274 5877.83828089436 214.6982865210372 5877.83828089436 6564.41312362221 "" "" "" 2005ku "" "" "" +CMFGEN 1.4 53728.04000000004 -17.29934526184626 3908.29943120472 4027.57726405151 415.1543544924905 3908.29943120472 4623.96642828545 103.29619340227346 4623.96642828545 5531.64164409515 66.26864860638474 5284.35833209571 5531.64164409515 165.88165498062023 5557.82458301274 5877.83828089436 185.32087544411218 5877.83828089436 6564.41312362221 "" "" "" 2005ku "" "" "" +CMFGEN 1.7 53728.04000000004 -26.408192643056122 3908.29943120472 4027.57726405151 472.6290602367408 3908.29943120472 4623.96642828545 69.63884852084952 4623.96642828545 5531.64164409515 93.08957631898194 5284.35833209571 5531.64164409515 172.31798890883016 5557.82458301274 5877.83828089436 308.5855134014158 5877.83828089436 6564.41312362221 "" "" "" 2005ku "" "" "" +OBSERVED "" 53728.12000000011 35.426257203873774 3920.8522 4135.9889 194.75116654254748 3920.8522 4595.733 195.09536816211732 4595.733 5255.8784 1.92294913329694 5255.8784 5506.38 41.89079578341338 5559.4274 5845.2939 422.6253694639556 5845.2939 6561.4337 115.09732495056663 7507.4456 8208.8501 2005lu "" "" "" +CMFGEN 1.04 53728.12000000011 -86.03361449897177 3920.8522 4135.9889 415.5779087110881 3920.8522 4595.733 8.702835342493835 4595.733 5255.8784 47.39990394105482 5255.8784 5506.38 162.4293027864934 5559.4274 5845.2939 247.9269963491979 5845.2939 6561.4337 -653.7517362995117 7507.4456 8208.8501 2005lu "" "" "" +CMFGEN 1.02 53728.12000000011 -85.07086536430403 3920.8522 4135.9889 392.585570905017 3920.8522 4595.733 46.03719768332724 4595.733 5255.8784 54.0825492976972 5255.8784 5506.38 164.8185893010061 5559.4274 5845.2939 196.85263607552804 5845.2939 6561.4337 -1162.8943376139616 7507.4456 8208.8501 2005lu "" "" "" +CMFGEN 1.4 53728.12000000011 -85.5119043183348 3920.8522 4135.9889 333.1653659163922 3920.8522 4595.733 66.15356094812414 4595.733 5255.8784 50.680635454107716 5255.8784 5506.38 162.75245216467312 5559.4274 5845.2939 163.57101576615247 5845.2939 6561.4337 -1059.1192280983723 7507.4456 8208.8501 2005lu "" "" "" +CMFGEN 1.7 53728.12000000011 -109.85651094948696 3920.8522 4135.9889 429.78738038555355 3920.8522 4595.733 -7.441091313507016 4595.733 5255.8784 53.54430485986297 5255.8784 5506.38 164.4611107739708 5559.4274 5845.2939 267.16721249558003 5845.2939 6561.4337 -747.7925299790295 7507.4456 8208.8501 2005lu "" "" "" +OBSERVED "" 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 111.32372778558887 5866.269 6269.975 260.9278021314343 7934.0315 8557.6424 2005lu "" "" "" +CMFGEN 1.04 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 42.0583775673787 5866.269 6269.975 245.93140291588378 7934.0315 8557.6424 2005lu "" "" "" +CMFGEN 1.02 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 74.50858200089066 5866.269 6269.975 326.7567979034602 7934.0315 8557.6424 2005lu "" "" "" +CMFGEN 1.4 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 81.53001127298398 5866.269 6269.975 318.6400290267974 7934.0315 8557.6424 2005lu "" "" "" +CMFGEN 1.7 53722.169999999925 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 49.83054678301713 5866.269 6269.975 361.2023478955364 7934.0315 8557.6424 2005lu "" "" "" +OBSERVED "" 53722.12999999989 49.42579695259404 3921.6205 4133.4585 119.0582100464494 4133.4585 4563.245 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 160.7301328575025 3726.0778 4098.8311 +CMFGEN 1.04 53722.12999999989 -83.97673519058054 3921.6205 4133.4585 258.50950137165296 4133.4585 4563.245 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu -155.0719779035856 3726.0778 4098.8311 +CMFGEN 1.02 53722.12999999989 -83.71203130678734 3921.6205 4133.4585 212.9961376494982 4133.4585 4563.245 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 27.690021375405593 3726.0778 4098.8311 +CMFGEN 1.4 53722.12999999989 -84.39255371230351 3921.6205 4133.4585 173.97121577650387 4133.4585 4563.245 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu 105.9485225189773 3726.0778 4098.8311 +CMFGEN 1.7 53722.12999999989 -106.70164014139425 3921.6205 4133.4585 281.0000470218439 4133.4585 4563.245 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005lu -145.37300774374387 3726.0778 4098.8311 +OBSERVED "" 53722.14999999991 48.82343661696634 3920.9854 4143.0161 213.33168423282495 3920.9854 4590.2954 250.06490763220552 4590.2954 5211.3378 29.615726166813907 5211.3378 5500.943 45.555676265739805 5555.6463 5838.8159 136.8177489791131 5838.8159 6389.0659 262.4683635919995 7911.1024 8564.3232 2005lu "" "" "" +CMFGEN 1.04 53722.14999999991 -86.40953022818132 3920.9854 4143.0161 403.7980419049952 3920.9854 4590.2954 -52.277859768441296 4590.2954 5211.3378 -6.844448408818626 5211.3378 5500.943 163.8971697076556 5555.6463 5838.8159 74.2658903232243 5838.8159 6389.0659 244.49396917653985 7911.1024 8564.3232 2005lu "" "" "" +CMFGEN 1.02 53722.14999999991 -82.92640146925815 3920.9854 4143.0161 377.9260338594112 3920.9854 4590.2954 -2.1259875393751457 4590.2954 5211.3378 10.17608409972895 5211.3378 5500.943 165.61295850429275 5555.6463 5838.8159 62.391480082180266 5838.8159 6389.0659 337.1841144423173 7911.1024 8564.3232 2005lu "" "" "" +CMFGEN 1.4 53722.14999999991 -82.83849846106939 3920.9854 4143.0161 315.28680823146925 3920.9854 4590.2954 32.1243675480201 4590.2954 5211.3378 18.83546448300572 5211.3378 5500.943 163.01319856240494 5555.6463 5838.8159 58.41553245981868 5838.8159 6389.0659 333.2892085004895 7911.1024 8564.3232 2005lu "" "" "" +CMFGEN 1.7 53722.14999999991 -110.66516292544733 3920.9854 4143.0161 418.9116005622833 3920.9854 4590.2954 -100.7762537958021 4590.2954 5211.3378 -32.69133294641623 5211.3378 5500.943 164.19890634817773 5555.6463 5838.8159 42.822544347884964 5838.8159 6389.0659 364.88553880807785 7911.1024 8564.3232 2005lu "" "" "" +OBSERVED "" 53724.12000000011 37.46106438641954 3923.7993 4138.936 182.9627113101019 3923.7993 4569.2093 205.6031572424946 4569.2093 5202.831 8.72985730777833 5202.831 5500.4858 48.69055970022113 5550.5861 5857.0822 397.2413431665361 5857.0822 6561.4337 220.6777094395958 7528.0752 8653.8588 2005lu "" "" "" +CMFGEN 1.04 53724.12000000011 -79.9290822131137 3923.7993 4138.936 356.7928571450004 3923.7993 4569.2093 -239.41360291596754 4569.2093 5202.831 -32.006444590815846 5202.831 5500.4858 170.43469925196746 5550.5861 5857.0822 257.41201233728805 5857.0822 6561.4337 -207.20208105463024 7528.0752 8653.8588 2005lu "" "" "" +CMFGEN 1.02 53724.12000000011 -77.89781584579653 3923.7993 4138.936 314.60691244246885 3923.7993 4569.2093 -171.65167457335258 4569.2093 5202.831 -11.564156896798965 5202.831 5500.4858 174.21928204508265 5550.5861 5857.0822 210.6650054856434 5857.0822 6561.4337 20.29604077713134 7528.0752 8653.8588 2005lu "" "" "" +CMFGEN 1.4 53724.12000000011 -78.90803147688705 3923.7993 4138.936 242.5316577443444 3923.7993 4569.2093 -110.46505349235969 4569.2093 5202.831 0.39707594646270317 5202.831 5500.4858 173.3177569771481 5550.5861 5857.0822 180.74514560446232 5857.0822 6561.4337 71.33000424515342 7528.0752 8653.8588 2005lu "" "" "" +CMFGEN 1.7 53724.12000000011 -101.48339859329309 3923.7993 4138.936 370.97109932532555 3923.7993 4569.2093 -330.2448650887221 4569.2093 5202.831 -60.08940638776767 5202.831 5500.4858 177.64870842624225 5550.5861 5857.0822 291.2794792153461 5857.0822 6561.4337 148.96595710758842 7528.0752 8653.8588 2005lu "" "" "" +OBSERVED "" 53725.08999999985 38.877826155205945 3912.011 4138.936 180.35224097266675 3912.011 4569.2093 204.4683357733462 4569.2093 5252.9313 19.434067003461948 5252.9313 5503.4329 46.00596383032162 5553.5332 5836.4526 447.5286844512848 5836.4526 6561.4337 247.75597890052182 7522.181 8550.7111 2005lu "" "" "" +CMFGEN 1.04 53725.08999999985 -108.00720047657988 3912.011 4138.936 346.6979572071318 3912.011 4569.2093 -192.75110403664374 4569.2093 5252.9313 42.81069809407461 5252.9313 5503.4329 164.73179390337964 5553.5332 5836.4526 233.28526388607182 5836.4526 6561.4337 -488.8025868337079 7522.181 8550.7111 2005lu "" "" "" +CMFGEN 1.02 53725.08999999985 -105.27099637642289 3912.011 4138.936 305.1622193244639 3912.011 4569.2093 -137.8316794745433 4569.2093 5252.9313 50.34676679584279 5252.9313 5503.4329 166.26763525479228 5553.5332 5836.4526 176.83850895335564 5836.4526 6561.4337 -232.81710392479363 7522.181 8550.7111 2005lu "" "" "" +CMFGEN 1.4 53725.08999999985 -101.38024515566246 3912.011 4138.936 230.4920481930194 3912.011 4569.2093 -93.51699596437811 4569.2093 5252.9313 47.78522170752131 5252.9313 5503.4329 163.4318556377761 5553.5332 5836.4526 140.16259396771108 5836.4526 6561.4337 -134.6424313431111 7522.181 8550.7111 2005lu "" "" "" +CMFGEN 1.7 53725.08999999985 -146.54600653540558 3912.011 4138.936 353.29714384039954 3912.011 4569.2093 -237.37345553150752 4569.2093 5252.9313 49.1073111924265 5252.9313 5503.4329 164.67453497954176 5553.5332 5836.4526 244.08455236136345 5836.4526 6561.4337 49.69500539374985 7522.181 8550.7111 2005lu "" "" "" +OBSERVED "" 53726.10999999987 44.05591100630206 3920.8522 4141.883 209.4517363195897 3920.8522 4589.8388 224.85898350131276 4589.8388 5238.1959 6.248145752319768 5238.1959 5503.4329 53.841265708132426 5550.5861 5865.9234 370.9348516727316 5865.9234 6561.4337 159.5413089819887 7501.5515 8562.4994 2005lu "" "" "" +CMFGEN 1.04 53726.10999999987 -86.62721602778099 3920.8522 4141.883 402.7564406928186 3920.8522 4589.8388 -31.804206034200206 4589.8388 5238.1959 34.21118545860274 5238.1959 5503.4329 169.41301818405225 5550.5861 5865.9234 260.27386950835074 5865.9234 6561.4337 -401.6034140709532 7501.5515 8562.4994 2005lu "" "" "" +CMFGEN 1.02 53726.10999999987 -83.60855073739893 3920.8522 4141.883 376.66831340880947 3920.8522 4589.8388 11.890225572544182 4589.8388 5238.1959 43.209366561734726 5238.1959 5503.4329 173.89959334773553 5550.5861 5865.9234 215.12160462733038 5865.9234 6561.4337 -121.71885945714371 7501.5515 8562.4994 2005lu "" "" "" +CMFGEN 1.4 53726.10999999987 -83.57428262378085 3920.8522 4141.883 313.75229857471027 3920.8522 4589.8388 38.4454796390417 4589.8388 5238.1959 43.13563906006277 5238.1959 5503.4329 173.73645300382057 5550.5861 5865.9234 186.4744710740669 5865.9234 6561.4337 5.347957309268168 7501.5515 8562.4994 2005lu "" "" "" +CMFGEN 1.7 53726.10999999987 -111.01680719050339 3920.8522 4141.883 417.84820761983224 3920.8522 4589.8388 -59.475471333891896 4589.8388 5238.1959 31.5432135830892 5238.1959 5503.4329 180.025873503133 5550.5861 5865.9234 303.4001252883204 5865.9234 6561.4337 -10.331625983745596 7501.5515 8562.4994 2005lu "" "" "" +OBSERVED "" 53727.12000000011 32.55332010991256 3917.9051 4144.8301 171.3775009726022 3917.9051 4586.8918 179.46259106556903 4586.8918 5244.0901 2.677393070333907 5244.0901 5506.38 44.41405310142483 5556.4803 5862.9764 438.38767325263086 5862.9764 6561.4337 143.4699692502365 7548.7047 8426.9339 2005lu "" "" "" +CMFGEN 1.04 53727.12000000011 -93.90585713542141 3917.9051 4144.8301 394.83756251513745 3917.9051 4586.8918 -51.39272144180691 4586.8918 5244.0901 40.86643306128974 5244.0901 5506.38 164.75924556072647 5556.4803 5862.9764 259.6146762592896 5862.9764 6561.4337 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+OBSERVED "" 11.339999999945576 18.289212671984824 3941.3037 4064.1951 214.92079664755363 3941.3037 4584.4355 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 93.21617820627776 3668.8944 3941.3037 +CMFGEN 1.04 11.339999999945576 12.121097385642488 3941.3037 4064.1951 -673.8633709231985 3941.3037 4584.4355 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 25.090120758125444 3668.8944 3941.3037 +CMFGEN 1.02 11.339999999945576 16.690319287002712 3941.3037 4064.1951 -821.660882863106 3941.3037 4584.4355 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na 0.23386710934580357 3668.8944 3941.3037 +CMFGEN 1.4 11.339999999945576 18.331135015477486 3941.3037 4064.1951 -885.9484211950022 3941.3037 4584.4355 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na -7.544135062732489 3668.8944 3941.3037 +CMFGEN 1.7 11.339999999945576 11.812798075544407 3941.3037 4064.1951 -338.1898132648214 3941.3037 4584.4355 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2005na -59.416542626779425 3668.8944 3941.3037 +OBSERVED "" 62.29999999990832 21.644269028083723 3954.4329 4016.6645 226.81728839484452 4016.6645 4612.3096 211.96932188672554 4612.3096 5498.3688 21.415984352926536 5293.8936 5516.1492 53.64722180983203 5557.637 5830.2706 247.08169904154994 5830.2706 6565.1959 307.73131002099245 7516.45 8692.9232 2005na "" "" "" +CMFGEN 1.04 62.29999999990832 -2.262686386036309 3954.4329 4016.6645 157.21258703569129 4016.6645 4612.3096 123.3981350261949 4612.3096 5498.3688 16.251424069268033 5293.8936 5516.1492 107.89250332239423 5557.637 5830.2706 128.03738052466133 5830.2706 6565.1959 385.74157243738324 7516.45 8692.9232 2005na "" "" "" +CMFGEN 1.02 62.29999999990832 -1.7073243795751565 3954.4329 4016.6645 184.51680720608192 4016.6645 4612.3096 206.0017057494311 4612.3096 5498.3688 -5.111066996305335 5293.8936 5516.1492 71.70894983470586 5557.637 5830.2706 114.21361271265653 5830.2706 6565.1959 510.3584652972636 7516.45 8692.9232 2005na "" "" "" +CMFGEN 1.4 62.29999999990832 -0.7284503939653741 3954.4329 4016.6645 207.796719540283 4016.6645 4612.3096 292.95907648773726 4612.3096 5498.3688 -2.2218002433278268 5293.8936 5516.1492 57.43630378292112 5557.637 5830.2706 111.8896009590322 5830.2706 6565.1959 471.2035770015507 7516.45 8692.9232 2005na "" "" "" +CMFGEN 1.7 62.29999999990832 -1.1174730954322785 3954.4329 4016.6645 139.26486506512444 4016.6645 4612.3096 112.21034835043189 4612.3096 5498.3688 14.672154575994067 5293.8936 5516.1492 120.43475615499851 5557.637 5830.2706 118.37631200995256 5830.2706 6565.1959 347.7898096720155 7516.45 8692.9232 2005na "" "" "" +OBSERVED "" 69.25000000009459 "" "" "" "" "" "" "" "" "" 43.89037462057123 5279.7124 5501.5297 120.5489883875446 5550.6708 5823.6768 244.83209742114983 5823.6768 6439.3053 529.6789991768163 7650.7695 8690.2398 2005na "" "" "" +CMFGEN 1.04 69.25000000009459 "" "" "" "" "" "" "" "" "" 6.139054752140732 5279.7124 5501.5297 121.21530766985407 5550.6708 5823.6768 87.15788715617909 5823.6768 6439.3053 291.01980389174634 7650.7695 8690.2398 2005na "" "" "" +CMFGEN 1.02 69.25000000009459 "" "" "" "" "" "" "" "" "" -9.958089068866384 5279.7124 5501.5297 87.44576312975208 5550.6708 5823.6768 162.65915350860905 5823.6768 6439.3053 477.5102348341567 7650.7695 8690.2398 2005na "" "" "" +CMFGEN 1.4 69.25000000009459 "" "" "" "" "" "" "" "" "" 1.393098870111249 5279.7124 5501.5297 64.45715597566878 5550.6708 5823.6768 191.68332653141317 5823.6768 6439.3053 473.5558059779211 7650.7695 8690.2398 2005na "" "" "" +CMFGEN 1.7 69.25000000009459 "" "" "" "" "" "" "" "" "" 8.284592490646064 5279.7124 5501.5297 137.0848992078848 5550.6708 5823.6768 23.4231207391815 5823.6768 6439.3053 247.90788809745692 7650.7695 8690.2398 2005na "" "" "" +OBSERVED "" 69.23999999985244 70.1136997279375 3923.2992 4052.7259 500.1235604444143 3923.2992 4686.9168 405.2173150280544 4686.9168 5505.5407 82.47619735115373 5236.9803 5505.5407 113.76703173631385 5557.3114 5845.2858 335.7280622834453 5845.2858 6566.8397 420.8965204337604 7819.0431 8712.0874 2005na "" "" "" +CMFGEN 1.04 69.23999999985244 -17.822157950218546 3923.2992 4052.7259 191.35543841825717 3923.2992 4686.9168 124.71461856789615 4686.9168 5505.5407 -5.302556052420526 5236.9803 5505.5407 117.92301334947925 5557.3114 5845.2858 152.24251682696024 5845.2858 6566.8397 357.9774794109513 7819.0431 8712.0874 2005na "" "" "" +CMFGEN 1.02 69.23999999985244 -8.891265154104698 3923.2992 4052.7259 155.79304825352364 3923.2992 4686.9168 100.21886135536988 4686.9168 5505.5407 -35.467934798499215 5236.9803 5505.5407 84.75973419099262 5557.3114 5845.2858 121.32285042224733 5845.2858 6566.8397 438.22124565790045 7819.0431 8712.0874 2005na "" "" "" +CMFGEN 1.4 69.23999999985244 -5.068287315054707 3923.2992 4052.7259 143.4101203056748 3923.2992 4686.9168 177.70248734305318 4686.9168 5505.5407 -15.610320723899722 5236.9803 5505.5407 64.06202958841993 5557.3114 5845.2858 132.1226223646179 5845.2858 6566.8397 425.81169352391316 7819.0431 8712.0874 2005na "" "" "" +CMFGEN 1.7 69.23999999985244 -12.534311959564722 3923.2992 4052.7259 186.12643412724702 3923.2992 4686.9168 44.47974366821825 4686.9168 5505.5407 -8.597756694394075 5236.9803 5505.5407 141.82477828177738 5557.3114 5845.2858 158.85802303562463 5845.2858 6566.8397 309.71863609934337 7819.0431 8712.0874 2005na "" "" "" +OBSERVED "" 39.2799999998897 8.795631952731895 3997.7196 4023.6049 408.95767680486017 4023.6049 4599.5538 534.4443484691469 4599.5538 5537.8974 70.98903901538678 5246.6873 5537.8974 66.94328235637626 5579.9611 5803.2222 296.41482317640384 5803.2222 6453.5914 522.7185926914406 7751.0941 8670.0237 2005na "" "" "" +CMFGEN 1.04 39.2799999998897 0.09652897913555272 3997.7196 4023.6049 46.95579951325399 4023.6049 4599.5538 123.62998540013 4599.5538 5537.8974 23.61895991528967 5246.6873 5537.8974 15.86803442315819 5579.9611 5803.2222 121.26987671505438 5803.2222 6453.5914 120.18912596518706 7751.0941 8670.0237 2005na "" "" "" +CMFGEN 1.02 39.2799999998897 0.037857050405204117 3997.7196 4023.6049 7.4946237330941035 4023.6049 4599.5538 219.61080796470227 4599.5538 5537.8974 33.54074204846608 5246.6873 5537.8974 7.802097528603352 5579.9611 5803.2222 125.11249587761391 5803.2222 6453.5914 206.63937694622905 7751.0941 8670.0237 2005na "" "" "" +CMFGEN 1.4 39.2799999998897 0.04721240512771224 3997.7196 4023.6049 4.105856408871285 4023.6049 4599.5538 254.0068028673491 4599.5538 5537.8974 37.46764516062365 5246.6873 5537.8974 10.33219574794026 5579.9611 5803.2222 108.40496085504256 5803.2222 6453.5914 205.20747448318252 7751.0941 8670.0237 2005na "" "" "" +CMFGEN 1.7 39.2799999998897 0.00669598359488785 3997.7196 4023.6049 21.43319033175748 4023.6049 4599.5538 164.69230438110364 4599.5538 5537.8974 23.407399401776644 5246.6873 5537.8974 9.19740643818681 5579.9611 5803.2222 126.78736776917282 5803.2222 6453.5914 175.04731751238086 7751.0941 8670.0237 2005na "" "" "" +OBSERVED "" 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 159.76995244840265 5869.0733 6466.4367 308.46367089831085 7878.9867 8657.8695 2005na "" "" "" +CMFGEN 1.04 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 172.13224567023263 5869.0733 6466.4367 47.131260808352 7878.9867 8657.8695 2005na "" "" "" +CMFGEN 1.02 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 131.2122183527992 5869.0733 6466.4367 55.13721467116388 7878.9867 8657.8695 2005na "" "" "" +CMFGEN 1.4 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 51.97606729666193 5869.0733 6466.4367 -11.51282203690915 7878.9867 8657.8695 2005na "" "" "" +CMFGEN 1.7 11.359999999964202 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 145.0042845399203 5869.0733 6466.4367 72.55065470373604 7878.9867 8657.8695 2005na "" "" "" +OBSERVED "" 77.15000000000146 1.447615360916466e-14 3998.8841 4001.8475 271.43305922495676 3998.8841 4677.5046 275.4827185147873 4677.5046 5433.1738 15.217094594527174 5299.8204 5510.2224 94.91778997417124 5563.5638 5833.234 278.3875054881868 5833.234 6565.1959 608.0302349293121 7756.4861 8772.9353 2005na "" "" "" +CMFGEN 1.04 77.15000000000146 -2.961031420056408e-15 3998.8841 4001.8475 247.94700236182314 3998.8841 4677.5046 166.52637793114738 4677.5046 5433.1738 16.434257056428024 5299.8204 5510.2224 123.33132936704882 5563.5638 5833.234 145.95094537196024 5833.234 6565.1959 318.9664005435052 7756.4861 8772.9353 2005na "" "" "" +CMFGEN 1.02 77.15000000000146 -1.8095192011455826e-15 3998.8841 4001.8475 184.67612766345871 3998.8841 4677.5046 181.92588139956212 4677.5046 5433.1738 -0.32496501270233663 5299.8204 5510.2224 95.13136900835076 5563.5638 5833.234 111.57536056442109 5833.234 6565.1959 437.6556838887808 7756.4861 8772.9353 2005na "" "" "" +CMFGEN 1.4 77.15000000000146 1.1021616952432185e-14 3998.8841 4001.8475 169.74877071436237 3998.8841 4677.5046 201.1309333017965 4677.5046 5433.1738 5.153543715382602 5299.8204 5510.2224 75.68276263971637 5563.5638 5833.234 128.59668066071075 5833.234 6565.1959 437.96340996455706 7756.4861 8772.9353 2005na "" "" "" +CMFGEN 1.7 77.15000000000146 3.619038402291165e-15 3998.8841 4001.8475 227.06635603287964 3998.8841 4677.5046 141.27668569531411 4677.5046 5433.1738 18.86214321102176 5299.8204 5510.2224 140.46657581306079 5563.5638 5833.234 121.84656672758591 5833.234 6565.1959 303.6138149381977 7756.4861 8772.9353 2005na "" "" "" +OBSERVED "" 11.35000000018772 20.247753003311534 3952.4202 4049.4903 224.24237297788972 3952.4202 4609.2608 228.81319972635106 4609.2608 5220.802 37.52337409837261 5220.802 5528.1904 56.87209419264767 5554.0757 5854.9928 119.65381284204432 5854.9928 6330.636 281.77747079465786 7864.3425 8657.081 2005na "" "" "" +CMFGEN 1.04 11.35000000018772 7.179934917589985 3952.4202 4049.4903 -753.1831320034928 3952.4202 4609.2608 230.12938015327614 4609.2608 5220.802 145.05883261330078 5220.802 5528.1904 -61.143626265625365 5554.0757 5854.9928 112.65760200252788 5854.9928 6330.636 55.69308117479454 7864.3425 8657.081 2005na "" "" "" +CMFGEN 1.02 11.35000000018772 9.15015010745103 3952.4202 4049.4903 -957.8786993433048 3952.4202 4609.2608 107.04218257771771 4609.2608 5220.802 136.19660198928946 5220.802 5528.1904 -68.80323993544911 5554.0757 5854.9928 88.09114981641184 5854.9928 6330.636 62.7259238678908 7864.3425 8657.081 2005na "" "" "" +CMFGEN 1.4 11.35000000018772 9.591624227953634 3952.4202 4049.4903 -1037.7014436785144 3952.4202 4609.2608 -14.39633446584159 4609.2608 5220.802 99.19986841280435 5220.802 5528.1904 -7.246233186912165 5554.0757 5854.9928 18.074754211353074 5854.9928 6330.636 -4.7604494460232925 7864.3425 8657.081 2005na "" "" "" +CMFGEN 1.7 11.35000000018772 6.268001714392414 3952.4202 4049.4903 -534.9835223782484 3952.4202 4609.2608 334.9418549672487 4609.2608 5220.802 -51.60704551967466 5220.802 5528.1904 -96.87262506450061 5554.0757 5854.9928 123.62118436385214 5854.9928 6330.636 86.66347269488647 7864.3425 8657.081 2005na "" "" "" +OBSERVED "" 19.35000000018772 "" "" "" "" "" "" "" "" "" 9.205298618868289 5285.164 5503.3464 85.31632824560171 5553.9593 5854.2166 219.95568138574737 5854.2166 6564.1644 363.12671108424934 7613.3551 8691.272 2005na "" "" "" +CMFGEN 1.04 19.35000000018772 "" "" "" "" "" "" "" "" "" -1.4885966810626847 5285.164 5503.3464 -45.79482725052212 5553.9593 5854.2166 -105.57919212688915 5854.2166 6564.1644 -86.9695426766706 7613.3551 8691.272 2005na "" "" "" +CMFGEN 1.02 19.35000000018772 "" "" "" "" "" "" "" "" "" 66.24587691339356 5285.164 5503.3464 -46.89282278393124 5553.9593 5854.2166 34.693925541528095 5854.2166 6564.1644 335.39068790763736 7613.3551 8691.272 2005na "" "" "" +CMFGEN 1.4 19.35000000018772 "" "" "" "" "" "" "" "" "" 46.08799934197352 5285.164 5503.3464 -7.525306885764969 5553.9593 5854.2166 96.31671194831746 5854.2166 6564.1644 224.28893288827447 7613.3551 8691.272 2005na "" "" "" +CMFGEN 1.7 19.35000000018772 "" "" "" "" "" "" "" "" "" 2.5149373161570487 5285.164 5503.3464 -3.6357084588631743 5553.9593 5854.2166 10.72910097986395 5854.2166 6564.1644 -58.91118055238752 7613.3551 8691.272 2005na "" "" "" +OBSERVED "" 67.0299999998897 6.864862511638105 3981.99 4012.147 358.10498185738317 3981.99 4624.3338 357.71180878429266 4624.3338 5441.5882 15.308329216954796 5281.7561 5501.9021 139.00176345640088 5556.1847 5833.629 272.0384844549507 5833.629 6460.8943 1042.7035761196319 7634.001 8810.1235 2006D "" "" "" +CMFGEN 1.04 67.0299999998897 -0.1621951725705578 3981.99 4012.147 227.2346716996925 3981.99 4624.3338 147.1131794256519 4624.3338 5441.5882 6.903275694839516 5281.7561 5501.9021 116.23951178060085 5556.1847 5833.629 117.30887501610668 5833.629 6460.8943 143.71600014347126 7634.001 8810.1235 2006D "" "" "" +CMFGEN 1.02 67.0299999998897 -0.11906309902107709 3981.99 4012.147 254.63197984182685 3981.99 4624.3338 237.41816963850263 4624.3338 5441.5882 -8.807193628305162 5281.7561 5501.9021 81.39918544196696 5556.1847 5833.629 176.70391529181416 5833.629 6460.8943 369.14409422386973 7634.001 8810.1235 2006D "" "" "" +CMFGEN 1.4 67.0299999998897 0.008059749084558905 3981.99 4012.147 266.0048555530384 3981.99 4624.3338 295.20806799754746 4624.3338 5441.5882 2.030895932813909 5281.7561 5501.9021 60.03725162172131 5556.1847 5833.629 196.59013784283258 5833.629 6460.8943 375.2918057812821 7634.001 8810.1235 2006D "" "" "" +CMFGEN 1.7 67.0299999998897 0.017676908720770178 3981.99 4012.147 225.29965935507363 3981.99 4624.3338 153.90241703358728 4624.3338 5441.5882 9.225430732586867 5281.7561 5501.9021 134.31743197511162 5556.1847 5833.629 81.30568496566033 5833.629 6460.8943 240.3819163732251 7634.001 8810.1235 2006D "" "" "" +OBSERVED "" 36.0299999998897 0.20750587451276697 3960.8801 4000.0842 278.3999193756056 3960.8801 4624.3338 369.6201813501185 4624.3338 5498.8864 26.14220767233503 5275.7247 5501.9021 58.53231126974016 5550.1533 5800.4563 227.0187979681997 5800.4563 6488.0356 527.0519774837526 7549.5615 8704.574 2006D "" "" "" +CMFGEN 1.04 36.0299999998897 -0.19003589760761927 3960.8801 4000.0842 33.45789760813894 3960.8801 4624.3338 88.1490773082372 4624.3338 5498.8864 10.273182895708754 5275.7247 5501.9021 6.244246194680347 5550.1533 5800.4563 121.8890795426717 5800.4563 6488.0356 103.56624289917565 7549.5615 8704.574 2006D "" "" "" +CMFGEN 1.02 36.0299999998897 0.5427967116181355 3960.8801 4000.0842 -51.2082118319998 3960.8801 4624.3338 146.49880218174846 4624.3338 5498.8864 7.498878080628014 5275.7247 5501.9021 6.923433425276356 5550.1533 5800.4563 103.45614514759455 5800.4563 6488.0356 82.7934500110037 7549.5615 8704.574 2006D "" "" "" +CMFGEN 1.4 36.0299999998897 0.690711666578588 3960.8801 4000.0842 -78.0571724121456 3960.8801 4624.3338 171.23827847688904 4624.3338 5498.8864 14.101843313736547 5275.7247 5501.9021 10.784150194809722 5550.1533 5800.4563 89.98298202690447 5800.4563 6488.0356 -27.03767371560032 7549.5615 8704.574 2006D "" "" "" +CMFGEN 1.7 36.0299999998897 0.15800420411821836 3960.8801 4000.0842 -24.547120805060132 3960.8801 4624.3338 114.49981307027659 4624.3338 5498.8864 7.445163911569333 5275.7247 5501.9021 3.7252623155168822 5550.1533 5800.4563 108.3706817546275 5800.4563 6488.0356 125.65152732840603 7549.5615 8704.574 2006D "" "" "" +OBSERVED "" 69.92999999979656 2.9393595298317177 3988.0214 4009.1313 306.79841875368777 3988.0214 4633.3809 316.93935870035966 4633.3809 5420.4783 16.55886119649707 5299.8503 5529.0434 132.73319862329794 5556.1847 5842.6761 245.96857415984095 5842.6761 6475.9728 727.6244773185222 7652.0952 8861.3904 2006D "" "" "" +CMFGEN 1.04 69.92999999979656 -0.0594530118207354 3988.0214 4009.1313 235.96587416452314 3988.0214 4633.3809 177.08905967007505 4633.3809 5420.4783 24.526850111683896 5299.8503 5529.0434 119.89152185240475 5556.1847 5842.6761 139.64921572594739 5842.6761 6475.9728 104.21851743242213 7652.0952 8861.3904 2006D "" "" "" +CMFGEN 1.02 69.92999999979656 -0.06147861013414866 3988.0214 4009.1313 253.20283474025874 3988.0214 4633.3809 258.46276236695013 4633.3809 5420.4783 0.8376574895251305 5299.8503 5529.0434 86.88353712083314 5556.1847 5842.6761 174.40086467345182 5842.6761 6475.9728 308.85898033819825 7652.0952 8861.3904 2006D "" "" "" +CMFGEN 1.4 69.92999999979656 -0.020623358558186883 3988.0214 4009.1313 263.36934165186574 3988.0214 4633.3809 289.754215712276 4633.3809 5420.4783 3.698146337604542 5299.8503 5529.0434 65.87837894898445 5556.1847 5842.6761 195.9561358060761 5842.6761 6475.9728 322.60258339189863 7652.0952 8861.3904 2006D "" "" "" +CMFGEN 1.7 69.92999999979656 -0.002708568878357986 3988.0214 4009.1313 230.86702842812298 3988.0214 4633.3809 174.8956795872587 4633.3809 5420.4783 23.246661995405766 5299.8503 5529.0434 142.5490141861364 5556.1847 5842.6761 114.102310913183 5842.6761 6475.9728 177.3648750599338 7652.0952 8861.3904 2006D "" "" "" +OBSERVED "" -6.019999999924039 17.993522779716233 3921.2227 4052.5355 147.44349157161798 3921.2227 4509.0041 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 86.0800301962434 3671.1029 3921.2227 +CMFGEN 1.04 -6.019999999924039 18.040386985072676 3921.2227 4052.5355 -388.1389933533178 3921.2227 4509.0041 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D 10.27750308118527 3671.1029 3921.2227 +CMFGEN 1.02 -6.019999999924039 20.579539257770865 3921.2227 4052.5355 -380.2219157802367 3921.2227 4509.0041 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D -9.731756497150975 3671.1029 3921.2227 +CMFGEN 1.4 -6.019999999924039 20.909633270532336 3921.2227 4052.5355 -396.00571334616006 3921.2227 4509.0041 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D -15.097145588936717 3671.1029 3921.2227 +CMFGEN 1.7 -6.019999999924039 13.871412791015457 3921.2227 4052.5355 253.3729338688688 3921.2227 4509.0041 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006D -55.57422604924737 3671.1029 3921.2227 +OBSERVED "" 42.04000000013184 0.8026141836169906 3972.9429 4003.0999 287.58346123690706 3972.9429 4609.2553 381.18128694951224 4609.2553 5489.8393 15.868544106746299 5293.8189 5519.9963 73.46914493087502 5553.169 5815.5348 236.41636044197008 5815.5348 6457.8786 545.2724426882025 7664.158 8695.5269 2006D "" "" "" +CMFGEN 1.04 42.04000000013184 -0.04591070013659606 3972.9429 4003.0999 71.24816174666017 3972.9429 4609.2553 116.00808055934687 4609.2553 5489.8393 17.20030611149843 5293.8189 5519.9963 32.35964775970832 5553.169 5815.5348 125.74326226806369 5815.5348 6457.8786 60.197945139510395 7664.158 8695.5269 2006D "" "" "" +CMFGEN 1.02 42.04000000013184 0.40576250286733984 3972.9429 4003.0999 13.21907254447309 3972.9429 4609.2553 144.81691543426683 4609.2553 5489.8393 2.8406546666054284 5293.8189 5519.9963 1.8145349433605222 5553.169 5815.5348 136.05833585820176 5815.5348 6457.8786 231.4905420293311 7664.158 8695.5269 2006D "" "" "" +CMFGEN 1.4 42.04000000013184 0.5412904586816147 3972.9429 4003.0999 -10.071599644201353 3972.9429 4609.2553 159.7061014048576 4609.2553 5489.8393 7.038637652146655 5293.8189 5519.9963 2.5761334014209774 5553.169 5815.5348 117.45605688292189 5815.5348 6457.8786 230.10808838800614 7664.158 8695.5269 2006D "" "" "" +CMFGEN 1.7 42.04000000013184 0.18686434573014027 3972.9429 4003.0999 30.67655648423829 3972.9429 4609.2553 126.05089688059755 4609.2553 5489.8393 11.52436839820638 5293.8189 5519.9963 19.848619659460766 5553.169 5815.5348 137.3352304001649 5815.5348 6457.8786 159.42912894121298 7664.158 8695.5269 2006D "" "" "" +OBSERVED "" 45.0299999998897 1.4242617689817356 3957.8644 4000.0842 302.50220832896025 3957.8644 4618.3024 380.39849843549996 4618.3024 5474.7608 18.994607229487958 5296.8346 5501.9021 81.3028315890514 5553.169 5803.472 228.92836907119676 5803.472 6451.8472 567.2186462914856 7679.2365 8785.9979 2006D "" "" "" +CMFGEN 1.04 45.0299999998897 -0.3143619949735119 3957.8644 4000.0842 99.23540913776533 3957.8644 4618.3024 114.84071996849079 4618.3024 5474.7608 15.472939703029844 5296.8346 5501.9021 47.10399881817478 5553.169 5803.472 93.58632894529042 5803.472 6451.8472 23.543585244419155 7679.2365 8785.9979 2006D "" "" "" +CMFGEN 1.02 45.0299999998897 0.8168955049781892 3957.8644 4000.0842 85.61021087652418 3957.8644 4618.3024 150.53560284496024 4618.3024 5474.7608 -2.5537494127743727 5296.8346 5501.9021 6.411825894565775 5553.169 5803.472 134.89591404057 5803.472 6451.8472 200.72154146692895 7679.2365 8785.9979 2006D "" "" "" +CMFGEN 1.4 45.0299999998897 1.1951102226385364 3957.8644 4000.0842 61.89810110969229 3957.8644 4618.3024 154.87625380217517 4618.3024 5474.7608 -9.366657573350235 5296.8346 5501.9021 -7.311960267030473 5553.169 5803.472 117.42697746669089 5803.472 6451.8472 185.50443994991758 7679.2365 8785.9979 2006D "" "" "" +CMFGEN 1.7 45.0299999998897 0.5147097822638387 3957.8644 4000.0842 80.61678497793221 3957.8644 4618.3024 127.45045392223346 4618.3024 5474.7608 10.596344149835145 5296.8346 5501.9021 33.162401664515144 5553.169 5803.472 116.69430627238418 5803.472 6451.8472 120.98329793411713 7679.2365 8785.9979 2006D "" "" "" +OBSERVED "" 50.96999999983382 3.7776905541152663 3967.3401 4011.7524 302.0576939012579 3967.3401 4627.0886 362.9529661198241 4627.0886 5496.0258 18.58785650607369 5299.7103 5504.3933 94.21180250784192 5551.3803 5823.6472 207.36896325888017 5823.6472 6454.4312 512.0563742288224 7678.0234 8750.9999 2006D "" "" "" +CMFGEN 1.04 50.96999999983382 -0.1824796633436413 3967.3401 4011.7524 137.79062213241656 3967.3401 4627.0886 105.35181724906695 4627.0886 5496.0258 13.076535647024395 5299.7103 5504.3933 85.30449871648995 5551.3803 5823.6472 111.21928319901534 5823.6472 6454.4312 200.8660465192096 7678.0234 8750.9999 2006D "" "" "" +CMFGEN 1.02 50.96999999983382 0.8986807792059632 3967.3401 4011.7524 193.1289589144759 3967.3401 4627.0886 162.9132950275629 4627.0886 5496.0258 2.769050262063472 5299.7103 5504.3933 41.64845410447313 5551.3803 5823.6472 154.1981253639301 5823.6472 6454.4312 345.4509824290244 7678.0234 8750.9999 2006D "" "" "" +CMFGEN 1.4 50.96999999983382 1.2276288230038335 3967.3401 4011.7524 183.9213400202788 3967.3401 4627.0886 193.87186029325161 4627.0886 5496.0258 -1.942789091502375 5299.7103 5504.3933 14.481582741979981 5551.3803 5823.6472 142.18130474703452 5823.6472 6454.4312 317.426355355705 7678.0234 8750.9999 2006D "" "" "" +CMFGEN 1.7 50.96999999983382 0.6812770287273546 3967.3401 4011.7524 132.97874214260167 3967.3401 4627.0886 132.48048040270794 4627.0886 5496.0258 10.583485829277802 5299.7103 5504.3933 73.82664553007437 5551.3803 5823.6472 130.40610835615672 5823.6472 6454.4312 198.20455912739055 7678.0234 8750.9999 2006D "" "" "" +OBSERVED "" 22.029999999889696 "" "" "" "" "" "" 345.868169205716 4624.737 5484.1478 13.118954623570291 5279.9966 5513.7827 65.42380143294267 5550.0031 5849.6444 206.63367336435357 5849.6444 6455.5126 449.8776576266664 7657.3706 8714.3471 2006D "" "" "" +CMFGEN 1.04 22.029999999889696 "" "" "" "" "" "" 130.52718922397264 4624.737 5484.1478 9.716356216882305 5279.9966 5513.7827 -26.508400335130897 5550.0031 5849.6444 81.51418205845499 5849.6444 6455.5126 82.73066811474672 7657.3706 8714.3471 2006D "" "" "" +CMFGEN 1.02 22.029999999889696 "" "" "" "" "" "" 105.10261323394099 4624.737 5484.1478 6.706179094698313 5279.9966 5513.7827 12.833347977426708 5550.0031 5849.6444 74.34336048971741 5849.6444 6455.5126 -335.3293292394676 7657.3706 8714.3471 2006D "" "" "" +CMFGEN 1.4 22.029999999889696 "" "" "" "" "" "" -0.4175552443242623 4624.737 5484.1478 20.17796343881249 5279.9966 5513.7827 -21.534730449817065 5550.0031 5849.6444 60.00836169903936 5849.6444 6455.5126 208.5717016365685 7657.3706 8714.3471 2006D "" "" "" +CMFGEN 1.7 22.029999999889696 "" "" "" "" "" "" 139.97946230650302 4624.737 5484.1478 16.092182387664536 5279.9966 5513.7827 12.658476448024635 5550.0031 5849.6444 113.90592015592527 5849.6444 6455.5126 -37.26832043911294 7657.3706 8714.3471 2006D "" "" "" +OBSERVED "" 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 210.7179086600314 5858.4425 6486.4981 448.2273374920428 7662.0032 8689.7304 2006D "" "" "" +CMFGEN 1.04 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 51.88845927493652 5858.4425 6486.4981 61.21246047090511 7662.0032 8689.7304 2006D "" "" "" +CMFGEN 1.02 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 49.92138538453004 5858.4425 6486.4981 -338.09191911775434 7662.0032 8689.7304 2006D "" "" "" +CMFGEN 1.4 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 58.56364504313199 5858.4425 6486.4981 221.53900452079034 7662.0032 8689.7304 2006D "" "" "" +CMFGEN 1.7 22.04000000013184 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 92.10713343363904 5858.4425 6486.4981 -47.566534965648586 7662.0032 8689.7304 2006D "" "" "" +OBSERVED "" -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 95.67921359153277 5939.0486 6389.0991 153.1338893471911 7776.1951 8464.7052 2006D "" "" "" +CMFGEN 1.04 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 105.66029484056415 5939.0486 6389.0991 125.83360051231918 7776.1951 8464.7052 2006D "" "" "" +CMFGEN 1.02 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 67.83239877913644 5939.0486 6389.0991 101.29240647517813 7776.1951 8464.7052 2006D "" "" "" +CMFGEN 1.4 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 11.918009934792563 5939.0486 6389.0991 80.10672630296808 7776.1951 8464.7052 2006D "" "" "" +CMFGEN 1.7 -5.9999999999054126 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 80.95292604110222 5939.0486 6389.0991 165.98771954711185 7776.1951 8464.7052 2006D "" "" "" +OBSERVED "" 59.89000000022497 0.6228397383606338 3972.9429 4003.0999 295.41074273663673 3972.9429 4615.2867 330.63438060701196 4615.2867 5501.9021 14.02393969859568 5299.8503 5501.9021 105.90205076286183 5550.1533 5827.5976 213.11663512747992 5827.5976 6442.8001 568.9617023215558 7552.5772 8722.6682 2006D "" "" "" +CMFGEN 1.04 59.89000000022497 -0.23592159436181415 3972.9429 4003.0999 198.18113270196136 3972.9429 4615.2867 130.04665487556287 4615.2867 5501.9021 10.02018040479438 5299.8503 5501.9021 108.4122814254634 5550.1533 5827.5976 95.37211449543364 5827.5976 6442.8001 333.4133595495743 7552.5772 8722.6682 2006D "" "" "" +CMFGEN 1.02 59.89000000022497 -0.14330631148715167 3972.9429 4003.0999 250.2108794890891 3972.9429 4615.2867 205.9149691353469 4615.2867 5501.9021 -5.2060414881460995 5299.8503 5501.9021 71.26059650695397 5550.1533 5827.5976 182.37199197496528 5827.5976 6442.8001 480.8928540064939 7552.5772 8722.6682 2006D "" "" "" +CMFGEN 1.4 59.89000000022497 0.017804647565955997 3972.9429 4003.0999 266.1500131245104 3972.9429 4615.2867 273.93263038976886 4615.2867 5501.9021 -0.7357732149027053 5299.8503 5501.9021 53.93463304405722 5550.1533 5827.5976 182.58545804273624 5827.5976 6442.8001 463.07559497554826 7552.5772 8722.6682 2006D "" "" "" +CMFGEN 1.7 59.89000000022497 -0.058924200256647935 3972.9429 4003.0999 197.02016022588515 3972.9429 4615.2867 124.78509611543288 4615.2867 5501.9021 9.871585145794898 5299.8503 5501.9021 115.92909253323847 5550.1533 5827.5976 87.79301858330408 5827.5976 6442.8001 322.4345684062653 7552.5772 8722.6682 2006D "" "" "" +OBSERVED "" 92.8599999999642 2.848796696881331 3960.8801 4003.0999 296.20941872176024 3960.8801 4651.4751 287.78907001581337 4651.4751 5317.9445 26.348934670985656 5287.7875 5526.0277 142.918118979442 5553.169 5836.6447 228.13981308889373 5836.6447 6430.7373 788.0541136826681 7682.2522 8840.2805 2006D "" "" "" +CMFGEN 1.04 92.8599999999642 -0.9419555549589209 3960.8801 4003.0999 324.6500507789134 3960.8801 4651.4751 231.42962139061314 4651.4751 5317.9445 31.695575792139962 5287.7875 5526.0277 144.79274017853575 5553.169 5836.6447 111.28504513667411 5836.6447 6430.7373 249.7921187523338 7682.2522 8840.2805 2006D "" "" "" +CMFGEN 1.02 92.8599999999642 -0.9999587432162598 3960.8801 4003.0999 299.9866080824588 3960.8801 4651.4751 283.74951759643375 4651.4751 5317.9445 8.071015971631276 5287.7875 5526.0277 121.2485314161669 5553.169 5836.6447 112.53185777649762 5836.6447 6430.7373 420.0825295470506 7682.2522 8840.2805 2006D "" "" "" +CMFGEN 1.4 92.8599999999642 -0.8543306498292285 3960.8801 4003.0999 305.9314662750931 3960.8801 4651.4751 300.57099251920533 4651.4751 5317.9445 1.6223850542970353 5287.7875 5526.0277 104.06648320554854 5553.169 5836.6447 136.78982343066923 5836.6447 6430.7373 419.78317625920675 7682.2522 8840.2805 2006D "" "" "" +CMFGEN 1.7 92.8599999999642 -0.8343722948661837 3960.8801 4003.0999 332.1204075362672 3960.8801 4651.4751 257.8999428421443 4651.4751 5317.9445 40.66406595272685 5287.7875 5526.0277 159.62314009468304 5553.169 5836.6447 60.7107075075636 5836.6447 6430.7373 249.80573245025693 7682.2522 8840.2805 2006D "" "" "" +OBSERVED "" -6.010000000147556 "" "" "" "" "" "" 102.49986509322802 4502.9048 5102.1875 79.21788039460286 5197.6776 5576.3452 27.122569749139906 5576.3452 5928.6707 101.95549546801817 5928.6707 6389.6573 136.9166637731558 7802.2521 8503.6104 2006D "" "" "" +CMFGEN 1.04 -6.010000000147556 "" "" "" "" "" "" 220.61168054247142 4502.9048 5102.1875 176.2522798136047 5197.6776 5576.3452 -44.39404199036305 5576.3452 5928.6707 111.66471876444356 5928.6707 6389.6573 108.93986937835251 7802.2521 8503.6104 2006D "" "" "" +CMFGEN 1.02 -6.010000000147556 "" "" "" "" "" "" 268.37837406083355 4502.9048 5102.1875 195.9978288864108 5197.6776 5576.3452 -30.478823180886916 5576.3452 5928.6707 72.81511155781982 5928.6707 6389.6573 87.73634389045976 7802.2521 8503.6104 2006D "" "" "" +CMFGEN 1.4 -6.010000000147556 "" "" "" "" "" "" 231.6871792010452 4502.9048 5102.1875 155.63695460325556 5197.6776 5576.3452 30.26444717776957 5576.3452 5928.6707 13.23654686994999 5928.6707 6389.6573 59.750594702723056 7802.2521 8503.6104 2006D "" "" "" +CMFGEN 1.7 -6.010000000147556 "" "" "" "" "" "" 317.54420213009575 4502.9048 5102.1875 2.535489468061671 5197.6776 5576.3452 -87.22624431625243 5576.3452 5928.6707 86.53863938251462 5928.6707 6389.6573 151.7842260360828 7802.2521 8503.6104 2006D "" "" "" +OBSERVED "" 1.9699999998338171 28.016714740516043 3924.4332 4054.9547 212.83436728394793 3924.4332 4523.6747 146.4935618391012 4523.6747 5111.9859 87.68190004828065 5197.5 5554.9874 31.272146688827295 5554.9874 5907.9741 104.19564398816539 5907.9741 6338.1164 226.2605068631587 7819.5031 8553.7669 2006D "" "" "" +CMFGEN 1.04 1.9699999998338171 17.162984054543898 3924.4332 4054.9547 -449.8689334866877 3924.4332 4523.6747 209.21193281879746 4523.6747 5111.9859 171.83151779679045 5197.5 5554.9874 -70.68677821182118 5554.9874 5907.9741 92.19706780930042 5907.9741 6338.1164 94.81767038660641 7819.5031 8553.7669 2006D "" "" "" +CMFGEN 1.02 1.9699999998338171 20.128384566403923 3924.4332 4054.9547 -461.66866053631776 3924.4332 4523.6747 255.08950315693903 4523.6747 5111.9859 182.22527689555403 5197.5 5554.9874 -74.05196899616584 5554.9874 5907.9741 65.46134860144322 5907.9741 6338.1164 85.24049863666421 7819.5031 8553.7669 2006D "" "" "" +CMFGEN 1.4 1.9699999998338171 20.77154081977927 3924.4332 4054.9547 -488.67303979946666 3924.4332 4523.6747 202.16663761452492 4523.6747 5111.9859 139.29445464902545 5197.5 5554.9874 -0.621110494760055 5554.9874 5907.9741 10.989482225709619 5907.9741 6338.1164 43.638193186491314 7819.5031 8553.7669 2006D "" "" "" +CMFGEN 1.7 1.9699999998338171 13.672007267303687 3924.4332 4054.9547 166.65471968835917 3924.4332 4523.6747 284.2663427443046 4523.6747 5111.9859 -22.41865304617616 5197.5 5554.9874 -126.32039272132005 5554.9874 5907.9741 86.8765593813655 5907.9741 6338.1164 138.2275212762718 7819.5031 8553.7669 2006D "" "" "" +OBSERVED "" 53824.25999999978 43.51325753993511 3934.494 4019.2095 419.3482708174597 3934.494 4627.3462 515.7519165573322 4627.3462 5547.115 23.045664925079457 5292.9683 5574.345 53.21714093136927 5574.345 5843.6194 245.20322939091477 5843.6194 6527.3949 496.02892434267903 7789.0515 8766.3059 2006X "" "" "" +CMFGEN 1.04 53824.25999999978 -6.568525124056204 3934.494 4019.2095 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5667.3859 11.58180954298298 5667.3859 5817.0829 48.99298014929379 5817.0829 6380.0738 84.55008987014408 7551.6156 8280.5749 2006ej "" "" "" +CMFGEN 1.04 54013.06999999983 "" "" "" "" "" "" 77.64678266519044 4626.0154 5361.4833 230.44405214687944 5283.3805 5667.3859 52.610691983531666 5667.3859 5817.0829 -43.102644424398264 5817.0829 6380.0738 -673.1832232693578 7551.6156 8280.5749 2006ej "" "" "" +CMFGEN 1.02 54013.06999999983 "" "" "" "" "" "" 97.663456182115 4626.0154 5361.4833 216.3764264438526 5283.3805 5667.3859 55.018110680026055 5667.3859 5817.0829 -48.31889059096289 5817.0829 6380.0738 -1039.8878936008691 7551.6156 8280.5749 2006ej "" "" "" +CMFGEN 1.4 54013.06999999983 "" "" "" "" "" "" 109.58435986887848 4626.0154 5361.4833 190.76386811196113 5283.3805 5667.3859 51.50214655455338 5667.3859 5817.0829 -53.80655366744686 5817.0829 6380.0738 -982.5826866657001 7551.6156 8280.5749 2006ej "" "" "" +CMFGEN 1.7 54013.06999999983 "" "" "" "" "" "" 71.69627685994162 4626.0154 5361.4833 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443.3012820951974 3955.6280526896 4619.2031169794 1.3760025482796365 4619.2031169794 5471.9421136233 97.18818271314485 5279.77557916833 5559.0175745482 164.8742515828239 5559.0175745482 5844.26477412979 209.90412174838983 5844.26477412979 6522.85284892388 "" "" "" 2006ej "" "" "" +CMFGEN 1.4 54031.27000000002 -1.964563685340223 3955.6280526896 4000.66708420249 404.5269876659071 3955.6280526896 4619.2031169794 24.374772425741398 4619.2031169794 5471.9421136233 79.87042964592992 5279.77557916833 5559.0175745482 162.73556610867166 5559.0175745482 5844.26477412979 187.58233253063332 5844.26477412979 6522.85284892388 "" "" "" 2006ej "" "" "" +CMFGEN 1.7 54031.27000000002 -1.1016307524348656 3955.6280526896 4000.66708420249 474.33317708217567 3955.6280526896 4619.2031169794 -73.1483873009783 4619.2031169794 5471.9421136233 120.9104333785077 5279.77557916833 5559.0175745482 164.31910323064164 5559.0175745482 5844.26477412979 253.57983026903236 5844.26477412979 6522.85284892388 "" "" "" 2006ej "" "" "" +OBSERVED "" 54003.029999999795 70.28491621679174 3942.4418 4110.5234 250.12110259220316 3942.4418 4568.4008 451.88476065794083 4568.4008 5417.5026 40.10449815641604 5284.1965 5608.7678 90.71764872709294 5608.7678 5927.5433 316.18040940991517 5927.5433 6559.2982 "" "" "" 2006eq "" "" "" +CMFGEN 1.04 54003.029999999795 -43.5007158233325 3942.4418 4110.5234 366.4067050543139 3942.4418 4568.4008 -706.1589914308486 4568.4008 5417.5026 162.5770263878464 5284.1965 5608.7678 82.69055285565084 5608.7678 5927.5433 265.7284452285933 5927.5433 6559.2982 "" "" "" 2006eq "" "" "" +CMFGEN 1.02 54003.029999999795 -42.81430406710762 3942.4418 4110.5234 325.8539337500926 3942.4418 4568.4008 -705.9954410586419 4568.4008 5417.5026 147.23303798046294 5284.1965 5608.7678 83.41106148988982 5608.7678 5927.5433 216.9759497950332 5927.5433 6559.2982 "" "" "" 2006eq "" "" "" +CMFGEN 1.4 54003.029999999795 -39.45040608562792 3942.4418 4110.5234 261.4250856363517 3942.4418 4568.4008 -611.2810776805179 4568.4008 5417.5026 120.58620958339546 5284.1965 5608.7678 83.24009252381434 5608.7678 5927.5433 187.239218561987 5927.5433 6559.2982 "" "" "" 2006eq "" "" "" +CMFGEN 1.7 54003.029999999795 -53.21542724663629 3942.4418 4110.5234 385.70444417244494 3942.4418 4568.4008 -886.9890062350769 4568.4008 5417.5026 179.3354753541222 5284.1965 5608.7678 94.38145339498931 5608.7678 5927.5433 306.59230961539726 5927.5433 6559.2982 "" "" "" 2006eq "" "" "" +OBSERVED "" 54004.04000000004 35.69238474441331 3919.2581 4009.0948 268.3791569151601 3919.2581 4603.1763 340.09523893960784 4603.1763 5533.4209 57.81950067813046 5284.1965 5553.7066 60.190488440119815 5553.7066 5840.6045 247.9152030523784 5840.6045 6541.9104 "" "" "" 2006eq "" "" "" +CMFGEN 1.04 54004.04000000004 -7.4668167971600825 3919.2581 4009.0948 431.5876997512548 3919.2581 4603.1763 -115.92329990561456 4603.1763 5533.4209 102.10280956187162 5284.1965 5553.7066 166.13783496035649 5553.7066 5840.6045 248.05360582006114 5840.6045 6541.9104 "" "" "" 2006eq "" "" "" +CMFGEN 1.02 54004.04000000004 -11.465074438111845 3919.2581 4009.0948 414.16416255007346 3919.2581 4603.1763 -115.97570545466448 4603.1763 5533.4209 92.59794251838836 5284.1965 5553.7066 168.11620679287773 5553.7066 5840.6045 198.38076879875211 5840.6045 6541.9104 "" "" "" 2006eq "" "" "" +CMFGEN 1.4 54004.04000000004 -12.683806808793088 3919.2581 4009.0948 360.20073483460374 3919.2581 4603.1763 -101.58466731038715 4603.1763 5533.4209 76.04886558733449 5284.1965 5553.7066 165.64561540459198 5553.7066 5840.6045 172.20399328712776 5840.6045 6541.9104 "" "" "" 2006eq "" "" "" +CMFGEN 1.7 54004.04000000004 -10.307759877456887 3919.2581 4009.0948 443.6617419194577 3919.2581 4603.1763 -177.41087394582007 4603.1763 5533.4209 116.75133274072472 5284.1965 5553.7066 167.01494684525275 5553.7066 5840.6045 253.60676811031885 5840.6045 6541.9104 "" "" "" 2006eq "" "" "" +OBSERVED "" 19.949999999866122 "" "" "" "" "" "" 302.23284701815 4640.9675 5290.728 6.8061685953698134 5290.728 5508.3978 86.35582900633412 5566.8763 5882.0102 162.69851510101415 5882.0102 6424.5603 478.83387418475354 7584.383 8731.2104 2006et "" "" "" +CMFGEN 1.04 19.949999999866122 "" "" "" "" "" "" 4.742011664679325 4640.9675 5290.728 0.7346539661855497 5290.728 5508.3978 -59.01439872150376 5566.8763 5882.0102 -34.59585548889992 5882.0102 6424.5603 -0.8782686617461586 7584.383 8731.2104 2006et "" "" "" +CMFGEN 1.02 19.949999999866122 "" "" "" "" "" "" 173.8676474841484 4640.9675 5290.728 54.96434292809314 5290.728 5508.3978 -34.37571003471814 5566.8763 5882.0102 51.08196508346164 5882.0102 6424.5603 254.9059170516119 7584.383 8731.2104 2006et "" "" "" +CMFGEN 1.4 19.949999999866122 "" "" "" "" "" "" -111.76289912295732 4640.9675 5290.728 42.42481825755584 5290.728 5508.3978 13.736300900528638 5566.8763 5882.0102 31.007934692825575 5882.0102 6424.5603 253.86695809649564 7584.383 8731.2104 2006et "" "" "" +CMFGEN 1.7 19.949999999866122 "" "" "" "" "" "" -28.087115879509376 4640.9675 5290.728 3.1452908585062502 5290.728 5508.3978 -29.959246513865846 5566.8763 5882.0102 32.216268691428795 5882.0102 6424.5603 -153.18574782325976 7584.383 8731.2104 2006et "" "" "" +OBSERVED "" 19.94000000008964 8.564423840820607 3979.9251 4025.1682 312.2894622792759 3979.9251 4627.7242 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 122.00464458601037 3687.9014 3979.9251 +CMFGEN 1.04 19.94000000008964 -1.3382048718946093 3979.9251 4025.1682 26.226481207291386 3979.9251 4627.7242 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et -6.710637752097389 3687.9014 3979.9251 +CMFGEN 1.02 19.94000000008964 0.5783433925368239 3979.9251 4025.1682 -220.56222162177173 3979.9251 4627.7242 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et -256.1588298349772 3687.9014 3979.9251 +CMFGEN 1.4 19.94000000008964 1.091751534945796 3979.9251 4025.1682 -1121.8317435267063 3979.9251 4627.7242 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et 30.43266205514704 3687.9014 3979.9251 +CMFGEN 1.7 19.94000000008964 -0.6286682155444514 3979.9251 4025.1682 -11.18601795967443 3979.9251 4627.7242 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006et -64.12978733298928 3687.9014 3979.9251 +OBSERVED "" 25.980000000126893 1.19503050650797 3955.6089 4000.2405 305.9356854227406 3955.6089 4642.9352 358.29510505609096 4642.9352 5443.3282 9.554863918619004 5294.5563 5523.6651 75.57081137720752 5550.444 5871.7914 196.8618574388907 5871.7914 6514.4861 411.7110455313999 7674.9072 8737.1388 2006et "" "" "" +CMFGEN 1.04 25.980000000126893 0.47747190099763015 3955.6089 4000.2405 1.5106238247908585 3955.6089 4642.9352 114.98378475081253 4642.9352 5443.3282 6.563772307862496 5294.5563 5523.6651 -10.994506733726 5550.444 5871.7914 118.97965606524843 5871.7914 6514.4861 79.71857357466718 7674.9072 8737.1388 2006et "" "" "" +CMFGEN 1.02 25.980000000126893 0.49727421522739407 3955.6089 4000.2405 -54.39209967998221 3955.6089 4642.9352 129.39393870506564 4642.9352 5443.3282 14.842412050850918 5294.5563 5523.6651 -6.6251952374604075 5550.444 5871.7914 67.93157080022436 5871.7914 6514.4861 -64.5661938685058 7674.9072 8737.1388 2006et "" "" "" +CMFGEN 1.4 25.980000000126893 0.6972277673864105 3955.6089 4000.2405 -80.22664930484304 3955.6089 4642.9352 110.00837427281458 4642.9352 5443.3282 12.916214166855193 5294.5563 5523.6651 25.222490829900817 5550.444 5871.7914 76.55462823772628 5871.7914 6514.4861 -497.3400082799204 7674.9072 8737.1388 2006et "" "" "" +CMFGEN 1.7 25.980000000126893 0.5385534362686892 3955.6089 4000.2405 -74.53140801097878 3955.6089 4642.9352 123.09068048985169 4642.9352 5443.3282 14.493904458663366 5294.5563 5523.6651 3.0118314140048197 5550.444 5871.7914 105.66064263216263 5871.7914 6514.4861 83.32355674992846 7674.9072 8737.1388 2006et "" "" "" +OBSERVED "" 10.040000000182772 40.44628435771886 3905.0264 4068.6756 219.20569474752128 3905.0264 4541.7703 238.82798515045613 4541.7703 5235.0475 67.1553519255793 5235.0475 5604.0019 38.983622660086354 5604.0019 5865.8405 104.49078234447984 5865.8405 6291.3282 288.1368976046415 7853.4335 8389.0125 2006et "" "" "" +CMFGEN 1.04 10.040000000182772 28.8657501007936 3905.0264 4068.6756 -514.580588538372 3905.0264 4541.7703 242.04197967493945 4541.7703 5235.0475 138.3985339756012 5235.0475 5604.0019 -23.470924142207352 5604.0019 5865.8405 82.22844769942404 5865.8405 6291.3282 70.65909400371424 7853.4335 8389.0125 2006et "" "" "" +CMFGEN 1.02 10.040000000182772 34.775054409347405 3905.0264 4068.6756 -554.0964930095734 3905.0264 4541.7703 153.74824541044757 4541.7703 5235.0475 168.52002668982436 5235.0475 5604.0019 -7.831474927485424 5604.0019 5865.8405 66.27040913367293 5865.8405 6291.3282 48.81740356899546 7853.4335 8389.0125 2006et "" "" "" +CMFGEN 1.4 10.040000000182772 36.3522307341618 3905.0264 4068.6756 -583.6098630454511 3905.0264 4541.7703 42.57590653867754 4541.7703 5235.0475 111.16390327317495 5235.0475 5604.0019 24.12222721640486 5604.0019 5865.8405 15.258073573032213 5865.8405 6291.3282 32.733622297775824 7853.4335 8389.0125 2006et "" "" "" +CMFGEN 1.7 10.040000000182772 23.996781908445207 3905.0264 4068.6756 62.32020579458792 3905.0264 4541.7703 426.62001805196235 4541.7703 5235.0475 25.005358355557675 5235.0475 5604.0019 -36.17906992183303 5604.0019 5865.8405 99.21590873394149 5865.8405 6291.3282 89.00771927098671 7853.4335 8389.0125 2006et "" "" "" +OBSERVED "" 11.00000000014552 30.880805066304287 3919.9036 4083.5528 222.70458117104903 3919.9036 4568.5493 253.3894685336408 4568.5493 5229.0966 47.73909769970996 5229.0966 5547.4686 46.800072793246215 5556.3949 5880.7177 114.03639974116595 5880.7177 6332.9844 401.9829405001092 7820.7037 8796.6476 2006et "" "" "" +CMFGEN 1.04 11.00000000014552 23.13745718676168 3919.9036 4083.5528 -628.3826028447834 3919.9036 4568.5493 234.92561049310473 4568.5493 5229.0966 141.75418426904758 5229.0966 5547.4686 -66.02919777384255 5556.3949 5880.7177 99.59616576414896 5880.7177 6332.9844 37.35760922877125 7820.7037 8796.6476 2006et "" "" "" +CMFGEN 1.02 11.00000000014552 32.49666683649697 3919.9036 4083.5528 -731.1337099775435 3919.9036 4568.5493 132.7088931030935 4568.5493 5229.0966 149.3407173253822 5229.0966 5547.4686 -67.41754064203447 5556.3949 5880.7177 76.2488411688474 5880.7177 6332.9844 49.52000613820358 7820.7037 8796.6476 2006et "" "" "" +CMFGEN 1.4 11.00000000014552 36.14516825365524 3919.9036 4083.5528 -780.3746882065037 3919.9036 4568.5493 13.776777874476224 4568.5493 5229.0966 105.68708051924611 5229.0966 5547.4686 -0.6766246815801411 5556.3949 5880.7177 14.314371848203225 5880.7177 6332.9844 -39.714759253749634 7820.7037 8796.6476 2006et "" "" "" +CMFGEN 1.7 11.00000000014552 24.918362763034086 3919.9036 4083.5528 -179.34249024720307 3919.9036 4568.5493 385.40303127461004 4568.5493 5229.0966 -18.88461221094965 5229.0966 5547.4686 -108.1068917084357 5556.3949 5880.7177 104.82168019491104 5880.7177 6332.9844 50.22735695317864 7820.7037 8796.6476 2006et "" "" "" +OBSERVED "" 76.96000000010827 9.433113064398192 3999.81836052813 4140.68492845902 45.14973716553162 4140.68492845902 4620.23069162802 61.17221990455559 4620.23069162802 5549.35060776794 8.185697503718885 5297.58908210422 5558.34209082736 25.69520520137677 5558.34209082736 5935.98437932294 261.3020197027854 5935.98437932294 6568.38535450205 "" "" "" 2006et "" "" "" +CMFGEN 1.04 76.96000000010827 20.118553051149018 3999.81836052813 4140.68492845902 128.3825856617052 4140.68492845902 4620.23069162802 203.77934167289789 4620.23069162802 5549.35060776794 33.79724896598547 5297.58908210422 5558.34209082736 71.3194976590234 5558.34209082736 5935.98437932294 156.97217009619285 5935.98437932294 6568.38535450205 "" "" "" 2006et "" "" "" +CMFGEN 1.02 76.96000000010827 20.834026681643163 3999.81836052813 4140.68492845902 139.9317011341857 4140.68492845902 4620.23069162802 234.7291127652914 4620.23069162802 5549.35060776794 0.5790896977149537 5297.58908210422 5558.34209082736 51.60758164033447 5558.34209082736 5935.98437932294 84.34611013343813 5935.98437932294 6568.38535450205 "" "" "" 2006et "" "" "" +CMFGEN 1.4 76.96000000010827 16.815834963083457 3999.81836052813 4140.68492845902 153.00353019294985 4140.68492845902 4620.23069162802 287.10934511769176 4620.23069162802 5549.35060776794 -4.831985799117316 5297.58908210422 5558.34209082736 47.14107199482418 5558.34209082736 5935.98437932294 86.33389163491087 5935.98437932294 6568.38535450205 "" "" "" 2006et "" "" "" +CMFGEN 1.7 76.96000000010827 20.934140498401984 3999.81836052813 4140.68492845902 137.53431290687683 4140.68492845902 4620.23069162802 146.0740760868511 4620.23069162802 5549.35060776794 46.402512204987595 5297.58908210422 5558.34209082736 101.85242632747217 5558.34209082736 5935.98437932294 211.19358756591384 5935.98437932294 6568.38535450205 "" "" "" 2006et "" "" "" +OBSERVED "" 19.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 174.00501626636105 5879.644 6529.1387 438.73937144375964 7612.7344 8789.1151 2006et "" "" "" +CMFGEN 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62.06904279376592 5276.3525 5512.0025 111.35939816000007 5563.6518 5909.0566 218.34160295635607 5909.0566 6483.6553 487.6642367377356 7732.9231 8591.593 2006ev "" "" "" +CMFGEN 1.04 54013.029999999795 -26.93553895215081 3952.8388 4094.8744 89.27747808014209 4094.8744 4466.1039 137.74955057944277 4656.5607 5373.195 61.07932317489661 5276.3525 5512.0025 145.58611726999555 5563.6518 5909.0566 249.2150496123674 5909.0566 6483.6553 -258.61456651584507 7732.9231 8591.593 2006ev "" "" "" +CMFGEN 1.02 54013.029999999795 -25.0791104299535 3952.8388 4094.8744 1.692880796983501 4094.8744 4466.1039 149.1919178130106 4656.5607 5373.195 63.24886928224831 5276.3525 5512.0025 150.05133555966657 5563.6518 5909.0566 212.64421300647075 5909.0566 6483.6553 214.11314638895053 7732.9231 8591.593 2006ev "" "" "" +CMFGEN 1.4 54013.029999999795 -19.16010629664502 3952.8388 4094.8744 -22.607247644291704 4094.8744 4466.1039 153.40854313051588 4656.5607 5373.195 56.65508371074773 5276.3525 5512.0025 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8690.2831 2006ev "" "" "" +OBSERVED "" 54005.16000000015 24.85813388044023 3915.9751 4070.4326 120.86351688350217 3915.9751 4525.38 127.08686613791106 4525.38 5179.7179 64.3613667077971 5179.7179 5558.8408 32.93662926542461 5558.8408 5878.9889 387.89258816766926 5878.9889 6567.0267 "" "" "" 2006fw "" "" "" +CMFGEN 1.04 54005.16000000015 -45.08416416974907 3915.9751 4070.4326 196.34902087992202 3915.9751 4525.38 -932.4999050347348 4525.38 5179.7179 -48.471802780813654 5179.7179 5558.8408 159.1664654654264 5558.8408 5878.9889 259.6936542057057 5878.9889 6567.0267 "" "" "" 2006fw "" "" "" +CMFGEN 1.02 54005.16000000015 -47.36378083823862 3915.9751 4070.4326 45.79477241277627 3915.9751 4525.38 -846.0443393241728 4525.38 5179.7179 -38.90279924553049 5179.7179 5558.8408 163.92054223559944 5558.8408 5878.9889 213.35415422909398 5878.9889 6567.0267 "" "" "" 2006fw "" "" "" +CMFGEN 1.4 54005.16000000015 -36.119383233112934 3915.9751 4070.4326 -70.43126299642003 3915.9751 4525.38 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5155.8454718 59.289161378798674 5155.8454718 5508.5018923 23.345788672143804 5603.0479028 5875.0762627 325.9959723917926 5875.0762627 6567.609658 235.437856281844 7500.0286027 8648.5284209 2006fw "" "" "" +CMFGEN 1.04 54994.867999999784 -30.915023025077385 3904.2147447 4040.7587531 112.60434297423268 3904.2147447 4513.6060708 -1227.0948513079707 4513.6060708 5155.8454718 -170.5979660997345 5155.8454718 5508.5018923 114.1969736565117 5603.0479028 5875.0762627 259.12157709405676 5875.0762627 6567.609658 -111.61712899726808 7500.0286027 8648.5284209 2006fw "" "" "" +CMFGEN 1.02 54994.867999999784 -33.10255004679965 3904.2147447 4040.7587531 -73.39189138458272 3904.2147447 4513.6060708 -1162.8394436465398 4513.6060708 5155.8454718 -167.32447778086956 5155.8454718 5508.5018923 117.0418423095431 5603.0479028 5875.0762627 212.67169355961724 5875.0762627 6567.609658 91.70954329938456 7500.0286027 8648.5284209 2006fw "" "" "" +CMFGEN 1.4 54994.867999999784 -24.33103564420754 3904.2147447 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54013.18000000017 -39.75666547618211 3911.1504 4058.3341 392.2646622475764 4058.3341 4607.2068 76.67866156883876 4607.2068 5257.2682 230.0282273102316 5257.2682 5671.2225 47.12559669184093 5671.2225 5876.6664 260.8978091168339 5876.6664 6563.5238 407.82175797457467 7967.9019 8728.3512 2006fw "" "" "" +CMFGEN 1.02 54013.18000000017 -41.81105061925161 3911.1504 4058.3341 366.74364231377047 4058.3341 4607.2068 111.71252220161195 4607.2068 5257.2682 220.33716233273776 5257.2682 5671.2225 54.912731643010865 5671.2225 5876.6664 215.43685684567973 5876.6664 6563.5238 405.2088515910825 7967.9019 8728.3512 2006fw "" "" "" +CMFGEN 1.4 54013.18000000017 -31.38640441398431 3911.1504 4058.3341 331.3672780698638 4058.3341 4607.2068 128.97573334398157 4607.2068 5257.2682 197.9198033353248 5257.2682 5671.2225 56.57261397799962 5671.2225 5876.6664 186.51439792651755 5876.6664 6563.5238 379.791032303567 7967.9019 8728.3512 2006fw "" "" "" +CMFGEN 1.7 54013.18000000017 -50.96934906110582 3911.1504 4058.3341 413.01299757178606 4058.3341 4607.2068 60.83800691278955 4607.2068 5257.2682 241.6271416796011 5257.2682 5671.2225 66.05500347269378 5671.2225 5876.6664 308.4271039081416 5876.6664 6563.5238 493.94805246993366 7967.9019 8728.3512 2006fw "" "" "" +OBSERVED "" 16.340000000112923 97.53868528079418 3924.53161338983 4085.69793413471 411.95781209994095 3924.53161338983 4607.99619580794 404.4077625573125 4607.99619580794 5488.44183691425 42.33759264928633 5267.58428626385 5542.16394382921 80.3102319690648 5569.02499728669 5852.55833933787 266.5501506608133 5852.55833933787 6506.17730680322 "" "" "" 2006gj "" "" "" +CMFGEN 1.04 16.340000000112923 21.20036147171807 3924.53161338983 4085.69793413471 -770.6393100494719 3924.53161338983 4607.99619580794 625.5194172200017 4607.99619580794 5488.44183691425 105.10798467167555 5267.58428626385 5542.16394382921 -45.349061937087306 5569.02499728669 5852.55833933787 190.54107371415716 5852.55833933787 6506.17730680322 "" "" "" 2006gj "" "" "" 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-71.68390481108035 5569.02499728669 5852.55833933787 165.09297585627206 5852.55833933787 6506.17730680322 "" "" "" 2006gj "" "" "" +OBSERVED "" 13.24000000001979 28.166255606121595 3949.8712 4003.019 386.152028804888 4003.019 4612.174 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 243.470506509603 3667.7793 4003.019 +CMFGEN 1.04 13.24000000001979 1.7705847348443462 3949.8712 4003.019 -627.1111256731194 4003.019 4612.174 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 97.48232780651925 3667.7793 4003.019 +CMFGEN 1.02 13.24000000001979 1.6884907808351002 3949.8712 4003.019 -864.8433241621381 4003.019 4612.174 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 64.72449555460028 3667.7793 4003.019 +CMFGEN 1.4 13.24000000001979 1.4877087540178282 3949.8712 4003.019 -987.6723770689719 4003.019 4612.174 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj 47.52014834313197 3667.7793 4003.019 +CMFGEN 1.7 13.24000000001979 0.9652166969661186 3949.8712 4003.019 -608.4024019283152 4003.019 4612.174 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006gj -34.5231817807012 3667.7793 4003.019 +OBSERVED "" 19.249999999796273 9.93451869054579 3999.8573 4026.4753 308.621019639236 3999.8573 4594.3258 394.10409954891725 4594.3258 5505.2526 45.76445828592857 5289.3512 5505.2526 47.725596173955296 5573.2764 5818.7534 232.33233830044492 5818.7534 6516.7364 426.10945639861905 7673.1402 8731.9448 2006gj "" "" "" +CMFGEN 1.04 19.249999999796273 -0.08320213531139328 3999.8573 4026.4753 69.4543919418183 3999.8573 4594.3258 173.57365694916413 4594.3258 5505.2526 -4.311858202998876 5289.3512 5505.2526 -27.594506401677133 5573.2764 5818.7534 9.378431997759577 5818.7534 6516.7364 5.632762854637746 7673.1402 8731.9448 2006gj "" "" "" +CMFGEN 1.02 19.249999999796273 0.22715297747362265 3999.8573 4026.4753 -796.8946284844515 3999.8573 4594.3258 579.3871895607317 4594.3258 5505.2526 63.13387695290903 5289.3512 5505.2526 -33.07027487906179 5573.2764 5818.7534 179.39296420414172 5818.7534 6516.7364 224.7632845373136 7673.1402 8731.9448 2006gj "" "" "" +CMFGEN 1.4 19.249999999796273 0.19922329329305807 3999.8573 4026.4753 -910.7447767484289 3999.8573 4594.3258 534.7677486815315 4594.3258 5505.2526 43.397271670987145 5289.3512 5505.2526 10.792527095965982 5573.2764 5818.7534 89.73817048111897 5818.7534 6516.7364 134.68692642106978 7673.1402 8731.9448 2006gj "" "" "" +CMFGEN 1.7 19.249999999796273 -0.24834175494844188 3999.8573 4026.4753 -10.931736064800035 3999.8573 4594.3258 86.4237891080254 4594.3258 5505.2526 1.2833894299419528 5289.3512 5505.2526 7.066590964418002 5573.2764 5818.7534 81.40282424576976 5818.7534 6516.7364 -192.78309755959938 7673.1402 8731.9448 2006gj "" "" "" +OBSERVED "" 25.349999999889405 18.936755303830438 3966.02553321948 4031.61157769933 284.4489644169239 3966.02553321948 4601.01769113799 405.9706090761622 4601.01769113799 5531.14704921581 52.66610883694359 5286.68997433638 5531.14704921581 43.105220823143334 5552.01533609576 5811.37833017515 222.60429820307334 5811.37833017515 6505.99416489352 "" "" "" 2006gj "" "" "" +CMFGEN 1.04 25.349999999889405 0.09594030430626939 3966.02553321948 4031.61157769933 19.5888749159677 3966.02553321948 4601.01769113799 171.98051949790093 4601.01769113799 5531.14704921581 7.553996012701099 5286.68997433638 5531.14704921581 -0.9437203090078866 5552.01533609576 5811.37833017515 137.38540485944617 5811.37833017515 6505.99416489352 "" "" "" 2006gj "" "" "" +CMFGEN 1.02 25.349999999889405 -0.5372265260795229 3966.02553321948 4031.61157769933 -20.967134778042777 3966.02553321948 4601.01769113799 172.93537295756062 4601.01769113799 5531.14704921581 15.527666717708938 5286.68997433638 5531.14704921581 23.62180918909001 5552.01533609576 5811.37833017515 123.36487011903614 5811.37833017515 6505.99416489352 "" "" "" 2006gj "" "" "" +CMFGEN 1.4 25.349999999889405 -0.2833951865657842 3966.02553321948 4031.61157769933 -90.88861342984282 3966.02553321948 4601.01769113799 148.05562977285348 4601.01769113799 5531.14704921581 11.60290864279424 5286.68997433638 5531.14704921581 42.84994690140264 5552.01533609576 5811.37833017515 104.1464592011586 5811.37833017515 6505.99416489352 "" "" "" 2006gj "" "" "" +CMFGEN 1.7 25.349999999889405 -0.263318828660311 3966.02553321948 4031.61157769933 -50.20720135009487 3966.02553321948 4601.01769113799 173.8716512666518 4601.01769113799 5531.14704921581 16.47260884971107 5286.68997433638 5531.14704921581 6.356299730870232 5552.01533609576 5811.37833017515 107.75006431897665 5811.37833017515 6505.99416489352 "" "" "" 2006gj "" "" "" +OBSERVED "" 3.3200000000942964 23.025648783789265 3931.8336 4073.7962 167.08459916147575 3931.8336 4561.7927 171.69221813139427 4561.7927 5236.1152 83.34587557337763 5236.1152 5591.0217 50.90892827356902 5591.0217 5948.8859 121.61118896468635 5948.8859 6362.9435 284.4297758682408 7850.5935 8598.8548 2006gj "" "" "" +CMFGEN 1.04 3.3200000000942964 16.78219936643783 3931.8336 4073.7962 -592.1842608339576 3931.8336 4561.7927 227.04007981460276 4561.7927 5236.1152 140.1069828734242 5236.1152 5591.0217 -31.308601740524935 5591.0217 5948.8859 86.60753755119946 5948.8859 6362.9435 79.13835763267795 7850.5935 8598.8548 2006gj "" "" "" +CMFGEN 1.02 3.3200000000942964 23.63608350928942 3931.8336 4073.7962 -686.136312981506 3931.8336 4561.7927 134.1347980621382 4561.7927 5236.1152 167.95290331771213 5236.1152 5591.0217 -8.202355360938798 5591.0217 5948.8859 55.00545229373017 5948.8859 6362.9435 69.36993553725259 7850.5935 8598.8548 2006gj "" "" "" +CMFGEN 1.4 3.3200000000942964 26.020360080350635 3931.8336 4073.7962 -736.0544959630283 3931.8336 4561.7927 12.809825003201212 4561.7927 5236.1152 120.50317399995852 5236.1152 5591.0217 39.19035191622824 5591.0217 5948.8859 8.87586341937109 5948.8859 6362.9435 18.96987527168886 7850.5935 8598.8548 2006gj "" "" "" +CMFGEN 1.7 3.3200000000942964 17.229885263753538 3931.8336 4073.7962 -126.5123925191768 3931.8336 4561.7927 401.38532260315134 4561.7927 5236.1152 20.52390010102808 5236.1152 5591.0217 -61.05928864760289 5591.0217 5948.8859 71.50863718318496 5948.8859 6362.9435 104.82945298210998 7850.5935 8598.8548 2006gj "" "" "" +OBSERVED "" 5.2800000000570435 27.154179389703753 3949.5789 4091.5415 209.47877150791993 3949.5789 4570.6654 199.9307035563558 4570.6654 5242.0303 79.17930388272927 5242.0303 5632.4275 45.67274022900323 5632.4275 5922.2679 130.36206831277428 5922.2679 6389.5615 299.73315959862043 7856.5086 8643.2182 2006gj "" "" "" +CMFGEN 1.04 5.2800000000570435 10.62111498301639 3949.5789 4091.5415 -617.0509473000766 3949.5789 4570.6654 203.39023729994813 4570.6654 5242.0303 122.5105148159254 5242.0303 5632.4275 -7.176992177499511 5632.4275 5922.2679 114.89978805203945 5922.2679 6389.5615 65.02631333064916 7856.5086 8643.2182 2006gj "" "" "" +CMFGEN 1.02 5.2800000000570435 20.232103083812326 3949.5789 4091.5415 -741.7423766055249 3949.5789 4570.6654 118.16641667845504 4570.6654 5242.0303 154.886076604911 5242.0303 5632.4275 11.669672314962604 5632.4275 5922.2679 76.06661943525049 5922.2679 6389.5615 67.30209122332684 7856.5086 8643.2182 2006gj "" "" "" +CMFGEN 1.4 5.2800000000570435 24.689083340738126 3949.5789 4091.5415 -804.8670808824639 3949.5789 4570.6654 -0.11107955032463224 4570.6654 5242.0303 73.71860824496142 5242.0303 5632.4275 25.262999280876887 5632.4275 5922.2679 14.501383554572596 5922.2679 6389.5615 3.544486727775528 7856.5086 8643.2182 2006gj "" "" "" +CMFGEN 1.7 5.2800000000570435 17.00285660162143 3949.5789 4091.5415 -228.38736970179792 3949.5789 4570.6654 391.6479498338603 4570.6654 5242.0303 23.798644044428606 5242.0303 5632.4275 -22.078016314650203 5632.4275 5922.2679 91.73510163232322 5922.2679 6389.5615 95.77878528549081 7856.5086 8643.2182 2006gj "" "" "" +OBSERVED "" 6.2800000000570435 23.573809475724627 3952.5365 4082.6689 225.87320182694046 3952.5365 4626.8589 204.9091071005875 4626.8589 5250.903 57.93088088968759 5250.903 5582.1491 48.07618047680175 5582.1491 5910.4376 130.8035188744 5910.4376 6386.6039 255.38170624485892 7874.2539 8660.9635 2006gj "" "" "" +CMFGEN 1.04 6.2800000000570435 9.410303822307855 3952.5365 4082.6689 -816.1132932099622 3952.5365 4626.8589 144.96701102483564 4626.8589 5250.903 125.58252643945795 5250.903 5582.1491 -39.30153528018921 5582.1491 5910.4376 119.39478860183277 5910.4376 6386.6039 47.92161251809922 7874.2539 8660.9635 2006gj "" "" "" +CMFGEN 1.02 6.2800000000570435 17.066311082149074 3952.5365 4082.6689 -1047.5581142922751 3952.5365 4626.8589 52.242427284032146 4626.8589 5250.903 153.28815287990454 5250.903 5582.1491 -24.68395047479291 5582.1491 5910.4376 80.66466695687913 5910.4376 6386.6039 57.76762190563318 7874.2539 8660.9635 2006gj "" "" "" +CMFGEN 1.4 6.2800000000570435 20.32775870226247 3952.5365 4082.6689 -1129.4840415916663 3952.5365 4626.8589 -69.41477980766766 4626.8589 5250.903 111.41666781202886 5250.903 5582.1491 30.424023093395206 5582.1491 5910.4376 15.932458206677289 5910.4376 6386.6039 -10.276827182890495 7874.2539 8660.9635 2006gj "" "" "" +CMFGEN 1.7 6.2800000000570435 13.820044862275848 3952.5365 4082.6689 -650.8012618435389 3952.5365 4626.8589 343.2766617333487 4626.8589 5250.903 12.17877634905127 5250.903 5582.1491 -74.53921872484428 5582.1491 5910.4376 100.98398169538552 5910.4376 6386.6039 75.53472753609633 7874.2539 8660.9635 2006gj "" "" "" +OBSERVED "" 13.2699999998149 49.13136783371246 3918.7784 4009.1982 455.9142412666256 3918.7784 4609.8435 368.56775987696045 4609.8435 5462.3723 18.832194720850634 5278.3036 5504.3529 108.46997733422091 5565.7092 5914.471 200.78460084273678 5914.471 6476.365 513.7186183266656 7642.1336 8672.2726 2006gj "" "" "" +CMFGEN 1.04 13.2699999998149 7.979719666498263 3918.7784 4009.1982 -778.825970936535 3918.7784 4609.8435 539.8645978985901 4609.8435 5462.3723 82.74173699228541 5278.3036 5504.3529 -57.08288841133814 5565.7092 5914.471 147.24061640010441 5914.471 6476.365 285.35995311385955 7642.1336 8672.2726 2006gj "" "" "" +CMFGEN 1.02 13.2699999998149 7.336291624326938 3918.7784 4009.1982 -960.7069008013978 3918.7784 4609.8435 439.5338928372312 4609.8435 5462.3723 69.91818771265291 5278.3036 5504.3529 -49.89330863401536 5565.7092 5914.471 105.16157963302811 5914.471 6476.365 271.14109606030405 7642.1336 8672.2726 2006gj "" "" "" +CMFGEN 1.4 13.2699999998149 6.696522998638588 3918.7784 4009.1982 -1020.9465062962054 3918.7784 4609.8435 460.18133117377135 4609.8435 5462.3723 51.77291089835873 5278.3036 5504.3529 16.574952643325517 5565.7092 5914.471 45.06824245815352 5914.471 6476.365 189.14468071269135 7642.1336 8672.2726 2006gj "" "" "" +CMFGEN 1.7 13.2699999998149 4.372237787857384 3918.7784 4009.1982 -492.77690269810586 3918.7784 4609.8435 317.18254015882553 4609.8435 5462.3723 -53.03716671162776 5278.3036 5504.3529 -105.14176855430041 5565.7092 5914.471 104.3386225707443 5914.471 6476.365 404.92141055846076 7642.1336 8672.2726 2006gj "" "" "" +OBSERVED "" 15.210000000202854 49.67409015025064 3948.6459 4044.7115 443.22714197120473 3948.6459 4629.8382 437.50945673718564 4629.8382 5511.8949 42.32322869895121 5284.8308 5511.8949 104.94760865366113 5552.65 5904.8904 208.8439719862178 5904.8904 6463.8175 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 15.210000000202854 7.509247150486528 3948.6459 4044.7115 -842.8172233562768 3948.6459 4629.8382 651.384206825299 4629.8382 5511.8949 82.44055774334261 5284.8308 5511.8949 -73.53763265926848 5552.65 5904.8904 148.74460658521127 5904.8904 6463.8175 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 15.210000000202854 8.921913590972562 3948.6459 4044.7115 -1078.4488618664209 3948.6459 4629.8382 559.2709693542602 4629.8382 5511.8949 71.77194785915367 5284.8308 5511.8949 -79.96091865019149 5552.65 5904.8904 107.75500120973805 5904.8904 6463.8175 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 15.210000000202854 9.173599590615293 3948.6459 4044.7115 -1156.910495374143 3948.6459 4629.8382 500.6532616807416 4629.8382 5511.8949 46.76303049051762 5284.8308 5511.8949 -5.095333114781155 5552.65 5904.8904 41.68931211045914 5904.8904 6463.8175 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 15.210000000202854 5.801162207373889 3948.6459 4044.7115 -674.0248027139323 3948.6459 4629.8382 336.9270215332505 4629.8382 5511.8949 -39.279038538464555 5284.8308 5511.8949 -130.22396881702454 5552.65 5904.8904 111.5583993454657 5904.8904 6463.8175 "" "" "" 2006gt "" "" "" +OBSERVED "" 18.179999999942083 6.845889366787245 3977.7567 4024.3339 299.6353262308845 3977.7567 4583.2609 391.10186454329704 4583.2609 5474.0509 23.818763624923456 5299.3862 5535.1835 62.294708885730245 5555.5611 5881.6018 203.33204207052103 5881.6018 6501.6615 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 18.179999999942083 -0.5943530389176561 3977.7567 4024.3339 -16.314767636491933 3977.7567 4583.2609 152.20980035803214 4583.2609 5474.0509 -34.14275339019669 5299.3862 5535.1835 -75.75947897615433 5555.5611 5881.6018 -88.17232386327488 5881.6018 6501.6615 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 18.179999999942083 1.1455505293843697 3977.7567 4024.3339 -797.5715926581559 3977.7567 4583.2609 497.0668421812831 4583.2609 5474.0509 81.88659333894402 5299.3862 5535.1835 -69.60432364938939 5555.5611 5881.6018 131.21061739010665 5881.6018 6501.6615 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 18.179999999942083 1.156120516403686 3977.7567 4024.3339 -886.2428048568347 3977.7567 4583.2609 501.6986215202646 4583.2609 5474.0509 39.495835598034674 5299.3862 5535.1835 -2.108041100388963 5555.5611 5881.6018 63.165102559234285 5881.6018 6501.6615 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 18.179999999942083 0.4756269443426888 3977.7567 4024.3339 93.18360143297744 3977.7567 4583.2609 21.045976578369817 4583.2609 5474.0509 1.6029375632019456 5299.3862 5535.1835 -34.64576368755711 5555.5611 5881.6018 27.16225587439527 5881.6018 6501.6615 "" "" "" 2006gt "" "" "" +OBSERVED "" 0.23999999999796273 28.7665816751492 3916.624 4070.9112 203.6802975181319 3916.624 4559.9723 139.31288152510416 4559.9723 5145.099 81.84964131872103 5249.8978 5578.8497 61.955702699238756 5578.8497 5919.4458 131.59486995837298 5919.4458 6388.1294 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 0.23999999999796273 23.319407603530568 3916.624 4070.9112 -591.1952222465909 3916.624 4559.9723 197.82178202829564 4559.9723 5145.099 126.18076332715829 5249.8978 5578.8497 -41.74053678964579 5578.8497 5919.4458 115.78456417199209 5919.4458 6388.1294 "" "" "" 2006gt "" "" "" +CMFGEN 1.02 0.23999999999796273 29.778861007153896 3916.624 4070.9112 -672.2617523240617 3916.624 4559.9723 225.13562946854188 4559.9723 5145.099 152.75417598278858 5249.8978 5578.8497 -27.837468321215717 5578.8497 5919.4458 76.50530679632196 5919.4458 6388.1294 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 0.23999999999796273 31.73431499204278 3916.624 4070.9112 -716.5450788227934 3916.624 4559.9723 129.38252641975564 4559.9723 5145.099 111.10519390674756 5249.8978 5578.8497 30.143776005384932 5578.8497 5919.4458 14.538651578831805 5919.4458 6388.1294 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 0.23999999999796273 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5593.4051 -12.20400008662244 5593.4051 5907.8015 83.68314885839058 5907.8015 6391.0405 "" "" "" 2006gt "" "" "" +CMFGEN 1.4 2.090000000091095 26.197156034638404 3919.5351 4062.178 -719.8825689645485 3919.5351 4559.9723 133.35639218828354 4559.9723 5136.3658 109.26440535862447 5246.9868 5593.4051 31.693892800093632 5593.4051 5907.8015 16.354666206056432 5907.8015 6391.0405 "" "" "" 2006gt "" "" "" +CMFGEN 1.7 2.090000000091095 17.33536629975448 3919.5351 4062.178 -100.1103965662078 3919.5351 4559.9723 230.91221112806988 4559.9723 5136.3658 18.275657881350895 5246.9868 5593.4051 -56.42241862553204 5593.4051 5907.8015 101.87156300278141 5907.8015 6391.0405 "" "" "" 2006gt "" "" "" +OBSERVED "" 3.079999999848951 24.490668437244896 3948.6459 4073.8223 219.89668169857853 3948.6459 4571.6166 166.9369928854984 4571.6166 5252.8089 80.08953506953047 5252.8089 5596.3161 59.62083512728358 5596.3161 5913.6237 126.25322380875907 5913.6237 6335.73 "" "" "" 2006gt "" "" "" +CMFGEN 1.04 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"" "" "" "" "" "" "" "" "" 2006is 125.85383465353345 3553.1551 3901.6864 +CMFGEN 1.04 54013.35000000009 -57.8970720433085 3901.6864 4066.7801 82.30394059340946 3901.6864 4509.0683 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 200.85415366010156 3553.1551 3901.6864 +CMFGEN 1.02 54013.35000000009 -58.7646035636669 3901.6864 4066.7801 -110.95480516740737 3901.6864 4509.0683 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 62.610222334015916 3553.1551 3901.6864 +CMFGEN 1.4 54013.35000000009 -41.100439243755424 3901.6864 4066.7801 -228.94620321271424 3901.6864 4509.0683 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 10.902706243820447 3553.1551 3901.6864 +CMFGEN 1.7 54013.35000000009 -80.85306012628035 3901.6864 4066.7801 54.82353216254789 3901.6864 4509.0683 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 214.15881057163753 3553.1551 3901.6864 +OBSERVED "" 54025.439999999944 15.107239541751223 3922.87238821293 4029.9350853219 280.03569686378773 3922.87238821293 4574.17046229248 303.40241567861597 4574.17046229248 5231.41646398919 -1.2417235963424331 5231.41646398919 5516.9169896131 101.63118698802967 5561.52644674184 5882.71453806874 96.12554034934675 5882.71453806874 6266.35586937587 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54025.439999999944 -13.95285017448293 3922.87238821293 4029.9350853219 368.573014369087 3922.87238821293 4574.17046229248 -148.9791925398371 4574.17046229248 5231.41646398919 43.10630869939442 5231.41646398919 5516.9169896131 155.65441539386939 5561.52644674184 5882.71453806874 50.14345525214004 5882.71453806874 6266.35586937587 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54025.439999999944 -17.040488681404053 3922.87238821293 4029.9350853219 332.24646619754947 3922.87238821293 4574.17046229248 -91.54239808288506 4574.17046229248 5231.41646398919 50.823202501756086 5231.41646398919 5516.9169896131 160.33146661936058 5561.52644674184 5882.71453806874 80.12340815885358 5882.71453806874 6266.35586937587 "" "" "" 2006is "" "" "" 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"" "" "" "" "" "" 199.08024819920792 5853.5665 6530.1206 267.0069481723099 7758.4275 8753.5533 2006is "" "" "" +CMFGEN 1.7 54042.27000000002 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 277.3686897645788 5853.5665 6530.1206 484.52950632728755 7758.4275 8753.5533 2006is "" "" "" +OBSERVED "" 54042.25999999978 23.640843657259396 3915.4078 4008.6086 290.5182980941846 3915.4078 4599.9517 405.65511471048603 4599.9517 5531.9599 28.201514389051113 5287.7095 5531.9599 76.95116544146508 5557.6705 5895.1217 217.5604566801896 5895.1217 6486.4648 418.8759909427851 7749.4965 8524.0274 2006is "" "" "" +CMFGEN 1.04 54042.25999999978 -8.266690200837143 3915.4078 4008.6086 423.18687509926536 3915.4078 4599.9517 -161.42113117344195 4599.9517 5531.9599 82.4731613362934 5287.7095 5531.9599 155.62685672893 5557.6705 5895.1217 251.3858874268668 5895.1217 6486.4648 -238.61996941136178 7749.4965 8524.0274 2006is "" "" "" +CMFGEN 1.02 54042.25999999978 -12.318113846374407 3915.4078 4008.6086 404.04935663777593 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"" 2006is 76.98323435374539 3718.2489 3952.6412 +CMFGEN 1.04 54042.25 -1.6130324306902877 3952.6412 4005.6343 408.55491189829866 3952.6412 4588.5579 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 131.22577618534268 3718.2489 3952.6412 +CMFGEN 1.02 54042.25 -2.8220051369797363 3952.6412 4005.6343 381.96112665849535 3952.6412 4588.5579 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 141.6671844773175 3718.2489 3952.6412 +CMFGEN 1.4 54042.25 -2.9830162466738597 3952.6412 4005.6343 328.5929288676779 3952.6412 4588.5579 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 141.39035938615967 3718.2489 3952.6412 +CMFGEN 1.7 54042.25 -1.9574301413458353 3952.6412 4005.6343 430.6104848549215 3952.6412 4588.5579 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006is 155.48225442900997 3718.2489 3952.6412 +OBSERVED "" 54043.43000000017 13.63962760651926 3914.99184455339 4013.15630077017 315.9552368876681 3914.99184455339 4587.26963561372 410.75966349920236 4587.26963561372 5533.21803188446 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79.35945659033733 5282.31253920021 5558.71582746923 158.1466728037633 5558.71582746923 5835.11911573825 163.04227219908648 5835.11911573825 6494.92051354172 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54044.39999999991 -72.56864516164295 3924.07272480298 4093.48119180657 448.10952084206417 3924.07272480298 4604.67867118584 -168.09192629699453 4604.67867118584 5523.05088704742 121.6560385521794 5282.31253920021 5558.71582746923 159.38275645935585 5558.71582746923 5835.11911573825 207.94072183564649 5835.11911573825 6494.92051354172 "" "" "" 2006is "" "" "" +OBSERVED "" 54046.37999999989 58.01776747828767 3928.66953298679 4101.14367429007 331.53047250251313 3928.66953298679 4591.802869377 408.4975878742581 4591.802869377 5540.41064654505 19.514323651227688 5293.59420295587 5540.41064654505 59.11682811179381 5552.30541491079 5828.85877941433 245.9773794133865 5828.85877941433 6539.57118926751 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54046.37999999989 -55.94758434446958 3928.66953298679 4101.14367429007 410.1003519704159 3928.66953298679 4591.802869377 -287.7938743333848 4591.802869377 5540.41064654505 90.51082070245087 5293.59420295587 5540.41064654505 161.6567021159517 5552.30541491079 5828.85877941433 221.95498845529062 5828.85877941433 6539.57118926751 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54046.37999999989 -57.81844838200924 3928.66953298679 4101.14367429007 384.6087891757812 3928.66953298679 4591.802869377 -293.04618871017885 4591.802869377 5540.41064654505 81.4690446738632 5293.59420295587 5540.41064654505 162.45241747918857 5552.30541491079 5828.85877941433 165.16795484943842 5828.85877941433 6539.57118926751 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54046.37999999989 -49.59696930681999 3928.66953298679 4101.14367429007 324.94025685886464 3928.66953298679 4591.802869377 -273.82765975496636 4591.802869377 5540.41064654505 67.75996367261332 5293.59420295587 5540.41064654505 159.0104129392441 5552.30541491079 5828.85877941433 135.87320818959796 5828.85877941433 6539.57118926751 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54046.37999999989 -71.70764361773732 3928.66953298679 4101.14367429007 426.48338781454777 3928.66953298679 4591.802869377 -359.52079288106154 4591.802869377 5540.41064654505 106.45386233499833 5293.59420295587 5540.41064654505 160.97623827652376 5552.30541491079 5828.85877941433 218.5741314094572 5828.85877941433 6539.57118926751 "" "" "" 2006is "" "" "" +OBSERVED "" 54048.39999999991 24.0961821956895 3929.40261292374 4015.60699868015 368.85155319155047 3929.40261292374 4648.76334923585 403.47769511410814 4648.76334923585 5516.75233685211 41.6312837489155 5258.13917958288 5573.23107234769 77.83948504813995 5573.23107234769 5822.92653453867 287.3743678645674 5822.92653453867 6548.23240090295 "" "" "" 2006is "" "" "" +CMFGEN 1.04 54048.39999999991 -6.820269860387548 3929.40261292374 4015.60699868015 477.4376198740165 3929.40261292374 4648.76334923585 178.06352989777812 4648.76334923585 5516.75233685211 114.18770136511293 5258.13917958288 5573.23107234769 139.5915421786726 5573.23107234769 5822.92653453867 197.3267912963882 5822.92653453867 6548.23240090295 "" "" "" 2006is "" "" "" +CMFGEN 1.02 54048.39999999991 -10.63413437075647 3929.40261292374 4015.60699868015 470.4271436245766 3929.40261292374 4648.76334923585 188.9563341459061 4648.76334923585 5516.75233685211 106.0799766891263 5258.13917958288 5573.23107234769 139.15512480528275 5573.23107234769 5822.92653453867 134.83217125263508 5822.92653453867 6548.23240090295 "" "" "" 2006is "" "" "" +CMFGEN 1.4 54048.39999999991 -10.277376555314053 3929.40261292374 4015.60699868015 429.4259990171497 3929.40261292374 4648.76334923585 191.11093284885405 4648.76334923585 5516.75233685211 87.93959776171725 5258.13917958288 5573.23107234769 134.82469459267648 5573.23107234769 5822.92653453867 100.02203757929452 5822.92653453867 6548.23240090295 "" "" "" 2006is "" "" "" +CMFGEN 1.7 54048.39999999991 -9.376643335225042 3929.40261292374 4015.60699868015 499.9036156047301 3929.40261292374 4648.76334923585 198.29154780455622 4648.76334923585 5516.75233685211 128.8129982242868 5258.13917958288 5573.23107234769 139.02038539523704 5573.23107234769 5822.92653453867 201.25412171549672 5822.92653453867 6548.23240090295 "" "" "" 2006is "" "" "" +OBSERVED "" 54055.299999999814 5.661626188343893 3941.0314 4008.8571 289.97453449817226 3941.0314 4622.2378 363.7407701795162 4622.2378 5548.2068 13.599545549346567 5282.8017 5548.2068 73.89178418690838 5551.1558 5848.9993 234.82269977967192 5848.9993 6530.2058 493.2259936863265 7768.763 8736.0172 2006is "" "" "" +CMFGEN 1.04 54055.299999999814 -3.2763019464539416 3941.0314 4008.8571 459.7928881077143 3941.0314 4622.2378 105.52785438099883 4622.2378 5548.2068 96.57334464446865 5282.8017 5548.2068 169.8719221615591 5551.1558 5848.9993 260.3650209172923 5848.9993 6530.2058 66.369420646539 7768.763 8736.0172 2006is "" "" "" +CMFGEN 1.02 54055.299999999814 -5.597144400482372 3941.0314 4008.8571 449.12863445402576 3941.0314 4622.2378 103.65608371906765 4622.2378 5548.2068 88.60193133094982 5282.8017 5548.2068 172.83903001384735 5551.1558 5848.9993 215.35866853558844 5848.9993 6530.2058 261.25364793162953 7768.763 8736.0172 2006is "" "" "" +CMFGEN 1.4 54055.299999999814 -6.12375496486835 3941.0314 4008.8571 408.33158030695836 3941.0314 4622.2378 100.1066146320582 4622.2378 5548.2068 73.47075760555677 5282.8017 5548.2068 171.16562539405678 5551.1558 5848.9993 193.3734487417637 5848.9993 6530.2058 261.082839891995 7768.763 8736.0172 2006is "" "" "" +CMFGEN 1.7 54055.299999999814 -4.660013263830938 3941.0314 4008.8571 477.1968810134922 3941.0314 4622.2378 89.53406022325238 4622.2378 5548.2068 110.27905489648764 5282.8017 5548.2068 173.6490069965473 5551.1558 5848.9993 268.23117169752226 5848.9993 6530.2058 449.8977459963769 7768.763 8736.0172 2006is "" "" "" +OBSERVED "" 54009.33999999985 "" "" "" "" "" "" 137.01556156143485 4513.4179 5126.0931 88.22157794003073 5165.9265 5596.5063 13.987408938616392 5596.5063 5807.0541 85.36459108743287 5807.0541 6250.9117 164.19265121315243 7880.2864 8593.4935 2006is "" "" "" +CMFGEN 1.04 54009.33999999985 "" "" "" "" "" "" -1208.8990975503536 4513.4179 5126.0931 -51.935184523676995 5165.9265 5596.5063 102.93596365008685 5596.5063 5807.0541 -108.17102863636975 5807.0541 6250.9117 272.04588968393597 7880.2864 8593.4935 2006is "" "" "" +CMFGEN 1.02 54009.33999999985 "" "" "" "" "" "" -1349.2670519379706 4513.4179 5126.0931 -69.2689701948598 5165.9265 5596.5063 100.73164184275603 5596.5063 5807.0541 -52.27841700738939 5807.0541 6250.9117 377.79421796223494 7880.2864 8593.4935 2006is "" "" "" +CMFGEN 1.4 54009.33999999985 "" "" "" "" "" "" -1110.3571082126657 4513.4179 5126.0931 -67.409585854183 5165.9265 5596.5063 94.68236194724072 5596.5063 5807.0541 -41.17102426019708 5807.0541 6250.9117 374.77237553406337 7880.2864 8593.4935 2006is "" "" "" +CMFGEN 1.7 54009.33999999985 "" "" "" "" "" "" -1490.6134647870701 4513.4179 5126.0931 -85.73703050353461 5165.9265 5596.5063 109.01752851739988 5596.5063 5807.0541 -137.8675369112648 5807.0541 6250.9117 371.5064916146071 7880.2864 8593.4935 2006is "" "" "" +OBSERVED "" 54013.35999999987 15.383057868940575 3917.0312 4071.5853 116.55784140976776 4071.5853 4515.9282 188.10272707707082 4515.9282 5150.2438 58.03293679451154 5150.2438 5510.8699 22.890822481084484 5562.3879 5839.2973 103.47479492547706 5839.2973 6293.2998 192.2208158138656 7784.1024 8411.9783 2006is "" "" "" +CMFGEN 1.04 54013.35999999987 -44.991064315716365 3917.0312 4071.5853 205.4762144793168 4071.5853 4515.9282 -1199.0639193179218 4515.9282 5150.2438 -182.8069141866174 5150.2438 5510.8699 158.51367184423455 5562.3879 5839.2973 -3.686588299320398 5839.2973 6293.2998 -368.43429757893546 7784.1024 8411.9783 2006is "" "" "" +CMFGEN 1.02 54013.35999999987 -47.28467279927105 3917.0312 4071.5853 100.57756004406286 4071.5853 4515.9282 -1180.422784655354 4515.9282 5150.2438 -194.8653000502894 5150.2438 5510.8699 160.0389130405741 5562.3879 5839.2973 26.314262821932875 5839.2973 6293.2998 -38.22969865321954 7784.1024 8411.9783 2006is "" "" "" +CMFGEN 1.4 54013.35999999987 -36.21328134464987 3917.0312 4071.5853 61.450225406305336 4071.5853 4515.9282 -902.1280322116602 4515.9282 5150.2438 -156.56912134351003 5150.2438 5510.8699 157.38141312615923 5562.3879 5839.2973 27.569198595199612 5839.2973 6293.2998 -19.100746954236172 7784.1024 8411.9783 2006is "" "" "" +CMFGEN 1.7 54013.35999999987 -58.0021089829081 3917.0312 4071.5853 236.30832105933817 4071.5853 4515.9282 -1527.4976975220661 4515.9282 5150.2438 -239.84400590262214 5150.2438 5510.8699 158.60136247735034 5562.3879 5839.2973 -25.71843573079711 5839.2973 6293.2998 142.85028396337154 7784.1024 8411.9783 2006is "" "" "" +OBSERVED "" 14.229999999777647 2.319860326264022 3944.091 4000.6725 302.9220955761918 3944.091 4620.0913 310.03935121798446 4620.0913 5421.1666 0.1896296200872138 5296.0916 5513.4838 77.86738373276437 5555.1755 5885.7307 168.54760443875784 5885.7307 6460.4799 387.55530251242817 7830.3484 8774.3665 2006kf "" "" "" +CMFGEN 1.04 14.229999999777647 2.1405259321609544 3944.091 4000.6725 -767.8419967072518 3944.091 4620.0913 431.141291933844 4620.0913 5421.1666 76.58639104849617 5296.0916 5513.4838 -70.00868377645406 5555.1755 5885.7307 158.33369907400265 5885.7307 6460.4799 42.78900539426961 7830.3484 8774.3665 2006kf "" "" "" +CMFGEN 1.02 14.229999999777647 2.0340596793358903 3944.091 4000.6725 -978.1349852778399 3944.091 4620.0913 328.35928401249 4620.0913 5421.1666 66.4606916494364 5296.0916 5513.4838 -72.41067608532073 5555.1755 5885.7307 121.2039338309007 5885.7307 6460.4799 63.489560574633124 7830.3484 8774.3665 2006kf "" "" "" +CMFGEN 1.4 14.229999999777647 1.726124749977717 3944.091 4000.6725 -1048.0647637574984 3944.091 4620.0913 368.17974538150554 4620.0913 5421.1666 40.206597446961986 5296.0916 5513.4838 -2.818859565901241 5555.1755 5885.7307 47.814361669853454 5885.7307 6460.4799 -22.463629753383557 7830.3484 8774.3665 2006kf "" "" "" +CMFGEN 1.7 14.229999999777647 1.153987856091831 3944.091 4000.6725 -564.927165945414 3944.091 4620.0913 387.5235577588429 4620.0913 5421.1666 -23.904420214639323 5296.0916 5513.4838 -114.68757146275135 5555.1755 5885.7307 130.3291069090243 5885.7307 6460.4799 63.21325946640021 7830.3484 8774.3665 2006kf "" "" "" +OBSERVED "" 16.32999999987078 5.680666361953928 3959.36567804264 4010.4021490532 305.05715004612244 3959.36567804264 4625.8419465335 337.65795709257577 4625.8419465335 5436.42119199534 5.244571021755087 5280.3096336101 5505.47053512728 77.73193730891825 5556.50700613784 5862.72583220121 189.34758253770272 5862.72583220121 6463.15490291369 "" "" "" 2006kf "" "" "" +CMFGEN 1.04 16.32999999987078 1.5328297358710283 3959.36567804264 4010.4021490532 -768.5214066041797 3959.36567804264 4625.8419465335 463.58158063052997 4625.8419465335 5436.42119199534 83.10929892376592 5280.3096336101 5505.47053512728 -62.219215331956946 5556.50700613784 5862.72583220121 175.8641537545343 5862.72583220121 6463.15490291369 "" "" "" 2006kf "" "" "" +CMFGEN 1.02 16.32999999987078 1.4996096458914303 3959.36567804264 4010.4021490532 -995.9935306659381 3959.36567804264 4625.8419465335 363.452241232818 4625.8419465335 5436.42119199534 70.41433349240879 5280.3096336101 5505.47053512728 -65.70864223865097 5556.50700613784 5862.72583220121 136.40830606691205 5862.72583220121 6463.15490291369 "" "" "" 2006kf "" "" "" +CMFGEN 1.4 16.32999999987078 1.4061414196823558 3959.36567804264 4010.4021490532 -1078.959077152851 3959.36567804264 4625.8419465335 403.21335731388695 4625.8419465335 5436.42119199534 51.09179992182151 5280.3096336101 5505.47053512728 -2.571037280403174 5556.50700613784 5862.72583220121 55.07230418678871 5862.72583220121 6463.15490291369 "" "" "" 2006kf "" "" "" +CMFGEN 1.7 16.32999999987078 0.9322121508156267 3959.36567804264 4010.4021490532 -620.430013148438 3959.36567804264 4625.8419465335 352.03602229774987 4625.8419465335 5436.42119199534 -49.95886831936329 5280.3096336101 5505.47053512728 -98.00402912576862 5556.50700613784 5862.72583220121 151.28169440171393 5862.72583220121 6463.15490291369 "" "" "" 2006kf "" "" "" +OBSERVED "" -5.7199999999429565 22.97355994631979 3929.2011 4092.9897 85.7966203242197 4092.9897 4506.9282 126.69882924192751 4506.9282 5105.5012 91.87188295341369 5200.7964 5614.735 39.782290182752206 5614.735 5885.7307 124.86437640362219 5885.7307 6335.4049 281.9272745928987 7687.4056 8732.6748 2006kf "" "" "" +CMFGEN 1.04 -5.7199999999429565 20.039009875704867 3929.2011 4092.9897 -202.07206221811583 4092.9897 4506.9282 223.68225532831622 4506.9282 5105.5012 173.94231407164114 5200.7964 5614.735 -20.507008169399167 5614.735 5885.7307 98.94076285687096 5885.7307 6335.4049 218.13346706875484 7687.4056 8732.6748 2006kf "" "" "" +CMFGEN 1.02 -5.7199999999429565 31.297959400707782 3929.2011 4092.9897 -246.96868010683667 4092.9897 4506.9282 271.15944253929933 4506.9282 5105.5012 200.56776916560347 5200.7964 5614.735 -1.32679823008337 5614.735 5885.7307 75.57135845461283 5885.7307 6335.4049 215.2135760297507 7687.4056 8732.6748 2006kf "" "" "" +CMFGEN 1.4 -5.7199999999429565 36.114472744297906 3929.2011 4092.9897 -303.4461262805385 4092.9897 4506.9282 230.85460511289284 4506.9282 5105.5012 137.08073206560442 5200.7964 5614.735 25.034225608398838 5614.735 5885.7307 15.254013693954946 5885.7307 6335.4049 127.22791394112114 7687.4056 8732.6748 2006kf "" "" "" +CMFGEN 1.7 -5.7199999999429565 25.29010810450696 3929.2011 4092.9897 92.47683078882719 4092.9897 4506.9282 311.59281045840396 4506.9282 5105.5012 30.921261750860584 5200.7964 5614.735 -33.751010325826606 5614.735 5885.7307 102.32851824419718 5885.7307 6335.4049 308.3986831784839 7687.4056 8732.6748 2006kf "" "" "" +OBSERVED "" 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 129.3605560376364 5911.1887 6345.6597 193.34639534986962 7894.4994 8488.166 2006kf "" "" "" +CMFGEN 1.04 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 95.1240882507193 5911.1887 6345.6597 61.60465076821575 7894.4994 8488.166 2006kf "" "" "" +CMFGEN 1.02 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 67.28406210956155 5911.1887 6345.6597 42.89202349563605 7894.4994 8488.166 2006kf "" "" "" +CMFGEN 1.4 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 12.325649988369598 5911.1887 6345.6597 18.668255103024713 7894.4994 8488.166 2006kf "" "" "" +CMFGEN 1.7 1.2100000002246816 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 88.81542543969667 5911.1887 6345.6597 61.46675282643034 7894.4994 8488.166 2006kf "" "" "" +OBSERVED "" 1.1999999999825377 "" "" "" "" "" "" 167.66035867131936 4612.7788 5213.1885 100.50808528965602 5213.1885 5605.889 42.313872504480095 5605.889 5959.6439 129.9832083830797 5959.6439 6326.3806 203.54902820455027 7848.5003 8598.2011 2006kf "" "" "" +CMFGEN 1.04 1.1999999999825377 "" "" "" "" "" "" 258.1945368765888 4612.7788 5213.1885 165.2795878769924 5213.1885 5605.889 -20.324947410962384 5605.889 5959.6439 60.81277589048969 5959.6439 6326.3806 85.10900853327422 7848.5003 8598.2011 2006kf "" "" "" +CMFGEN 1.02 1.1999999999825377 "" "" "" "" "" "" 122.3651185797168 4612.7788 5213.1885 190.88132005330394 5213.1885 5605.889 6.535997938352181 5605.889 5959.6439 42.309382280010446 5959.6439 6326.3806 75.74821385060291 7848.5003 8598.2011 2006kf "" "" "" +CMFGEN 1.4 1.1999999999825377 "" "" "" "" "" "" -7.1677414415560605 4612.7788 5213.1885 132.74117915380043 5213.1885 5605.889 39.03391425573944 5605.889 5959.6439 5.684798562655329 5959.6439 6326.3806 25.923972301525044 7848.5003 8598.2011 2006kf "" "" "" +CMFGEN 1.7 1.1999999999825377 "" "" "" "" "" "" 325.9131246526079 4612.7788 5213.1885 33.34273049348706 5213.1885 5605.889 -39.31901828167593 5605.889 5959.6439 56.87182045470947 5959.6439 6326.3806 113.00606328758258 7848.5003 8598.2011 2006kf "" "" "" +OBSERVED "" 29.249999999796273 55.3884251290597 3921.4480052801 4008.36318318487 494.89509343650786 3921.4480052801 4622.76357871866 521.6860195856358 4622.76357871866 5497.90950796678 66.6647630463786 5282.12010075492 5506.90073326728 77.6820857357123 5587.82176097172 5821.59361878458 319.9395115645855 5821.59361878458 6471.95891552034 "" "" "" 2006kf "" "" "" +CMFGEN 1.04 29.249999999796273 0.06302662479697427 3921.4480052801 4008.36318318487 16.356927936897357 3921.4480052801 4622.76357871866 128.3410962435278 4622.76357871866 5497.90950796678 15.205800609751558 5282.12010075492 5506.90073326728 4.763929658887111 5587.82176097172 5821.59361878458 137.47682044139506 5821.59361878458 6471.95891552034 "" "" "" 2006kf "" "" "" +CMFGEN 1.02 29.249999999796273 6.230810324954617 3921.4480052801 4008.36318318487 -52.033575385804326 3921.4480052801 4622.76357871866 162.61626755637755 4622.76357871866 5497.90950796678 16.69587783310104 5282.12010075492 5506.90073326728 18.272954624199155 5587.82176097172 5821.59361878458 128.42844032131225 5821.59361878458 6471.95891552034 "" "" "" 2006kf "" "" "" +CMFGEN 1.4 29.249999999796273 4.685205552589519 3921.4480052801 4008.36318318487 -66.25379220796972 3921.4480052801 4622.76357871866 155.20903025826135 4622.76357871866 5497.90950796678 18.30209735449275 5282.12010075492 5506.90073326728 33.233255657798345 5587.82176097172 5821.59361878458 120.11738263187507 5821.59361878458 6471.95891552034 "" "" "" 2006kf "" "" "" +CMFGEN 1.7 29.249999999796273 4.593312864587418 3921.4480052801 4008.36318318487 -21.498628369236442 3921.4480052801 4622.76357871866 153.34760309402733 4622.76357871866 5497.90950796678 16.670869797705045 5282.12010075492 5506.90073326728 6.692390055916071 5587.82176097172 5821.59361878458 108.98617895305273 5821.59361878458 6471.95891552034 "" "" "" 2006kf "" "" "" +OBSERVED "" 1.1799999999639113 29.42360901173963 3942.1526 4086.2307 135.12902645722943 3942.1526 4532.8727 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 118.7246806789415 3579.8992 3942.1526 +CMFGEN 1.04 1.1799999999639113 13.837224672834566 3942.1526 4086.2307 -459.9595299627989 3942.1526 4532.8727 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf 6.88810962568601 3579.8992 3942.1526 +CMFGEN 1.02 1.1799999999639113 22.870742326138874 3942.1526 4086.2307 -497.5110070151617 3942.1526 4532.8727 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf -55.05081491762032 3579.8992 3942.1526 +CMFGEN 1.4 1.1799999999639113 26.76263017437907 3942.1526 4086.2307 -531.2165811132086 3942.1526 4532.8727 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf -75.65751690185522 3579.8992 3942.1526 +CMFGEN 1.7 1.1799999999639113 18.35332959579708 3942.1526 4086.2307 96.67256831196065 3942.1526 4532.8727 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006kf -77.48143484151028 3579.8992 3942.1526 +OBSERVED "" 2.30000000007567 26.85545700782772 3930.44634879894 4107.54761739301 133.26336345239378 3930.44634879894 4608.83425900674 167.2790459972657 4608.83425900674 5218.18269162703 90.14902703755524 5218.18269162703 5614.40925865106 45.74384793077707 5614.40925865106 5938.59463167072 125.40277302393974 5938.59463167072 6325.8160494442 "" "" "" 2006kf "" "" "" +CMFGEN 1.04 2.30000000007567 19.87149255440275 3930.44634879894 4107.54761739301 -736.4669815247487 3930.44634879894 4608.83425900674 246.9194704575601 4608.83425900674 5218.18269162703 158.090683705216 5218.18269162703 5614.40925865106 -16.76740041069179 5614.40925865106 5938.59463167072 69.37960423678201 5938.59463167072 6325.8160494442 "" "" "" 2006kf "" "" "" +CMFGEN 1.02 2.30000000007567 34.5086960452896 3930.44634879894 4107.54761739301 -918.8122043873274 3930.44634879894 4608.83425900674 119.05474537919547 4608.83425900674 5218.18269162703 185.4319196115546 5218.18269162703 5614.40925865106 6.772643235987922 5614.40925865106 5938.59463167072 49.056594187322176 5938.59463167072 6325.8160494442 "" "" "" 2006kf "" "" "" +CMFGEN 1.4 2.30000000007567 41.78698476620307 3930.44634879894 4107.54761739301 -980.3079139654162 3930.44634879894 4608.83425900674 -10.108347552573093 4608.83425900674 5218.18269162703 120.52196746305408 5218.18269162703 5614.40925865106 33.11244179768284 5614.40925865106 5938.59463167072 7.32733537686599 5938.59463167072 6325.8160494442 "" "" "" 2006kf "" "" "" +CMFGEN 1.7 2.30000000007567 30.232946931574162 3930.44634879894 4107.54761739301 -472.9058872263223 3930.44634879894 4608.83425900674 336.651311842892 4608.83425900674 5218.18269162703 33.34870122808886 5218.18269162703 5614.40925865106 -35.5722651740701 5614.40925865106 5938.59463167072 66.75456294442776 5938.59463167072 6325.8160494442 "" "" "" 2006kf "" "" "" +OBSERVED "" 54048.52000000002 50.435418239334986 3908.37893972778 4091.80843085457 237.82172994608652 3908.37893972778 4583.86531975023 239.96225513520574 4583.86531975023 5227.3243283061 29.066238898018614 5227.3243283061 5506.83593383263 82.3020131349999 5556.33278064462 5867.87175763773 234.57100460359553 5867.87175763773 6496.77287007243 "" "" "" 2006lu "" "" "" +CMFGEN 1.04 54048.52000000002 -77.8331778753071 3908.37893972778 4091.80843085457 385.57813037807216 3908.37893972778 4583.86531975023 -77.78713839909022 4583.86531975023 5227.3243283061 27.735154425749016 5227.3243283061 5506.83593383263 164.35148521958965 5556.33278064462 5867.87175763773 257.78088586007823 5867.87175763773 6496.77287007243 "" "" "" 2006lu "" "" "" +CMFGEN 1.02 54048.52000000002 -80.53034231808881 3908.37893972778 4091.80843085457 361.01851060357035 3908.37893972778 4583.86531975023 -25.463567740791348 4583.86531975023 5227.3243283061 38.491666501582145 5227.3243283061 5506.83593383263 168.75264395704437 5556.33278064462 5867.87175763773 222.09625136652573 5867.87175763773 6496.77287007243 "" "" "" 2006lu "" "" "" +CMFGEN 1.4 54048.52000000002 -62.45866648025926 3908.37893972778 4091.80843085457 295.92510049670267 3908.37893972778 4583.86531975023 9.022284318087358 4583.86531975023 5227.3243283061 40.42422990884545 5227.3243283061 5506.83593383263 168.72061636471994 5556.33278064462 5867.87175763773 207.0590257425455 5867.87175763773 6496.77287007243 "" "" "" 2006lu "" "" "" +CMFGEN 1.7 54048.52000000002 -108.78541866308467 3908.37893972778 4091.80843085457 392.8661420430598 3908.37893972778 4583.86531975023 -125.76989303310435 4583.86531975023 5227.3243283061 12.65904061926071 5227.3243283061 5506.83593383263 175.23948503540893 5556.33278064462 5867.87175763773 274.8660412447524 5867.87175763773 6496.77287007243 "" "" "" 2006lu "" "" "" +OBSERVED "" 54042.29000000004 26.726299177421915 3941.7483 4077.4446 195.0295086994483 3941.7483 4626.2162 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 151.17251375090262 3562.597 3941.7483 +CMFGEN 1.04 54042.29000000004 -26.990888938708718 3941.7483 4077.4446 465.04807696010016 3941.7483 4626.2162 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 225.13537722406434 3562.597 3941.7483 +CMFGEN 1.02 54042.29000000004 -26.502906097667076 3941.7483 4077.4446 455.8927786197587 3941.7483 4626.2162 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 126.51513244999958 3562.597 3941.7483 +CMFGEN 1.4 54042.29000000004 -19.38824363546377 3941.7483 4077.4446 416.701107830356 3941.7483 4626.2162 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 92.67050208411142 3562.597 3941.7483 +CMFGEN 1.7 54042.29000000004 -33.698542021545116 3941.7483 4077.4446 484.17996601544456 3941.7483 4626.2162 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006lu 244.3693874315389 3562.597 3941.7483 +OBSERVED "" 54042.31999999983 26.11457669633074 3949.8775 4063.1534 189.84152413919998 3949.8775 4613.8003 178.63581135898627 4613.8003 5123.5419 82.20340372049624 5158.154 5579.7921 47.88993020657858 5579.7921 5847.2491 124.25231258283084 5847.2491 6334.9649 417.514152544288 7835.8708 8896.2592 2006lu "" "" "" +CMFGEN 1.04 54042.31999999983 -15.915961361115398 3949.8775 4063.1534 452.8414708818804 3949.8775 4613.8003 -27.5002562736036 4613.8003 5123.5419 -103.04466689947115 5158.154 5579.7921 144.29222569396575 5579.7921 5847.2491 17.409971871714596 5847.2491 6334.9649 470.9819861316878 7835.8708 8896.2592 2006lu "" "" "" +CMFGEN 1.02 54042.31999999983 -14.705827954421215 3949.8775 4063.1534 439.59207018557646 3949.8775 4613.8003 -21.010400038476483 4613.8003 5123.5419 -133.64926556675005 5158.154 5579.7921 145.98437529620537 5579.7921 5847.2491 31.327282563624575 5847.2491 6334.9649 582.1441389800441 7835.8708 8896.2592 2006lu "" "" "" +CMFGEN 1.4 54042.31999999983 -9.263499200428274 3949.8775 4063.1534 398.76516277076814 3949.8775 4613.8003 6.1811955619769146 4613.8003 5123.5419 -123.16479611887748 5158.154 5579.7921 143.4862477373085 5579.7921 5847.2491 26.31707072707181 5847.2491 6334.9649 569.6650524516723 7835.8708 8896.2592 2006lu "" "" "" +CMFGEN 1.7 54042.31999999983 -17.87802617886051 3949.8775 4063.1534 469.25462433103945 3949.8775 4613.8003 -67.7703778642004 4613.8003 5123.5419 -141.43774028387946 5158.154 5579.7921 147.95049403660485 5579.7921 5847.2491 3.931338223425169 5847.2491 6334.9649 637.5918544118424 7835.8708 8896.2592 2006lu "" "" "" +OBSERVED "" 54055.35999999987 9.016426478745412 3959.595 4017.3395 255.62395331930227 3959.595 4609.22 262.38174842197554 4609.22 5296.3788 13.980228874728267 5296.3788 5510.0332 79.25933371909238 5550.4543 5859.387 179.70259000636293 5859.387 6514.7864 "" "" "" 2006lu "" "" "" +CMFGEN 1.04 54055.35999999987 -2.0546726979805356 3959.595 4017.3395 445.3199055241088 3959.595 4609.22 80.26264298992814 4609.22 5296.3788 63.16509255582516 5296.3788 5510.0332 170.68827163187925 5550.4543 5859.387 265.9471381834817 5859.387 6514.7864 "" "" "" 2006lu "" "" "" +CMFGEN 1.02 54055.35999999987 -2.9216806874522065 3959.595 4017.3395 429.8356473843993 3959.595 4609.22 103.31912227544672 4609.22 5296.3788 60.66732559355677 5296.3788 5510.0332 174.57510284602714 5550.4543 5859.387 225.35826276508396 5859.387 6514.7864 "" "" "" 2006lu "" "" "" +CMFGEN 1.4 54055.35999999987 -1.424081595093133 3959.595 4017.3395 388.6711045532935 3959.595 4609.22 116.1919826643972 4609.22 5296.3788 53.06164660022089 5296.3788 5510.0332 173.8096752401268 5550.4543 5859.387 207.26073543335673 5859.387 6514.7864 "" "" "" 2006lu "" "" "" +CMFGEN 1.7 54055.35999999987 -2.2949253705072628 3959.595 4017.3395 463.2190275688265 3959.595 4609.22 70.74996901042728 4609.22 5296.3788 75.18634768942637 5296.3788 5510.0332 178.96835237754092 5550.4543 5859.387 278.1594592488378 5859.387 6514.7864 "" "" "" 2006lu "" "" "" +OBSERVED "" -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 107.50781631374598 5906.0979 6429.047 316.8937995662989 7784.6747 8534.3099 2006mr "" "" "" +CMFGEN 1.04 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 135.26604112675756 5906.0979 6429.047 120.57624466602456 7784.6747 8534.3099 2006mr "" "" "" +CMFGEN 1.02 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 98.07033363444332 5906.0979 6429.047 106.24035923697105 7784.6747 8534.3099 2006mr "" "" "" +CMFGEN 1.4 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 27.93495268928581 5906.0979 6429.047 69.14833429582407 7784.6747 8534.3099 2006mr "" "" "" +CMFGEN 1.7 -2.3799999998518615 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 108.76471658238306 5906.0979 6429.047 175.94037148759404 7784.6747 8534.3099 2006mr "" "" "" +OBSERVED "" -2.3900000000940054 17.903911668203342 3900.2365 4038.9317 251.14111975252655 3900.2365 4485.1964 159.12102896601198 4500.6069 5340.4835 14.351455100230654 5231.3252 5562.6527 46.77596795490229 5562.6527 5901.6854 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.04 -2.3900000000940054 23.414644259371595 3900.2365 4038.9317 -266.53558037323944 3900.2365 4485.1964 351.6491629821244 4500.6069 5340.4835 142.54528587673119 5231.3252 5562.6527 -60.43811989113756 5562.6527 5901.6854 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.02 -2.3900000000940054 23.493413793157945 3900.2365 4038.9317 -234.97399040622494 3900.2365 4485.1964 220.1567583683409 4500.6069 5340.4835 160.89631241724396 5231.3252 5562.6527 -55.39877090308342 5562.6527 5901.6854 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.4 -2.3900000000940054 22.58430296995462 3900.2365 4038.9317 -235.69825963860305 3900.2365 4485.1964 152.1713588221649 4500.6069 5340.4835 118.872125413588 5231.3252 5562.6527 10.765605451363141 5562.6527 5901.6854 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.7 -2.3900000000940054 14.388809665774493 3900.2365 4038.9317 335.14710151559325 3900.2365 4485.1964 600.4228600718027 4500.6069 5340.4835 -2.358126646388264 5231.3252 5562.6527 -106.0079674040955 5562.6527 5901.6854 "" "" "" "" "" "" 2006mr "" "" "" +OBSERVED "" 31.66000000018539 30.059896671499374 3980.7024 4028.9585 280.86356863609797 4028.9585 4620.0962 283.70902526903865 4620.0962 5446.4825 86.45963387048198 5283.618 5570.1388 123.6504881714177 5570.1388 5983.332 236.7502804618448 5983.332 6580.5016 318.7359304810866 7771.825 8384.0747 2006mr "" "" "" +CMFGEN 1.04 31.66000000018539 0.16722835818971482 3980.7024 4028.9585 40.34297133465629 4028.9585 4620.0962 59.02339391716176 4620.0962 5446.4825 12.574399534329173 5283.618 5570.1388 -168.1928658708618 5570.1388 5983.332 -267.2388539223796 5983.332 6580.5016 80.09397747611183 7771.825 8384.0747 2006mr "" "" "" +CMFGEN 1.02 31.66000000018539 0.21503867999318688 3980.7024 4028.9585 9.02662609950063 4028.9585 4620.0962 92.53787300306482 4620.0962 5446.4825 14.894645811068607 5283.618 5570.1388 -117.66778534672724 5570.1388 5983.332 -149.84651897630334 5983.332 6580.5016 87.6075811745454 7771.825 8384.0747 2006mr "" "" "" +CMFGEN 1.4 31.66000000018539 0.21391956831318723 3980.7024 4028.9585 23.195673822507782 4028.9585 4620.0962 101.16546128994597 4620.0962 5446.4825 19.91391376640191 5283.618 5570.1388 -95.74261060430523 5570.1388 5983.332 -155.22873812117214 5983.332 6580.5016 101.30498456107455 7771.825 8384.0747 2006mr "" "" "" +CMFGEN 1.7 31.66000000018539 0.07520536414594596 3980.7024 4028.9585 11.819093562171695 4028.9585 4620.0962 76.3896203961228 4620.0962 5446.4825 11.312170658679484 5283.618 5570.1388 -79.5015325710867 5570.1388 5983.332 -57.00872149543434 5983.332 6580.5016 85.4113745952871 7771.825 8384.0747 2006mr "" "" "" +OBSERVED "" 62.56999999986874 "" "" "" "" "" "" 330.24217283962287 4611.9697 5426.2869 20.866759499452595 5263.4235 5501.6867 288.9669883099055 5552.9585 5881.7014 328.83342274089955 5881.7014 6509.0272 894.3980152006926 7534.4637 8659.4279 2006mr "" "" "" +CMFGEN 1.04 62.56999999986874 "" "" "" "" "" "" 158.95271472750443 4611.9697 5426.2869 4.133060659992172 5263.4235 5501.6867 96.67246795510908 5552.9585 5881.7014 151.7937369302284 5881.7014 6509.0272 347.9085029777133 7534.4637 8659.4279 2006mr "" "" "" +CMFGEN 1.02 62.56999999986874 "" "" "" "" "" "" 244.39597286817863 4611.9697 5426.2869 -18.45447851344642 5263.4235 5501.6867 68.14836039404472 5552.9585 5881.7014 163.1874706052781 5881.7014 6509.0272 497.4055589304998 7534.4637 8659.4279 2006mr "" "" "" +CMFGEN 1.4 62.56999999986874 "" "" "" "" "" "" 298.82723377513764 4611.9697 5426.2869 -11.114906900923527 5263.4235 5501.6867 62.6278292915477 5552.9585 5881.7014 166.71904701260559 5881.7014 6509.0272 467.8504080734369 7534.4637 8659.4279 2006mr "" "" "" +CMFGEN 1.7 62.56999999986874 "" "" "" "" "" "" 164.53416441518345 4611.9697 5426.2869 7.470172548220232 5263.4235 5501.6867 127.89337817446776 5552.9585 5881.7014 191.6345158438554 5881.7014 6509.0272 325.979016162531 7534.4637 8659.4279 2006mr "" "" "" +OBSERVED "" 1.5899999998873682 "" "" "" "" "" "" "" "" "" 29.367059885437488 5274.3855 5600.752 55.67628772758752 5600.752 5917.4485 124.58358071074733 5917.4485 6437.2175 357.1709504713754 7799.4957 8544.095 2006mr "" "" "" +CMFGEN 1.04 1.5899999998873682 "" "" "" "" "" "" "" "" "" 99.92639737774041 5274.3855 5600.752 -23.99186341307766 5600.752 5917.4485 132.61260143668108 5917.4485 6437.2175 109.63454491161446 7799.4957 8544.095 2006mr "" "" "" +CMFGEN 1.02 1.5899999998873682 "" "" "" "" "" "" "" "" "" 133.33010609865187 5274.3855 5600.752 -4.519199729795217 5600.752 5917.4485 94.34403972538627 5917.4485 6437.2175 97.5432590940676 7799.4957 8544.095 2006mr "" "" "" +CMFGEN 1.4 1.5899999998873682 "" "" "" "" "" "" "" "" "" 77.91375743206095 5274.3855 5600.752 32.87818039359726 5600.752 5917.4485 28.41984414593461 5917.4485 6437.2175 57.40060865632011 7799.4957 8544.095 2006mr "" "" "" +CMFGEN 1.7 1.5899999998873682 "" "" "" "" "" "" "" "" "" 27.59069447961283 5274.3855 5600.752 -47.64238296935721 5600.752 5917.4485 99.69858457166907 5917.4485 6437.2175 160.24414320289927 7799.4957 8544.095 2006mr "" "" "" +OBSERVED "" 1.5800000001108856 "" "" "" "" "" "" 153.3936649714603 4592.5614 5251.1151 30.51348063541777 5251.1151 5602.1025 56.18730617200234 5602.1025 5921.7302 124.92338477959126 5921.7302 6417.4547 342.6196092342949 7809.3429 8535.4406 2006mr "" "" "" +CMFGEN 1.04 1.5800000001108856 "" "" "" "" "" "" 170.42075211392057 4592.5614 5251.1151 121.93805764887634 5251.1151 5602.1025 -22.7603698408819 5602.1025 5921.7302 123.57690794418652 5921.7302 6417.4547 101.02132807268474 7809.3429 8535.4406 2006mr "" "" "" +CMFGEN 1.02 1.5800000001108856 "" "" "" "" "" "" 83.02133815397173 4592.5614 5251.1151 154.40053409437644 5251.1151 5602.1025 -2.724339031319408 5602.1025 5921.7302 85.53487556283221 5921.7302 6417.4547 89.11520888222826 7809.3429 8535.4406 2006mr "" "" "" +CMFGEN 1.4 1.5800000001108856 "" "" "" "" "" "" -34.57820665614605 4592.5614 5251.1151 98.62117507128642 5251.1151 5602.1025 33.38454646202382 5602.1025 5921.7302 21.33443415127039 5921.7302 6417.4547 51.38988754591568 7809.3429 8535.4406 2006mr "" "" "" +CMFGEN 1.7 1.5800000001108856 "" "" "" "" "" "" 373.09389389910757 4592.5614 5251.1151 21.509207701044254 5251.1151 5602.1025 -46.23264869096083 5602.1025 5921.7302 98.17474007475855 5921.7302 6417.4547 145.1295385700467 7809.3429 8535.4406 2006mr "" "" "" +OBSERVED "" 4.669999999961874 0.2216041906800319 3983.4302 4001.5722 295.6328327813817 3983.4302 4591.1857 236.76708780677012 4591.1857 5549.6856 33.22311564529895 5289.6509 5616.2061 43.96404287529899 5616.2061 5918.572 135.09093207830324 5918.572 6553.5404 332.08056935145476 7802.3116 8543.1081 2006mr "" "" "" +CMFGEN 1.04 4.669999999961874 0.07431139934518476 3983.4302 4001.5722 -635.4004416243131 3983.4302 4591.1857 722.2679470197938 4591.1857 5549.6856 80.91115051343307 5289.6509 5616.2061 -15.308172325355725 5616.2061 5918.572 146.35899295377038 5918.572 6553.5404 107.29002608134707 7802.3116 8543.1081 2006mr "" "" "" +CMFGEN 1.02 4.669999999961874 0.08330736479731994 3983.4302 4001.5722 -830.1673537444035 3983.4302 4591.1857 690.4211514295594 4591.1857 5549.6856 116.3123511828531 5289.6509 5616.2061 5.495220264202898 5616.2061 5918.572 108.54635604618221 5918.572 6553.5404 95.45123611748643 7802.3116 8543.1081 2006mr "" "" "" +CMFGEN 1.4 4.669999999961874 0.0704821253167407 3983.4302 4001.5722 -928.7601231421362 3983.4302 4591.1857 597.3916711827912 4591.1857 5549.6856 47.40116577514494 5289.6509 5616.2061 29.88924422456052 5616.2061 5918.572 72.60464848117465 5918.572 6553.5404 55.49091734667106 7802.3116 8543.1081 2006mr "" "" "" +CMFGEN 1.7 4.669999999961874 0.042954939649481945 3983.4302 4001.5722 -449.88044648452984 3983.4302 4591.1857 515.0602614627903 4591.1857 5549.6856 39.65628361532528 5289.6509 5616.2061 -33.341135270818725 5616.2061 5918.572 96.97025979182999 5918.572 6553.5404 156.6370878609896 7802.3116 8543.1081 2006mr "" "" "" +OBSERVED "" 36.66000000018539 1.245974431979691 3983.4302 4001.5722 350.8882042589049 4001.5722 4621.4223 319.7491403563115 4621.4223 5543.6383 21.22614141457949 5298.7219 5543.6383 163.54340949789827 5567.8276 5945.785 110.26078871099983 5945.785 6517.2565 535.3747886736198 7684.3889 8700.3384 2006mr "" "" "" +CMFGEN 1.04 36.66000000018539 -0.020216716781625742 3983.4302 4001.5722 37.84324159798268 4001.5722 4621.4223 110.23451531541312 4621.4223 5543.6383 13.989181056031073 5298.7219 5543.6383 -28.55199830627786 5567.8276 5945.785 82.58780132343469 5945.785 6517.2565 95.32172657303069 7684.3889 8700.3384 2006mr "" "" "" +CMFGEN 1.02 36.66000000018539 0.032450545813892694 3983.4302 4001.5722 -34.548541174118824 4001.5722 4621.4223 205.9330687734456 4621.4223 5543.6383 19.011841395664973 5298.7219 5543.6383 7.348504567791259 5567.8276 5945.785 92.67554907791262 5945.785 6517.2565 129.01587702238675 7684.3889 8700.3384 2006mr "" "" "" +CMFGEN 1.4 36.66000000018539 0.05760669105539649 3983.4302 4001.5722 -49.147918666732664 4001.5722 4621.4223 228.66176594303124 4621.4223 5543.6383 22.70526358125304 5298.7219 5543.6383 6.231623512867983 5567.8276 5945.785 82.04354681819233 5945.785 6517.2565 85.89369185201096 7684.3889 8700.3384 2006mr "" "" "" +CMFGEN 1.7 36.66000000018539 0.004955246221895925 3983.4302 4001.5722 -4.637721104137141 4001.5722 4621.4223 155.13341071778726 4621.4223 5543.6383 15.29033634620641 5298.7219 5543.6383 -1.2332937160576596 5567.8276 5945.785 91.19834802701537 5945.785 6517.2565 119.72796978990405 7684.3889 8700.3384 2006mr "" "" "" +OBSERVED "" 7.489999999794236 0.06521131886297662 3992.5012 4001.5722 341.8054775600235 3992.5012 4597.233 344.26312287157873 4597.233 5549.6856 47.01197075788052 5289.6509 5628.3008 42.31068906227667 5628.3008 5903.4537 173.7201737311729 5903.4537 6553.5404 410.9076592115521 7766.0277 8594.5103 2006mr "" "" "" +CMFGEN 1.04 7.489999999794236 0.007983721495097672 3992.5012 4001.5722 -628.0516427272664 3992.5012 4597.233 716.6116097378948 4597.233 5549.6856 76.4559895601184 5289.6509 5628.3008 -10.740160759904107 5628.3008 5903.4537 156.08777202892713 5903.4537 6553.5404 143.8964023250557 7766.0277 8594.5103 2006mr "" "" "" +CMFGEN 1.02 7.489999999794236 0.009241867847368463 3992.5012 4001.5722 -839.6095403801417 3992.5012 4597.233 684.5695591042447 4597.233 5549.6856 111.08767869681151 5289.6509 5628.3008 7.520490966103483 5628.3008 5903.4537 118.90398359921045 5903.4537 6553.5404 126.67019950514835 7766.0277 8594.5103 2006mr "" "" "" +CMFGEN 1.4 7.489999999794236 0.001087603761057257 3992.5012 4001.5722 -949.1932139074578 3992.5012 4597.233 591.1595252190017 4597.233 5549.6856 31.96156986661201 5289.6509 5628.3008 24.416997744860236 5628.3008 5903.4537 77.35462127938351 5903.4537 6553.5404 77.03213985132992 7766.0277 8594.5103 2006mr "" "" "" +CMFGEN 1.7 7.489999999794236 0.009660127008487427 3992.5012 4001.5722 -505.144726524244 3992.5012 4597.233 508.39018047291074 4597.233 5549.6856 40.21997440662528 5289.6509 5628.3008 -24.03923429156035 5628.3008 5903.4537 112.00494798391564 5903.4537 6553.5404 206.8368145537941 7766.0277 8594.5103 2006mr "" "" "" +OBSERVED "" 8.759999999812862 25.832942381286117 3959.11043041148 4038.39060059648 342.07797602833557 3959.11043041148 4599.45026652114 354.5982333816572 4599.45026652114 5547.7630714264 55.58458181893857 5285.52866235292 5611.79705503736 26.700428876351257 5611.79705503736 5800.84976855545 212.81693197937864 5800.84976855545 6526.56824947973 "" "" "" 2006mr "" "" "" +CMFGEN 1.04 8.759999999812862 4.427312023072184 3959.11043041148 4038.39060059648 -715.938932635202 3959.11043041148 4599.45026652114 713.2383390876372 4599.45026652114 5547.7630714264 86.24742599370408 5285.52866235292 5611.79705503736 -13.440773978208947 5611.79705503736 5800.84976855545 236.33890265307582 5800.84976855545 6526.56824947973 "" "" "" 2006mr "" "" "" +CMFGEN 1.02 8.759999999812862 5.2263522836651495 3959.11043041148 4038.39060059648 -909.7857310347463 3959.11043041148 4599.45026652114 678.3384635924672 4599.45026652114 5547.7630714264 121.23348951677019 5285.52866235292 5611.79705503736 -6.625844580588847 5611.79705503736 5800.84976855545 194.30879352619615 5800.84976855545 6526.56824947973 "" "" "" 2006mr "" "" "" +CMFGEN 1.4 8.759999999812862 5.420388355880853 3959.11043041148 4038.39060059648 -995.883898713828 3959.11043041148 4599.45026652114 584.368677786268 4599.45026652114 5547.7630714264 56.32457945888268 5285.52866235292 5611.79705503736 13.566416999694798 5611.79705503736 5800.84976855545 98.32852936962578 5800.84976855545 6526.56824947973 "" "" "" 2006mr "" "" "" +CMFGEN 1.7 8.759999999812862 3.389732072346196 3959.11043041148 4038.39060059648 -485.29998978525276 3959.11043041148 4599.45026652114 500.8217878605534 4599.45026652114 5547.7630714264 36.428958696649005 5285.52866235292 5611.79705503736 -19.25592806965767 5611.79705503736 5800.84976855545 213.58151657342842 5800.84976855545 6526.56824947973 "" "" "" 2006mr "" "" "" +OBSERVED "" 10.6899999999805 2.7103582947025227 3974.3592 4001.5722 364.69030090150716 3974.3592 4597.233 364.0884424672239 4597.233 5549.6856 45.575651487713095 5295.6983 5610.1588 39.382724957470124 5610.1588 5864.1462 194.24674459120828 5864.1462 6556.5641 419.10406207922915 7799.288 8603.5813 2006mr "" "" "" +CMFGEN 1.04 10.6899999999805 0.2422069622106534 3974.3592 4001.5722 -677.5649942467455 3974.3592 4597.233 716.6116097378948 4597.233 5549.6856 77.94210003869028 5295.6983 5610.1588 -20.70891965345036 5610.1588 5864.1462 185.8060079516069 5864.1462 6556.5641 114.78942246681773 7799.288 8603.5813 2006mr "" "" "" +CMFGEN 1.02 10.6899999999805 0.237163248773275 3974.3592 4001.5722 -878.8089825620391 3974.3592 4597.233 684.5695591042447 4597.233 5549.6856 112.32103527306984 5295.6983 5610.1588 -4.596535540032041 5610.1588 5864.1462 146.9923935695601 5864.1462 6556.5641 100.64962624075488 7799.288 8603.5813 2006mr "" "" "" +CMFGEN 1.4 10.6899999999805 0.16397543153927122 3974.3592 4001.5722 -974.1543370183401 3974.3592 4597.233 591.1595252190017 4597.233 5549.6856 49.59890708940193 5295.6983 5610.1588 23.81519146030045 5610.1588 5864.1462 90.66374432582845 5864.1462 6556.5641 48.6633103767749 7799.288 8603.5813 2006mr "" "" "" +CMFGEN 1.7 10.6899999999805 0.15048120420910682 3974.3592 4001.5722 -486.7137858636368 3974.3592 4597.233 508.39018047291074 4597.233 5549.6856 43.71997051970761 5295.6983 5610.1588 -31.644354454449527 5610.1588 5864.1462 154.8339093820293 5864.1462 6556.5641 163.92154120558902 7799.288 8603.5813 2006mr "" "" "" +OBSERVED "" 50.58999999988737 4.219810655902804 3993.0267 4005.5709 425.728752258766 4005.5709 4632.1189 395.9388937371783 4632.1189 5504.9288 50.6900282398545 5269.8907 5504.9288 253.49726779020503 5575.5722 5954.5381 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.04 50.58999999988737 0.013303304634765286 3993.0267 4005.5709 82.74239054112553 4005.5709 4632.1189 104.91436298732069 4632.1189 5504.9288 15.327816019219142 5269.8907 5504.9288 -15.701378039030885 5575.5722 5954.5381 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.02 50.58999999988737 0.04067645580701452 3993.0267 4005.5709 109.60963078758469 4005.5709 4632.1189 155.07584512649157 4632.1189 5504.9288 2.747457914569769 5269.8907 5504.9288 3.844208484223369 5575.5722 5954.5381 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.4 50.58999999988737 0.044445187664498384 3993.0267 4005.5709 99.21701803220695 4005.5709 4632.1189 184.64539794200786 4632.1189 5504.9288 3.990596704893789 5269.8907 5504.9288 11.482830573545332 5575.5722 5954.5381 "" "" "" "" "" "" 2006mr "" "" "" +CMFGEN 1.7 50.58999999988737 0.030165893412792952 3993.0267 4005.5709 58.868959701649636 4005.5709 4632.1189 128.28556093559857 4632.1189 5504.9288 13.181467397613119 5269.8907 5504.9288 -14.974291211345587 5575.5722 5954.5381 "" "" "" "" "" "" 2006mr "" "" "" +OBSERVED "" 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 98.0651777016441 5954.7257 6267.8987 391.7231914911192 7567.735 8308.5744 2006mr "" "" "" +CMFGEN 1.04 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 50.000443315728525 5954.7257 6267.8987 -17.455029406001884 7567.735 8308.5744 2006mr "" "" "" +CMFGEN 1.02 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 116.91133044367744 5954.7257 6267.8987 -24.436667916625193 7567.735 8308.5744 2006mr "" "" "" +CMFGEN 1.4 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 116.62022334159178 5954.7257 6267.8987 -43.80675923342072 7567.735 8308.5744 2006mr "" "" "" +CMFGEN 1.7 55.58999999988737 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 108.97214547722996 5954.7257 6267.8987 -146.84591296389442 7567.735 8308.5744 2006mr "" "" "" +OBSERVED "" 55.56999999986874 "" "" "" "" "" "" 271.5815487727408 4630.3419 5386.3748 63.89175878027047 5293.9341 5554.7489 69.02015682031967 5554.7489 5828.7696 158.71135655699015 5828.7696 6340.4949 629.2538273911321 7558.7313 8783.5705 2006mr "" "" "" +CMFGEN 1.04 55.56999999986874 "" "" "" "" "" "" 168.61704499799043 4630.3419 5386.3748 26.185329589389127 5293.9341 5554.7489 95.74852662839774 5554.7489 5828.7696 55.8637994717501 5828.7696 6340.4949 234.2016340255664 7558.7313 8783.5705 2006mr "" "" "" +CMFGEN 1.02 55.56999999986874 "" "" "" "" "" "" 255.44237403153338 4630.3419 5386.3748 -1.60908377987634 5293.9341 5554.7489 62.82618538292184 5554.7489 5828.7696 164.69832978540714 5828.7696 6340.4949 421.5553644670066 7558.7313 8783.5705 2006mr "" "" "" +CMFGEN 1.4 55.56999999986874 "" "" "" "" "" "" 273.8856715546187 4630.3419 5386.3748 0.9799205460186888 5293.9341 5554.7489 34.58795452537371 5554.7489 5828.7696 158.2857710184258 5828.7696 6340.4949 399.8291631338343 7558.7313 8783.5705 2006mr "" "" "" +CMFGEN 1.7 55.56999999986874 "" "" "" "" "" "" 190.71618887310254 4630.3419 5386.3748 22.40698355485296 5293.9341 5554.7489 95.85556176822143 5554.7489 5828.7696 91.87544772698014 5828.7696 6340.4949 290.58576703119076 7558.7313 8783.5705 2006mr "" "" "" +OBSERVED "" 55.549999999850115 1.1223203320148072 3994.2684 4004.7176 354.0481748866096 4004.7176 4669.2846 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 247.3157131092692 3651.5358 4004.7176 +CMFGEN 1.04 55.549999999850115 0.003656748304973197 3994.2684 4004.7176 93.35286279581416 4004.7176 4669.2846 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 85.23862310623237 3651.5358 4004.7176 +CMFGEN 1.02 55.549999999850115 0.017960162421425077 3994.2684 4004.7176 88.68202936527709 4004.7176 4669.2846 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 15.344551172548819 3651.5358 4004.7176 +CMFGEN 1.4 55.549999999850115 0.017330412704295292 3994.2684 4004.7176 89.65477463557416 4004.7176 4669.2846 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr -1.6851817572291523 3651.5358 4004.7176 +CMFGEN 1.7 55.549999999850115 0.014885527129112472 3994.2684 4004.7176 47.561820890508415 4004.7176 4669.2846 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2006mr 44.931525409485744 3651.5358 4004.7176 +OBSERVED "" 24.17000000011467 16.0249603510513 3952.1431 4015.3121 313.1184572855296 3952.1431 4575.2194 453.8970883530209 4575.2194 5548.5968 58.529842499891444 5261.4649 5548.5968 67.73250623276428 5551.4682 5858.6994 267.01984549863795 5858.6994 6527.7168 "" "" "" 2006ob "" "" "" +CMFGEN 1.04 24.17000000011467 0.2984348584986395 3952.1431 4015.3121 13.986959776420491 3952.1431 4575.2194 207.89320344434861 4575.2194 5548.5968 11.580815986750425 5261.4649 5548.5968 -13.084735091017311 5551.4682 5858.6994 108.50110301304271 5858.6994 6527.7168 "" "" "" 2006ob "" "" "" +CMFGEN 1.02 24.17000000011467 0.09110264214182631 3952.1431 4015.3121 -18.305602356186164 3952.1431 4575.2194 183.0619365250135 4575.2194 5548.5968 16.445704092722625 5261.4649 5548.5968 -0.20321487635930838 5551.4682 5858.6994 52.72052176972697 5858.6994 6527.7168 "" "" "" 2006ob "" "" "" +CMFGEN 1.4 24.17000000011467 4.30529611172605 3952.1431 4015.3121 -11.221145971220672 3952.1431 4575.2194 187.3658133038473 4575.2194 5548.5968 7.473745721104015 5261.4649 5548.5968 31.40996649939587 5551.4682 5858.6994 85.8474629904276 5858.6994 6527.7168 "" "" "" 2006ob "" "" "" +CMFGEN 1.7 24.17000000011467 0.654050352070461 3952.1431 4015.3121 -56.1172260213165 3952.1431 4575.2194 198.59258105018557 4575.2194 5548.5968 22.338421538322642 5261.4649 5548.5968 9.44329233306807 5551.4682 5858.6994 103.42364964210839 5858.6994 6527.7168 "" "" "" 2006ob "" "" "" +OBSERVED "" 54082.12999999989 38.863243678572026 3979.2193 4087.8439 235.65640412634673 4087.8439 4616.2881 324.4915000447385 4616.2881 5417.7617 10.464465868107022 5279.7791 5505.8357 72.81540798456312 5552.8085 5869.875 218.94487462574256 5869.875 6559.7882 583.6974777664624 7502.1803 8655.95 2006os "" "" "" +CMFGEN 1.04 54082.12999999989 -9.687729362955542 3979.2193 4087.8439 379.5632358783515 4087.8439 4616.2881 -71.01079172288478 4616.2881 5417.7617 55.83931100593179 5279.7791 5505.8357 167.21254868309506 5552.8085 5869.875 260.67336911049404 5869.875 6559.7882 -92.6847826251805 7502.1803 8655.95 2006os "" "" "" +CMFGEN 1.02 54082.12999999989 -7.053143372681714 3979.2193 4087.8439 356.76722400921494 4087.8439 4616.2881 -65.21076096368148 4616.2881 5417.7617 58.26273691821324 5279.7791 5505.8357 171.76056337427647 5552.8085 5869.875 215.63189612954608 5869.875 6559.7882 98.55021149696907 7502.1803 8655.95 2006os "" "" "" +CMFGEN 1.4 54082.12999999989 -5.233502189660865 3979.2193 4087.8439 327.33206374116446 4087.8439 4616.2881 -39.62052695338907 4616.2881 5417.7617 52.01251237734692 5279.7791 5505.8357 171.81178394480023 5552.8085 5869.875 188.04658208721236 5869.875 6559.7882 182.40393092909778 7502.1803 8655.95 2006os "" "" "" +CMFGEN 1.7 54082.12999999989 -11.941641709086472 3979.2193 4087.8439 398.87384693273117 4087.8439 4616.2881 -130.9277138619541 4616.2881 5417.7617 63.638880303470366 5279.7791 5505.8357 178.37410130140992 5552.8085 5869.875 304.45949085712937 5869.875 6559.7882 90.67538647920395 7502.1803 8655.95 2006os "" "" "" +OBSERVED "" 54061.18000000017 35.66592844861341 3917.8131 4076.8319 125.23364958725347 4076.8319 4515.6061 201.36429171023707 4515.6061 5184.0742 98.42960206597785 5184.0742 5522.7254 53.53232393399919 5631.6827 5932.0516 153.6771672221125 5932.0516 6332.5435 421.3968482725369 7772.5474 8635.3718 2006os "" "" "" +CMFGEN 1.04 54061.18000000017 -48.728702758890094 3917.8131 4076.8319 199.81959996896157 4076.8319 4515.6061 -1056.1739449911568 4515.6061 5184.0742 -71.83505653869443 5184.0742 5522.7254 56.37318441988749 5631.6827 5932.0516 67.30098682473866 5932.0516 6332.5435 -94.66999722870892 7772.5474 8635.3718 2006os "" "" "" +CMFGEN 1.02 54061.18000000017 -50.98994384508903 3917.8131 4076.8319 95.25722550513099 4076.8319 4515.6061 -920.4848656504203 4515.6061 5184.0742 -46.4847057982773 5184.0742 5522.7254 57.95111634867955 5631.6827 5932.0516 66.11298581580604 5932.0516 6332.5435 240.84815645203767 7772.5474 8635.3718 2006os "" "" "" +CMFGEN 1.4 54061.18000000017 -39.26306539700483 3917.8131 4076.8319 58.091886690855574 4076.8319 4515.6061 -689.2618295335624 4515.6061 5184.0742 -28.188183045186587 5184.0742 5522.7254 57.60157922270816 5631.6827 5932.0516 58.83925165775136 5932.0516 6332.5435 263.25109312267364 7772.5474 8635.3718 2006os "" "" "" +CMFGEN 1.7 54061.18000000017 -63.43867529958953 3917.8131 4076.8319 229.39012712561646 4076.8319 4515.6061 -1356.0299528252765 4515.6061 5184.0742 -113.96986453428265 5184.0742 5522.7254 64.58099699559692 5631.6827 5932.0516 78.00355863227287 5932.0516 6332.5435 255.7951058671623 7772.5474 8635.3718 2006os "" "" "" +OBSERVED "" 54082.16000000015 58.920700044805535 3941.5211 4111.6703 136.44548200110128 4111.6703 4604.8149 182.6330379554979 4604.8149 5504.5874 39.28796831244104 5299.8315 5631.4784 34.97125315233809 5631.4784 5879.4926 120.24892386296297 5879.4926 6436.0827 829.2430366973517 7658.8505 8847.0116 2006ot 280.75574821140054 3503.1703 4048.2248 +CMFGEN 1.04 54082.16000000015 -44.866928242463956 3941.5211 4111.6703 342.53208255955934 4111.6703 4604.8149 -125.5468798562066 4604.8149 5504.5874 188.74018224869414 5299.8315 5631.4784 84.73518470392432 5631.4784 5879.4926 176.51781261170424 5879.4926 6436.0827 147.16201806491193 7658.8505 8847.0116 2006ot 237.30304873411848 3503.1703 4048.2248 +CMFGEN 1.02 54082.16000000015 -44.33286172183644 3941.5211 4111.6703 313.54606479807387 4111.6703 4604.8149 -107.84451859674674 4604.8149 5504.5874 169.9164297664432 5299.8315 5631.4784 89.38969326595269 5631.4784 5879.4926 148.40178666090134 5879.4926 6436.0827 484.2936777803784 7658.8505 8847.0116 2006ot 205.90663592186493 3503.1703 4048.2248 +CMFGEN 1.4 54082.16000000015 -41.410823571638424 3941.5211 4111.6703 281.02147081240366 4111.6703 4604.8149 -82.38674079200317 4604.8149 5504.5874 142.99266553093128 5299.8315 5631.4784 88.7702432817344 5631.4784 5879.4926 146.36277327515165 5879.4926 6436.0827 469.7422164390722 7658.8505 8847.0116 2006ot 206.68157756611257 3503.1703 4048.2248 +CMFGEN 1.7 54082.16000000015 -55.10592941462977 3941.5211 4111.6703 362.90964262427053 4111.6703 4604.8149 -192.2361320211087 4604.8149 5504.5874 206.84539412873994 5299.8315 5631.4784 104.50114042291158 5631.4784 5879.4926 211.26685881854775 5879.4926 6436.0827 596.9640387424464 7658.8505 8847.0116 2006ot 257.3620564656449 3503.1703 4048.2248 +OBSERVED "" 54087.16000000015 26.52778353043223 3903.5688 4001.7775 265.8789856823651 3903.5688 4588.1417 329.68522474667293 4588.1417 5512.4595 6.920640670338935 5298.711 5512.4595 52.67815362353399 5564.4524 5864.8557 219.55052975859059 5864.8557 6451.2198 "" "" "" 2006ot "" "" "" +CMFGEN 1.04 54087.16000000015 -9.308715133071571 3903.5688 4001.7775 388.79544772306997 3903.5688 4588.1417 -383.3995071082943 4588.1417 5512.4595 66.04027781186105 5298.711 5512.4595 157.3596285902664 5564.4524 5864.8557 192.70780265882826 5864.8557 6451.2198 "" "" "" 2006ot "" "" "" +CMFGEN 1.02 54087.16000000015 -11.476551754779445 3903.5688 4001.7775 366.53350484742623 3903.5688 4588.1417 -355.45783218119925 4588.1417 5512.4595 62.60258012396954 5298.711 5512.4595 161.38518649807298 5564.4524 5864.8557 161.53962240881816 5864.8557 6451.2198 "" "" "" 2006ot "" "" "" +CMFGEN 1.4 54087.16000000015 -11.976858305586132 3903.5688 4001.7775 302.4879454110298 3903.5688 4588.1417 -308.285159139175 4588.1417 5512.4595 54.79499761788513 5298.711 5512.4595 161.04813812182374 5564.4524 5864.8557 153.98597974686263 5864.8557 6451.2198 "" "" "" 2006ot "" "" "" +CMFGEN 1.7 54087.16000000015 -14.257053337740638 3903.5688 4001.7775 392.50744447452206 3903.5688 4588.1417 -479.05648594901743 4588.1417 5512.4595 78.25596401738002 5298.711 5512.4595 167.3445341679213 5564.4524 5864.8557 222.1542953507513 5864.8557 6451.2198 "" "" "" 2006ot "" "" "" +OBSERVED "" 54086.04000000004 38.819148143148546 3951.3902 4146.8868 222.23151525114704 3951.3902 4601.1289 228.32934821069693 4601.1289 5270.9923 12.836986881427661 5270.9923 5506.7382 50.809451925420305 5552.7375 5874.7319 160.36815536079985 5874.7319 6581.9696 "" "" "" 2006py "" "" "" +CMFGEN 1.04 54086.04000000004 -33.607905701855856 3951.3902 4146.8868 431.66051220089344 3951.3902 4601.1289 41.28210380490226 4601.1289 5270.9923 54.18556636661115 5270.9923 5506.7382 165.914453823784 5552.7375 5874.7319 251.384923685052 5874.7319 6581.9696 "" "" "" 2006py "" "" "" +CMFGEN 1.02 54086.04000000004 -26.895349689791658 3951.3902 4146.8868 411.1323078065052 3951.3902 4601.1289 73.77066311682022 4601.1289 5270.9923 58.34096742066007 5270.9923 5506.7382 170.70395936285942 5552.7375 5874.7319 200.61647183134218 5874.7319 6581.9696 "" "" "" 2006py "" "" "" +CMFGEN 1.4 54086.04000000004 -29.311950473660023 3951.3902 4146.8868 363.51399856760656 3951.3902 4601.1289 89.9602798340691 4601.1289 5270.9923 52.95785513961675 5270.9923 5506.7382 171.14946066367355 5552.7375 5874.7319 163.67242789733845 5874.7319 6581.9696 "" "" "" 2006py "" "" "" +CMFGEN 1.7 54086.04000000004 -36.65087110604381 3951.3902 4146.8868 450.6740319037417 3951.3902 4601.1289 25.65608202937402 4601.1289 5270.9923 60.87801952367987 5270.9923 5506.7382 177.50343039881326 5552.7375 5874.7319 305.0749105888326 5874.7319 6581.9696 "" "" "" 2006py "" "" "" +OBSERVED "" -0.32999999996536644 14.92577948151465 3947.3105 4099.332 99.04372203677455 3947.3105 4504.7229 124.84899108596133 4504.7229 5115.79 90.10514666819067 5184.3488 5664.26 23.109466179042222 5664.26 5905.706 100.14835842728674 5905.706 6299.1736 230.63166767806277 7905.833 8499.0152 2007A "" "" "" +CMFGEN 1.04 -0.32999999996536644 11.462621311399147 3947.3105 4099.332 -374.37706783657507 3947.3105 4504.7229 226.8427838685568 4504.7229 5115.79 161.61028523862555 5184.3488 5664.26 2.4988980429660876 5664.26 5905.706 68.38088735500622 5905.706 6299.1736 52.83119598581696 7905.833 8499.0152 2007A "" "" "" +CMFGEN 1.02 -0.32999999996536644 23.006040525244035 3947.3105 4099.332 -376.8309268787871 3947.3105 4504.7229 273.3348559892865 4504.7229 5115.79 182.49413468206686 5184.3488 5664.26 11.41165513341987 5664.26 5905.706 51.632729678626646 5905.706 6299.1736 36.84308104543675 7905.833 8499.0152 2007A "" "" "" +CMFGEN 1.4 -0.32999999996536644 28.44453654557851 3947.3105 4099.332 -396.3865242587903 3947.3105 4504.7229 216.48167804310697 4504.7229 5115.79 79.85871456566679 5184.3488 5664.26 11.716019132515983 5664.26 5905.706 10.335356237412164 5905.706 6299.1736 10.478640853885373 7905.833 8499.0152 2007A "" "" "" +CMFGEN 1.7 -0.32999999996536644 20.20618849649279 3947.3105 4099.332 239.86825697815016 3947.3105 4504.7229 325.1158905606615 4504.7229 5115.79 -3.565680472257128 5184.3488 5664.26 -7.5291797458507075 5664.26 5905.706 75.4758519551155 5905.706 6299.1736 55.85854036252365 7905.833 8499.0152 2007A "" "" "" +OBSERVED "" -7.30999999994674 "" "" "" "" "" "" 127.23195583692879 4537.6068 5124.9924 71.13285943576047 5157.625 5572.0582 19.916549156321672 5572.0582 5846.1715 103.35075930359196 5846.1715 6381.3451 212.69764975849125 7611.5917 8606.884 2007A "" "" "" +CMFGEN 1.04 -7.30999999994674 "" "" "" "" "" "" 206.2969013254394 4537.6068 5124.9924 190.88044999168727 5157.625 5572.0582 -41.31145942029613 5572.0582 5846.1715 153.78506061294485 5846.1715 6381.3451 325.87848419772445 7611.5917 8606.884 2007A "" "" "" +CMFGEN 1.02 -7.30999999994674 "" "" "" "" "" "" 247.04391333804716 4537.6068 5124.9924 224.85529386383345 5157.625 5572.0582 -37.269938738777604 5572.0582 5846.1715 113.39211669174965 5846.1715 6381.3451 300.4207599995121 7611.5917 8606.884 2007A "" "" "" +CMFGEN 1.4 -7.30999999994674 "" "" "" "" "" "" 173.10846883254368 4537.6068 5124.9924 185.60655195091636 5157.625 5572.0582 13.986396694092647 5572.0582 5846.1715 26.239582483982478 5846.1715 6381.3451 238.15291812089134 7611.5917 8606.884 2007A "" "" "" +CMFGEN 1.7 -7.30999999994674 "" "" "" "" "" "" 264.5342529322914 4537.6068 5124.9924 -5.771749280087896 5157.625 5572.0582 -65.30286309504001 5572.0582 5846.1715 150.93817530585062 5846.1715 6381.3451 439.24272893604405 7611.5917 8606.884 2007A "" "" "" +OBSERVED "" -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 91.87766797480337 5859.1977 6261.9448 268.5214268626702 7799.7062 8751.6537 2007A "" "" "" +CMFGEN 1.04 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 66.00817334854918 5859.1977 6261.9448 69.26358725211941 7799.7062 8751.6537 2007A "" "" "" +CMFGEN 1.02 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 59.9259923232111 5859.1977 6261.9448 85.88428336179977 7799.7062 8751.6537 2007A "" "" "" +CMFGEN 1.4 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 13.910145013121916 5859.1977 6261.9448 0.4929139423529705 7799.7062 8751.6537 2007A "" "" "" +CMFGEN 1.7 -7.300000000170257 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 94.95422912626005 5859.1977 6261.9448 107.79303087682445 7799.7062 8751.6537 2007A "" "" "" +OBSERVED "" -7.329999999965366 18.429323887659596 3925.3299 4069.9256 110.68313335901863 4069.9256 4565.6822 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 139.644187407769 3582.4316 4069.9256 +CMFGEN 1.04 -7.329999999965366 19.201921416349656 3925.3299 4069.9256 -331.2223603355131 4069.9256 4565.6822 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 220.56916364489476 3582.4316 4069.9256 +CMFGEN 1.02 -7.329999999965366 25.33575783522634 3925.3299 4069.9256 -459.93868566405183 4069.9256 4565.6822 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 189.78296383899618 3582.4316 4069.9256 +CMFGEN 1.4 -7.329999999965366 27.274745219796998 3925.3299 4069.9256 -563.8751316100092 4069.9256 4565.6822 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 164.60321477943896 3582.4316 4069.9256 +CMFGEN 1.7 -7.329999999965366 17.899641597106623 3925.3299 4069.9256 -290.1820951482695 4069.9256 4565.6822 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007A 64.797512210003 3582.4316 4069.9256 +OBSERVED "" 84.79000000000087 59.831928707006455 3940.8548 4018.926 415.29961471453635 4018.926 4640.4928 368.7988925302708 4640.4928 5325.1171 77.25966538193484 5235.035 5502.2787 226.4288531501336 5589.3581 5871.6155 420.1743607179585 5871.6155 6493.1823 753.7034540049574 7766.3432 8676.1729 2007N "" "" "" +CMFGEN 1.04 84.79000000000087 -5.821656452764103 3940.8548 4018.926 263.8325397445392 4018.926 4640.4928 227.51435213347946 4640.4928 5325.1171 -0.9053506498683476 5235.035 5502.2787 97.77055384929885 5589.3581 5871.6155 184.48273464350353 5871.6155 6493.1823 316.9311395280617 7766.3432 8676.1729 2007N "" "" "" +CMFGEN 1.02 84.79000000000087 -6.956975772952314 3940.8548 4018.926 232.25531370466376 4018.926 4640.4928 290.31682530798037 4640.4928 5325.1171 -35.3558708621817 5235.035 5502.2787 77.28756386347256 5589.3581 5871.6155 158.83331976722218 5871.6155 6493.1823 464.1179122109467 7766.3432 8676.1729 2007N "" "" "" +CMFGEN 1.4 84.79000000000087 -6.060391050444273 3940.8548 4018.926 243.90531540753432 4018.926 4640.4928 301.303037208001 4640.4928 5325.1171 -28.93777049082692 5235.035 5502.2787 64.86048122625628 5589.3581 5871.6155 171.6314109529106 5871.6155 6493.1823 476.0361667697679 7766.3432 8676.1729 2007N "" "" "" +CMFGEN 1.7 84.79000000000087 -6.19206361551009 3940.8548 4018.926 257.9877810158757 4018.926 4640.4928 258.082713947501 4640.4928 5325.1171 -2.816219040870053 5235.035 5502.2787 132.11280185656955 5589.3581 5871.6155 194.37284929931388 5871.6155 6493.1823 271.0421265987884 7766.3432 8676.1729 2007N "" "" "" +OBSERVED "" 32.85000000005675 -0.2631420883494919 3994.9041 4000.9096 356.90180177658294 3994.9041 4604.46 413.54929349046245 4604.46 5511.2869 33.8140250219932 5295.0897 5511.2869 87.17918644665878 5568.3389 5952.6894 221.00143001009792 5952.6894 6559.2425 584.2678265173296 7757.335 8748.2386 2007N "" "" "" +CMFGEN 1.04 32.85000000005675 0.0007016631819615441 3994.9041 4000.9096 41.844727044885765 3994.9041 4604.46 127.5180754438025 4604.46 5511.2869 12.093849564866247 5295.0897 5511.2869 -69.50222215466101 5568.3389 5952.6894 -29.98138968726785 5952.6894 6559.2425 103.21672190913435 7757.335 8748.2386 2007N "" "" "" +CMFGEN 1.02 32.85000000005675 0.0008110206316319275 3994.9041 4000.9096 -28.254329679538817 3994.9041 4604.46 201.84200348677388 4604.46 5511.2869 18.32565277150059 5295.0897 5511.2869 -41.4432472105841 5568.3389 5952.6894 9.434868628670046 5952.6894 6559.2425 26.258875030766475 7757.335 8748.2386 2007N "" "" "" +CMFGEN 1.4 32.85000000005675 0.0005779695607275403 3994.9041 4000.9096 -26.00735465567122 3994.9041 4604.46 216.048256575352 4604.46 5511.2869 21.915212683561894 5295.0897 5511.2869 -47.02827808899238 5568.3389 5952.6894 -23.3759710905654 5952.6894 6559.2425 -28.916209714165042 7757.335 8748.2386 2007N "" "" "" +CMFGEN 1.7 32.85000000005675 0.0001192468211774022 3994.9041 4000.9096 -4.903352568169042 3994.9041 4604.46 165.35230996073403 4604.46 5511.2869 16.305949289768673 5295.0897 5511.2869 -6.212256590795665 5568.3389 5952.6894 68.45853450677703 5952.6894 6559.2425 114.09011928195285 7757.335 8748.2386 2007N "" "" "" +OBSERVED "" 5.870000000075379 "" "" "" "" "" "" 349.13836852739166 4598.2981 5495.2334 27.74689486943082 5277.9037 5618.9072 26.846275273474514 5618.9072 5905.8785 141.7025317526722 5905.8785 6491.8282 372.10152487821847 7810.215 8566.6664 2007N "" "" "" +CMFGEN 1.04 5.870000000075379 "" "" "" "" "" "" 649.0946482924714 4598.2981 5495.2334 90.1718893478541 5277.9037 5618.9072 -15.911409038793288 5618.9072 5905.8785 152.61198456638783 5905.8785 6491.8282 102.481938525168 7810.215 8566.6664 2007N "" "" "" +CMFGEN 1.02 5.870000000075379 "" "" "" "" "" "" 543.9673516511822 4598.2981 5495.2334 126.735664808958 5277.9037 5618.9072 4.533581265738662 5618.9072 5905.8785 113.28547223154399 5905.8785 6491.8282 91.65236750231777 7810.215 8566.6664 2007N "" "" "" +CMFGEN 1.4 5.870000000075379 "" "" "" "" "" "" 516.0557578393083 4598.2981 5495.2334 56.75978243954556 5277.9037 5618.9072 27.422745777152116 5618.9072 5905.8785 52.39317414687035 5905.8785 6491.8282 48.295848221412655 7810.215 8566.6664 2007N "" "" "" +CMFGEN 1.7 5.870000000075379 "" "" "" "" "" "" 333.89936128377093 4598.2981 5495.2334 32.839154158454704 5277.9037 5618.9072 -30.955533548023023 5618.9072 5905.8785 111.500215761768 5905.8785 6491.8282 147.0070279510753 7810.215 8566.6664 2007N "" "" "" +OBSERVED "" 7.8500000000567525 4.126339641551806 3981.1594 4003.9885 300.11401352812845 3981.1594 4607.9222 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 226.93578673883383 3595.1399 3981.1594 +CMFGEN 1.04 7.8500000000567525 0.1439751341436402 3981.1594 4003.9885 -691.304348437618 3981.1594 4607.9222 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 66.15631612490269 3595.1399 3981.1594 +CMFGEN 1.02 7.8500000000567525 0.15431883096034196 3981.1594 4003.9885 -915.2898331197197 3981.1594 4607.9222 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N 1.7273484101979513 3595.1399 3981.1594 +CMFGEN 1.4 7.8500000000567525 0.13201424786642682 3981.1594 4003.9885 -1017.1162253783559 3981.1594 4607.9222 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N -28.533923644719074 3595.1399 3981.1594 +CMFGEN 1.7 7.8500000000567525 0.09705243455880966 3981.1594 4003.9885 -565.9796695920768 3981.1594 4607.9222 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007N -62.30273203989561 3595.1399 3981.1594 +OBSERVED "" 19.859999999833235 5.249191329804885 3997.9069 4015.9233 351.1576870389629 3997.9069 4595.4518 436.6508076082488 4595.4518 5502.2787 43.706613924314986 5292.087 5502.2787 9.806061598665599 5679.4402 5811.5607 221.77578541698313 5811.5607 6508.196 494.1729163830354 7766.3432 8652.151 2007N "" "" "" +CMFGEN 1.04 19.859999999833235 -0.1110156033039201 3997.9069 4015.9233 67.54185963643944 3997.9069 4595.4518 180.75084069767036 4595.4518 5502.2787 0.13602593960311457 5292.087 5502.2787 -16.335903674121184 5679.4402 5811.5607 45.54067430780544 5811.5607 6508.196 -3.1148440649816145 7766.3432 8652.151 2007N "" "" "" +CMFGEN 1.02 19.859999999833235 0.045956083763883854 3997.9069 4015.9233 -190.0074283849329 3997.9069 4595.4518 -7.065996857650418 4595.4518 5502.2787 52.54723153534894 5292.087 5502.2787 -5.551662265684245 5679.4402 5811.5607 54.36730477537115 5811.5607 6508.196 -28.96552263926597 7766.3432 8652.151 2007N "" "" "" +CMFGEN 1.4 19.859999999833235 0.10729196406191782 3997.9069 4015.9233 -926.5364484588129 3997.9069 4595.4518 526.4675266924805 4595.4518 5502.2787 41.284057372207414 5292.087 5502.2787 3.438741217100921 5679.4402 5811.5607 85.99609452260091 5811.5607 6508.196 63.299131204633646 7766.3432 8652.151 2007N "" "" "" +CMFGEN 1.7 19.859999999833235 -0.046713526093154475 3997.9069 4015.9233 27.274729343231623 3997.9069 4595.4518 100.05735272306863 4595.4518 5502.2787 3.1277268206822675 5292.087 5502.2787 -4.880184514077207 5679.4402 5811.5607 96.57761199447005 5811.5607 6508.196 -475.9694329090679 7766.3432 8652.151 2007N "" "" "" +OBSERVED "" 0.690000000220607 5.612237237395063 3978.9621 4062.9558 96.58810236168124 4062.9558 4482.9242 142.7992496637423 4515.9217 5118.8764 70.21225791172239 5199.8703 5583.8414 11.085200505066489 5583.8414 5880.8191 63.99325916174874 5880.8191 6300.7875 114.8625983179516 7872.6693 8502.622 2007S "" "" "" +CMFGEN 1.04 0.690000000220607 2.6225372932311086 3978.9621 4062.9558 -183.679334274729 4062.9558 4482.9242 218.23420410360364 4515.9217 5118.8764 174.71051897310213 5199.8703 5583.8414 -38.08655170460663 5583.8414 5880.8191 78.7883397733335 5880.8191 6300.7875 65.11485374972469 7872.6693 8502.622 2007S "" "" "" +CMFGEN 1.02 0.690000000220607 5.323065488723474 3978.9621 4062.9558 -226.25708737570676 4062.9558 4482.9242 263.64250815418694 4515.9217 5118.8764 196.49126352350623 5199.8703 5583.8414 -23.8596157016878 5583.8414 5880.8191 62.77076567199727 5880.8191 6300.7875 49.0035586267903 7872.6693 8502.622 2007S "" "" "" +CMFGEN 1.4 0.690000000220607 6.641688100336747 3978.9621 4062.9558 -274.5577432934252 4062.9558 4482.9242 200.60566880689902 4515.9217 5118.8764 154.87844056213945 5199.8703 5583.8414 26.265873344251375 5583.8414 5880.8191 13.301848496850216 5880.8191 6300.7875 20.83369623662117 7872.6693 8502.622 2007S "" "" "" +CMFGEN 1.7 0.690000000220607 4.152322394612237 3978.9621 4062.9558 169.53590685546826 4062.9558 4482.9242 306.92233523577465 4515.9217 5118.8764 10.385359686342984 5199.8703 5583.8414 -63.523229368747984 5583.8414 5880.8191 92.67862089617108 5880.8191 6300.7875 79.34115667577608 7872.6693 8502.622 2007S "" "" "" +OBSERVED "" 34.57999999988533 3.375436962958554 3961.418 4009.2905 253.30993074041925 3961.418 4631.6338 393.0512311723179 4631.6338 5529.2442 25.731504567869926 5283.8974 5529.2442 57.384006091093276 5559.1646 5879.3123 305.39483456359767 5879.3123 6564.4883 378.4795604639636 7740.358 8637.9684 2007S 81.80347315309486 3728.0392 3961.418 +CMFGEN 1.04 34.57999999988533 -0.2905936972833312 3961.418 4009.2905 26.01747814626048 3961.418 4631.6338 99.06272531342488 4631.6338 5529.2442 12.674108454154004 5283.8974 5529.2442 5.810366698546929 5559.1646 5879.3123 97.44523769052783 5879.3123 6564.4883 123.80737055136595 7740.358 8637.9684 2007S -20.709996923759125 3728.0392 3961.418 +CMFGEN 1.02 34.57999999988533 1.0312621591032194 3961.418 4009.2905 -70.73719142882739 3961.418 4631.6338 176.26113989639077 4631.6338 5529.2442 17.877177551769307 5283.8974 5529.2442 10.454246924992193 5559.1646 5879.3123 82.50794132622838 5879.3123 6564.4883 150.65556401454097 7740.358 8637.9684 2007S -41.47825185780456 3728.0392 3961.418 +CMFGEN 1.4 34.57999999988533 1.1925825637153844 3961.418 4009.2905 -96.16735351897755 3961.418 4631.6338 191.6386875450118 4631.6338 5529.2442 21.671035206790197 5283.8974 5529.2442 24.287849276098278 5559.1646 5879.3123 92.43178791517249 5879.3123 6564.4883 136.7663267202424 7740.358 8637.9684 2007S -66.90836228763393 3728.0392 3961.418 +CMFGEN 1.7 34.57999999988533 0.20541444591631644 3961.418 4009.2905 -31.886489606781428 3961.418 4631.6338 142.49865309532453 4631.6338 5529.2442 14.800952613166299 5283.8974 5529.2442 5.610849269406542 5559.1646 5879.3123 76.29188625149746 5879.3123 6564.4883 126.9814652661612 7740.358 8637.9684 2007S -20.708416855499244 3728.0392 3961.418 +OBSERVED "" 6.659999999959837 20.07828611165463 3903.9677 4074.9549 119.59440229632428 4074.9549 4539.9199 193.05654436949447 4539.9199 5208.8696 67.86024443909236 5208.8696 5601.8401 17.697794520376426 5601.8401 5877.8193 144.56475938306 5877.8193 6561.7679 182.4960974723118 7881.6686 8616.6134 2007S "" "" "" +CMFGEN 1.04 6.659999999959837 30.548094747035037 3903.9677 4074.9549 -282.86898529445267 4074.9549 4539.9199 314.8081463685736 4539.9199 5208.8696 167.03239925001637 5208.8696 5601.8401 -25.62134186677084 5601.8401 5877.8193 172.30769045699697 5877.8193 6561.7679 57.938001005797325 7881.6686 8616.6134 2007S "" "" "" +CMFGEN 1.02 6.659999999959837 38.00247471963964 3903.9677 4074.9549 -374.68235423118017 4074.9549 4539.9199 188.13953738051154 4539.9199 5208.8696 191.51811439386512 5208.8696 5601.8401 -8.27938937140232 5601.8401 5877.8193 137.1931092854318 5877.8193 6561.7679 52.21934862959519 7881.6686 8616.6134 2007S "" "" "" +CMFGEN 1.4 6.659999999959837 40.19920395866094 3903.9677 4074.9549 -460.32290598840063 4074.9549 4539.9199 69.16908878075054 4539.9199 5208.8696 136.19849507989989 5208.8696 5601.8401 26.3818652418081 5601.8401 5877.8193 87.1415761015109 5877.8193 6561.7679 -1.83369963108842 7881.6686 8616.6134 2007S "" "" "" +CMFGEN 1.7 6.659999999959837 26.83914815287428 3903.9677 4074.9549 -95.94819869327947 4074.9549 4539.9199 404.35625769691717 4539.9199 5208.8696 26.11024510366558 5208.8696 5601.8401 -41.272213347305915 5601.8401 5877.8193 139.97065110570065 5877.8193 6561.7679 71.095192933981 7881.6686 8616.6134 2007S "" "" "" +OBSERVED "" 12.659999999959837 16.54286558012226 3954.9639 4068.9553 199.4383338958472 3954.9639 4551.919 232.95667385126015 4551.919 5217.8689 19.144037977987043 5217.8689 5502.8475 51.54907271009844 5553.8437 5862.8204 161.20803528054617 5862.8204 6561.7679 211.20110829713644 7908.6666 8709.6064 2007S "" "" "" +CMFGEN 1.04 12.659999999959837 8.014493760104907 3954.9639 4068.9553 -553.6608043050841 3954.9639 4551.919 283.8690421148963 4551.919 5217.8689 133.0854456934548 5217.8689 5502.8475 -63.6822841667093 5553.8437 5862.8204 186.07052795049935 5862.8204 6561.7679 11.79317416131616 7908.6666 8709.6064 2007S "" "" "" +CMFGEN 1.02 12.659999999959837 12.987353530998563 3954.9639 4068.9553 -643.5369567150361 3954.9639 4551.919 164.84795880592492 4551.919 5217.8689 110.33163206974228 5217.8689 5502.8475 -70.58322145357981 5553.8437 5862.8204 148.1675832507043 5862.8204 6561.7679 33.3535344140726 7908.6666 8709.6064 2007S "" "" "" +CMFGEN 1.4 12.659999999959837 14.915672885294542 3954.9639 4068.9553 -699.618115753564 3954.9639 4551.919 43.350093381642566 4551.919 5217.8689 94.61993598374106 5217.8689 5502.8475 -6.672970298735693 5553.8437 5862.8204 92.21841815934646 5862.8204 6561.7679 -41.51935131614621 7908.6666 8709.6064 2007S "" "" "" +CMFGEN 1.7 12.659999999959837 9.643056460644518 3954.9639 4068.9553 -72.46081264151414 3954.9639 4551.919 398.0336042031871 4551.919 5217.8689 -96.1223208358787 5217.8689 5502.8475 -102.21903320804533 5553.8437 5862.8204 156.30945705922556 5862.8204 6561.7679 11.260940861070655 7908.6666 8709.6064 2007S "" "" "" +OBSERVED "" -12.230000000170548 2.5582922746420373 3946.1301 4000.0366 115.76809171446621 3946.1301 4545.3211 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 9.04780722045604 3784.4107 3946.1301 +CMFGEN 1.04 -12.230000000170548 1.810331444114418 3946.1301 4000.0366 -535.5223838327992 3946.1301 4545.3211 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 20.434618082410594 3784.4107 3946.1301 +CMFGEN 1.02 -12.230000000170548 1.7377131780531652 3946.1301 4000.0366 -604.4719664227068 3946.1301 4545.3211 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 15.409115578754164 3784.4107 3946.1301 +CMFGEN 1.4 -12.230000000170548 1.4252670926630533 3946.1301 4000.0366 -651.2373482106348 3946.1301 4545.3211 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 12.439639912856885 3784.4107 3946.1301 +CMFGEN 1.7 -12.230000000170548 1.0044532056863402 3946.1301 4000.0366 -13.917859626093758 3946.1301 4545.3211 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007S 1.3427706385390439 3784.4107 3946.1301 +OBSERVED "" -0.32000000002153683 8.162164037740329 3981.9619 4062.9558 104.49716092859815 4062.9558 4488.9237 130.54327210295213 4509.9222 5109.8771 77.71670786816468 5214.8692 5682.834 12.21722352600069 5682.834 5877.8193 234.48306988028418 5877.8193 6564.7677 112.43998351070579 7803.6745 8514.621 2007S "" "" "" +CMFGEN 1.04 -0.32000000002153683 2.197529336827517 3981.9619 4062.9558 -198.41929314855986 4062.9558 4488.9237 218.32987477282853 4509.9222 5109.8771 118.05044408599885 5214.8692 5682.834 -0.5568783632240487 5682.834 5877.8193 172.2882986946356 5877.8193 6564.7677 105.98242888638443 7803.6745 8514.621 2007S "" "" "" +CMFGEN 1.02 -0.32000000002153683 4.79523116597546 3981.9619 4062.9558 -244.3307958479233 4062.9558 4488.9237 265.5818301698745 4509.9222 5109.8771 132.3393674936878 5214.8692 5682.834 7.179246149871127 5682.834 5877.8193 137.08696951777466 5877.8193 6564.7677 88.88508028063359 7803.6745 8514.621 2007S "" "" "" +CMFGEN 1.4 -0.32000000002153683 6.022293237763252 3981.9619 4062.9558 -297.0804485469525 4062.9558 4488.9237 216.69728172748714 4509.9222 5109.8771 20.253394822993897 5214.8692 5682.834 5.693282971529372 5682.834 5877.8193 87.35031853319342 5877.8193 6564.7677 57.276316850062905 7803.6745 8514.621 2007S "" "" "" +CMFGEN 1.7 -0.32000000002153683 3.735186649445663 3981.9619 4062.9558 154.05555301398098 4062.9558 4488.9237 313.5780432147603 4509.9222 5109.8771 4.279902080965279 5214.8692 5682.834 -3.647566903491057 5682.834 5877.8193 139.21082596350067 5877.8193 6564.7677 150.99704848628463 7803.6745 8514.621 2007S "" "" "" +OBSERVED "" 34.2600000000748 -0.20730545047459606 3960.8434 4000.1669 289.7384927875622 3960.8434 4608.1683 426.73915386757744 4608.1683 5548.9069 27.575233059081693 5297.8416 5548.9069 61.91388519777301 5551.9318 5821.1464 253.07233699275554 5821.1464 6495.6952 455.1896185185584 7732.8723 8776.4569 2007af "" "" "" +CMFGEN 1.04 34.2600000000748 -0.20230711925263944 3960.8434 4000.1669 39.61475674587798 3960.8434 4608.1683 140.69742437412123 4608.1683 5548.9069 15.38568248838759 5297.8416 5548.9069 8.672875342040147 5551.9318 5821.1464 130.32053684919205 5821.1464 6495.6952 96.9531955187625 7732.8723 8776.4569 2007af "" "" "" +CMFGEN 1.02 34.2600000000748 0.6164991537261937 3960.8434 4000.1669 -40.688084709961146 3960.8434 4608.1683 213.94249179133357 4608.1683 5548.9069 16.895279906006433 5297.8416 5548.9069 8.744658823069717 5551.9318 5821.1464 108.23407531591869 5821.1464 6495.6952 50.408886536634746 7732.8723 8776.4569 2007af "" "" "" +CMFGEN 1.4 34.2600000000748 0.7090764783395296 3960.8434 4000.1669 -58.00368182145263 3960.8434 4608.1683 228.62949377422433 4608.1683 5548.9069 18.849152515426194 5297.8416 5548.9069 17.77816987040757 5551.9318 5821.1464 102.97364940360416 5821.1464 6495.6952 -13.20217196643403 7732.8723 8776.4569 2007af "" "" "" +CMFGEN 1.7 34.2600000000748 0.16089720972705102 3960.8434 4000.1669 -14.407886395220746 3960.8434 4608.1683 181.59182540046595 4608.1683 5548.9069 18.005755487600858 5297.8416 5548.9069 7.617352149166206 5551.9318 5821.1464 110.12911138026148 5821.1464 6495.6952 106.67502294478093 7732.8723 8776.4569 2007af "" "" "" +OBSERVED "" 4.180000000000291 25.64318214880651 3936.97 4093.776 158.1792712802078 3936.97 4549.1165 188.76844595356636 4549.1165 5224.5885 91.60718822832614 5224.5885 5604.5415 24.14166463624668 5604.5415 5869.9055 119.90243562978154 5869.9055 6337.3081 237.8042110631944 7872.1976 8595.9176 2007af 107.88924109328049 3665.575 3936.97 +CMFGEN 1.04 4.180000000000291 15.5932391604874 3936.97 4093.776 -551.8099759602442 3936.97 4549.1165 266.70757136863284 4549.1165 5224.5885 150.06014503065504 5224.5885 5604.5415 -23.767717313274638 5604.5415 5869.9055 109.67202640274984 5869.9055 6337.3081 65.10012210753888 7872.1976 8595.9176 2007af 20.151503862529584 3665.575 3936.97 +CMFGEN 1.02 4.180000000000291 26.669387445474822 3936.97 4093.776 -623.3724861518858 3936.97 4549.1165 159.1660368325856 4549.1165 5224.5885 177.87318476910804 5224.5885 5604.5415 -7.2636322518207015 5604.5415 5869.9055 83.38775239665415 5869.9055 6337.3081 56.39835543024671 7872.1976 8595.9176 2007af -5.291492344727075 3665.575 3936.97 +CMFGEN 1.4 4.180000000000291 31.64457310146814 3936.97 4093.776 -667.2574889551223 3936.97 4549.1165 43.254849705982394 4549.1165 5224.5885 120.22255346834042 5224.5885 5604.5415 24.57564535901331 5604.5415 5869.9055 16.291329677830365 5869.9055 6337.3081 7.517274714897656 7872.1976 8595.9176 2007af -13.477968488332897 3665.575 3936.97 +CMFGEN 1.7 4.180000000000291 21.991069443813466 3936.97 4093.776 -35.60948805495205 3936.97 4549.1165 407.28352914095206 4549.1165 5224.5885 27.387548760612674 5224.5885 5604.5415 -36.55222999846148 5604.5415 5869.9055 114.93309811529481 5869.9055 6337.3081 80.20720732312412 7872.1976 8595.9176 2007af -59.43574451496406 3665.575 3936.97 +OBSERVED "" 4.2000000000189175 "" "" "" "" "" "" "" "" "" 90.64789594646818 5221.2038 5596.2379 22.813708539862596 5596.2379 5874.4889 117.39760507512031 5874.4889 6316.0613 261.24919724749594 7876.687 8587.437 2007af "" "" "" +CMFGEN 1.04 4.2000000000189175 "" "" "" "" "" "" "" "" "" 154.88257717846835 5221.2038 5596.2379 -28.81091928484891 5596.2379 5874.4889 89.82689501163895 5874.4889 6316.0613 62.31449698814917 7876.687 8587.437 2007af "" "" "" +CMFGEN 1.02 4.2000000000189175 "" "" "" "" "" "" "" "" "" 180.77409577916987 5221.2038 5596.2379 -12.63224220583487 5596.2379 5874.4889 72.05803513892496 5874.4889 6316.0613 53.940273938370126 7876.687 8587.437 2007af "" "" "" +CMFGEN 1.4 4.2000000000189175 "" "" "" "" "" "" "" "" "" 130.6249744549049 5221.2038 5596.2379 26.328714245076295 5596.2379 5874.4889 14.136862195132416 5874.4889 6316.0613 7.549437860847483 7876.687 8587.437 2007af "" "" "" +CMFGEN 1.7 4.2000000000189175 "" "" "" "" "" "" "" "" "" 25.155051100438907 5221.2038 5596.2379 -45.58535903133252 5596.2379 5874.4889 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5543.745 62.879904228791695 5552.792 5875.4707 143.60326262912932 5875.4707 6400.2005 328.2795124204793 7886.935 8686.0925 2007af 93.25410108413239 3680.0494 3948.4457 +CMFGEN 1.04 11.200000000018917 8.530238331171978 3948.4457 4147.4811 -721.1924440823336 3948.4457 4596.8187 175.29334241185995 4596.8187 5245.1918 125.01173259159204 5245.1918 5543.745 -69.06195079498893 5552.792 5875.4707 141.99327138982676 5875.4707 6400.2005 27.763692809547567 7886.935 8686.0925 2007af 32.65652173045418 3680.0494 3948.4457 +CMFGEN 1.02 11.200000000018917 29.947178698142597 3948.4457 4147.4811 -901.8105887001415 3948.4457 4596.8187 85.72317493599253 4596.8187 5245.1918 132.9418475941651 5245.1918 5543.745 -75.30722921068259 5552.792 5875.4707 105.13337047267342 5875.4707 6400.2005 48.079708384042156 7886.935 8686.0925 2007af 11.705648237809635 3680.0494 3948.4457 +CMFGEN 1.4 11.200000000018917 45.41308403171725 3948.4457 4147.4811 -977.6517543866684 3948.4457 4596.8187 -39.021491829530376 4596.8187 5245.1918 88.5912233683116 5245.1918 5543.745 -7.467747824158224 5552.792 5875.4707 24.512251246701346 5875.4707 6400.2005 -25.769414796256576 7886.935 8686.0925 2007af 3.7390189519323456 3680.0494 3948.4457 +CMFGEN 1.7 11.200000000018917 31.652307641429733 3948.4457 4147.4811 -451.1858072703778 3948.4457 4596.8187 362.4039832350222 4596.8187 5245.1918 -25.078198107386935 5245.1918 5543.745 -112.31343264875215 5552.792 5875.4707 132.5970913795576 5875.4707 6400.2005 45.49151783158435 7886.935 8686.0925 2007af -48.9597550306809 3680.0494 3948.4457 +OBSERVED "" -10.73000000014872 "" "" "" "" "" "" 131.44206114172476 4506.71 5081.3954 80.73924591625975 5163.9652 5606.539 28.212587786849184 5606.539 5920.304 106.56587025872848 5920.304 6277.0053 245.6956206813657 7726.9301 8506.3885 2007af "" "" "" +CMFGEN 1.04 -10.73000000014872 "" "" "" "" "" "" 206.04120890301834 4506.71 5081.3954 186.18588340433973 5163.9652 5606.539 -20.625627590836512 5606.539 5920.304 51.38699103848571 5920.304 6277.0053 175.82347728553663 7726.9301 8506.3885 2007af "" "" "" +CMFGEN 1.02 -10.73000000014872 "" "" "" "" "" "" 253.96592696926731 4506.71 5081.3954 228.01755389223746 5163.9652 5606.539 0.14017409036352463 5606.539 5920.304 40.71473402336772 5920.304 6277.0053 147.23525541365711 7726.9301 8506.3885 2007af "" "" "" +CMFGEN 1.4 -10.73000000014872 "" "" "" "" "" "" 254.5690203872431 4506.71 5081.3954 169.8241226631101 5163.9652 5606.539 32.278747855947636 5606.539 5920.304 7.947632881877575 5920.304 6277.0053 117.12228778542499 7726.9301 8506.3885 2007af "" "" "" +CMFGEN 1.7 -10.73000000014872 "" "" "" "" "" "" 297.71897170864736 4506.71 5081.3954 17.054890468547576 5163.9652 5606.539 -40.79298854996757 5606.539 5920.304 60.54897323024654 5920.304 6277.0053 248.48383860043637 7726.9301 8506.3885 2007af "" "" "" +OBSERVED "" -10.719999999906577 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 109.1030753108381 5926.8165 6354.6559 286.6545160991162 7729.1322 8497.2219 2007af "" "" "" 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"" "" "" "" "" "" "" "" "" "" "" "" 2007af -39.534410612338576 3512.9382 3924.802 +CMFGEN 1.02 -10.750000000167347 24.398861035233463 3924.802 4066.9681 -358.40012202303717 3924.802 4503.9201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af -106.52009576937962 3512.9382 3924.802 +CMFGEN 1.4 -10.750000000167347 26.01983658303828 3924.802 4066.9681 -372.6554332316394 3924.802 4503.9201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af -160.538816176805 3512.9382 3924.802 +CMFGEN 1.7 -10.750000000167347 17.079941368395378 3924.802 4066.9681 265.0519553345975 3924.802 4503.9201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007af -61.30978717582222 3512.9382 3924.802 +OBSERVED "" 57.130000000186556 0.21405373082055232 3991.8402 4003.9001 309.309044179973 3991.8402 4624.9855 405.7397848658661 4624.9855 5541.5389 14.98749606616145 5297.3256 5541.5389 109.5672101827226 5556.6137 5858.1115 251.3194822597163 5858.1115 6527.4367 567.3373721758353 7730.4129 8782.6402 2007af 105.54665478750871 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7730.4129 8782.6402 2007af -10.323158201348194 3708.4322 3991.8402 +CMFGEN 1.7 57.130000000186556 0.018605146976573964 3991.8402 4003.9001 143.78893210155596 3991.8402 4624.9855 126.85637460771416 4624.9855 5541.5389 18.48975264623343 5297.3256 5541.5389 108.91278675685311 5556.6137 5858.1115 189.3513366417835 5858.1115 6527.4367 202.25257943692188 7730.4129 8782.6402 2007af 43.54455171871861 3708.4322 3991.8402 +OBSERVED "" -4.7900000002046 24.720247759250398 3941.55 4094.5343 143.66521168375698 3941.55 4518.4666 124.32156466381267 4518.4666 5104.599 77.49188199921883 5187.5423 5541.4336 21.545349107493614 5648.3382 5948.7772 101.4110119585378 5948.7772 6304.5117 108.09168440491369 7609.4858 8512.6459 2007af "" "" "" +CMFGEN 1.04 -4.7900000002046 13.6332441383478 3941.55 4094.5343 -435.2568024628192 3941.55 4518.4666 208.91593125231208 4518.4666 5104.599 171.38436961645732 5187.5423 5541.4336 4.28816722854961 5648.3382 5948.7772 53.59762987634361 5948.7772 6304.5117 306.2646813996698 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4.139999999853899 12.24515187944189 3954.9759 4065.5819 -524.9078461628103 3954.9759 4531.9208 220.2488160322988 4531.9208 5189.5782 206.19517261340798 5189.5782 5620.0449 -2.5182010079194876 5620.0449 5838.2676 84.17979434703409 5838.2676 6304.6064 40.2361351623457 7912.8777 8540.6416 2007ca -19.96175911506431 3629.1366 3954.9759 +CMFGEN 1.4 4.139999999853899 13.846756754906249 3954.9759 4065.5819 -564.7867791634642 3954.9759 4531.9208 113.92790426650738 4531.9208 5189.5782 137.8456726404185 5189.5782 5620.0449 17.969273401307287 5620.0449 5838.2676 19.48889741980598 5838.2676 6304.6064 3.260433901485147 7912.8777 8540.6416 2007ca -36.44221303617944 3629.1366 3954.9759 +CMFGEN 1.7 4.139999999853899 8.952022591486447 3954.9759 4065.5819 76.32223362001108 3954.9759 4531.9208 367.2070005480301 4531.9208 5189.5782 14.556692831778058 5189.5782 5620.0449 -21.624883501010512 5620.0449 5838.2676 123.74746902090348 5838.2676 6304.6064 53.59677018441932 7912.8777 8540.6416 2007ca -69.9137699771361 3629.1366 3954.9759 +OBSERVED "" 26.630000000113796 "" "" "" "" "" "" "" "" "" 29.7723109504687 5293.4397 5542.179 48.261207668945616 5550.0755 5854.0901 249.5165980152955 5854.0901 6529.2396 430.10580914956824 7749.2465 8641.5492 2007hj "" "" "" +CMFGEN 1.04 26.630000000113796 "" "" "" "" "" "" "" "" "" 8.172563658648786 5293.4397 5542.179 -6.821347799552613 5550.0755 5854.0901 120.7931957727366 5854.0901 6529.2396 60.87712887358932 7749.2465 8641.5492 2007hj "" "" "" +CMFGEN 1.02 26.630000000113796 "" "" "" "" "" "" "" "" "" 16.67063708398152 5293.4397 5542.179 12.564123577941812 5550.0755 5854.0901 103.63893684989922 5854.0901 6529.2396 -3.1711780635225146 7749.2465 8641.5492 2007hj "" "" "" +CMFGEN 1.4 26.630000000113796 "" "" "" "" "" "" "" "" "" 14.232137459724091 5293.4397 5542.179 38.675446626441044 5550.0755 5854.0901 102.948088092777 5854.0901 6529.2396 -263.76484288202965 7749.2465 8641.5492 2007hj "" "" "" +CMFGEN 1.7 26.630000000113796 "" "" "" "" "" "" "" "" "" 15.950753101830317 5293.4397 5542.179 2.662228547613427 5550.0755 5854.0901 103.86661640721381 5854.0901 6529.2396 83.7838379858855 7749.2465 8641.5492 2007hj "" "" "" +OBSERVED "" 11.760000000002037 12.053595743332927 3955.7082 4054.3354 302.20999103608153 3955.7082 4604.2566 358.38705723484816 4604.2566 5438.1046 2.6254142745021216 5288.6695 5500.8673 72.61221766874166 5554.664 5898.3647 188.60436783051279 5898.3647 6475.1843 467.6252614648808 7682.6201 8743.6094 2007hj 99.29570636241675 3656.838 3955.7082 +CMFGEN 1.04 11.760000000002037 6.837329801235134 3955.7082 4054.3354 -728.1461294101782 3955.7082 4604.2566 476.69183723735716 4604.2566 5438.1046 72.92638311648956 5288.6695 5500.8673 -70.86405056002023 5554.664 5898.3647 155.67190407313672 5898.3647 6475.1843 215.3100918866139 7682.6201 8743.6094 2007hj 35.92227570035428 3656.838 3955.7082 +CMFGEN 1.02 11.760000000002037 9.229919761869267 3955.7082 4054.3354 -926.8029904863859 3955.7082 4604.2566 376.46679275674546 4604.2566 5438.1046 59.99886352180973 5288.6695 5500.8673 -74.25530811413817 5554.664 5898.3647 114.90933863273533 5898.3647 6475.1843 209.44989048032565 7682.6201 8743.6094 2007hj 2.312988772531331 3656.838 3955.7082 +CMFGEN 1.4 11.760000000002037 10.225800445454562 3955.7082 4054.3354 -1007.8699010118614 3955.7082 4604.2566 415.4086780535454 4604.2566 5438.1046 43.68668450214611 5288.6695 5500.8673 -2.159352828922647 5554.664 5898.3647 48.64187209563076 5898.3647 6475.1843 119.20219706136882 7682.6201 8743.6094 2007hj -9.13579632303271 3656.838 3955.7082 +CMFGEN 1.7 11.760000000002037 6.643634267583105 3955.7082 4054.3354 -504.0064053562611 3955.7082 4604.2566 361.9930788900409 4604.2566 5438.1046 -42.72988796663612 5288.6695 5500.8673 -122.81963870866706 5554.664 5898.3647 118.3327776181909 5898.3647 6475.1843 309.7973234262727 7682.6201 8743.6094 2007hj -59.031643225598835 3656.838 3955.7082 +OBSERVED "" 5.750000000225555 18.06400202251859 3947.8851 4052.6624 242.30490018669167 3947.8851 4585.5295 241.42513221133126 4585.5295 5253.1101 55.99801185224064 5253.1101 5630.3082 49.19722619269517 5630.3082 5917.6972 155.85315182211588 5917.6972 6351.7743 497.3583223977951 7734.8338 8698.7843 2007hj 102.86788687546402 3648.5216 3947.8851 +CMFGEN 1.04 5.750000000225555 8.7768118972849 3947.8851 4052.6624 -670.7500298741209 3947.8851 4585.5295 176.4251778824579 4585.5295 5253.1101 111.4576848724625 5253.1101 5630.3082 -8.678417665695232 5630.3082 5917.6972 97.60527628353407 5917.6972 6351.7743 152.4995727193095 7734.8338 8698.7843 2007hj 24.489870569132382 3648.5216 3947.8851 +CMFGEN 1.02 5.750000000225555 11.237910395000092 3947.8851 4052.6624 -825.8129771100314 3947.8851 4585.5295 90.97156093551041 4585.5295 5253.1101 145.6764970945132 5253.1101 5630.3082 10.19131945595105 5630.3082 5917.6972 65.25582231216954 5917.6972 6351.7743 162.5110868242911 7734.8338 8698.7843 2007hj -10.97776981663512 3648.5216 3947.8851 +CMFGEN 1.4 5.750000000225555 11.86606044108161 3947.8851 4052.6624 -895.8790846620955 3947.8851 4585.5295 -29.42946707722045 4585.5295 5253.1101 66.10778203743916 5253.1101 5630.3082 25.42125745148556 5630.3082 5917.6972 11.139537434163625 5917.6972 6351.7743 80.88392536110194 7734.8338 8698.7843 2007hj -22.97684168238173 3648.5216 3947.8851 +CMFGEN 1.7 5.750000000225555 7.742590936292211 3947.8851 4052.6624 -354.13328454751536 3947.8851 4585.5295 382.6141484065206 4585.5295 5253.1101 22.366514707879254 5253.1101 5630.3082 -23.4651155977436 5630.3082 5917.6972 86.38054674175842 5917.6972 6351.7743 240.60933157230494 7734.8338 8698.7843 2007hj -69.11186174655 3648.5216 3947.8851 +OBSERVED "" 26.599999999853026 1.5867276673286992 3970.0358 4008.0035 303.49032000821194 3970.0358 4612.7735 437.618273137771 4612.7735 5526.7085 31.05731900581104 5293.4788 5551.1163 "" "" "" "" "" "" "" "" "" 2007hj 116.7466092192208 3701.5505 3970.0358 +CMFGEN 1.04 26.599999999853026 0.05716169677530737 3970.0358 4008.0035 22.0556301685604 3970.0358 4612.7735 153.9097233323289 4612.7735 5526.7085 9.324727382449392 5293.4788 5551.1163 "" "" "" "" "" "" "" "" "" 2007hj -37.38356181349633 3701.5505 3970.0358 +CMFGEN 1.02 26.599999999853026 0.03990236807104826 3970.0358 4008.0035 -31.966518846579056 3970.0358 4612.7735 169.82450161371105 4612.7735 5526.7085 17.396733936905335 5293.4788 5551.1163 "" "" "" "" "" "" "" "" "" 2007hj -51.75697601514785 3701.5505 3970.0358 +CMFGEN 1.4 26.599999999853026 0.138861701293759 3970.0358 4008.0035 -36.17286999673663 3970.0358 4612.7735 157.7449110257182 4612.7735 5526.7085 13.646882497480872 5293.4788 5551.1163 "" "" "" "" "" "" "" "" "" 2007hj -82.96864014414655 3701.5505 3970.0358 +CMFGEN 1.7 26.599999999853026 -0.027783707478555367 3970.0358 4008.0035 -46.85926934842091 3970.0358 4612.7735 165.24554247017565 4612.7735 5526.7085 17.442769293733758 5293.4788 5551.1163 "" "" "" "" "" "" "" "" "" 2007hj -36.60662218251453 3701.5505 3970.0358 +OBSERVED "" 10.00999999983469 27.904965257801 3942.9113 4120.5806 199.17843015007418 3942.9113 4571.3833 233.091289585501 4571.3833 5205.1589 53.298648121075445 5205.1589 5581.7118 "" "" "" "" "" "" "" "" "" 2007jg 174.84322677701482 3555.7513 3942.9113 +CMFGEN 1.04 10.00999999983469 12.84967297690138 3942.9113 4120.5806 -619.7944654592156 3942.9113 4571.3833 299.7573270012962 4571.3833 5205.1589 172.48751791309132 5205.1589 5581.7118 "" "" "" "" "" "" "" "" "" 2007jg 4.522068829927793 3555.7513 3942.9113 +CMFGEN 1.02 10.00999999983469 29.574157245051307 3942.9113 4120.5806 -740.9956032059229 3942.9113 4571.3833 165.6183023160893 4571.3833 5205.1589 192.50940029917032 5205.1589 5581.7118 "" "" "" "" "" "" "" "" "" 2007jg -66.30020065116094 3555.7513 3942.9113 +CMFGEN 1.4 10.00999999983469 39.20653595888561 3942.9113 4120.5806 -800.600358464299 3942.9113 4571.3833 49.177283108347545 4571.3833 5205.1589 151.96450080522882 5205.1589 5581.7118 "" "" "" "" "" "" "" "" "" 2007jg -94.1348869111834 3555.7513 3942.9113 +CMFGEN 1.7 10.00999999983469 28.748954321410498 3942.9113 4120.5806 -223.31802813349347 3942.9113 4571.3833 354.03405407337004 4571.3833 5205.1589 14.067420008248678 5205.1589 5581.7118 "" "" "" "" "" "" "" "" "" 2007jg -90.59048711664838 3555.7513 3942.9113 +OBSERVED "" 10.049999999871943 "" "" "" "" "" "" "" "" "" 44.23399236814948 5195.2542 5581.3152 47.355028893822315 5581.3152 5894.0247 128.48628112782566 5894.0247 6330.2737 429.0639904786317 7577.2509 8631.1976 2007jg "" "" "" +CMFGEN 1.04 10.049999999871943 "" "" "" "" "" "" "" "" "" 178.33249875470113 5195.2542 5581.3152 -40.70491766887368 5581.3152 5894.0247 90.60541293940625 5894.0247 6330.2737 367.390100286962 7577.2509 8631.1976 2007jg "" "" "" +CMFGEN 1.02 10.049999999871943 "" "" "" "" "" "" "" "" "" 200.46449919699674 5195.2542 5581.3152 -26.885062582655465 5581.3152 5894.0247 68.97428703004945 5894.0247 6330.2737 353.7283257564868 7577.2509 8631.1976 2007jg "" "" "" +CMFGEN 1.4 10.049999999871943 "" "" "" "" "" "" "" "" "" 160.42916842960383 5195.2542 5581.3152 27.19702519104771 5581.3152 5894.0247 12.554599332458471 5894.0247 6330.2737 281.17936947641715 7577.2509 8631.1976 2007jg "" "" "" +CMFGEN 1.7 10.049999999871943 "" "" "" "" "" "" "" "" "" 5.072601642036264 5195.2542 5581.3152 -71.87245945851456 5581.3152 5894.0247 94.68310685393648 5894.0247 6330.2737 487.4765388950478 7577.2509 8631.1976 2007jg "" "" "" +OBSERVED "" 41.899999999965075 0.3698089381177142 3970.4468 4002.0962 307.42111291728486 3970.4468 4608.709 444.61184424652 4608.709 5542.3651 39.514191149387884 5297.0826 5560.8272 "" "" "" "" "" "" "" "" "" 2007jg 207.61914234453604 3543.1804 3970.4468 +CMFGEN 1.04 41.899999999965075 -0.06922078720281075 3970.4468 4002.0962 71.33474967067684 3970.4468 4608.709 120.18029780756567 4608.709 5542.3651 20.66627024166285 5297.0826 5560.8272 "" "" "" "" "" "" "" "" "" 2007jg 88.57845532938617 3543.1804 3970.4468 +CMFGEN 1.02 41.899999999965075 0.46957375362611153 3970.4468 4002.0962 15.599393789707129 3970.4468 4608.709 211.46361736624993 4608.709 5542.3651 13.890068844710266 5297.0826 5560.8272 "" "" "" "" "" "" "" "" "" 2007jg 59.08656184673415 3543.1804 3970.4468 +CMFGEN 1.4 41.899999999965075 0.6130276342641168 3970.4468 4002.0962 -7.130925676712565 3970.4468 4608.709 244.54381059418472 4608.709 5542.3651 22.136985788604726 5297.0826 5560.8272 "" "" "" "" "" "" "" "" "" 2007jg 46.56420621846476 3543.1804 3970.4468 +CMFGEN 1.7 41.899999999965075 0.22878951609766596 3970.4468 4002.0962 31.808046322661134 3970.4468 4608.709 148.55543473323632 4608.709 5542.3651 14.4469912962549 5297.0826 5560.8272 "" "" "" "" "" "" "" "" "" 2007jg 62.72928897933784 3543.1804 3970.4468 +OBSERVED "" 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 76.11848831622993 5563.9998 5859.8526 256.1409599695552 5859.8526 6503.1602 547.4871487489226 7714.0923 8598.2104 2007jg "" "" "" +CMFGEN 1.04 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 29.672786836985367 5563.9998 5859.8526 154.08215957361463 5859.8526 6503.1602 109.73090041076712 7714.0923 8598.2104 2007jg "" "" "" +CMFGEN 1.02 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 13.310424340123337 5563.9998 5859.8526 129.46756102230535 5859.8526 6503.1602 237.73391291670848 7714.0923 8598.2104 2007jg "" "" "" +CMFGEN 1.4 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 20.281032729520238 5563.9998 5859.8526 112.74021223275058 5859.8526 6503.1602 238.43604255746425 7714.0923 8598.2104 2007jg "" "" "" +CMFGEN 1.7 41.94000000000233 "" "" "" "" "" "" "" "" "" "" "" "" 21.01863644849354 5563.9998 5859.8526 150.7637785692013 5859.8526 6503.1602 183.5450393765987 7714.0923 8598.2104 2007jg "" "" "" +OBSERVED "" 15.04000000009546 6.246223413708012 3959.7634 4001.0968 274.15106041253335 3959.7634 4615.3568 271.7624251988804 4615.3568 5269.8021 0.7138521179221886 5269.8021 5502.8765 85.97970433101852 5563.7284 5872.5806 146.59686804085658 5872.5806 6391.5443 458.84811125437125 7597.1893 8749.8738 2007jg "" "" "" +CMFGEN 1.04 15.04000000009546 0.8343386367200458 3959.7634 4001.0968 -757.4685086339526 3959.7634 4615.3568 149.689168421986 4615.3568 5269.8021 87.97390371336596 5269.8021 5502.8765 -56.32520756609096 5563.7284 5872.5806 141.28121093948835 5872.5806 6391.5443 331.4576710591679 7597.1893 8749.8738 2007jg "" "" "" +CMFGEN 1.02 15.04000000009546 0.8448858943750979 3959.7634 4001.0968 -975.9913527447326 3959.7634 4615.3568 46.03307408868503 4615.3568 5269.8021 74.61802323296854 5269.8021 5502.8765 -52.05144986981141 5563.7284 5872.5806 103.49460154038664 5872.5806 6391.5443 329.54261970675265 7597.1893 8749.8738 2007jg "" "" "" +CMFGEN 1.4 15.04000000009546 0.649022529464701 3959.7634 4001.0968 -1062.0358264320532 3959.7634 4615.3568 -74.54669932032672 4615.3568 5269.8021 57.53978374125809 5269.8021 5502.8765 8.33142079171678 5563.7284 5872.5806 23.157426788574675 5872.5806 6391.5443 234.61841027626656 7597.1893 8749.8738 2007jg "" "" "" +CMFGEN 1.7 15.04000000009546 0.5069269900219804 3959.7634 4001.0968 -582.2622457143503 3959.7634 4615.3568 377.9306703959424 4615.3568 5269.8021 -66.2452286719938 5269.8021 5502.8765 -90.21869898304207 5563.7284 5872.5806 131.12435832616143 5872.5806 6391.5443 452.49487907963726 7597.1893 8749.8738 2007jg "" "" "" +OBSERVED "" 22.969999999797437 108.544645661665 3924.992 4138.6184 221.8247825868512 4138.6184 4548.3129 505.50397807436104 4548.3129 5382.3337 42.46453874525674 5285.7629 5528.6532 114.80096833399278 5554.9907 5879.8199 309.2301719624511 5879.8199 6564.5949 1067.6163647532958 7729.2977 8774.0186 2007jg 225.71261052138976 3582.6045 3924.992 +CMFGEN 1.04 22.969999999797437 -30.089461112265038 3924.992 4138.6184 30.676693374688938 4138.6184 4548.3129 121.07453275196141 4548.3129 5382.3337 9.393901588658595 5285.7629 5528.6532 -47.26260768355353 5554.9907 5879.8199 6.170122604977905 5879.8199 6564.5949 125.72003217941678 7729.2977 8774.0186 2007jg 63.45691466873189 3582.6045 3924.992 +CMFGEN 1.02 22.969999999797437 -48.282641252076345 3924.992 4138.6184 9.517674524428976 4138.6184 4548.3129 104.99933098270803 4548.3129 5382.3337 8.620140512338626 5285.7629 5528.6532 -23.945210576102795 5554.9907 5879.8199 -39.483280051153535 5879.8199 6564.5949 -366.5741175789534 7729.2977 8774.0186 2007jg -68.35937956270632 3582.6045 3924.992 +CMFGEN 1.4 22.969999999797437 62.16287639189858 3924.992 4138.6184 42.374676006060284 4138.6184 4548.3129 157.04732709212723 4548.3129 5382.3337 0.5625353756799809 5285.7629 5528.6532 7.3636349472039155 5554.9907 5879.8199 49.96264953706539 5879.8199 6564.5949 -110.4040283486136 7729.2977 8774.0186 2007jg -195.1105775807034 3582.6045 3924.992 +CMFGEN 1.7 22.969999999797437 -28.406425991327104 3924.992 4138.6184 35.94265703250388 4138.6184 4548.3129 92.91330759311812 4548.3129 5382.3337 17.391958126354808 5285.7629 5528.6532 -9.169210928321366 5554.9907 5879.8199 45.245206228284694 5879.8199 6564.5949 60.50937566614933 7729.2977 8774.0186 2007jg 42.14193028029127 3582.6045 3924.992 +OBSERVED "" -0.9300000001094304 25.193198289893793 3914.022 4075.291 112.27309515633164 4075.291 4483.3604 146.26747161487518 4533.6346 5096.4439 106.59509576806174 5183.281 5623.3431 40.64975447833852 5623.3431 5904.7477 140.21220933324827 5904.7477 6350.686 427.1879299771535 7704.8235 8567.3189 2007jg "" "" "" +CMFGEN 1.04 -0.9300000001094304 25.472323459538053 3914.022 4075.291 -171.80759193972656 4075.291 4483.3604 195.4294476705611 4533.6346 5096.4439 178.4788439403189 5183.281 5623.3431 -13.999237384554373 5623.3431 5904.7477 102.3758470039349 5904.7477 6350.686 206.28747172825706 7704.8235 8567.3189 2007jg "" "" "" +CMFGEN 1.02 -0.9300000001094304 32.976443663107865 3914.022 4075.291 -210.0603610064855 4075.291 4483.3604 240.53106759270892 4533.6346 5096.4439 211.03830520078768 5183.281 5623.3431 5.551346203491291 5623.3431 5904.7477 71.1710716211206 5904.7477 6350.686 183.45146035621053 7704.8235 8567.3189 2007jg "" "" "" +CMFGEN 1.4 -0.9300000001094304 35.45571152859633 3914.022 4075.291 -257.2877236075544 4075.291 4483.3604 215.28926077385523 4533.6346 5096.4439 139.7340345375878 5183.281 5623.3431 25.63160942158804 5623.3431 5904.7477 13.024880995790234 5904.7477 6350.686 137.09291027828806 7704.8235 8567.3189 2007jg "" "" "" +CMFGEN 1.7 -0.9300000001094304 23.67034682778444 3914.022 4075.291 160.64515995624362 4075.291 4483.3604 249.8286999569979 4533.6346 5096.4439 13.310164855838366 5183.281 5623.3431 -27.29869269758509 5623.3431 5904.7477 95.27711401075516 5904.7477 6350.686 296.16011707429243 7704.8235 8567.3189 2007jg "" "" "" +OBSERVED "" 43.97000000009575 17.346469188233907 3949.10053692932 4010.46642266914 223.75786462791476 3949.10053692932 4632.89183517305 226.3377044395691 4632.89183517305 5497.85860560101 28.45266758325576 5299.1500232054 5535.84701105899 34.324997215199865 5608.90163693973 5845.59862479333 118.54304792212857 5845.59862479333 6447.56874205063 "" "" "" 2007jh "" "" "" +CMFGEN 1.04 43.97000000009575 -0.35222826264898394 3949.10053692932 4010.46642266914 83.9813224018447 3949.10053692932 4632.89183517305 103.67421892579608 4632.89183517305 5497.85860560101 19.54996678374629 5299.1500232054 5535.84701105899 33.93414751554449 5608.90163693973 5845.59862479333 146.67845272117708 5845.59862479333 6447.56874205063 "" "" "" 2007jh "" "" "" +CMFGEN 1.02 43.97000000009575 2.3619460304651336 3949.10053692932 4010.46642266914 65.02929896801447 3949.10053692932 4632.89183517305 144.53715516033355 4632.89183517305 5497.85860560101 6.878415082425984 5299.1500232054 5535.84701105899 22.247575212524403 5608.90163693973 5845.59862479333 155.79194059202104 5845.59862479333 6447.56874205063 "" "" "" 2007jh "" "" "" +CMFGEN 1.4 43.97000000009575 3.4430675461219895 3949.10053692932 4010.46642266914 41.174170817226894 3949.10053692932 4632.89183517305 152.96475251437533 4632.89183517305 5497.85860560101 8.929238329761663 5299.1500232054 5535.84701105899 24.943564817931684 5608.90163693973 5845.59862479333 142.9986317251467 5845.59862479333 6447.56874205063 "" "" "" 2007jh "" "" "" +CMFGEN 1.7 43.97000000009575 1.5057789296599584 3949.10053692932 4010.46642266914 66.15679900625241 3949.10053692932 4632.89183517305 117.64996624363908 4632.89183517305 5497.85860560101 14.628182414154226 5299.1500232054 5535.84701105899 26.40057260344201 5608.90163693973 5845.59862479333 159.09838042059187 5845.59862479333 6447.56874205063 "" "" "" 2007jh "" "" "" +OBSERVED "" 2.689999999849533 -11.521117204413539 3997.482 4148.3915 62.62087082761196 4148.3915 4598.4252 170.76346416396882 4598.4252 5183.1996 83.04503761084662 5183.1996 5605.6115 12.993593939052639 5605.6115 5823.2176 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.04 2.689999999849533 -4.1026956819589095 3997.482 4148.3915 -248.3643467773034 4148.3915 4598.4252 260.34160374926034 4598.4252 5183.1996 181.32963936344225 5183.1996 5605.6115 -18.114328080127848 5605.6115 5823.2176 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.02 2.689999999849533 7.393742783053419 3997.482 4148.3915 -312.97433176571326 4148.3915 4598.4252 163.83429136345168 4598.4252 5183.1996 212.9963593037068 5183.1996 5605.6115 -8.932681869291608 5605.6115 5823.2176 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.4 2.689999999849533 17.99409660920039 3997.482 4148.3915 -349.8724903222346 4148.3915 4598.4252 47.831932448487024 4598.4252 5183.1996 155.9697903051085 5183.1996 5605.6115 17.5413876748636 5605.6115 5823.2176 "" "" "" "" "" "" 2007le "" "" "" +CMFGEN 1.7 2.689999999849533 11.73283294150029 3997.482 4148.3915 -520.832093434807 4148.3915 4598.4252 244.6761234074449 4598.4252 5183.1996 8.450839596964663 5183.1996 5605.6115 -26.721633569626746 5605.6115 5823.2176 "" "" "" "" "" "" 2007le "" "" "" +OBSERVED "" 3.729999999886786 16.848163391794714 3913.6351 4070.2402 101.25765949137445 4070.2402 4519.1747 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 134.91786873774035 3571.1921 4070.2402 +CMFGEN 1.04 3.729999999886786 24.6865306907918 3913.6351 4070.2402 -254.3706399127418 4070.2402 4519.1747 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 228.00287142186224 3571.1921 4070.2402 +CMFGEN 1.02 3.729999999886786 31.020708009433935 3913.6351 4070.2402 -324.59947520411447 4070.2402 4519.1747 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 196.5626261861837 3571.1921 4070.2402 +CMFGEN 1.4 3.729999999886786 32.9022637176565 3913.6351 4070.2402 -397.42159019465 4070.2402 4519.1747 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 169.06521697830982 3571.1921 4070.2402 +CMFGEN 1.7 3.729999999886786 21.743139014617668 3913.6351 4070.2402 41.64280096636447 4070.2402 4519.1747 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 68.77622193994404 3571.1921 4070.2402 +OBSERVED "" 4.729999999886786 21.770863070713098 3911.5471 4072.3283 138.28817232648123 3911.5471 4525.4389 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 152.71949064633822 3554.4875 3911.5471 +CMFGEN 1.04 4.729999999886786 26.139224601247154 3911.5471 4072.3283 -452.0472920709119 3911.5471 4525.4389 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -38.90896600668124 3554.4875 3911.5471 +CMFGEN 1.02 4.729999999886786 32.93324425560934 3911.5471 4072.3283 -462.42499643857775 3911.5471 4525.4389 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -97.76063282820022 3554.4875 3911.5471 +CMFGEN 1.4 4.729999999886786 34.997136111769194 3911.5471 4072.3283 -484.83481849827945 3911.5471 4525.4389 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -115.78378724879809 3554.4875 3911.5471 +CMFGEN 1.7 4.729999999886786 23.264435112961795 3911.5471 4072.3283 166.3097712522219 3911.5471 4525.4389 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -70.00133253606947 3554.4875 3911.5471 +OBSERVED "" 4.7499999999054126 "" "" "" "" "" "" 203.13332036439243 4520.8724 5187.2026 87.03314185576514 5187.2026 5642.4183 16.858857008182838 5642.4183 5863.4288 120.06355690215469 5863.4288 6305.4498 197.0143175991108 7875.6139 8588.1254 2007le "" "" "" +CMFGEN 1.04 4.7499999999054126 "" "" "" "" "" "" 324.2330124278971 4520.8724 5187.2026 170.97201160067954 5187.2026 5642.4183 -6.9330994305944085 5642.4183 5863.4288 90.66194241105521 5863.4288 6305.4498 62.85610317581215 7875.6139 8588.1254 2007le "" "" "" +CMFGEN 1.02 4.7499999999054126 "" "" "" "" "" "" 232.35116777604262 4520.8724 5187.2026 197.27295318740977 5187.2026 5642.4183 4.804154162643953 5642.4183 5863.4288 72.48546549068061 5863.4288 6305.4498 54.5098543602732 7875.6139 8588.1254 2007le "" "" "" +CMFGEN 1.4 4.7499999999054126 "" "" "" "" "" "" 118.59797202469717 4520.8724 5187.2026 107.90991136431154 5187.2026 5642.4183 15.153320563728649 5642.4183 5863.4288 15.731461259503945 5863.4288 6305.4498 7.897442975215931 7875.6139 8588.1254 2007le "" "" "" +CMFGEN 1.7 4.7499999999054126 "" "" "" "" "" "" 381.289293066167 4520.8724 5187.2026 6.491721369150547 5187.2026 5642.4183 -15.029239821150147 5642.4183 5863.4288 107.43492574465623 5863.4288 6305.4498 76.67497833799527 7875.6139 8588.1254 2007le "" "" "" +OBSERVED "" 2.6699999998309067 "" "" "" "" "" "" 181.3012108948721 4514.1165 5179.1017 94.1204490328098 5179.1017 5614.4373 13.480291233071616 5614.4373 5824.1174 115.77320801915181 5824.1174 6303.386 187.81278615515737 7884.9724 8516.0095 2007le "" "" "" +CMFGEN 1.04 2.6699999998309067 "" "" "" "" "" "" 317.1852311450094 4514.1165 5179.1017 181.05603880573295 5179.1017 5614.4373 -15.08133544501575 5614.4373 5824.1174 113.44620433698032 5824.1174 6303.386 57.465974536405454 7884.9724 8516.0095 2007le "" "" "" +CMFGEN 1.02 2.6699999998309067 "" "" "" "" "" "" 246.34299403467145 4514.1165 5179.1017 215.34399817585194 5179.1017 5614.4373 -5.2030200110641545 5614.4373 5824.1174 90.80084503574703 5824.1174 6303.386 46.24606783951482 7884.9724 8516.0095 2007le "" "" "" +CMFGEN 1.4 2.6699999998309067 "" "" "" "" "" "" 146.53562163801544 4514.1165 5179.1017 152.09225290785636 5179.1017 5614.4373 16.759557208244026 5614.4373 5824.1174 20.85715986672512 5824.1174 6303.386 14.512053795622878 7884.9724 8516.0095 2007le "" "" "" +CMFGEN 1.7 2.6699999998309067 "" "" "" "" "" "" 372.5129354807299 4514.1165 5179.1017 6.90939645990963 5179.1017 5614.4373 -23.057241843929297 5614.4373 5824.1174 131.19530600077792 5824.1174 6303.386 70.9595449256784 7884.9724 8516.0095 2007le "" "" "" +OBSERVED "" 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 122.33863560449498 5845.3917 6313.072 196.27535971473782 7917.9892 8550.5352 2007le "" "" "" +CMFGEN 1.04 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 106.35154366219628 5845.3917 6313.072 42.177645159566055 7917.9892 8550.5352 2007le "" "" "" +CMFGEN 1.02 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 84.66535306735915 5845.3917 6313.072 38.298521958882546 7917.9892 8550.5352 2007le "" "" "" +CMFGEN 1.4 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 18.35997468654866 5845.3917 6313.072 -0.05629946922024143 7917.9892 8550.5352 2007le "" "" "" +CMFGEN 1.7 3.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 122.56637596226685 5845.3917 6313.072 49.78899990840734 7917.9892 8550.5352 2007le "" "" "" +OBSERVED "" 3.7499999999054126 "" "" "" "" "" "" 189.64402275633702 4510.9765 5187.2026 90.94613274522678 5187.2026 5629.2236 14.69117159679582 5629.2236 5837.0394 118.30298820053467 5837.0394 6325.2417 192.28229309455486 7839.3286 8561.736 2007le "" "" "" +CMFGEN 1.04 3.7499999999054126 "" "" "" "" "" "" 332.40217178114733 4510.9765 5187.2026 173.92202972012944 5187.2026 5629.2236 -11.061866101311136 5629.2236 5837.0394 120.6432844525155 5837.0394 6325.2417 81.91402971087177 7839.3286 8561.736 2007le "" "" "" +CMFGEN 1.02 3.7499999999054126 "" "" "" "" "" "" 242.03780893010247 4510.9765 5187.2026 204.40720502177447 5187.2026 5629.2236 0.020946651144517818 5629.2236 5837.0394 94.69118979211581 5837.0394 6325.2417 72.97695671323947 7839.3286 8561.736 2007le "" "" "" +CMFGEN 1.4 3.7499999999054126 "" "" "" "" "" "" 130.08755802087455 4510.9765 5187.2026 127.00605522254178 5187.2026 5629.2236 16.039187353883044 5629.2236 5837.0394 19.91805478414281 5837.0394 6325.2417 30.312750723597517 7839.3286 8561.736 2007le "" "" "" +CMFGEN 1.7 3.7499999999054126 "" "" "" "" "" "" 400.4884843335434 4510.9765 5187.2026 10.10239307412288 5187.2026 5629.2236 -17.53476728608482 5629.2236 5837.0394 134.52313946863072 5837.0394 6325.2417 112.16923543323038 7839.3286 8561.736 2007le "" "" "" +OBSERVED "" 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 119.72952695662158 5838.6625 6302.9782 206.23848355377143 7857.4263 8590.9105 2007le "" "" "" +CMFGEN 1.04 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 104.71277547655895 5838.6625 6302.9782 72.629993987501 7857.4263 8590.9105 2007le "" "" "" +CMFGEN 1.02 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 83.25993359599164 5838.6625 6302.9782 63.6540684849674 7857.4263 8590.9105 2007le "" "" "" +CMFGEN 1.4 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 19.20427004593511 5838.6625 6302.9782 15.554115140587388 7857.4263 8590.9105 2007le "" "" "" +CMFGEN 1.7 4.769999999924039 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 122.59846735708241 5838.6625 6302.9782 92.60303891874925 7857.4263 8590.9105 2007le "" "" "" +OBSERVED "" 10.70999999986816 42.05879683987651 3919.6425 4149.2464 219.15957572564838 3919.6425 4575.2221 268.8854880724257 4575.2221 5212.6752 14.426763753675012 5212.6752 5517.8067 37.64370088952246 5572.1866 5886.3814 125.15076276453541 5886.3814 6303.2938 268.4873934757724 7931.6691 8711.114 2007le "" "" "" +CMFGEN 1.04 10.70999999986816 24.335260376953187 3919.6425 4149.2464 -651.7511507952689 3919.6425 4575.2221 280.23511290012874 4575.2221 5212.6752 148.33783201755332 5212.6752 5517.8067 -48.55322211842473 5572.1866 5886.3814 77.6112182925124 5886.3814 6303.2938 2.382147282959025 7931.6691 8711.114 2007le "" "" "" +CMFGEN 1.02 10.70999999986816 49.38251688547242 3919.6425 4149.2464 -767.3865662110732 3919.6425 4575.2221 149.02135399131944 4575.2221 5212.6752 130.19848337842575 5212.6752 5517.8067 -38.58807871875214 5572.1866 5886.3814 61.243677098441864 5886.3814 6303.2938 25.096452966298337 7931.6691 8711.114 2007le "" "" "" +CMFGEN 1.4 10.70999999986816 66.52995919328743 3919.6425 4149.2464 -819.0067904492906 3919.6425 4575.2221 26.10549085635084 4575.2221 5212.6752 102.07232361253197 5212.6752 5517.8067 19.986854795095738 5572.1866 5886.3814 12.430358151788804 5886.3814 6303.2938 -46.785230674487885 7931.6691 8711.114 2007le "" "" "" +CMFGEN 1.7 10.70999999986816 47.369270334130114 3919.6425 4149.2464 -236.77117423450946 3919.6425 4575.2221 358.569378921772 4575.2221 5212.6752 -79.0469523680155 5212.6752 5517.8067 -81.9855516452877 5572.1866 5886.3814 90.50453691982007 5886.3814 6303.2938 -2.579333969641702 7931.6691 8711.114 2007le "" "" "" +OBSERVED "" 16.720000000110304 44.45737118155455 3919.6425 4146.2253 304.6498802199818 3919.6425 4605.4332 321.27830324858553 4605.4332 5264.0339 -8.673617646910776 5264.0339 5502.7012 82.79328356238837 5554.0599 5865.2337 174.1968115083555 5865.2337 6517.7922 437.43625462269335 7541.9466 8692.9874 2007le "" "" "" +CMFGEN 1.04 16.720000000110304 22.286441249861113 3919.6425 4146.2253 -86.02513292870785 3919.6425 4605.4332 97.61175700980807 4605.4332 5264.0339 38.014749533215046 5264.0339 5502.7012 -20.926708086850606 5554.0599 5865.2337 16.771722593098204 5865.2337 6517.7922 259.763434236084 7541.9466 8692.9874 2007le "" "" "" +CMFGEN 1.02 16.720000000110304 48.844110446222906 3919.6425 4146.2253 -949.3144964229102 3919.6425 4605.4332 56.52865517194151 4605.4332 5264.0339 77.98658544654486 5264.0339 5502.7012 -70.57083379927418 5554.0599 5865.2337 145.50866627584884 5865.2337 6517.7922 412.4525164154687 7541.9466 8692.9874 2007le "" "" "" +CMFGEN 1.4 16.720000000110304 65.30614393785228 3919.6425 4146.2253 -1009.9062811831267 3919.6425 4605.4332 -59.01871961787049 4605.4332 5264.0339 61.670179954893904 5264.0339 5502.7012 -6.171910685524471 5554.0599 5865.2337 75.43123487636531 5865.2337 6517.7922 318.9309149690388 7541.9466 8692.9874 2007le "" "" "" +CMFGEN 1.7 16.720000000110304 46.73455709055365 3919.6425 4146.2253 -473.2052618943311 3919.6425 4605.4332 376.97058532332153 4605.4332 5264.0339 -71.58676020816195 5264.0339 5502.7012 -102.90440145212673 5554.0599 5865.2337 154.07348553921128 5865.2337 6517.7922 535.4623340819022 7541.9466 8692.9874 2007le "" "" "" +OBSERVED "" 22.68000000007305 28.033093524081032 3901.1387 4018.708 389.10201619317553 3901.1387 4604.7173 370.78450152132655 4604.7173 5411.1691 -11.383166906560612 5286.2518 5501.1831 82.02590439193236 5550.7827 5877.7722 210.36347578869055 5877.7722 6481.7922 412.27707600891756 7627.5543 8765.3597 2007le "" "" "" +CMFGEN 1.04 22.68000000007305 6.470833686701565 3901.1387 4018.708 -17.66872060161291 3901.1387 4604.7173 135.77038757376587 4604.7173 5411.1691 6.56502177977717 5286.2518 5501.1831 -48.57692840282103 5550.7827 5877.7722 39.536909584166 5877.7722 6481.7922 118.06549376769817 7627.5543 8765.3597 2007le "" "" "" +CMFGEN 1.02 22.68000000007305 5.581132450828798 3901.1387 4018.708 -60.267088471895676 3901.1387 4604.7173 99.29720551443512 4604.7173 5411.1691 9.99465948777696 5286.2518 5501.1831 -18.50754841327253 5550.7827 5877.7722 13.421934324505969 5877.7722 6481.7922 -562.1133635388953 7627.5543 8765.3597 2007le "" "" "" +CMFGEN 1.4 22.68000000007305 21.770336153754425 3901.1387 4018.708 215.45213716545027 3901.1387 4604.7173 118.33627728957762 4604.7173 5411.1691 2.2245446379368476 5286.2518 5501.1831 4.282160411738162 5550.7827 5877.7722 65.09226592782814 5877.7722 6481.7922 196.33069335312803 7627.5543 8765.3597 2007le "" "" "" +CMFGEN 1.7 22.68000000007305 10.194351290778545 3901.1387 4018.708 -36.928990389492995 3901.1387 4604.7173 106.04116238714076 4604.7173 5411.1691 15.398666139140973 5286.2518 5501.1831 -9.740817941423797 5550.7827 5877.7722 72.21040229636851 5877.7722 6481.7922 -0.0494216267128067 7627.5543 8765.3597 2007le "" "" "" +OBSERVED "" 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 211.91874097447155 5865.5794 6511.5838 461.74113784043567 7652.1853 8745.6824 2007le "" "" "" +CMFGEN 1.04 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 112.69313158192558 5865.5794 6511.5838 97.78157392343002 7652.1853 8745.6824 2007le "" "" "" +CMFGEN 1.02 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 55.802097254931915 5865.5794 6511.5838 -116.71553060003231 7652.1853 8745.6824 2007le "" "" "" +CMFGEN 1.4 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 82.09787369324846 5865.5794 6511.5838 -174.2400773764923 7652.1853 8745.6824 2007le "" "" "" +CMFGEN 1.7 24.700000000091677 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 104.78295053631706 5865.5794 6511.5838 65.15848122895565 7652.1853 8745.6824 2007le "" "" "" +OBSERVED "" 24.669999999830907 1.292491769466864 3944.9561 4001.334 329.97891010675653 3944.9561 4606.8735 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le 80.93265746695656 3683.9477 3944.9561 +CMFGEN 1.04 24.669999999830907 0.7863394382912091 3944.9561 4001.334 10.132964671847091 3944.9561 4606.8735 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -24.558263802576327 3683.9477 3944.9561 +CMFGEN 1.02 24.669999999830907 0.8428636688459741 3944.9561 4001.334 -37.72352352218588 3944.9561 4606.8735 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -65.59551399253195 3683.9477 3944.9561 +CMFGEN 1.4 24.669999999830907 3.6679494057728763 3944.9561 4001.334 -98.2377570368927 3944.9561 4606.8735 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -200.98371031847404 3683.9477 3944.9561 +CMFGEN 1.7 24.669999999830907 1.276842594983107 3944.9561 4001.334 -66.34727216232214 3944.9561 4606.8735 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007le -51.51313595688749 3683.9477 3944.9561 +OBSERVED "" 24.689999999849533 "" "" "" "" "" "" 373.5602694998377 4606.6377 5424.7064 -3.2724525726601437 5289.4612 5500.5757 80.67070203992488 5550.0557 5876.6234 207.78167475471886 5876.6234 6516.5643 460.1578072723505 7657.9021 8795.9412 2007le "" "" "" +CMFGEN 1.04 24.689999999849533 "" "" "" "" "" "" 140.53200442580783 4606.6377 5424.7064 6.754987476685777 5289.4612 5500.5757 -23.10970150665255 5550.0557 5876.6234 95.43359595695354 5876.6234 6516.5643 115.23254291532422 7657.9021 8795.9412 2007le "" "" "" +CMFGEN 1.02 24.689999999849533 "" "" "" "" "" "" 122.21781694266858 4606.6377 5424.7064 13.57375421853752 5289.4612 5500.5757 -19.695110478290374 5550.0557 5876.6234 27.47948957056613 5876.6234 6516.5643 -20.146020931144072 7657.9021 8795.9412 2007le "" "" "" +CMFGEN 1.4 24.689999999849533 "" "" "" "" "" "" 111.68133384099946 4606.6377 5424.7064 9.572147416169049 5289.4612 5500.5757 21.40552108410859 5550.0557 5876.6234 62.483870680312236 5876.6234 6516.5643 -171.68402062348855 7657.9021 8795.9412 2007le "" "" "" +CMFGEN 1.7 24.689999999849533 "" "" "" "" "" "" 117.51956462253747 4606.6377 5424.7064 14.48135812190767 5289.4612 5500.5757 1.2541311327840603 5550.0557 5876.6234 94.59390362780994 5876.6234 6516.5643 85.76231534002395 7657.9021 8795.9412 2007le "" "" "" +OBSERVED "" 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 242.43912169765758 5845.3694 6521.4989 425.11049797637475 7738.5319 8780.5667 2007le "" "" "" +CMFGEN 1.04 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 126.93921911834379 5845.3694 6521.4989 98.12237862962355 7738.5319 8780.5667 2007le "" "" "" +CMFGEN 1.02 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 99.75477617415893 5845.3694 6521.4989 73.90368419876195 7738.5319 8780.5667 2007le "" "" "" +CMFGEN 1.4 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 97.15344889026666 5845.3694 6521.4989 6.576938018541952 7738.5319 8780.5667 2007le "" "" "" +CMFGEN 1.7 35.660000000054424 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 105.35044360906404 5845.3694 6521.4989 118.50139641940609 7738.5319 8780.5667 2007le "" "" "" +OBSERVED "" 35.64999999981228 -0.7885812073460416 3950.0116 4004.6494 304.5865946942246 3950.0116 4619.3237 450.62678346846803 4619.3237 5537.2373 13.375099478724552 5299.5633 5559.0924 48.62114450715849 5559.0924 5829.5491 "" "" "" "" "" "" 2007le 86.09188818072029 3695.9462 3950.0116 +CMFGEN 1.04 35.64999999981228 -0.2821412210386307 3950.0116 4004.6494 35.14135169019846 3950.0116 4619.3237 112.72174620774052 4619.3237 5537.2373 15.80280374665857 5299.5633 5559.0924 11.000539187233752 5559.0924 5829.5491 "" "" "" "" "" "" 2007le 23.29416104798605 3695.9462 3950.0116 +CMFGEN 1.02 35.64999999981228 1.1915907799670373 3950.0116 4004.6494 -42.46020885672206 3950.0116 4619.3237 202.0928348094329 4619.3237 5537.2373 17.559636998322148 5299.5633 5559.0924 11.540682161693796 5559.0924 5829.5491 "" "" "" "" "" "" 2007le -9.936976300178426 3695.9462 3950.0116 +CMFGEN 1.4 35.64999999981228 1.6963627283844185 3950.0116 4004.6494 -66.18136761724129 3950.0116 4619.3237 222.14626302702925 4619.3237 5537.2373 19.059517299657095 5299.5633 5559.0924 18.52480171285855 5559.0924 5829.5491 "" "" "" "" "" "" 2007le -35.089374806003335 3695.9462 3950.0116 +CMFGEN 1.7 35.64999999981228 0.4666904679544582 3950.0116 4004.6494 -19.81155096458069 3950.0116 4619.3237 155.89026775530522 4619.3237 5537.2373 17.786318539486434 5299.5633 5559.0924 9.370795292344821 5559.0924 5829.5491 "" "" "" "" "" "" 2007le 13.912456455562188 3695.9462 3950.0116 +OBSERVED "" 38.70000000009168 1.2466294153119608 3952.8746 4001.2123 311.55896592233046 3952.8746 4620.5387 435.50031566581004 4620.5387 5544.9966 13.109210784310793 5294.245 5554.0599 52.79263785119932 5554.0599 5832.0016 244.43439672349726 5832.0016 6514.7711 447.545199921022 7747.3817 8780.5994 2007le "" "" "" +CMFGEN 1.04 38.70000000009168 -0.0791047886659551 3952.8746 4001.2123 51.7225727403338 3952.8746 4620.5387 108.56432053253013 4620.5387 5544.9966 16.53732467914081 5294.245 5554.0599 17.342780715473967 5554.0599 5832.0016 134.50359909906555 5832.0016 6514.7711 68.76706829475057 7747.3817 8780.5994 2007le "" "" "" +CMFGEN 1.02 38.70000000009168 1.108066291592331 3952.8746 4001.2123 -13.850547101879346 3952.8746 4620.5387 209.95469381211254 4620.5387 5544.9966 17.92254305679058 5294.245 5554.0599 9.52626091833228 5554.0599 5832.0016 104.74406292333258 5832.0016 6514.7711 124.67964848527762 7747.3817 8780.5994 2007le "" "" "" +CMFGEN 1.4 38.70000000009168 1.394522727784016 3952.8746 4001.2123 -40.0131066703128 3952.8746 4620.5387 240.76147851788795 4620.5387 5544.9966 24.011999402948245 5294.245 5554.0599 18.24218187544422 5554.0599 5832.0016 91.8015216823966 5832.0016 6514.7711 54.484333484375504 7747.3817 8780.5994 2007le "" "" "" +CMFGEN 1.7 38.70000000009168 0.7603544320753135 3952.8746 4001.2123 6.005456241774149 3952.8746 4620.5387 152.212563405383 4620.5387 5544.9966 13.656815192365968 5294.245 5554.0599 9.431401355321839 5554.0599 5832.0016 120.68418661661218 5832.0016 6514.7711 136.0580929623811 7747.3817 8780.5994 2007le "" "" "" +OBSERVED "" 44.68999999984953 2.9805846198377184 3961.938 4004.2334 328.06485813838725 3961.938 4620.5387 422.7997436776958 4620.5387 5538.9544 15.215923879861602 5297.2661 5538.9544 64.4257277247907 5557.0811 5841.0649 245.35742667923142 5841.0649 6538.94 472.5332849474517 7759.4661 8720.1773 2007le "" "" "" +CMFGEN 1.04 44.68999999984953 -0.22097263436020328 3961.938 4004.2334 92.60915023207278 3961.938 4620.5387 121.01258853930688 4620.5387 5538.9544 20.948871226829134 5297.2661 5538.9544 51.37750919785298 5557.0811 5841.0649 153.09886149545252 5841.0649 6538.94 111.3764641315307 7759.4661 8720.1773 2007le "" "" "" +CMFGEN 1.02 44.68999999984953 0.9760195685857821 3961.938 4004.2334 69.32159383200523 3961.938 4620.5387 199.38753783455516 4620.5387 5538.9544 8.15423426690674 5297.2661 5538.9544 15.333978064842983 5557.0811 5841.0649 115.99890057396615 5841.0649 6538.94 241.62377617969992 7759.4661 8720.1773 2007le "" "" "" +CMFGEN 1.4 44.68999999984953 1.3824105265610447 3961.938 4004.2334 44.19907828882041 3961.938 4620.5387 230.38601906024655 4620.5387 5538.9544 8.854276020724972 5297.2661 5538.9544 9.085451929968626 5557.0811 5841.0649 90.10351631613311 5841.0649 6538.94 247.92640639058425 7759.4661 8720.1773 2007le "" "" "" +CMFGEN 1.7 44.68999999984953 0.5842834476068074 3961.938 4004.2334 68.55870308650358 3961.938 4620.5387 140.40660983677412 4620.5387 5538.9544 15.6097367933712 5297.2661 5538.9544 39.13616868317097 5557.0811 5841.0649 152.0728585914091 5841.0649 6538.94 187.06305106366403 7759.4661 8720.1773 2007le "" "" "" +OBSERVED "" -9.250000000094587 12.638568173287963 3916.7946 4049.4094 103.96387789439638 4049.4094 4468.3518 161.53060059646492 4501.5055 5137.4541 70.99167799443573 5155.5379 5598.5921 18.05042393137801 5598.5921 5806.5563 143.46903858429945 5806.5563 6315.918 414.4109085352908 7566.7172 8582.4265 2007le -14.309352922911382 3799.2496 4049.4094 +CMFGEN 1.04 -9.250000000094587 19.188112857818027 3916.7946 4049.4094 -154.6072929576461 4049.4094 4468.3518 239.74956022776644 4501.5055 5137.4541 192.49068442403126 5155.5379 5598.5921 -18.460551215997487 5598.5921 5806.5563 130.7399305637905 5806.5563 6315.918 369.8178062355054 7566.7172 8582.4265 2007le 85.82459122086554 3799.2496 4049.4094 +CMFGEN 1.02 -9.250000000094587 21.23005570133634 3916.7946 4049.4094 -192.62652528673473 4049.4094 4468.3518 278.6555844059964 4501.5055 5137.4541 234.0242938246766 5155.5379 5598.5921 -12.481464012379233 5598.5921 5806.5563 106.60325716521086 5806.5563 6315.918 354.614080967227 7566.7172 8582.4265 2007le 81.96535669621119 3799.2496 4049.4094 +CMFGEN 1.4 -9.250000000094587 21.081573384969694 3916.7946 4049.4094 -231.7094744783111 4049.4094 4468.3518 194.71068516686617 4501.5055 5137.4541 184.44146475059028 5155.5379 5598.5921 15.365283404127824 5598.5921 5806.5563 23.459334310130686 5806.5563 6315.918 293.78654309385234 7566.7172 8582.4265 2007le 76.5051434622401 3799.2496 4049.4094 +CMFGEN 1.7 -9.250000000094587 13.881466433357861 3916.7946 4049.4094 195.0721427220991 4049.4094 4468.3518 347.6093455856918 4501.5055 5137.4541 20.395775913242048 5155.5379 5598.5921 -27.128480722678137 5598.5921 5806.5563 148.95875113032025 5806.5563 6315.918 486.75850940338864 7566.7172 8582.4265 2007le 46.40713539333512 3799.2496 4049.4094 +OBSERVED "" -4.299999999908323 "" "" "" "" "" "" "" "" "" 85.4842849773645 5157.9719 5625.6437 16.842685428212842 5625.6437 5839.8676 118.1178812824779 5839.8676 6325.6429 262.75870175076375 7638.1413 8501.0713 2007le "" "" "" +CMFGEN 1.04 -4.299999999908323 "" "" "" "" "" "" "" "" "" 184.65779507204104 5157.9719 5625.6437 -12.677667379583825 5625.6437 5839.8676 118.99591934490944 5839.8676 6325.6429 276.1681385158825 7638.1413 8501.0713 2007le "" "" "" +CMFGEN 1.02 -4.299999999908323 "" "" "" "" "" "" "" "" "" 229.02675168752546 5157.9719 5625.6437 -0.7295524103657366 5625.6437 5839.8676 93.3837450755154 5839.8676 6325.6429 238.40982163553082 7638.1413 8501.0713 2007le "" "" "" +CMFGEN 1.4 -4.299999999908323 "" "" "" "" "" "" "" "" "" 155.19808166841733 5157.9719 5625.6437 16.993682867459107 5625.6437 5839.8676 19.612802784281435 5839.8676 6325.6429 203.11346988792295 7638.1413 8501.0713 2007le "" "" "" +CMFGEN 1.7 -4.299999999908323 "" "" "" "" "" "" "" "" "" 23.744799537458977 5157.9719 5625.6437 -18.82977398076757 5625.6437 5839.8676 132.5962518885387 5839.8676 6325.6429 375.2599357073129 7638.1413 8501.0713 2007le "" "" "" +OBSERVED "" -4.319999999926949 13.775483206861974 3910.7041 4064.3623 102.28830800977153 4064.3623 4483.1562 156.02435714811037 4555.4659 5155.0342 80.85060609168843 5155.0342 5591.9055 17.176695641410443 5591.9055 5841.9767 115.87843557258651 5841.9767 6296.9255 273.4890160196895 7559.333 8550.579 2007le 186.61811397759692 3519.0263 4064.3623 +CMFGEN 1.04 -4.319999999926949 25.172167281712323 3910.7041 4064.3623 -182.84240329948216 4064.3623 4483.1562 208.20774514132543 4555.4659 5155.0342 193.325128220083 5155.0342 5591.9055 -26.970294139759133 5591.9055 5841.9767 98.99616989665803 5841.9767 6296.9255 367.84104724965124 7559.333 8550.579 2007le 261.6164496275286 3519.0263 4064.3623 +CMFGEN 1.02 -4.319999999926949 29.998682392108602 3910.7041 4064.3623 -225.14759075609575 4064.3623 4483.1562 224.7056775357145 4555.4659 5155.0342 233.43480136638863 5155.0342 5591.9055 -17.217804991004684 5591.9055 5841.9767 79.07684650538573 5841.9767 6296.9255 356.5851717802765 7559.333 8550.579 2007le 225.5036168474567 3519.0263 4064.3623 +CMFGEN 1.4 -4.319999999926949 31.37579341337077 3910.7041 4064.3623 -273.3367919024972 4064.3623 4483.1562 126.245047088604 4555.4659 5155.0342 188.59014792483424 5155.0342 5591.9055 21.243066936732 5591.9055 5841.9767 18.85279343133035 5841.9767 6296.9255 300.2488082196568 7559.333 8550.579 2007le 178.71405757396263 3519.0263 4064.3623 +CMFGEN 1.7 -4.319999999926949 20.750780306588286 3910.7041 4064.3623 168.53473197691346 4064.3623 4483.1562 258.583959353796 4555.4659 5155.0342 15.137925272109058 5155.0342 5591.9055 -41.882655199505436 5591.9055 5841.9767 117.53392448096751 5841.9767 6296.9255 484.29228597649774 7559.333 8550.579 2007le 87.98894453220817 3519.0263 4064.3623 +OBSERVED "" 2.7399999998669955 "" "" "" "" "" "" 176.65649406181808 4598.6979 5187.3456 105.53916603249392 5187.3456 5583.6248 46.911295847544956 5583.6248 5902.9565 136.4223660778107 5902.9565 6310.7778 346.0106022880393 7780.4733 8571.1079 2007nq "" "" "" +CMFGEN 1.04 2.7399999998669955 "" "" "" "" "" "" 264.5857207222382 4598.6979 5187.3456 180.83814725413092 5187.3456 5583.6248 -38.150237092637155 5583.6248 5902.9565 75.60377710851878 5902.9565 6310.7778 126.60959264296777 7780.4733 8571.1079 2007nq "" "" "" +CMFGEN 1.02 2.7399999998669955 "" "" "" "" "" "" 159.0941298579902 4598.6979 5187.3456 206.670349903769 5187.3456 5583.6248 -23.02848729862268 5583.6248 5902.9565 57.13595990722857 5902.9565 6310.7778 113.6453657268387 7780.4733 8571.1079 2007nq "" "" "" +CMFGEN 1.4 2.7399999998669955 "" "" "" "" "" "" 34.43160509476363 4598.6979 5187.3456 164.60452042368678 5187.3456 5583.6248 29.888907218259867 5583.6248 5902.9565 10.422458405322743 5902.9565 6310.7778 69.65401742736911 7780.4733 8571.1079 2007nq "" "" "" +CMFGEN 1.7 2.7399999998669955 "" "" "" "" "" "" 259.46510493533094 4598.6979 5187.3456 -4.44105298710523 5187.3456 5583.6248 -70.1017238477072 5583.6248 5902.9565 81.80003217532777 5902.9565 6310.7778 186.66414353255345 7780.4733 8571.1079 2007nq "" "" "" +OBSERVED "" 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 147.24406697461058 5893.6473 6321.494 286.27802452764047 7818.9575 8538.5178 2007nq "" "" "" +CMFGEN 1.04 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 85.22412019870906 5893.6473 6321.494 95.06652966462178 7818.9575 8538.5178 2007nq "" "" "" +CMFGEN 1.02 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 65.28570464666392 5893.6473 6321.494 83.9711937979636 7818.9575 8538.5178 2007nq "" "" "" +CMFGEN 1.4 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 11.204382230690502 5893.6473 6321.494 45.15384692910176 7818.9575 8538.5178 2007nq "" "" "" +CMFGEN 1.7 3.870000000220898 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 92.44890486280306 5893.6473 6321.494 135.66127308628901 7818.9575 8538.5178 2007nq "" "" "" +OBSERVED "" 4.850000000202272 54.002493203450385 3926.1467 4129.522 121.92605290442758 4129.522 4615.7159 187.10651336502974 4615.7159 5213.1307 100.02512864776695 5213.1307 5588.1038 39.41942410521241 5588.1038 5899.5221 140.34325512399062 5899.5221 6344.4054 497.7748664731963 7748.9657 8400.402 2007nq "" "" "" +CMFGEN 1.04 4.850000000202272 20.702270737035573 3926.1467 4129.522 -289.82116937722327 4129.522 4615.7159 247.26981170763617 4615.7159 5213.1307 163.6207535609142 5213.1307 5588.1038 -35.436101131474565 5588.1038 5899.5221 99.24143855858523 5899.5221 6344.4054 138.43636375255358 7748.9657 8400.402 2007nq "" "" "" +CMFGEN 1.02 4.850000000202272 41.219600109311415 3926.1467 4129.522 -378.4500995503039 4129.522 4615.7159 109.86235984951298 4615.7159 5213.1307 186.69626169424762 5213.1307 5588.1038 -18.166122345530606 5588.1038 5899.5221 71.53863968887771 5899.5221 6344.4054 113.28284940617684 7748.9657 8400.402 2007nq "" "" "" +CMFGEN 1.4 4.850000000202272 53.31545040767358 3926.1467 4129.522 -437.353336704827 4129.522 4615.7159 -20.92400363856808 4615.7159 5213.1307 141.4743188503017 5213.1307 5588.1038 30.242948887814983 5588.1038 5899.5221 12.663715348639386 5899.5221 6344.4054 96.30614866317379 7748.9657 8400.402 2007nq "" "" "" +CMFGEN 1.7 4.850000000202272 39.164729632091635 3926.1467 4129.522 -617.3499809612756 4129.522 4615.7159 317.1390504774926 4615.7159 5213.1307 18.96649611791732 5213.1307 5588.1038 -62.40823551583804 5588.1038 5899.5221 95.49124425100253 5899.5221 6344.4054 198.4000556775419 7748.9657 8400.402 2007nq "" "" "" +OBSERVED "" 3.8500000002022716 31.867583149011775 3926.1467 4085.0336 163.07843359176255 3926.1467 4539.4502 195.52759696057257 4539.4502 5209.9529 108.967061575691 5209.9529 5600.8147 48.49234355172719 5600.8147 5921.7663 137.11704708479445 5921.7663 6353.9387 259.3851173970143 7831.5869 8546.578 2007nq "" "" "" +CMFGEN 1.04 3.8500000002022716 20.17974769790422 3926.1467 4085.0336 -513.4868704235028 3926.1467 4539.4502 313.31430778983065 4539.4502 5209.9529 166.18685631143669 5209.9529 5600.8147 -23.846742358769074 5600.8147 5921.7663 96.60267422035068 5921.7663 6353.9387 86.43088645895367 7831.5869 8546.578 2007nq "" "" "" +CMFGEN 1.02 3.8500000002022716 29.741768926582314 3926.1467 4085.0336 -557.8563064756471 3926.1467 4539.4502 187.78120807488833 4539.4502 5209.9529 190.68671145108797 5209.9529 5600.8147 -3.8665188986887524 5600.8147 5921.7663 63.700763170492195 5921.7663 6353.9387 77.50249644802987 7831.5869 8546.578 2007nq "" "" "" +CMFGEN 1.4 3.8500000002022716 33.56017938911879 3926.1467 4085.0336 -592.8418974592828 3926.1467 4539.4502 74.71086524174967 4539.4502 5209.9529 137.01475186163185 5209.9529 5600.8147 33.64533889253251 5600.8147 5921.7663 10.651829118775758 5921.7663 6353.9387 36.51327261361689 7831.5869 8546.578 2007nq "" "" "" +CMFGEN 1.7 3.8500000002022716 23.09177685058094 3926.1467 4085.0336 55.535746204301745 3926.1467 4539.4502 406.33854483682876 4539.4502 5209.9529 25.904848003588498 5209.9529 5600.8147 -47.80514899858263 5600.8147 5921.7663 82.9829619324399 5921.7663 6353.9387 122.5498021159525 7831.5869 8546.578 2007nq "" "" "" +OBSERVED "" 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 152.32883671079037 5864.4759 6305.2877 391.8108716109435 7653.653 8535.2765 2007nq "" "" "" +CMFGEN 1.04 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 89.90241566196183 5864.4759 6305.2877 262.56282213499185 7653.653 8535.2765 2007nq "" "" "" +CMFGEN 1.02 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 71.91943127133234 5864.4759 6305.2877 231.24371312716923 7653.653 8535.2765 2007nq "" "" "" +CMFGEN 1.4 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 15.568930428073914 5864.4759 6305.2877 186.73605116477796 7653.653 8535.2765 2007nq "" "" "" +CMFGEN 1.7 4.879999999997381 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 106.81438710984654 5864.4759 6305.2877 363.0498910375914 7653.653 8535.2765 2007nq "" "" "" +OBSERVED "" 38.75999999988562 9.98593254626977 3956.3939 4002.9595 381.49159490200196 3956.3939 4631.5959 450.4244222021149 4631.5959 5530.8951 39.928584063883626 5295.1564 5530.8951 72.9600710274381 5559.9986 5813.1994 289.4010667973003 5813.1994 6462.2082 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 38.75999999988562 -0.11614774579518292 3956.3939 4002.9595 42.712718718064835 3956.3939 4631.5959 92.48501300435385 4631.5959 5530.8951 14.79899646582595 5295.1564 5530.8951 15.671973143368787 5559.9986 5813.1994 130.7742523042688 5813.1994 6462.2082 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 38.75999999988562 1.0325280801542718 3956.3939 4002.9595 -32.84996505289426 3956.3939 4631.5959 175.34411524828414 4631.5959 5530.8951 12.02640215339163 5295.1564 5530.8951 7.245276994617969 5559.9986 5813.1994 125.58253476515193 5813.1994 6462.2082 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 38.75999999988562 1.2985353741258934 3956.3939 4002.9595 -62.69252971223458 3956.3939 4631.5959 205.61583898694613 4631.5959 5530.8951 19.061921442390343 5295.1564 5530.8951 13.632185000399913 5559.9986 5813.1994 110.9426031682948 5813.1994 6462.2082 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 38.75999999988562 0.6198587660475192 3956.3939 4002.9595 -7.7490850317372955 3956.3939 4631.5959 129.23066079257438 4631.5959 5530.8951 11.501435008789676 5295.1564 5530.8951 7.7310498512163734 5559.9986 5813.1994 130.28486673068932 5813.1994 6462.2082 "" "" "" 2007nq "" "" "" +OBSERVED "" 3.8199999999415013 34.41156118590213 3921.0289 4118.1579 153.72500173123916 3921.0289 4534.5427 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 101.48562194414083 3647.462 3921.0289 +CMFGEN 1.04 3.8199999999415013 23.835041421405545 3921.0289 4118.1579 -493.93474491398945 3921.0289 4534.5427 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -1.1337193790610307 3647.462 3921.0289 +CMFGEN 1.02 3.8199999999415013 41.81360424177434 3921.0289 4118.1579 -525.0597077221535 3921.0289 4534.5427 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -30.40841955473017 3647.462 3921.0289 +CMFGEN 1.4 3.8199999999415013 51.59929168656273 3921.0289 4118.1579 -553.7442455993814 3921.0289 4534.5427 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -37.83336105849497 3647.462 3921.0289 +CMFGEN 1.7 3.8199999999415013 37.963718080389626 3921.0289 4118.1579 95.33806929227976 3921.0289 4534.5427 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -64.60953702367429 3647.462 3921.0289 +OBSERVED "" 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" 57.141787282873196 5552.672 5863.3592 155.85241069973785 5863.3592 6430.1074 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -65.25736788151181 5552.672 5863.3592 161.98322468184713 5863.3592 6430.1074 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -73.45620842457994 5552.672 5863.3592 123.99128329033292 5863.3592 6430.1074 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -8.602095618105945 5552.672 5863.3592 37.30804492195895 5863.3592 6430.1074 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 9.779999999904248 "" "" "" "" "" "" "" "" "" "" "" "" -104.70955015036698 5552.672 5863.3592 146.1319997734646 5863.3592 6430.1074 "" "" "" 2007nq "" "" "" +OBSERVED "" 9.759999999885622 40.12525971160622 3943.0539 4149.8374 228.2742324032936 3943.0539 4589.5794 231.7583881661174 4589.5794 5225.6347 27.149474491366327 5225.6347 5544.9712 "" "" "" "" "" "" "" "" "" 2007nq 88.2539173303287 3660.3627 3943.0539 +CMFGEN 1.04 9.759999999885622 11.030609532942105 3943.0539 4149.8374 -699.0563295512509 3943.0539 4589.5794 232.04931396288345 4589.5794 5225.6347 145.00591729740668 5225.6347 5544.9712 "" "" "" "" "" "" "" "" "" 2007nq 23.832465199529977 3660.3627 3943.0539 +CMFGEN 1.02 9.759999999885622 33.6138536535378 3943.0539 4149.8374 -861.4593280995739 3943.0539 4589.5794 117.39310950113558 4589.5794 5225.6347 149.81179445778972 5225.6347 5544.9712 "" "" "" "" "" "" "" "" "" 2007nq -5.623535662075191 3660.3627 3943.0539 +CMFGEN 1.4 9.759999999885622 49.84227587183456 3943.0539 4149.8374 -930.7315653475478 3943.0539 4589.5794 -2.060017461398175 4589.5794 5225.6347 106.4142449167641 5225.6347 5544.9712 "" "" "" "" "" "" "" "" "" 2007nq -14.476701318161506 3660.3627 3943.0539 +CMFGEN 1.7 9.759999999885622 34.82190674024459 3943.0539 4149.8374 -387.9906263394865 3943.0539 4589.5794 357.3097789724405 4589.5794 5225.6347 -22.59456897688912 5225.6347 5544.9712 "" "" "" "" "" "" "" "" "" 2007nq -60.62072532570865 3660.3627 3943.0539 +OBSERVED "" 10.810000000165019 43.779359799859265 3933.111 4148.4772 258.93431965376516 3933.111 4599.582 246.704816628885 4599.582 5234.039 10.643594811093696 5234.039 5510.5226 66.38603373169254 5551.2675 5836.4822 149.52815993134539 5836.4822 6398.1804 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 10.810000000165019 16.203794589093825 3933.111 4148.4772 -743.6565630548678 3933.111 4599.582 197.82784858205198 4599.582 5234.039 123.46617268906381 5234.039 5510.5226 -57.39340951997907 5551.2675 5836.4822 169.43688310523953 5836.4822 6398.1804 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 10.810000000165019 39.841278737996355 3933.111 4148.4772 -918.8637783953255 3933.111 4599.582 96.70594888141358 4599.582 5234.039 106.9834477949003 5234.039 5510.5226 -70.53380522341068 5551.2675 5836.4822 127.11265682675801 5836.4822 6398.1804 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 10.810000000165019 56.42283805264354 3933.111 4148.4772 -986.2158298149695 3933.111 4599.582 -25.095595649967677 4599.582 5234.039 85.11132148628805 5234.039 5510.5226 -12.859515323213804 5551.2675 5836.4822 31.271822659429574 5836.4822 6398.1804 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 10.810000000165019 39.75696113337862 3933.111 4148.4772 -450.5166257773929 3933.111 4599.582 352.2183518178348 4599.582 5234.039 -81.07466130449723 5234.039 5510.5226 -89.57632527219789 5551.2675 5836.4822 163.53972392923498 5836.4822 6398.1804 "" "" "" 2007nq "" "" "" +OBSERVED "" 4.819999999941501 45.37010941236171 3923.0404 4144.3077 162.42946060300966 3923.0404 4586.8423 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 106.39401045256037 3657.5196 3923.0404 +CMFGEN 1.04 4.819999999941501 22.18985177082334 3923.0404 4144.3077 -697.0179901005652 3923.0404 4586.8423 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq 5.860640199415457 3657.5196 3923.0404 +CMFGEN 1.02 4.819999999941501 46.12799483420717 3923.0404 4144.3077 -840.2728936360676 3923.0404 4586.8423 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -20.567292876887134 3657.5196 3923.0404 +CMFGEN 1.4 4.819999999941501 61.97862386475705 3923.0404 4144.3077 -897.8003803257388 3923.0404 4586.8423 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -26.99679363149542 3657.5196 3923.0404 +CMFGEN 1.7 4.819999999941501 44.442038670306125 3923.0404 4144.3077 -339.25244603684666 3923.0404 4586.8423 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007nq -57.97766601936037 3657.5196 3923.0404 +OBSERVED "" 16.8199999999415 8.249804620116771 3933.111 4017.5113 304.77978980197275 3933.111 4614.1337 336.6202168298002 4614.1337 5431.943 5.593856357788377 5266.0529 5507.6122 71.40787366633036 5551.2675 5833.5718 217.12635831300668 5833.5718 6502.9531 "" "" "" 2007nq "" "" "" +CMFGEN 1.04 16.8199999999415 4.679372847687328 3933.111 4017.5113 -24.838324903701135 3933.111 4614.1337 67.74994742801455 4614.1337 5431.943 16.56078498864952 5266.0529 5507.6122 -6.95376709196611 5551.2675 5833.5718 50.125876767791375 5833.5718 6502.9531 "" "" "" 2007nq "" "" "" +CMFGEN 1.02 16.8199999999415 6.207993883930658 3933.111 4017.5113 -1001.2917079330126 3933.111 4614.1337 345.0929042564482 4614.1337 5431.943 81.17863339629646 5266.0529 5507.6122 -69.7926346094647 5551.2675 5833.5718 164.56330584287434 5833.5718 6502.9531 "" "" "" 2007nq "" "" "" +CMFGEN 1.4 16.8199999999415 5.891055226262159 3933.111 4017.5113 -1067.842986018246 3933.111 4614.1337 385.68163927524347 4614.1337 5431.943 60.6515042518411 5266.0529 5507.6122 -13.266024969585839 5551.2675 5833.5718 77.10516281931177 5833.5718 6502.9531 "" "" "" 2007nq "" "" "" +CMFGEN 1.7 16.8199999999415 3.813594420831397 3933.111 4017.5113 -552.3124860965933 3933.111 4614.1337 354.7613697081025 4614.1337 5431.943 -66.42913339967406 5266.0529 5507.6122 -87.7259540925636 5551.2675 5833.5718 182.5408474720151 5833.5718 6502.9531 "" "" "" 2007nq "" "" "" +OBSERVED "" 22.77999999990425 79.83805023909976 3906.7869 4067.8321 404.5874306029731 3906.7869 4609.3689 403.55044741465855 4609.3689 5538.4761 16.6562560544989 5287.1747 5538.4761 45.685602335385624 5552.6339 5839.3298 226.98993538631908 5839.3298 6510.4849 320.8310780724519 7690.7072 8560.5462 2007nq "" "" "" +CMFGEN 1.04 22.77999999990425 -6.524316211406889 3906.7869 4067.8321 -22.33801795301898 3906.7869 4609.3689 180.51820155661875 4609.3689 5538.4761 9.8943721334446 5287.1747 5538.4761 -10.728893492840886 5552.6339 5839.3298 106.99007521029692 5839.3298 6510.4849 51.47496785575798 7690.7072 8560.5462 2007nq "" "" "" +CMFGEN 1.02 22.77999999990425 -2.1113726185392925 3906.7869 4067.8321 -58.75305138648895 3906.7869 4609.3689 130.63531977094874 4609.3689 5538.4761 4.899792580058367 5287.1747 5538.4761 17.72075564967374 5552.6339 5839.3298 75.94026197742723 5839.3298 6510.4849 -402.7907294839473 7690.7072 8560.5462 2007nq "" "" "" +CMFGEN 1.4 22.77999999990425 41.9987416264282 3906.7869 4067.8321 195.37943307788422 3906.7869 4609.3689 126.78180069600457 4609.3689 5538.4761 0.6866328819400722 5287.1747 5538.4761 3.9851175802505603 5552.6339 5839.3298 66.05320863467284 5839.3298 6510.4849 276.95832278314566 7690.7072 8560.5462 2007nq "" "" "" +CMFGEN 1.7 22.77999999990425 -1.108022721107735 3906.7869 4067.8321 -43.8684361772989 3906.7869 4609.3689 177.33607055794982 4609.3689 5538.4761 16.953717740945216 5287.1747 5538.4761 17.008374136772822 5552.6339 5839.3298 113.06880257837778 5839.3298 6510.4849 35.173206422942286 7690.7072 8560.5462 2007nq "" "" "" +OBSERVED "" -4.86999999996624 30.722009328463 3920.5258 4104.8547 130.74582577525445 3920.5258 4470.4907 95.69731746025612 4524.8829 5102.0438 67.43586448835475 5201.7627 5585.5295 41.886512693703246 5585.5295 5920.9476 118.82948617602382 5920.9476 6301.6925 225.14694619044698 7797.4762 8558.9661 2007on "" "" "" +CMFGEN 1.04 -4.86999999996624 23.967314807065996 3920.5258 4104.8547 -211.90790575770978 3920.5258 4470.4907 202.44501150280382 4524.8829 5102.0438 172.8926160253412 5201.7627 5585.5295 -36.072455421531025 5585.5295 5920.9476 64.61008506060419 5920.9476 6301.6925 112.16227732387387 7797.4762 8558.9661 2007on "" "" "" +CMFGEN 1.02 -4.86999999996624 38.51109879414341 3920.5258 4104.8547 -185.87013649544872 3920.5258 4470.4907 248.58157167225832 4524.8829 5102.0438 195.25198083345276 5201.7627 5585.5295 -18.745521022939982 5585.5295 5920.9476 46.31816572122947 5920.9476 6301.6925 99.28692600727904 7797.4762 8558.9661 2007on "" "" "" +CMFGEN 1.4 -4.86999999996624 45.537133297811664 3920.5258 4104.8547 -184.5337954562385 3920.5258 4470.4907 210.2200599162569 4524.8829 5102.0438 152.91170814005244 5201.7627 5585.5295 33.548771650548616 5585.5295 5920.9476 8.224400635526422 5920.9476 6301.6925 57.19963151171778 7797.4762 8558.9661 2007on "" "" "" +CMFGEN 1.7 -4.86999999996624 32.88126858622451 3920.5258 4104.8547 330.6503544701071 3920.5258 4470.4907 273.8013454524889 4524.8829 5102.0438 13.178406496617397 5201.7627 5585.5295 -69.80859195298238 5585.5295 5920.9476 67.12274301997122 5920.9476 6301.6925 162.8899390507779 7797.4762 8558.9661 2007on "" "" "" +OBSERVED "" -1.820000000152504 27.866575079292822 3920.5258 4113.9201 141.09307245883022 3920.5258 4524.8829 106.9341680746187 4524.8829 5117.1528 65.5979144836181 5219.8935 5555.3116 44.710582898196975 5555.3116 5917.9258 120.98464239276188 5917.9258 6350.0411 241.98762473126064 7776.3237 8616.38 2007on "" "" "" +CMFGEN 1.04 -1.820000000152504 24.017297420641185 3920.5258 4113.9201 -458.3617502641645 3920.5258 4524.8829 209.99668875946446 4524.8829 5117.1528 153.06929685747485 5219.8935 5555.3116 -70.74877985876643 5555.3116 5917.9258 96.57868613379377 5917.9258 6350.0411 133.49002833820452 7776.3237 8616.38 2007on "" "" "" +CMFGEN 1.02 -1.820000000152504 40.88209518176692 3920.5258 4113.9201 -472.09722965662587 3920.5258 4524.8829 254.87557860112923 4524.8829 5117.1528 164.34983742391356 5219.8935 5555.3116 -73.54020717417224 5555.3116 5917.9258 64.39994700010324 5917.9258 6350.0411 119.36310634113846 7776.3237 8616.38 2007on "" "" "" +CMFGEN 1.4 -1.820000000152504 49.75892832220724 3920.5258 4113.9201 -496.67286229417624 3920.5258 4524.8829 193.7721867351675 4524.8829 5117.1528 121.58671678337573 5219.8935 5555.3116 1.207260055689328 5555.3116 5917.9258 10.432518356787533 5917.9258 6350.0411 63.31251524005184 7776.3237 8616.38 2007on "" "" "" +CMFGEN 1.7 -1.820000000152504 36.441003153296734 3920.5258 4113.9201 159.29064223370602 3920.5258 4524.8829 285.2463930935021 4524.8829 5117.1528 -10.055684962500402 5219.8935 5555.3116 -129.14574530284068 5555.3116 5917.9258 85.76635346302892 5917.9258 6350.0411 193.78798764682887 7776.3237 8616.38 2007on "" "" "" +OBSERVED "" 1.0600000002013985 47.9707050612019 3903.8288 4065.4873 246.46575111924088 3903.8288 4539.4404 140.2137893573707 4539.4404 5228.3257 70.30895893641616 5228.3257 5577.3609 46.656102046562786 5577.3609 5909.8629 136.2760487924727 5909.8629 6437.4917 185.56386340436785 7875.3501 8732.4966 2007on "" "" "" +CMFGEN 1.04 1.0600000002013985 28.833027557553123 3903.8288 4065.4873 -505.49201409932255 3903.8288 4539.4404 260.95027722718316 4539.4404 5228.3257 148.04667746169676 5228.3257 5577.3609 -42.96838869485762 5577.3609 5909.8629 137.48276418550608 5909.8629 6437.4917 19.476891266453727 7875.3501 8732.4966 2007on "" "" "" +CMFGEN 1.02 1.0600000002013985 33.881230158804144 3903.8288 4065.4873 -539.6821002789445 3903.8288 4539.4404 163.95549796864384 4539.4404 5228.3257 170.48164511110923 5228.3257 5577.3609 -30.3879071753005 5577.3609 5909.8629 98.49717718256588 5909.8629 6437.4917 40.03947742632689 7875.3501 8732.4966 2007on "" "" "" +CMFGEN 1.4 1.0600000002013985 35.02990658337428 3903.8288 4065.4873 -568.1405802213308 3903.8288 4539.4404 46.564961662885096 4539.4404 5228.3257 129.32856464374188 5228.3257 5577.3609 27.656543612453504 5577.3609 5909.8629 29.119742696812438 5909.8629 6437.4917 -40.37851898083142 7875.3501 8732.4966 2007on "" "" "" +CMFGEN 1.7 1.0600000002013985 23.117907327233368 3903.8288 4065.4873 79.7355096276015 3903.8288 4539.4404 426.18341651487367 4539.4404 5228.3257 11.797183846856655 5228.3257 5577.3609 -81.2297636772517 5577.3609 5909.8629 106.6395389285289 5909.8629 6437.4917 15.546962622718674 7875.3501 8732.4966 2007on "" "" "" +OBSERVED "" 3.09999999977299 "" "" "" "" "" "" 152.83000306578614 4568.083 5234.5633 63.64451355984992 5234.5633 5587.5999 44.663320539626824 5587.5999 5914.2413 119.80379924024653 5914.2413 6343.1642 273.74604120334936 7804.8018 8619.7555 2007on "" "" "" +CMFGEN 1.04 3.09999999977299 "" "" "" "" "" "" 221.11012927462804 4568.083 5234.5633 140.29932923859414 5234.5633 5587.5999 -34.77040244014141 5587.5999 5914.2413 92.67068865598377 5914.2413 6343.1642 108.37406129505806 7804.8018 8619.7555 2007on "" "" "" +CMFGEN 1.02 3.09999999977299 "" "" "" "" "" "" 126.41931922891918 4568.083 5234.5633 167.91605932953013 5234.5633 5587.5999 -17.15937627955809 5587.5999 5914.2413 64.16791494789707 5914.2413 6343.1642 97.15611839680943 7804.8018 8619.7555 2007on "" "" "" +CMFGEN 1.4 3.09999999977299 "" "" "" "" "" "" 10.91007115857903 4568.083 5234.5633 123.30877022943226 5234.5633 5587.5999 32.644263470980725 5587.5999 5914.2413 10.267159618508854 5914.2413 6343.1642 40.04553844413781 7804.8018 8619.7555 2007on "" "" "" +CMFGEN 1.7 3.09999999977299 "" "" "" "" "" "" 388.3698896164394 4568.083 5234.5633 16.66875324079975 5234.5633 5587.5999 -65.49065145140847 5587.5999 5914.2413 84.47163117306961 5914.2413 6343.1642 155.51414747048236 7804.8018 8619.7555 2007on "" "" "" +OBSERVED "" 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 120.07919555394126 5897.1895 6358.2445 291.0738163647902 7795.2551 8613.0387 2007on "" "" "" +CMFGEN 1.04 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 108.6671571577393 5897.1895 6358.2445 117.06986233872864 7795.2551 8613.0387 2007on "" "" "" +CMFGEN 1.02 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 76.43545987173553 5897.1895 6358.2445 103.93593144144188 7795.2551 8613.0387 2007on "" "" "" +CMFGEN 1.4 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 14.43029158759573 5897.1895 6358.2445 49.099063787501834 7795.2551 8613.0387 2007on "" "" "" +CMFGEN 1.7 3.110000000015134 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 100.98101273084639 5897.1895 6358.2445 166.81949240272127 7795.2551 8613.0387 2007on "" "" "" +OBSERVED "" 3.080000000220025 19.650104242032384 3929.1369 4069.0689 180.97524924675184 3929.1369 4553.6097 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 98.93861444965118 3665.9811 3929.1369 +CMFGEN 1.04 3.080000000220025 17.21642466132399 3929.1369 4069.0689 -573.8163025462188 3929.1369 4553.6097 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 13.831276699018419 3665.9811 3929.1369 +CMFGEN 1.02 3.080000000220025 23.1252558578419 3929.1369 4069.0689 -648.5341665386746 3929.1369 4553.6097 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on -9.74014454157378 3665.9811 3929.1369 +CMFGEN 1.4 3.080000000220025 25.066016041565387 3929.1369 4069.0689 -693.2672427634509 3929.1369 4553.6097 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on -17.045446840010026 3665.9811 3929.1369 +CMFGEN 1.7 3.080000000220025 16.51367321429008 3929.1369 4069.0689 -57.60230746089175 3929.1369 4553.6097 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on -59.20699019212105 3665.9811 3929.1369 +OBSERVED "" 9.089999999996508 0.006152103132539777 3958.2849 4001.2282 270.4201750366584 3958.2849 4630.0585 258.71686945081865 4630.0585 5417.352 1.034645704397021 5271.9476 5500.225 63.81281655829813 5551.4556 5897.0109 132.8713351552903 5897.0109 6410.3213 325.53873460550653 7830.7143 8752.1114 2007on 102.22103471838716 3673.252 3958.2849 +CMFGEN 1.04 9.089999999996508 0.9285322487832796 3958.2849 4001.2282 -829.7663235435973 3958.2849 4630.0585 395.2289571863332 4630.0585 5417.352 83.60178997751407 5271.9476 5500.225 -74.50045953131597 5551.4556 5897.0109 132.9828084095331 5897.0109 6410.3213 39.27395902974491 7830.7143 8752.1114 2007on 41.68835953409508 3673.252 3958.2849 +CMFGEN 1.02 9.089999999996508 0.9164455227893347 3958.2849 4001.2282 -1073.988392692055 3958.2849 4630.0585 286.60430835670803 4630.0585 5417.352 70.37886109280649 5271.9476 5500.225 -82.09214696370557 5551.4556 5897.0109 96.52861825155998 5897.0109 6410.3213 59.168181739829485 7830.7143 8752.1114 2007on 16.11213822240632 3673.252 3958.2849 +CMFGEN 1.4 9.089999999996508 0.7133450515001649 3958.2849 4001.2282 -1162.1692805520404 3958.2849 4630.0585 323.58060713348556 4630.0585 5417.352 55.16722904333433 5271.9476 5500.225 -7.8600016167011235 5551.4556 5897.0109 23.43347238047897 5897.0109 6410.3213 -26.122846360098993 7830.7143 8752.1114 2007on 5.761069374685121 3673.252 3958.2849 +CMFGEN 1.7 9.089999999996508 0.5505196977710373 3958.2849 4001.2282 -692.7983163340177 3958.2849 4630.0585 372.39035577448783 4630.0585 5417.352 -65.01026927811117 5271.9476 5500.225 -129.04865060318366 5551.4556 5897.0109 114.34888099020668 5897.0109 6410.3213 59.62376043974301 7830.7143 8752.1114 2007on -53.69948745688609 3673.252 3958.2849 +OBSERVED "" 14.020000000164146 0.25614919251793045 3970.0293 4002.8193 260.94265842998783 3970.0293 4634.0272 325.2307510575183 4634.0272 5492.0327 13.017854289551277 5295.2926 5500.2302 53.78139080541633 5552.1477 5888.2454 "" "" "" "" "" "" 2007on 104.60352658454683 3683.1167 3970.0293 +CMFGEN 1.04 14.020000000164146 0.41414371961455776 3970.0293 4002.8193 -815.1543153770746 3970.0293 4634.0272 606.0345367356658 4634.0272 5492.0327 67.71844601789026 5295.2926 5500.2302 -72.28593780051976 5552.1477 5888.2454 "" "" "" "" "" "" 2007on 54.15371525297679 3683.1167 3970.0293 +CMFGEN 1.02 14.020000000164146 0.4250826537818312 3970.0293 4002.8193 -1070.4237468736071 3970.0293 4634.0272 496.2289849916158 4634.0272 5492.0327 54.836620930309266 5295.2926 5500.2302 -78.97267408423932 5552.1477 5888.2454 "" "" "" "" "" "" 2007on 30.91338161507007 3683.1167 3970.0293 +CMFGEN 1.4 14.020000000164146 0.37092458895946506 3970.0293 4002.8193 -1165.9561874975261 3970.0293 4634.0272 472.38319732856166 4634.0272 5492.0327 38.05199288009366 5295.2926 5500.2302 -7.508701428483159 5552.1477 5888.2454 "" "" "" "" "" "" 2007on 21.032929966344334 3683.1167 3970.0293 +CMFGEN 1.7 14.020000000164146 0.2699613029151038 3970.0293 4002.8193 -729.0440521844366 3970.0293 4634.0272 288.6937742483899 4634.0272 5492.0327 -34.690851273138065 5295.2926 5500.2302 -121.37962702971218 5552.1477 5888.2454 "" "" "" "" "" "" 2007on -41.6791624705154 3683.1167 3970.0293 +OBSERVED "" 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 165.555253133379 5894.4243 6503.0779 327.5461777013769 7696.5165 8667.1798 2007on "" "" "" +CMFGEN 1.04 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 158.29882314652156 5894.4243 6503.0779 209.73886956960914 7696.5165 8667.1798 2007on "" "" "" +CMFGEN 1.02 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 122.4982546491673 5894.4243 6503.0779 200.8997185342111 7696.5165 8667.1798 2007on "" "" "" +CMFGEN 1.4 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 59.75649181298171 5894.4243 6503.0779 123.25971015164652 7696.5165 8667.1798 2007on "" "" "" +CMFGEN 1.7 14.040000000182772 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 123.03212280249252 5894.4243 6503.0779 316.32435034424606 7696.5165 8667.1798 2007on "" "" "" +OBSERVED "" 17.020000000164146 -0.03930200798184341 3953.7655 4002.114 254.66420003144503 3953.7655 4630.6453 346.1550511310333 4630.6453 5506.9631 21.46434611622011 5295.4381 5506.9631 25.80150028117837 5552.2898 5800.0762 206.1024952450063 5800.0762 6519.2611 350.44629589028153 7694.7355 8628.4672 2007on "" "" "" +CMFGEN 1.04 17.020000000164146 1.205766058033853 3953.7655 4002.114 -41.71690436440821 3953.7655 4630.6453 91.9382799427171 4630.6453 5506.9631 -2.093623920322181 5295.4381 5506.9631 -0.9952664680225259 5552.2898 5800.0762 61.847957937373906 5800.0762 6519.2611 -117.43785851318341 7694.7355 8628.4672 2007on "" "" "" +CMFGEN 1.02 17.020000000164146 1.2997000991246668 3953.7655 4002.114 -1083.5108349141592 3953.7655 4630.6453 542.6131932875799 4630.6453 5506.9631 60.09651660159591 5295.4381 5506.9631 -58.156931652863776 5552.2898 5800.0762 193.28482209145852 5800.0762 6519.2611 198.56827338377695 7694.7355 8628.4672 2007on "" "" "" +CMFGEN 1.4 17.020000000164146 1.0770316747199176 3953.7655 4002.114 -1167.471536082236 3953.7655 4630.6453 493.0070539431073 4630.6453 5506.9631 38.73749572321896 5295.4381 5506.9631 -14.755427798339715 5552.2898 5800.0762 94.3083621887115 5800.0762 6519.2611 133.98864092738836 7694.7355 8628.4672 2007on "" "" "" +CMFGEN 1.7 17.020000000164146 0.7240246875977916 3953.7655 4002.114 -690.6152428148407 3953.7655 4630.6453 319.0824357460396 4630.6453 5506.9631 -30.314859134067717 5295.4381 5506.9631 -65.71349448715597 5552.2898 5800.0762 214.2270308400109 5800.0762 6519.2611 320.77904024260704 7694.7355 8628.4672 2007on "" "" "" +OBSERVED "" 23.049999999959255 0.24751839084182292 3959.809 4002.114 255.7882279421674 3959.809 4636.6889 343.1913438186011 4636.6889 5497.8977 20.88732266903731 5298.4599 5519.0502 35.14742058620135 5558.3334 5809.1416 216.87376519358884 5809.1416 6470.9125 370.50554437514995 7730.9969 8622.4236 2007on "" "" "" +CMFGEN 1.04 23.049999999959255 -0.1271375840915663 3959.809 4002.114 -28.787091221098915 3959.809 4636.6889 124.50667873521525 4636.6889 5497.8977 5.059811864293526 5298.4599 5519.0502 1.800310094597884 5558.3334 5809.1416 144.30825484285342 5809.1416 6470.9125 42.71810018638365 7730.9969 8622.4236 2007on "" "" "" +CMFGEN 1.02 23.049999999959255 -0.12899646873982698 3959.809 4002.114 -40.30358716134057 3959.809 4636.6889 114.87669763270246 4636.6889 5497.8977 7.045816162182176 5298.4599 5519.0502 31.16969211665257 5558.3334 5809.1416 121.48124320303259 5809.1416 6470.9125 -383.92444611594635 7730.9969 8622.4236 2007on "" "" "" +CMFGEN 1.4 23.049999999959255 1.2218190069584483 3959.809 4002.114 -4.302523962859098 3959.809 4636.6889 83.58803263382178 4636.6889 5497.8977 0.192578579845922 5298.4599 5519.0502 7.965176542544437 5558.3334 5809.1416 78.35085513033415 5809.1416 6470.9125 82.04025561251976 7730.9969 8622.4236 2007on "" "" "" +CMFGEN 1.7 23.049999999959255 0.09215332229265459 3959.809 4002.114 -57.177656793376364 3959.809 4636.6889 149.82629088128198 4636.6889 5497.8977 12.9559222965031 5298.4599 5519.0502 16.436848343595745 5558.3334 5809.1416 121.98998870034536 5809.1416 6470.9125 34.46864928405907 7730.9969 8622.4236 2007on "" "" "" +OBSERVED "" 24.040000000182772 0.27064863178923837 3953.7655 4002.114 257.2425420829809 3953.7655 4630.6453 347.5857864354026 4630.6453 5519.0502 23.057479551543775 5295.4381 5519.0502 37.81720445160344 5558.3334 5806.1198 222.59309439911993 5806.1198 6464.869 389.7765761463843 7700.7791 8661.7068 2007on "" "" "" +CMFGEN 1.04 24.040000000182772 0.11260867636334543 3953.7655 4002.114 -18.077030583725417 3953.7655 4630.6453 143.80814004772446 4630.6453 5519.0502 5.75845943481774 5295.4381 5519.0502 1.7835572081059812 5558.3334 5806.1198 149.05401855537417 5806.1198 6464.869 55.40045835330749 7700.7791 8661.7068 2007on "" "" "" +CMFGEN 1.02 24.040000000182772 0.18561886036078334 3953.7655 4002.114 -28.682543620565287 3953.7655 4630.6453 151.49081257134068 4630.6453 5519.0502 11.32166899083489 5295.4381 5519.0502 28.087255503376404 5558.3334 5806.1198 131.76256064356818 5806.1198 6464.869 -174.3255013810445 7700.7791 8661.7068 2007on "" "" "" +CMFGEN 1.4 24.040000000182772 2.4408654383099435 3953.7655 4002.114 -117.12325450904025 3953.7655 4630.6453 106.18473832328696 4630.6453 5519.0502 4.744626060444246 5295.4381 5519.0502 29.02712581577501 5558.3334 5806.1198 97.45414804503295 5806.1198 6464.869 -34.706019719269534 7700.7791 8661.7068 2007on "" "" "" +CMFGEN 1.7 24.040000000182772 0.399858674832965 3953.7655 4002.114 -70.83973455015345 3953.7655 4630.6453 160.1182927302301 4630.6453 5519.0502 14.895513413817921 5295.4381 5519.0502 12.060500626437397 5558.3334 5806.1198 119.91595944949376 5806.1198 6464.869 45.683325094738805 7700.7791 8661.7068 2007on "" "" "" +OBSERVED "" 285.19000000008964 "" "" "" "" "" "" 266.33139704282235 4691.6009 5204.5367 118.54538153511915 5204.5367 5543.3964 190.63675767763957 5561.3616 5946.0634 425.17967011522677 5946.0634 6599.0034 "" "" "" 2007on "" "" "" +CMFGEN 1.04 285.19000000008964 "" "" "" "" "" "" 188.8642450681188 4691.6009 5204.5367 15.438183895042833 5204.5367 5543.3964 133.81550912846018 5561.3616 5946.0634 243.14922466100862 5946.0634 6599.0034 "" "" "" 2007on "" "" "" +CMFGEN 1.02 285.19000000008964 "" "" "" "" "" "" 217.573924866424 4691.6009 5204.5367 22.694146340270773 5204.5367 5543.3964 134.28772858555578 5561.3616 5946.0634 176.62034737562078 5946.0634 6599.0034 "" "" "" 2007on "" "" "" +CMFGEN 1.4 285.19000000008964 "" "" "" "" "" "" 228.12013889493403 4691.6009 5204.5367 25.364260918371954 5204.5367 5543.3964 136.71968768681634 5561.3616 5946.0634 128.2130535660993 5946.0634 6599.0034 "" "" "" 2007on "" "" "" +CMFGEN 1.7 285.19000000008964 "" "" "" "" "" "" 192.09791117846504 4691.6009 5204.5367 -5.5323064686668175 5204.5367 5543.3964 111.10769309906783 5561.3616 5946.0634 281.5709334327129 5946.0634 6599.0034 "" "" "" 2007on "" "" "" +OBSERVED "" 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 221.64210338174286 5813.0554 6489.4937 412.4855157578822 7694.2942 8693.8075 2007on "" "" "" +CMFGEN 1.04 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 134.03804288476613 5813.0554 6489.4937 72.71908963800709 7694.2942 8693.8075 2007on "" "" "" +CMFGEN 1.02 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 113.90680747873127 5813.0554 6489.4937 41.59618982273888 7694.2942 8693.8075 2007on "" "" "" +CMFGEN 1.4 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 106.88655726137615 5813.0554 6489.4937 -18.14057851043568 7694.2942 8693.8075 2007on "" "" "" +CMFGEN 1.7 32.02999999994063 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 108.8597839597991 5813.0554 6489.4937 93.40030832412356 7694.2942 8693.8075 2007on "" "" "" +OBSERVED "" 32.009999999922 "" "" "" "" "" "" 347.8817916991791 4607.6759 5524.9112 24.016314984797916 5293.9526 5524.9112 60.321109863709616 5551.3064 5818.5584 212.88744324591838 5818.5584 6488.3382 406.17702924652536 7689.3225 8656.0489 2007on "" "" "" +CMFGEN 1.04 32.009999999922 "" "" "" "" "" "" 141.08923651641012 4607.6759 5524.9112 14.880424926669551 5293.9526 5524.9112 6.789589960460174 5551.3064 5818.5584 135.1479859088106 5818.5584 6488.3382 70.65035135714137 7689.3225 8656.0489 2007on "" "" "" +CMFGEN 1.02 32.009999999922 "" "" "" "" "" "" 200.228206961999 4607.6759 5524.9112 17.94400326011987 5293.9526 5524.9112 7.327280500185375 5551.3064 5818.5584 115.63148765391587 5818.5584 6488.3382 82.52573491346527 7689.3225 8656.0489 2007on "" "" "" +CMFGEN 1.4 32.009999999922 "" "" "" "" "" "" 203.00527951668613 4607.6759 5524.9112 19.443674716904923 5293.9526 5524.9112 21.68012094949001 5551.3064 5818.5584 109.78438127574704 5818.5584 6488.3382 30.989408066294914 7689.3225 8656.0489 2007on "" "" "" +CMFGEN 1.7 32.009999999922 "" "" "" "" "" "" 174.73927405064023 4607.6759 5524.9112 18.143192110795706 5293.9526 5524.9112 2.176716607170052 5551.3064 5818.5584 109.75912066038191 5818.5584 6488.3382 97.49681230185995 7689.3225 8656.0489 2007on "" "" "" +OBSERVED "" 31.989999999903375 1.0717465763003622 3962.5535 4004.3242 278.12327576050296 3962.5535 4635.0627 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 115.19618035334477 3695.2206 3962.5535 +CMFGEN 1.04 31.989999999903375 -0.053137332302508763 3962.5535 4004.3242 27.100999100224364 3962.5535 4635.0627 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on 2.1695289083475195 3695.2206 3962.5535 +CMFGEN 1.02 31.989999999903375 0.8143463027701489 3962.5535 4004.3242 -79.9952692838334 3962.5535 4635.0627 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on -41.51611136508163 3695.2206 3962.5535 +CMFGEN 1.4 31.989999999903375 0.8012094189229869 3962.5535 4004.3242 -85.70140466342701 3962.5535 4635.0627 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on -64.67847873217042 3695.2206 3962.5535 +CMFGEN 1.7 31.989999999903375 0.39971946477462794 3962.5535 4004.3242 -35.51114577692863 3962.5535 4635.0627 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007on -5.2153148177276805 3695.2206 3962.5535 +OBSERVED "" 41.09999999977299 2.2857873830020017 3974.5801 4002.8321 305.1479332177675 3974.5801 4639.6789 355.48941982453994 4639.6789 5524.9077 21.48601565665639 5298.8919 5524.9077 83.46057296595234 5555.514 5821.5535 210.47829079577906 5821.5535 6486.6523 427.9324034424067 7676.2573 8622.4572 2007on "" "" "" +CMFGEN 1.04 41.09999999977299 -0.03636204982010575 3974.5801 4002.8321 43.03675430386569 3974.5801 4639.6789 89.98103079650569 4639.6789 5524.9077 16.079716415407482 5298.8919 5524.9077 27.58655869348935 5555.514 5821.5535 135.17919886017276 5821.5535 6486.6523 91.3550825481204 7676.2573 8622.4572 2007on "" "" "" +CMFGEN 1.02 41.09999999977299 0.31196391581395677 3974.5801 4002.8321 -36.147568829625094 3974.5801 4639.6789 160.24513035185404 4639.6789 5524.9077 6.033636276080023 5298.8919 5524.9077 3.9894794932597026 5555.514 5821.5535 123.04057814823832 5821.5535 6486.6523 230.1518357554908 7676.2573 8622.4572 2007on "" "" "" +CMFGEN 1.4 41.09999999977299 0.4186940416019219 3974.5801 4002.8321 -68.04393374649085 3974.5801 4639.6789 185.46703189189438 4639.6789 5524.9077 11.649056976807929 5298.8919 5524.9077 9.303685320693553 5555.514 5821.5535 103.53139268233221 5821.5535 6486.6523 231.95232354325643 7676.2573 8622.4572 2007on "" "" "" +CMFGEN 1.7 41.09999999977299 0.13261288784270203 3974.5801 4002.8321 -5.335377036107044 3974.5801 4639.6789 117.904431706178 4639.6789 5524.9077 11.491618936370413 5298.8919 5524.9077 16.009223903456537 5555.514 5821.5535 137.32237914539851 5821.5535 6486.6523 174.33454944599112 7676.2573 8622.4572 2007on "" "" "" +OBSERVED "" 47.960000000108266 -0.053918903731793526 3975.4943 4000.0868 281.563439340307 3975.4943 4636.7597 327.89433268862985 4636.7597 5505.6952 16.229974167049125 5298.0251 5505.6952 92.32664239440237 5552.1477 5833.5954 "" "" "" "" "" "" 2007on 115.334402520695 3707.7092 3975.4943 +CMFGEN 1.04 47.960000000108266 -0.05067951025021745 3975.4943 4000.0868 98.87269808936117 3975.4943 4636.7597 97.56301255428858 4636.7597 5505.6952 15.460421119099907 5298.0251 5505.6952 73.9384071324498 5552.1477 5833.5954 "" "" "" "" "" "" 2007on 46.693767599144486 3707.7092 3975.4943 +CMFGEN 1.02 47.960000000108266 0.17791679011315764 3975.4943 4000.0868 99.76017156632834 3975.4943 4636.7597 149.35305927288238 4636.7597 5505.6952 2.5648234044879854 5298.0251 5505.6952 29.472056461010375 5552.1477 5833.5954 "" "" "" "" "" "" 2007on -1.776102363615005 3707.7092 3975.4943 +CMFGEN 1.4 47.960000000108266 0.2754731540633582 3975.4943 4000.0868 74.33784849453072 3975.4943 4636.7597 166.84994535506326 4636.7597 5505.6952 -7.0054072604026 5298.0251 5505.6952 8.865516671289777 5552.1477 5833.5954 "" "" "" "" "" "" 2007on -22.835953154799487 3707.7092 3975.4943 +CMFGEN 1.7 47.960000000108266 0.12443897335941788 3975.4943 4000.0868 75.06925736590077 3975.4943 4636.7597 121.20820161684266 4636.7597 5505.6952 11.678347575223247 5298.0251 5505.6952 60.12270899651457 5552.1477 5833.5954 "" "" "" "" "" "" 2007on 19.061709345439187 3707.7092 3975.4943 +OBSERVED "" 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 91.89317122382378 5556.2834 5822.818 194.7244438900056 5822.818 6491.1435 558.5878768082384 7545.3476 8659.2235 2007on "" "" "" +CMFGEN 1.04 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 70.1622044451614 5556.2834 5822.818 124.15845568409176 5822.818 6491.1435 231.91128607360406 7545.3476 8659.2235 2007on "" "" "" +CMFGEN 1.02 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 26.401066878647196 5556.2834 5822.818 135.6023936284139 5822.818 6491.1435 376.9419221171096 7545.3476 8659.2235 2007on "" "" "" +CMFGEN 1.4 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 6.219749428585922 5556.2834 5822.818 116.90875636916638 5822.818 6491.1435 337.8849451127795 7545.3476 8659.2235 2007on "" "" "" +CMFGEN 1.7 47.96999999988475 "" "" "" "" "" "" "" "" "" "" "" "" 55.78552077899603 5556.2834 5822.818 142.97161601603327 5822.818 6491.1435 294.3322953212492 7545.3476 8659.2235 2007on "" "" "" +OBSERVED "" 49.90000000005239 "" "" "" "" "" "" 321.8332861259298 4648.1227 5503.6577 20.041752882595446 5298.8113 5503.6577 98.2665382172505 5551.8568 5832.0144 206.31063354400158 5832.0144 6476.6781 497.8802886228109 7663.5823 8708.9014 2007on "" "" "" +CMFGEN 1.04 49.90000000005239 "" "" "" "" "" "" 84.44089752582508 4648.1227 5503.6577 13.496134451774793 5298.8113 5503.6577 82.2658994163082 5551.8568 5832.0144 132.5785935532689 5832.0144 6476.6781 203.96284125196036 7663.5823 8708.9014 2007on "" "" "" +CMFGEN 1.02 49.90000000005239 "" "" "" "" "" "" 125.42566100899478 4648.1227 5503.6577 3.095862555114013 5298.8113 5503.6577 39.61782657981358 5551.8568 5832.0144 151.03827595115666 5832.0144 6476.6781 355.08553577132193 7663.5823 8708.9014 2007on "" "" "" +CMFGEN 1.4 49.90000000005239 "" "" "" "" "" "" 154.24649246187371 4648.1227 5503.6577 -3.730034707835605 5298.8113 5503.6577 14.317750179058626 5551.8568 5832.0144 135.6646200396243 5832.0144 6476.6781 332.027640261442 7663.5823 8708.9014 2007on "" "" "" +CMFGEN 1.7 49.90000000005239 "" "" "" "" "" "" 106.38555801866349 4648.1227 5503.6577 10.949833890558715 5298.8113 5503.6577 70.70787532688362 5551.8568 5832.0144 152.2668827300808 5832.0144 6476.6781 214.31670333042297 7663.5823 8708.9014 2007on "" "" "" +OBSERVED "" 54.90000000005239 0.36068100314045654 3981.0194 4008.1189 283.01348912358844 3981.0194 4643.4528 314.21883320155314 4643.4528 5495.583 10.22099144986007 5296.8529 5507.6272 101.99568794315817 5558.8152 5832.8218 195.65261490008385 5832.8218 6477.1888 473.05044565463186 7657.5246 8651.1746 2007on 122.99777244360848 3694.9686 3981.0194 +CMFGEN 1.04 54.90000000005239 -0.016742283338489854 3981.0194 4008.1189 147.83205886034386 3981.0194 4643.4528 108.93941917962708 4643.4528 5495.583 13.818598952905287 5296.8529 5507.6272 90.93864493799104 5558.8152 5832.8218 125.42202688359129 5832.8218 6477.1888 240.26506271936637 7657.5246 8651.1746 2007on 85.34349932460722 3694.9686 3981.0194 +CMFGEN 1.02 54.90000000005239 0.20424716368042475 3981.0194 4008.1189 202.69049880431766 3981.0194 4643.4528 161.1042398437577 4643.4528 5495.583 -2.0328970085898193 5296.8529 5507.6272 59.82206023949256 5558.8152 5832.8218 165.0752423627303 5832.8218 6477.1888 445.1024393098661 7657.5246 8651.1746 2007on 32.27390936593439 3694.9686 3981.0194 +CMFGEN 1.4 54.90000000005239 0.23265471727073736 3981.0194 4008.1189 208.66516171490363 3981.0194 4643.4528 209.0444945553354 4643.4528 5495.583 0.5742861686243822 5296.8529 5507.6272 33.522918999670104 5558.8152 5832.8218 149.5504113952032 5832.8218 6477.1888 421.0405299732235 7657.5246 8651.1746 2007on 0.1273223079413422 3694.9686 3981.0194 +CMFGEN 1.7 54.90000000005239 0.18147969714777568 3981.0194 4008.1189 130.3263878229501 3981.0194 4643.4528 119.15852792302385 4643.4528 5495.583 10.636809624285426 5296.8529 5507.6272 92.0350423204047 5558.8152 5832.8218 140.3457974272469 5832.8218 6477.1888 235.80433964918146 7657.5246 8651.1746 2007on 57.76315853279967 3694.9686 3981.0194 +OBSERVED "" 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 119.47259377487227 5553.3983 5843.0828 176.05317248471812 5843.0828 6474.0396 400.2097878695747 7549.4439 8628.8164 2007on "" "" "" +CMFGEN 1.04 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 124.26473838333305 5553.3983 5843.0828 142.16926019762326 5843.0828 6474.0396 265.58884389061745 7549.4439 8628.8164 2007on "" "" "" +CMFGEN 1.02 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 92.22391598477273 5553.3983 5843.0828 170.6940426580046 5843.0828 6474.0396 462.20423871598996 7549.4439 8628.8164 2007on "" "" "" +CMFGEN 1.4 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 70.99443378690991 5553.3983 5843.0828 195.53008468710084 5843.0828 6474.0396 446.24809612197913 7549.4439 8628.8164 2007on "" "" "" +CMFGEN 1.7 71.94000000008964 "" "" "" "" "" "" "" "" "" "" "" "" 147.00157744314123 5553.3983 5843.0828 114.37856293285742 5843.0828 6474.0396 295.45307153325393 7549.4439 8628.8164 2007on "" "" "" +OBSERVED "" 71.9299999998475 -0.026929332971098414 3989.1568 4000.0868 274.4974152712799 3989.1568 4639.4922 251.82891106991445 4639.4922 5339.0126 -0.06592016600967682 5292.5601 5502.9627 123.22974679491786 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 122.24885451828204 3713.1742 3989.1568 +CMFGEN 1.04 71.9299999998475 -0.010540460977901709 3989.1568 4000.0868 244.1939501763459 3989.1568 4639.4922 233.33710688851772 4639.4922 5339.0126 9.9987032646115 5292.5601 5502.9627 125.08951866242413 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 87.98061649415583 3713.1742 3989.1568 +CMFGEN 1.02 71.9299999998475 -0.018076803181449587 3989.1568 4000.0868 253.46466663475576 3989.1568 4639.4922 284.57325330474816 4639.4922 5339.0126 -4.873146880630502 5292.5601 5502.9627 92.94538034583397 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 76.95562100023 3713.1742 3989.1568 +CMFGEN 1.4 71.9299999998475 -0.010904665074400471 3989.1568 4000.0868 263.0414844743675 3989.1568 4639.4922 287.19032277502106 4639.4922 5339.0126 4.266013608962479 5292.5601 5502.9627 71.45539003199812 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 60.53719537494785 3713.1742 3989.1568 +CMFGEN 1.7 71.9299999998475 -0.005139683455834668 3989.1568 4000.0868 237.24463353638615 3989.1568 4639.4922 253.36892104429967 4639.4922 5339.0126 12.947958594645876 5292.5601 5502.9627 147.51270629755177 5552.1477 5841.7929 "" "" "" "" "" "" 2007on 88.38447114694137 3713.1742 3989.1568 +OBSERVED "" 76.98000000012689 0.9574543214588733 3975.1303 4008.2511 279.94466675268643 3975.1303 4622.4913 259.20926635328817 4622.4913 5336.0939 5.285886039631414 5296.9511 5510.7308 124.20431442778577 5555.8955 5820.8618 191.51940289414847 5820.8618 6450.1569 559.209163915112 7699.7141 8780.6564 2007on 132.05045837611814 3728.2299 3975.1303 +CMFGEN 1.04 76.98000000012689 -0.3836387855529691 3975.1303 4008.2511 267.64923882667733 3975.1303 4622.4913 222.2367207550376 4622.4913 5336.0939 16.8009410390845 5296.9511 5510.7308 124.73030539327766 5555.8955 5820.8618 87.9024974169613 5820.8618 6450.1569 328.70528198302276 7699.7141 8780.6564 2007on 86.68233539039338 3728.2299 3975.1303 +CMFGEN 1.02 76.98000000012689 -0.5773990194943589 3975.1303 4008.2511 275.05807114222796 3975.1303 4622.4913 284.5426872618021 4622.4913 5336.0939 -0.8556543532870198 5296.9511 5510.7308 97.12208999913352 5555.8955 5820.8618 133.34259885504514 5820.8618 6450.1569 462.26979427957866 7699.7141 8780.6564 2007on 78.16309247483325 3728.2299 3975.1303 +CMFGEN 1.4 76.98000000012689 -0.4319563093049167 3975.1303 4008.2511 286.3668782996669 3975.1303 4622.4913 289.4457593610068 4622.4913 5336.0939 4.633234926220595 5296.9511 5510.7308 76.87634686258079 5555.8955 5820.8618 178.3601711394366 5820.8618 6450.1569 458.3272425479564 7699.7141 8780.6564 2007on 67.88246186006549 3728.2299 3975.1303 +CMFGEN 1.7 76.98000000012689 -0.3081555894118301 3975.1303 4008.2511 272.7321404301588 3975.1303 4622.4913 251.78657185049516 4622.4913 5336.0939 19.127358850803095 5296.9511 5510.7308 139.1996427932379 5555.8955 5820.8618 11.465483676468121 5820.8618 6450.1569 257.2477458123022 7699.7141 8780.6564 2007on 90.54502806671982 3728.2299 3975.1303 +OBSERVED "" 88.9299999998475 "" "" "" "" "" "" 262.9170151365354 4647.2688 5326.9467 5.175636251003167 5297.252 5501.8153 129.34272866632483 5551.3064 5864.7501 218.4918214978539 5864.7501 6498.2364 391.1699623028069 7854.2929 8672.546 2007on "" "" "" +CMFGEN 1.04 88.9299999998475 "" "" "" "" "" "" 230.92258757182574 4647.2688 5326.9467 14.966654223706868 5297.252 5501.8153 141.17640428514852 5551.3064 5864.7501 191.37871733441892 5864.7501 6498.2364 405.87491291659074 7854.2929 8672.546 2007on "" "" "" +CMFGEN 1.02 88.9299999998475 "" "" "" "" "" "" 288.6626528336669 4647.2688 5326.9467 -0.7726911784216896 5297.252 5501.8153 116.17419391192365 5551.3064 5864.7501 160.62680768730542 5864.7501 6498.2364 461.75368472993955 7854.2929 8672.546 2007on "" "" "" +CMFGEN 1.4 88.9299999998475 "" "" "" "" "" "" 302.1451230495135 4647.2688 5326.9467 0.44968677975849125 5297.252 5501.8153 98.71569350050368 5551.3064 5864.7501 167.30244086755235 5864.7501 6498.2364 454.5595189756642 7854.2929 8672.546 2007on "" "" "" +CMFGEN 1.7 88.9299999998475 "" "" "" "" "" "" 256.17227835997585 4647.2688 5326.9467 23.357885769415404 5297.252 5501.8153 167.810546221685 5551.3064 5864.7501 199.07963086976514 5864.7501 6498.2364 361.608599303176 7854.2929 8672.546 2007on "" "" "" +OBSERVED "" 100.90000000005239 1.5823688511749907 3985.5595 4017.9445 232.29025389830826 3985.5595 4627.187 247.32203601375352 4627.187 5303.2235 0.8004427300382524 5293.1032 5501.5815 132.2916844405933 5556.2312 5841.6239 216.07581445750952 5841.6239 6499.4438 454.0853178801573 7857.5891 8865.5717 2007on "" "" "" +CMFGEN 1.04 100.90000000005239 -0.38563452246168894 3985.5595 4017.9445 332.12581811468993 3985.5595 4627.187 206.27536642952253 4627.187 5303.2235 19.1568520696566 5293.1032 5501.5815 149.27781027302638 5556.2312 5841.6239 178.7241469744961 5841.6239 6499.4438 426.300056141523 7857.5891 8865.5717 2007on "" "" "" +CMFGEN 1.02 100.90000000005239 -0.3841843166816319 3985.5595 4017.9445 302.9930447520545 3985.5595 4627.187 266.67338188184976 4627.187 5303.2235 3.3654583604693182 5293.1032 5501.5815 127.83681357453617 5556.2312 5841.6239 148.53495389032813 5841.6239 6499.4438 418.5594084633043 7857.5891 8865.5717 2007on "" "" "" +CMFGEN 1.4 100.90000000005239 -0.3769022949408149 3985.5595 4017.9445 301.58208479854477 3985.5595 4627.187 290.8535864032025 4627.187 5303.2235 -1.7305041371960517 5293.1032 5501.5815 112.00237294393358 5556.2312 5841.6239 149.53138794147657 5841.6239 6499.4438 380.29091060904324 7857.5891 8865.5717 2007on "" "" "" +CMFGEN 1.7 100.90000000005239 -0.26631036768649263 3985.5595 4017.9445 342.8243368842067 3985.5595 4627.187 242.43032522607876 4627.187 5303.2235 32.89348514781839 5293.1032 5501.5815 162.79763725031046 5556.2312 5841.6239 155.38070268292847 5841.6239 6499.4438 474.5529164385799 7857.5891 8865.5717 2007on "" "" "" +OBSERVED "" 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 128.4318924821114 5552.1472 5908.7667 225.07695299056996 5908.7667 6522.9449 612.1850724563974 7505.63 8765.6859 2007sr "" "" "" +CMFGEN 1.04 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 157.13025799640548 5552.1472 5908.7667 271.10530125819577 5908.7667 6522.9449 187.9418771198691 7505.63 8765.6859 2007sr "" "" "" +CMFGEN 1.02 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 162.23918084786874 5552.1472 5908.7667 228.67508081284484 5908.7667 6522.9449 141.05952186963884 7505.63 8765.6859 2007sr "" "" "" +CMFGEN 1.4 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 164.68977630709637 5552.1472 5908.7667 209.32426694593462 5908.7667 6522.9449 133.6433259988574 7505.63 8765.6859 2007sr "" "" "" +CMFGEN 1.7 54539.29000000004 "" "" "" "" "" "" "" "" "" "" "" "" 168.34532478569943 5552.1472 5908.7667 302.2877134507732 5908.7667 6522.9449 575.2515361089664 7505.63 8765.6859 2007sr "" "" "" +OBSERVED "" 54539.27000000002 0.36276464100636974 3978.9698 4000.4971 287.60268492043565 3978.9698 4651.6975 293.2508578237338 4651.6975 5378.2433 -6.2606664198743625 5294.8251 5547.7707 "" "" "" "" "" "" "" "" "" 2007sr 120.47261415964245 3669.5151 3978.9698 +CMFGEN 1.04 54539.27000000002 -0.07367523763750466 3978.9698 4000.4971 467.9576249013138 3978.9698 4651.6975 125.85746761717222 4651.6975 5378.2433 97.26997446164073 5294.8251 5547.7707 "" "" "" "" "" "" "" "" "" 2007sr 181.7289852243672 3669.5151 3978.9698 +CMFGEN 1.02 54539.27000000002 -0.09131369642244157 3978.9698 4000.4971 456.8111952840878 3978.9698 4651.6975 136.26115287422914 4651.6975 5378.2433 86.15961270991046 5294.8251 5547.7707 "" "" "" "" "" "" "" "" "" 2007sr 166.4456538605758 3669.5151 3978.9698 +CMFGEN 1.4 54539.27000000002 -0.03853786376602264 3978.9698 4000.4971 420.44004294324935 3978.9698 4651.6975 141.6766301245464 4651.6975 5378.2433 70.60317258751898 5294.8251 5547.7707 "" "" "" "" "" "" "" "" "" 2007sr 154.7350638217526 3669.5151 3978.9698 +CMFGEN 1.7 54539.27000000002 -0.09807876373560026 3978.9698 4000.4971 492.3194519883179 3978.9698 4651.6975 135.97278061936595 4651.6975 5378.2433 114.27006449783696 5294.8251 5547.7707 "" "" "" "" "" "" "" "" "" 2007sr 187.81241955138606 3669.5151 3978.9698 +OBSERVED "" 54544.18000000017 0.6875761570347652 3980.7469 4003.7247 289.57357378342556 3980.7469 4654.3474 290.82727281924133 4654.3474 5340.186 -4.768680381956539 5297.727 5546.7369 136.69437145172625 5553.2306 5894.9011 233.37528657669304 5894.9011 6531.787 673.6815027912389 7500.6028 8798.6012 2007sr 125.37726773568878 3661.8044 3980.7469 +CMFGEN 1.04 54544.18000000017 -0.08761801939863893 3980.7469 4003.7247 468.37873527953855 3980.7469 4654.3474 168.69363194495807 4654.3474 5340.186 96.12644663267481 5297.727 5546.7369 160.07201991371852 5553.2306 5894.9011 269.82191053453175 5894.9011 6531.787 241.78603311724942 7500.6028 8798.6012 2007sr 184.82321875806556 3661.8044 3980.7469 +CMFGEN 1.02 54544.18000000017 -0.12805323557532866 3980.7469 4003.7247 457.0408165653894 3980.7469 4654.3474 186.00893691910113 4654.3474 5340.186 84.60164581242849 5297.727 5546.7369 165.15602190363722 5553.2306 5894.9011 227.6776277099862 5894.9011 6531.787 270.4630385558598 7500.6028 8798.6012 2007sr 164.91140860738156 3661.8044 3980.7469 +CMFGEN 1.4 54544.18000000017 -0.044138472282475465 3980.7469 4003.7247 420.54251736977125 3980.7469 4654.3474 192.8990522707586 4654.3474 5340.186 69.42806362547144 5297.727 5546.7369 166.87578008296902 5553.2306 5894.9011 208.10064041143966 5894.9011 6531.787 237.7520119086157 7500.6028 8798.6012 2007sr 150.0690271565706 3661.8044 3980.7469 +CMFGEN 1.7 54544.18000000017 -0.1462368175528023 3980.7469 4003.7247 492.57447715678165 3980.7469 4654.3474 185.77020764714584 4654.3474 5340.186 113.11015534416367 5297.727 5546.7369 171.9974667009974 5553.2306 5894.9011 305.0349138457676 5894.9011 6531.787 665.3258256961983 7500.6028 8798.6012 2007sr 192.45412697433363 3661.8044 3980.7469 +OBSERVED "" 54545.27000000002 0.772654091507102 3964.2815 4001.9473 297.9193339084711 3964.2815 4652.1767 288.38817952881647 4652.1767 5348.0016 -5.4369997032533846 5298.4414 5550.2071 135.17598064203398 5550.2071 5905.058 234.66121177933908 5905.058 6531.4986 582.7350210912599 7510.8076 8795.4073 2007sr "" "" "" +CMFGEN 1.04 54545.27000000002 -0.5736735136270928 3964.2815 4001.9473 473.0621517765713 3964.2815 4652.1767 157.47442071014297 4652.1767 5348.0016 99.29288060245065 5298.4414 5550.2071 160.14647440105938 5550.2071 5905.058 270.2747933693333 5905.058 6531.4986 211.69167580134462 7510.8076 8795.4073 2007sr "" "" "" +CMFGEN 1.02 54545.27000000002 -0.8996818129861546 3964.2815 4001.9473 463.5937589526699 3964.2815 4652.1767 174.97607943788182 4652.1767 5348.0016 86.85478365588155 5298.4414 5550.2071 165.31747771953104 5550.2071 5905.058 227.47042572623366 5905.058 6531.4986 231.67152081688172 7510.8076 8795.4073 2007sr "" "" "" +CMFGEN 1.4 54545.27000000002 -0.7935904290373081 3964.2815 4001.9473 427.87654180944423 3964.2815 4652.1767 181.68044232442293 4652.1767 5348.0016 70.91534654529845 5298.4414 5550.2071 167.57502050670612 5550.2071 5905.058 207.50853561058335 5905.058 6531.4986 183.15835048371156 7510.8076 8795.4073 2007sr "" "" "" +CMFGEN 1.7 54545.27000000002 -0.5609249881418242 3964.2815 4001.9473 497.8885225160632 3964.2815 4652.1767 173.31867437853379 4652.1767 5348.0016 116.721677725153 5298.4414 5550.2071 171.53190009245088 5550.2071 5905.058 305.91933797117446 5905.058 6531.4986 664.1057785017393 7510.8076 8795.4073 2007sr "" "" "" +OBSERVED "" 54563.299999999814 1.9498245164799057 3963.8157 4003.1386 300.3012600900346 3963.8157 4662.5543 270.4396807224291 4662.5543 5328.0197 0.8002626241702651 5291.7216 5548.8333 143.5370890586359 5551.8581 5905.7647 240.78738397458847 5905.7647 6531.9072 626.5586107792906 7502.8817 8785.415 2007sr "" "" "" +CMFGEN 1.04 54563.299999999814 -0.6485574620450065 3963.8157 4003.1386 476.74643106191365 3963.8157 4662.5543 191.0222292113771 4662.5543 5328.0197 98.2752427497632 5291.7216 5548.8333 158.3047845580922 5551.8581 5905.7647 270.2836844222671 5905.7647 6531.9072 223.21900600782772 7502.8817 8785.415 2007sr "" "" "" +CMFGEN 1.02 54563.299999999814 -1.0292990180793389 3963.8157 4003.1386 467.62629522801126 3963.8157 4662.5543 207.0426297510042 4662.5543 5328.0197 87.67148892237766 5291.7216 5548.8333 163.42440639273215 5551.8581 5905.7647 227.4097093718402 5905.7647 6531.9072 215.7306706011627 7502.8817 8785.415 2007sr "" "" "" +CMFGEN 1.4 54563.299999999814 -0.9009490914008876 3963.8157 4003.1386 431.6936609204214 3963.8157 4662.5543 213.10476129037545 4662.5543 5328.0197 71.83243520565571 5291.7216 5548.8333 165.7346695635961 5551.8581 5905.7647 207.37205595997784 5905.7647 6531.9072 185.92517684837634 7502.8817 8785.415 2007sr "" "" "" +CMFGEN 1.7 54563.299999999814 -0.6600917329135788 3963.8157 4003.1386 502.1043688862619 3963.8157 4662.5543 210.93215004360184 4662.5543 5328.0197 114.69236536273863 5291.7216 5548.8333 169.64440281779258 5551.8581 5905.7647 306.1745635292298 5905.7647 6531.9072 636.9543043364412 7502.8817 8785.415 2007sr "" "" "" +OBSERVED "" 54568.12000000011 0.04947367836639334 3991.0393 4000.1138 292.7448727417557 3991.0393 4662.5543 269.05840806225405 4662.5543 5328.0197 2.0884929874091847 5294.7465 5548.8333 144.44577340796647 5551.8581 5914.8392 239.83651953913756 5914.8392 6525.8575 627.1242310565781 7505.9065 8800.5392 2007sr "" "" "" +CMFGEN 1.04 54568.12000000011 -0.0026562247078623404 3991.0393 4000.1138 466.14377284000443 3991.0393 4662.5543 191.0222292113771 4662.5543 5328.0197 98.26764210239277 5294.7465 5548.8333 155.65046512857097 5551.8581 5914.8392 271.23824728398125 5914.8392 6525.8575 229.8462442601284 7505.9065 8800.5392 2007sr "" "" "" +CMFGEN 1.02 54568.12000000011 -0.004836359338132788 3991.0393 4000.1138 453.4008374640878 3991.0393 4662.5543 207.0426297510042 4662.5543 5328.0197 86.9460648118138 5294.7465 5548.8333 160.62327853407118 5551.8581 5914.8392 227.95847760309834 5914.8392 6525.8575 263.4724608294054 7505.9065 8800.5392 2007sr "" "" "" +CMFGEN 1.4 54568.12000000011 0.0016874533633514143 3991.0393 4000.1138 415.72993997192555 3991.0393 4662.5543 213.10476129037545 4662.5543 5328.0197 71.13183607482755 5294.7465 5548.8333 163.29677291777355 5551.8581 5914.8392 207.84045912021372 5914.8392 6525.8575 222.27223511001313 7505.9065 8800.5392 2007sr "" "" "" +CMFGEN 1.7 54568.12000000011 -0.0067057429217008266 3991.0393 4000.1138 491.09256005941745 3991.0393 4662.5543 210.93215004360184 4662.5543 5328.0197 115.39032258349695 5294.7465 5548.8333 166.26359414666697 5551.8581 5914.8392 304.04687329510057 5914.8392 6525.8575 671.4216498667588 7505.9065 8800.5392 2007sr "" "" "" +OBSERVED "" 54582.14000000013 0.5622765448085367 3983.3068 4003.1269 293.95700357470747 3983.3068 4667.0992 259.80926737209336 4667.0992 5307.2875 -12.00051426277787 5299.3595 5503.5062 149.79037235506382 5551.0744 5905.8536 244.36818892843493 5905.8536 6522.2578 596.5209115617397 7501.3692 8781.7458 2007sr "" "" "" +CMFGEN 1.04 54582.14000000013 -0.04614078599128651 3983.3068 4003.1269 470.56065956392115 3983.3068 4667.0992 207.98746076835286 4667.0992 5307.2875 57.57808213579703 5299.3595 5503.5062 159.06811893098 5551.0744 5905.8536 271.00608383449173 5905.8536 6522.2578 222.1823575642947 7501.3692 8781.7458 2007sr "" "" "" +CMFGEN 1.02 54582.14000000013 -0.06997596673908618 3983.3068 4003.1269 459.0853127418478 3983.3068 4667.0992 223.60062238528187 4667.0992 5307.2875 55.53784642586242 5299.3595 5503.5062 164.20346238375168 5551.0744 5905.8536 228.83878156188504 5905.8536 6522.2578 206.18175612699264 7501.3692 8781.7458 2007sr "" "" "" +CMFGEN 1.4 54582.14000000013 -0.013965836358678476 3983.3068 4003.1269 421.8883512302832 3983.3068 4667.0992 228.23812854601516 4667.0992 5307.2875 48.825516400520776 5299.3595 5503.5062 166.51225316989974 5551.0744 5905.8536 209.73843986113624 5905.8536 6522.2578 182.5451431696601 7501.3692 8781.7458 2007sr "" "" "" +CMFGEN 1.7 54582.14000000013 -0.0940828613998386 3983.3068 4003.1269 496.16923236197806 3983.3068 4667.0992 230.7843582365659 4667.0992 5307.2875 69.34657254257849 5299.3595 5503.5062 170.40127752740804 5551.0744 5905.8536 301.5763618527401 5905.8536 6522.2578 625.912588806239 7501.3692 8781.7458 2007sr "" "" "" +OBSERVED "" 54461.33999999985 47.56129176275232 3923.1831 4138.7687 256.6144996153642 3923.1831 4577.0082 291.36344560408156 4577.0082 5242.6139 6.391140393866909 5242.6139 5501.7878 70.43361419954495 5550.0884 5884.6584 155.79397698887124 5884.6584 6386.5133 282.2106052847813 7917.5311 8737.8073 2007sr "" "" "" +CMFGEN 1.04 54461.33999999985 -81.34283780725973 3923.1831 4138.7687 375.872058635656 3923.1831 4577.0082 -125.65191829186006 4577.0082 5242.6139 34.977458464454585 5242.6139 5501.7878 165.8215272547887 5550.0884 5884.6584 112.88818569136791 5884.6584 6386.5133 411.9593670515993 7917.5311 8737.8073 2007sr "" "" "" +CMFGEN 1.02 54461.33999999985 -79.27534707669517 3923.1831 4138.7687 342.2889272647919 3923.1831 4577.0082 -71.71405284259309 4577.0082 5242.6139 43.75677630497074 5242.6139 5501.7878 170.88678969809322 5550.0884 5884.6584 102.93840770265501 5884.6584 6386.5133 411.51389047909197 7917.5311 8737.8073 2007sr "" "" "" +CMFGEN 1.4 54461.33999999985 -80.09967191286115 3923.1831 4138.7687 274.98081056735253 3923.1831 4577.0082 -33.70560040987934 4577.0082 5242.6139 43.15042471738823 5242.6139 5501.7878 171.92011710126204 5550.0884 5884.6584 101.31635437074894 5884.6584 6386.5133 385.449105093115 7917.5311 8737.8073 2007sr "" "" "" +CMFGEN 1.7 54461.33999999985 -103.39190142886738 3923.1831 4138.7687 390.9719332286054 3923.1831 4577.0082 -163.53493636894535 4577.0082 5242.6139 36.38420133987357 5242.6139 5501.7878 178.20746612948182 5550.0884 5884.6584 134.545022071228 5884.6584 6386.5133 539.8392058383193 7917.5311 8737.8073 2007sr "" "" "" +OBSERVED "" 54468.35000000009 -1.5907818971000331 3941.2231 4001.399 315.92358808481794 3941.2231 4605.8928 342.72511187399823 4605.8928 5407.3259 -6.103658894199978 5284.2389 5500.3249 88.70337937408539 5555.0303 5880.527 "" "" "" "" "" "" 2007sr 91.12117908699126 3664.9612 3941.2231 +CMFGEN 1.04 54468.35000000009 -2.3118716336135874 3941.2231 4001.399 439.6371900421206 3941.2231 4605.8928 -125.8633606390651 4605.8928 5407.3259 52.85873866522182 5284.2389 5500.3249 162.32887199095782 5555.0303 5880.527 "" "" "" "" "" "" 2007sr 177.59844334684894 3664.9612 3941.2231 +CMFGEN 1.02 54468.35000000009 -3.882178292106732 3941.2231 4001.399 421.9021169912445 3941.2231 4605.8928 -129.14750215301683 4605.8928 5407.3259 54.912396690232555 5284.2389 5500.3249 167.21615908329744 5555.0303 5880.527 "" "" "" "" "" "" 2007sr 148.29795418988365 3664.9612 3941.2231 +CMFGEN 1.4 54468.35000000009 -4.835427768023296 3941.2231 4001.399 374.4832855739232 3941.2231 4605.8928 -106.79487284179127 4605.8928 5407.3259 48.75511668398694 5284.2389 5500.3249 168.0458298153524 5555.0303 5880.527 "" "" "" "" "" "" 2007sr 130.88248052401397 3664.9612 3941.2231 +CMFGEN 1.7 54468.35000000009 -3.2473066380978888 3941.2231 4001.399 455.1513175964889 3941.2231 4605.8928 -189.9387301551946 4605.8928 5407.3259 61.35303725993509 5284.2389 5500.3249 174.44590373339955 5555.0303 5880.527 "" "" "" "" "" "" 2007sr 184.0180594175829 3664.9612 3941.2231 +OBSERVED "" 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 88.26069234149762 5553.9411 5880.4777 187.81835396585484 5880.4777 6497.7115 608.1550971086759 7552.9822 8787.4498 2007sr "" "" "" +CMFGEN 1.04 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 163.33535360249908 5553.9411 5880.4777 260.34696506294176 5880.4777 6497.7115 95.75110942150883 7552.9822 8787.4498 2007sr "" "" "" +CMFGEN 1.02 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 168.25712806120353 5553.9411 5880.4777 224.34720495405764 5880.4777 6497.7115 151.73216605684033 7552.9822 8787.4498 2007sr "" "" "" +CMFGEN 1.4 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 169.07797796305417 5553.9411 5880.4777 209.14975065581746 5880.4777 6497.7115 58.5520595075551 7552.9822 8787.4498 2007sr "" "" "" +CMFGEN 1.7 54468.35999999987 "" "" "" "" "" "" "" "" "" "" "" "" 175.45476090830317 5553.9411 5880.4777 282.26170538745816 5880.4777 6497.7115 649.7509316773817 7552.9822 8787.4498 2007sr "" "" "" +OBSERVED "" 54470.31999999983 "" "" "" "" "" "" 360.5919465109664 4610.4048 5412.1763 -3.6796910844111674 5294.6234 5508.63 89.95369461493607 5550.8285 5882.3882 210.10945276618364 5882.3882 6518.3799 485.09786018563875 7672.8103 8757.9146 2007sr "" "" "" +CMFGEN 1.04 54470.31999999983 "" "" "" "" "" "" -90.43801532390529 4610.4048 5412.1763 62.35432746190919 5294.6234 5508.63 165.72546786586273 5550.8285 5882.3882 270.0281253359758 5882.3882 6518.3799 82.24113683216657 7672.8103 8757.9146 2007sr "" "" "" +CMFGEN 1.02 54470.31999999983 "" "" "" "" "" "" -90.2714797050473 4610.4048 5412.1763 60.39254554425316 5294.6234 5508.63 170.71972583506167 5550.8285 5882.3882 229.8076233271089 5882.3882 6518.3799 331.5853640944347 7672.8103 8757.9146 2007sr "" "" "" +CMFGEN 1.4 54470.31999999983 "" "" "" "" "" "" -67.2089452101778 4610.4048 5412.1763 52.881008127154104 5294.6234 5508.63 171.62742348097882 5550.8285 5882.3882 211.85680233431222 5882.3882 6518.3799 315.4812718652996 7672.8103 8757.9146 2007sr "" "" "" +CMFGEN 1.7 54470.31999999983 "" "" "" "" "" "" -155.14126198774497 4610.4048 5412.1763 74.20024496996625 5294.6234 5508.63 177.98823397184378 5550.8285 5882.3882 296.6275829696179 5882.3882 6518.3799 446.9720025443807 7672.8103 8757.9146 2007sr "" "" "" +OBSERVED "" 54482.37000000011 "" "" "" "" "" "" 446.8872685229703 4605.7326 5547.0152 18.88116192495883 5299.3092 5550.3179 49.90834464878637 5550.3179 5831.0513 244.30908393535992 5831.0513 6531.2335 451.91777275948573 7756.5522 8658.2019 2007sr "" "" "" +CMFGEN 1.04 54482.37000000011 "" "" "" "" "" "" -59.07796024160942 4605.7326 5547.0152 99.24275428778398 5299.3092 5550.3179 164.71082709279563 5550.3179 5831.0513 230.2910309901735 5831.0513 6531.2335 -84.64339624086779 7756.5522 8658.2019 2007sr "" "" "" +CMFGEN 1.02 54482.37000000011 "" "" "" "" "" "" -71.19675804949328 4605.7326 5547.0152 86.6433653131147 5299.3092 5550.3179 165.6800873211778 5550.3179 5831.0513 175.38935707475054 5831.0513 6531.2335 259.90841031064076 7756.5522 8658.2019 2007sr "" "" "" +CMFGEN 1.4 54482.37000000011 "" "" "" "" "" "" -69.79635231235154 4605.7326 5547.0152 70.74866350213274 5299.3092 5550.3179 162.35538145086883 5550.3179 5831.0513 147.99927109326012 5831.0513 6531.2335 286.3157871933777 7756.5522 8658.2019 2007sr "" "" "" +CMFGEN 1.7 54482.37000000011 "" "" "" "" "" "" -113.02896276413327 4605.7326 5547.0152 116.66932785796256 5299.3092 5550.3179 164.12797762696746 5550.3179 5831.0513 221.46097488393474 5831.0513 6531.2335 244.12299758200066 7756.5522 8658.2019 2007sr "" "" "" +OBSERVED "" 54482.35000000009 -1.2263388141226066 3954.019 4000.0133 293.7674091480278 3954.019 4618.8461 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 94.74321636762036 3675.9624 3954.019 +CMFGEN 1.04 54482.35000000009 -1.1005847549972747 3954.019 4000.0133 455.73032326713627 3954.019 4618.8461 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 175.41907080223808 3675.9624 3954.019 +CMFGEN 1.02 54482.35000000009 -1.9011997725106908 3954.019 4000.0133 443.5942538681768 3954.019 4618.8461 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 157.98221530972322 3675.9624 3954.019 +CMFGEN 1.4 54482.35000000009 -2.191235655492681 3954.019 4000.0133 404.55589034916943 3954.019 4618.8461 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 147.0832979933615 3675.9624 3954.019 +CMFGEN 1.7 54482.35000000009 -1.2096587978323796 3954.019 4000.0133 474.27002387810273 3954.019 4618.8461 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2007sr 182.61664689590484 3675.9624 3954.019 +OBSERVED "" 54492.35999999987 -0.3276941847607573 3963.1052 4001.399 302.2504278589091 3963.1052 4616.8339 428.17071956696293 4616.8339 5549.5597 12.946195159626154 5297.9152 5557.7655 71.17561245026059 5557.7655 5847.7038 "" "" "" "" "" "" 2007sr 94.8036120652983 3695.0491 3963.1052 +CMFGEN 1.04 54492.35999999987 -0.6151493735919177 3963.1052 4001.399 452.372249711421 3963.1052 4616.8339 66.3824267317902 4616.8339 5549.5597 106.66637779506242 5297.9152 5557.7655 164.25577848071407 5557.7655 5847.7038 "" "" "" "" "" "" 2007sr 155.20031296924748 3695.0491 3963.1052 +CMFGEN 1.02 54492.35999999987 -0.9795159451143007 3963.1052 4001.399 439.3839036860361 3963.1052 4616.8339 61.20678488711563 4616.8339 5549.5597 92.7882686183926 5297.9152 5557.7655 166.94220477733694 5557.7655 5847.7038 "" "" "" "" "" "" 2007sr 160.43211111142912 3695.0491 3963.1052 +CMFGEN 1.4 54492.35999999987 -0.9060141068987003 3963.1052 4001.399 400.97725938041805 3963.1052 4616.8339 58.25381057689766 4616.8339 5549.5597 75.01988102443953 5297.9152 5557.7655 165.1412629552736 5557.7655 5847.7038 "" "" "" "" "" "" 2007sr 153.2590500609637 3695.0491 3963.1052 +CMFGEN 1.7 54492.35999999987 -0.5927667974831028 3963.1052 4001.399 470.8621716745001 3963.1052 4616.8339 32.3997559087662 4616.8339 5549.5597 124.8834431488459 5297.9152 5557.7655 167.26758471557233 5557.7655 5847.7038 "" "" "" "" "" "" 2007sr 173.51634878052383 3695.0491 3963.1052 +OBSERVED "" 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 70.1464811041899 5551.0728 5845.0227 237.3201184171518 5845.0227 6524.2855 476.59301204067856 7751.7251 8752.7439 2007sr "" "" "" +CMFGEN 1.04 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 169.37711360641921 5551.0728 5845.0227 256.89388054403184 5845.0227 6524.2855 81.61161600796561 7751.7251 8752.7439 2007sr "" "" "" +CMFGEN 1.02 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 171.90555909076102 5551.0728 5845.0227 210.82497970364267 5845.0227 6524.2855 282.03076820308365 7751.7251 8752.7439 2007sr "" "" "" +CMFGEN 1.4 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 169.81498366655507 5551.0728 5845.0227 188.44954232343025 5845.0227 6524.2855 273.2476825746937 7751.7251 8752.7439 2007sr "" "" "" +CMFGEN 1.7 54492.37999999989 "" "" "" "" "" "" "" "" "" "" "" "" 171.70938338682362 5551.0728 5845.0227 256.0464269170662 5845.0227 6524.2855 474.14582403645267 7751.7251 8752.7439 2007sr "" "" "" +OBSERVED "" 54497.330000000075 "" "" "" "" "" "" "" "" "" 11.869464591574411 5298.7437 5556.1644 79.22466002541469 5556.1644 5874.1547 243.80244802237223 5874.1547 6525.2777 511.45283325239757 7763.9257 8787.5517 2007sr "" "" "" +CMFGEN 1.04 54497.330000000075 "" "" "" "" "" "" "" "" "" 104.96592485759345 5298.7437 5556.1644 162.895232737501 5556.1644 5874.1547 269.44374696857165 5874.1547 6525.2777 126.11297933117386 7763.9257 8787.5517 2007sr "" "" "" +CMFGEN 1.02 54497.330000000075 "" "" "" "" "" "" "" "" "" 91.25289129443841 5298.7437 5556.1644 167.60492668316525 5556.1644 5874.1547 228.74660922346823 5874.1547 6525.2777 332.7553798368183 7763.9257 8787.5517 2007sr "" "" "" +CMFGEN 1.4 54497.330000000075 "" "" "" "" "" "" "" "" "" 73.95396758445186 5298.7437 5556.1644 168.04174532395876 5556.1644 5874.1547 210.05544698123816 5874.1547 6525.2777 295.2931204119221 7763.9257 8787.5517 2007sr "" "" "" +CMFGEN 1.7 54497.330000000075 "" "" "" "" "" "" "" "" "" 123.04805379580496 5298.7437 5556.1644 174.35098865809925 5556.1644 5874.1547 297.1979948764582 5874.1547 6525.2777 561.2678287980438 7763.9257 8787.5517 2007sr "" "" "" +OBSERVED "" 54497.310000000056 0.06827769218069671 3964.0595 4000.2261 309.3091346308108 3964.0595 4633.1414 432.3586350665598 4633.1414 5546.3477 12.554252872425648 5299.2094 5561.4172 77.81798447901252 5561.4172 5865.8193 242.74035645429902 5865.8193 6519.8317 510.72635744416857 7749.4957 8804.3545 2007sr 100.97709801899659 3713.9073 3964.0595 +CMFGEN 1.04 54497.310000000056 -0.5229594737253799 3964.0595 4000.2261 463.25673847145066 3964.0595 4633.1414 154.71231694468784 4633.1414 5546.3477 110.07954923937132 5299.2094 5561.4172 159.9908170250008 5561.4172 5865.8193 268.4806296649964 5865.8193 6519.8317 128.74597029997813 7749.4957 8804.3545 2007sr 137.0535851265546 3713.9073 3964.0595 +CMFGEN 1.02 54497.310000000056 -0.8165775540816647 3964.0595 4000.2261 452.9976149254892 3964.0595 4633.1414 153.75059311625256 4633.1414 5546.3477 95.25475079376928 5299.2094 5561.4172 164.17862628907068 5561.4172 5865.8193 228.1562132542835 5865.8193 6519.8317 377.0864432091163 7749.4957 8804.3545 2007sr 151.86722171729176 3713.9073 3964.0595 +CMFGEN 1.4 54497.310000000056 -0.7575109136037657 3964.0595 4000.2261 416.97822810313835 3964.0595 4633.1414 148.0286401364845 4633.1414 5546.3477 76.70882814404821 5299.2094 5561.4172 163.9620126087366 5561.4172 5865.8193 209.78583034395854 5865.8193 6519.8317 343.4178002447042 7749.4957 8804.3545 2007sr 149.81139907723113 3713.9073 3964.0595 +CMFGEN 1.7 54497.310000000056 -0.48270262970842825 3964.0595 4000.2261 487.5532101962633 3964.0595 4633.1414 172.11423272285361 4633.1414 5546.3477 128.69420252205427 5299.2094 5561.4172 170.34278886418755 5561.4172 5865.8193 289.9575290719098 5865.8193 6519.8317 570.3420866585261 7749.4957 8804.3545 2007sr 160.59955762358845 3713.9073 3964.0595 +OBSERVED "" 54510.29000000004 "" "" "" "" "" "" 375.27454396658175 4632.1545 5547.0152 4.917510597081786 5296.0065 5550.3179 102.16652028481106 5550.3179 5877.2898 232.83220839971852 5877.2898 6527.9307 603.3224549804033 7555.0847 8777.1008 2007sr "" "" "" +CMFGEN 1.04 54510.29000000004 "" "" "" "" "" "" 151.2600658749619 4632.1545 5547.0152 99.59685802756529 5296.0065 5550.3179 167.41527155377892 5550.3179 5877.2898 269.4803710102123 5877.2898 6527.9307 79.33088041319743 7555.0847 8777.1008 2007sr "" "" "" +CMFGEN 1.02 54510.29000000004 "" "" "" "" "" "" 150.0305469938209 4632.1545 5547.0152 87.68425300635016 5296.0065 5550.3179 172.32216502272217 5550.3179 5877.2898 228.46774900150842 5877.2898 6527.9307 116.78355908747056 7555.0847 8777.1008 2007sr "" "" "" +CMFGEN 1.4 54510.29000000004 "" "" "" "" "" "" 144.34124428440109 4632.1545 5547.0152 71.55315188977762 5296.0065 5550.3179 172.93730598243013 5550.3179 5877.2898 209.586454476842 5877.2898 6527.9307 32.903717025067266 7555.0847 8777.1008 2007sr "" "" "" +CMFGEN 1.7 54510.29000000004 "" "" "" "" "" "" 166.48902656188005 4632.1545 5547.0152 116.94917263688299 5296.0065 5550.3179 179.28958501382894 5550.3179 5877.2898 299.790016737045 5877.2898 6527.9307 623.0902055025574 7555.0847 8777.1008 2007sr "" "" "" +OBSERVED "" 54520.31999999983 21.86294897000694 3903.5802 4019.5279 358.2042355469814 3903.5802 4644.5586 325.73806992146956 4644.5586 5389.1604 1.3792298536385763 5298.5762 5552.2119 112.90830468064652 5552.2119 5880.1265 233.53097749983928 5880.1265 6521.9359 499.2759622224101 7500.6779 8783.3035 2007sr "" "" "" +CMFGEN 1.04 54520.31999999983 -16.628233154605685 3903.5802 4019.5279 476.1122410458894 3903.5802 4644.5586 95.07320990734186 4644.5586 5389.1604 101.19407013058925 5298.5762 5552.2119 165.0308995539816 5552.2119 5880.1265 272.65238596717506 5880.1265 6521.9359 226.03407288682808 7500.6779 8783.3035 2007sr "" "" "" +CMFGEN 1.02 54520.31999999983 -21.164650293999173 3903.5802 4019.5279 476.75530466960856 3903.5802 4644.5586 103.13220565618903 4644.5586 5389.1604 88.30916587390465 5298.5762 5552.2119 169.96352839768747 5552.2119 5880.1265 232.3016384314801 5880.1265 6521.9359 213.74300119031193 7500.6779 8783.3035 2007sr "" "" "" +CMFGEN 1.4 54520.31999999983 -16.76621085625944 3903.5802 4019.5279 436.02637471278786 3903.5802 4644.5586 111.36938647994769 4644.5586 5389.1604 71.91508252735564 5298.5762 5552.2119 170.7549989431029 5552.2119 5880.1265 213.4402611380279 5880.1265 6521.9359 189.56915338001022 7500.6779 8783.3035 2007sr "" "" "" +CMFGEN 1.7 54520.31999999983 -24.729899209306538 3903.5802 4019.5279 493.56029868035847 3903.5802 4644.5586 104.02693014797445 4644.5586 5389.1604 118.86012299222676 5298.5762 5552.2119 177.1427665937124 5552.2119 5880.1265 299.115361440665 5880.1265 6521.9359 629.8853947693242 7500.6779 8783.3035 2007sr "" "" "" +OBSERVED "" 54521.310000000056 15.781948162240328 3982.0154 4017.5828 419.363206634585 3982.0154 4578.7572 476.27485821351047 4578.7572 5513.3892 60.27999809367624 5278.2492 5513.3892 139.90541956845743 5554.8845 5843.3755 275.94431446173166 5843.3755 6475.6847 708.5164796684048 7679.048 8639.3676 2007ux "" "" "" +CMFGEN 1.04 54521.310000000056 -0.3975607679383832 3982.0154 4017.5828 390.79820925615684 3982.0154 4578.7572 -586.144870838069 4578.7572 5513.3892 63.508127355535905 5278.2492 5513.3892 165.87987182157622 5554.8845 5843.3755 218.70162036222968 5843.3755 6475.6847 -177.36320096609265 7679.048 8639.3676 2007ux "" "" "" +CMFGEN 1.02 54521.310000000056 -0.3534934475529795 3982.0154 4017.5828 359.7351801436954 3982.0154 4578.7572 -536.7675548142981 4578.7572 5513.3892 64.9320535076662 5278.2492 5513.3892 168.15911128359312 5554.8845 5843.3755 179.9446245026381 5843.3755 6475.6847 290.11633924915384 7679.048 8639.3676 2007ux "" "" "" +CMFGEN 1.4 54521.310000000056 0.40314611842355685 3982.0154 4017.5828 305.6352567101475 3982.0154 4578.7572 -458.83543924705134 4578.7572 5513.3892 57.91035416143164 5278.2492 5513.3892 165.9844174286027 5554.8845 5843.3755 162.74357503636605 5843.3755 6475.6847 320.0150560970472 7679.048 8639.3676 2007ux "" "" "" +CMFGEN 1.7 54521.310000000056 -0.5335538189371769 3982.0154 4017.5828 414.0893335437868 3982.0154 4578.7572 -729.5597543134925 4578.7572 5513.3892 71.44628042989865 5278.2492 5513.3892 167.53957650443363 5554.8845 5843.3755 209.02515775706007 5843.3755 6475.6847 61.92997646616263 7679.048 8639.3676 2007ux "" "" "" +OBSERVED "" 54468.31999999983 "" "" "" "" "" "" "" "" "" 79.12165343837295 5234.3555 5595.5577 60.59066375335881 5595.5577 5917.921 128.89829284688955 5917.921 6364.5689 293.926627128507 7716.1642 8566.7371 2007ux "" "" "" +CMFGEN 1.04 54468.31999999983 "" "" "" "" "" "" "" "" "" 128.0251141990045 5234.3555 5595.5577 102.91915888537494 5595.5577 5917.921 96.32279803147587 5917.921 6364.5689 -337.5690169121947 7716.1642 8566.7371 2007ux "" "" "" +CMFGEN 1.02 54468.31999999983 "" "" "" "" "" "" "" "" "" 118.44973466999787 5234.3555 5595.5577 104.62358312960798 5595.5577 5917.921 86.63103815485518 5917.921 6364.5689 181.98405383035396 7716.1642 8566.7371 2007ux "" "" "" +CMFGEN 1.4 54468.31999999983 "" "" "" "" "" "" "" "" "" 99.3234189486782 5234.3555 5595.5577 105.20535558994494 5595.5577 5917.921 80.75259454171619 5917.921 6364.5689 223.5737533041127 7716.1642 8566.7371 2007ux "" "" "" +CMFGEN 1.7 54468.31999999983 "" "" "" "" "" "" "" "" "" 132.24961803826972 5234.3555 5595.5577 119.43241551898804 5595.5577 5917.921 116.81222828496331 5917.921 6364.5689 71.66725477259237 7716.1642 8566.7371 2007ux "" "" "" +OBSERVED "" 54468.299999999814 31.457416621818798 3940.014 4105.416 185.6905748474607 3940.014 4550.9343 176.39570092300465 4550.9343 5239.22 84.50033201261012 5239.22 5602.0373 "" "" "" "" "" "" "" "" "" 2007ux 88.14388330041564 3670.5688 3940.014 +CMFGEN 1.04 54468.299999999814 -44.23679318440825 3940.014 4105.416 320.0230323915899 3940.014 4550.9343 -387.5401539194671 4550.9343 5239.22 139.06847871900254 5239.22 5602.0373 "" "" "" "" "" "" "" "" "" 2007ux 174.89626321317925 3670.5688 3940.014 +CMFGEN 1.02 54468.299999999814 -44.117777924300576 3940.014 4105.416 249.34364015837798 3940.014 4550.9343 -342.37122798105065 4550.9343 5239.22 129.01585291479898 5239.22 5602.0373 "" "" "" "" "" "" "" "" "" 2007ux 148.92993564839102 3670.5688 3940.014 +CMFGEN 1.4 54468.299999999814 -38.672620022103416 3940.014 4105.416 167.59978307877785 3940.014 4550.9343 -270.8090174028701 4550.9343 5239.22 108.34332220345371 5239.22 5602.0373 "" "" "" "" "" "" "" "" "" 2007ux 133.66720391387557 3670.5688 3940.014 +CMFGEN 1.7 54468.299999999814 -54.86014425591254 3940.014 4105.416 339.5144575022921 3940.014 4550.9343 -482.23403843508095 4550.9343 5239.22 147.89276113453846 5239.22 5602.0373 "" "" "" "" "" "" "" "" "" 2007ux 180.33085314941084 3670.5688 3940.014 +OBSERVED "" 54470.279999999795 "" "" "" "" "" "" 211.07358991630116 4625.97 5243.3023 86.95324283929776 5243.3023 5622.5207 73.8231827126401 5622.5207 5910.6091 153.53668531783924 5910.6091 6389.7765 409.0443741907717 7877.2532 8562.1981 2007ux "" "" "" +CMFGEN 1.04 54470.279999999795 "" "" "" "" "" "" 138.72429949155375 4625.97 5243.3023 167.03813195529182 5243.3023 5622.5207 76.66079936845043 5622.5207 5910.6091 126.30325448477502 5910.6091 6389.7765 241.4628663249803 7877.2532 8562.1981 2007ux "" "" "" +CMFGEN 1.02 54470.279999999795 "" "" "" "" "" "" 174.79525173648764 4625.97 5243.3023 157.07548073787368 5243.3023 5622.5207 79.96322134285877 5622.5207 5910.6091 110.50521189310231 5910.6091 6389.7765 349.3676700384254 7877.2532 8562.1981 2007ux "" "" "" +CMFGEN 1.4 54470.279999999795 "" "" "" "" "" "" 191.64281983748484 4625.97 5243.3023 135.31800742637185 5243.3023 5622.5207 80.05752882540594 5622.5207 5910.6091 107.5522777003927 5910.6091 6389.7765 347.5762543520349 7877.2532 8562.1981 2007ux "" "" "" +CMFGEN 1.7 54470.279999999795 "" "" "" "" "" "" 137.91839233366017 4625.97 5243.3023 177.7762477678503 5243.3023 5622.5207 98.21312885185115 5622.5207 5910.6091 150.29729820011602 5910.6091 6389.7765 361.32332780844825 7877.2532 8562.1981 2007ux "" "" "" +OBSERVED "" 54470.200000000186 "" "" "" "" "" "" 145.05377455965697 4545.3432 5136.1154 55.427422853222204 5210.7079 5583.6701 30.621907016526237 5583.6701 5962.5998 132.48701957079624 5962.5998 6565.3068 134.95022916829413 7731.9327 8400.2811 2008C "" "" "" +CMFGEN 1.04 54470.200000000186 "" "" "" "" "" "" -680.8278669782741 4545.3432 5136.1154 75.47742679007587 5210.7079 5583.6701 73.68909429328994 5583.6701 5962.5998 247.36417577589174 5962.5998 6565.3068 -588.1721767324575 7731.9327 8400.2811 2008C "" "" "" +CMFGEN 1.02 54470.200000000186 "" "" "" "" "" "" -735.7490591891734 4545.3432 5136.1154 71.11973477235443 5210.7079 5583.6701 68.69029853717481 5583.6701 5962.5998 186.02274656514606 5962.5998 6565.3068 -71.98442311602543 7731.9327 8400.2811 2008C "" "" "" +CMFGEN 1.4 54470.200000000186 "" "" "" "" "" "" -610.8435489800447 4545.3432 5136.1154 60.79372351328781 5210.7079 5583.6701 70.52338553385819 5583.6701 5962.5998 147.0422436084121 5962.5998 6565.3068 -26.57188231586065 7731.9327 8400.2811 2008C "" "" "" +CMFGEN 1.7 54470.200000000186 "" "" "" "" "" "" -859.5610778267951 4545.3432 5136.1154 62.487945512474724 5210.7079 5583.6701 39.83965337748036 5583.6701 5962.5998 263.74461114041975 5962.5998 6565.3068 -38.29396408999369 7731.9327 8400.2811 2008C "" "" "" +OBSERVED "" 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 210.9722262199899 5875.2386 6566.6989 334.37919251662345 7651.0343 8731.441 2008C "" "" "" +CMFGEN 1.04 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 259.09922446201335 5875.2386 6566.6989 3.8053922585570206 7651.0343 8731.441 2008C "" "" "" +CMFGEN 1.02 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 212.66303293678033 5875.2386 6566.6989 278.98659016760956 7651.0343 8731.441 2008C "" "" "" +CMFGEN 1.4 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 182.20761278070427 5875.2386 6566.6989 290.2444888669027 7651.0343 8731.441 2008C "" "" "" +CMFGEN 1.7 54492.16000000015 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 306.9855423914588 5875.2386 6566.6989 353.63816553996486 7651.0343 8731.441 2008C "" "" "" +OBSERVED "" 54475.12999999989 37.98053854869221 3950.1284 4143.8307 202.77267795130052 3950.1284 4581.8958 229.1324201755118 4581.8958 5255.3837 42.222016224671776 5255.3837 5612.9878 26.417497109503394 5612.9878 5851.3906 170.29206888091005 5851.3906 6566.599 217.6063272353149 7892.7144 8634.7431 2008C 87.68635867708306 3670.0052 3950.1284 +CMFGEN 1.04 54475.12999999989 -35.84379185383901 3950.1284 4143.8307 397.01885338072407 3950.1284 4581.8958 -89.05090106515712 4581.8958 5255.3837 159.37597877062223 5255.3837 5612.9878 111.58875356777071 5612.9878 5851.3906 251.30923107154325 5851.3906 6566.599 316.7736251296292 7892.7144 8634.7431 2008C 178.21421907366283 3670.0052 3950.1284 +CMFGEN 1.02 54475.12999999989 -29.93708761372376 3950.1284 4143.8307 368.08926504467627 3950.1284 4581.8958 -39.80241024119685 4581.8958 5255.3837 148.8567684656186 5255.3837 5612.9878 113.27773012344545 5612.9878 5851.3906 201.11470091631656 5851.3906 6566.599 398.22808290330863 7892.7144 8634.7431 2008C 155.0718873571327 3670.0052 3950.1284 +CMFGEN 1.4 54475.12999999989 -32.38002303910935 3950.1284 4143.8307 312.33882323591797 3950.1284 4581.8958 -9.873353677103239 4581.8958 5255.3837 125.38401492786882 5255.3837 5612.9878 110.35373119138316 5612.9878 5851.3906 167.39835907216468 5851.3906 6566.599 392.9835075434189 7892.7144 8634.7431 2008C 141.59270014797684 3670.0052 3950.1284 +CMFGEN 1.7 54475.12999999989 -39.99586622851091 3950.1284 4143.8307 418.7312337309173 3950.1284 4581.8958 -113.91873917343227 4581.8958 5255.3837 174.37712583554827 5255.3837 5612.9878 121.36270828274553 5612.9878 5851.3906 279.36321449764534 5851.3906 6566.599 395.2999575678301 7892.7144 8634.7431 2008C 184.84012664013778 3670.0052 3950.1284 +OBSERVED "" 54482.16000000015 2.947740815115748 3943.758 4001.6546 298.22911559830595 3943.758 4611.6359 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 158.75268413476678 3555.0242 3943.758 +CMFGEN 1.04 54482.16000000015 -2.068443138118469 3943.758 4001.6546 449.73787636697784 3943.758 4611.6359 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 232.18125281248538 3555.0242 3943.758 +CMFGEN 1.02 54482.16000000015 -3.5283722456803037 3943.758 4001.6546 435.4976875842167 3943.758 4611.6359 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 133.03808111140924 3555.0242 3943.758 +CMFGEN 1.4 54482.16000000015 -4.326632590609383 3943.758 4001.6546 392.1794137980139 3943.758 4611.6359 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 101.62289915738226 3555.0242 3943.758 +CMFGEN 1.7 54482.16000000015 -2.8674346286393995 3943.758 4001.6546 464.86013572387867 3943.758 4611.6359 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008C 251.45049814190793 3555.0242 3943.758 +OBSERVED "" 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 193.3639565326793 5875.0952 6478.1584 398.11102359468805 7747.5897 8773.7966 2008C "" "" "" +CMFGEN 1.04 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 239.408333417923 5875.0952 6478.1584 107.35113753108297 7747.5897 8773.7966 2008C "" "" "" +CMFGEN 1.02 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 205.53286689039163 5875.0952 6478.1584 316.29422472120245 7747.5897 8773.7966 2008C "" "" "" +CMFGEN 1.4 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 191.64565256636337 5875.0952 6478.1584 289.6941990022192 7747.5897 8773.7966 2008C "" "" "" +CMFGEN 1.7 54482.200000000186 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 260.81374420817014 5875.0952 6478.1584 522.1602436588714 7747.5897 8773.7966 2008C "" "" "" +OBSERVED "" 54482.189999999944 "" "" "" "" "" "" 300.29971211763745 4597.7087 5286.9488 5.21014971207127 5286.9488 5515.6066 80.26045229315123 5561.3382 5878.1926 170.70789690680488 5878.1926 6423.7049 361.76601045543725 7534.3288 8726.6161 2008C "" "" "" +CMFGEN 1.04 54482.189999999944 "" "" "" "" "" "" 16.317445788100926 4597.7087 5286.9488 67.56217914397317 5286.9488 5515.6066 157.30375791007472 5561.3382 5878.1926 159.9752785928465 5878.1926 6423.7049 -11.32157321914599 7534.3288 8726.6161 2008C "" "" "" +CMFGEN 1.02 54482.189999999944 "" "" "" "" "" "" 43.3495542927532 4597.7087 5286.9488 66.37412265986562 5286.9488 5515.6066 161.88320221677057 5561.3382 5878.1926 135.09275829040462 5878.1926 6423.7049 17.784833442924253 7534.3288 8726.6161 2008C "" "" "" +CMFGEN 1.4 54482.189999999944 "" "" "" "" "" "" 57.79294029368704 4597.7087 5286.9488 58.178053645937034 5286.9488 5515.6066 162.46408501039792 5561.3382 5878.1926 135.75111622195953 5878.1926 6423.7049 27.35801177186204 7534.3288 8726.6161 2008C "" "" "" +CMFGEN 1.7 54482.189999999944 "" "" "" "" "" "" 4.198367705509135 4597.7087 5286.9488 77.58067430153702 5286.9488 5515.6066 169.15470212380967 5561.3382 5878.1926 190.30913839005024 5878.1926 6423.7049 422.0439087163448 7534.3288 8726.6161 2008C "" "" "" +OBSERVED "" 54521.08999999985 1.2617947391662205 3999.9557 4013.9827 179.10689731928414 3999.9557 4625.162 238.6417442721003 4625.162 5548.9444 21.991199035857097 5290.4456 5550.9483 58.73027080610265 5550.9483 5873.5707 242.22490313951675 5873.5707 6566.9085 214.00700169195156 7741.1742 8731.0842 2008C "" "" "" +CMFGEN 1.04 54521.08999999985 -0.03153497443915963 3999.9557 4013.9827 446.2049408123559 3999.9557 4625.162 108.89238155525686 4625.162 5548.9444 99.9060982314521 5290.4456 5550.9483 167.86570196460372 5550.9483 5873.5707 258.8402709877556 5873.5707 6566.9085 35.379191205549574 7741.1742 8731.0842 2008C "" "" "" +CMFGEN 1.02 54521.08999999985 -0.013916253222803024 3999.9557 4013.9827 430.3099658870792 3999.9557 4625.162 107.47310313577469 4625.162 5548.9444 89.16178613090923 5290.4456 5550.9483 172.63134899500773 5550.9483 5873.5707 212.4277412870074 5873.5707 6566.9085 276.28573843338626 7741.1742 8731.0842 2008C "" "" "" +CMFGEN 1.4 54521.08999999985 0.07108492982463069 3999.9557 4013.9827 391.39684544822114 3999.9557 4625.162 103.58403124143359 4625.162 5548.9444 72.82479868440879 5290.4456 5550.9483 172.9559921785548 5550.9483 5873.5707 181.81537641022754 5873.5707 6566.9085 286.81900857236815 7741.1742 8731.0842 2008C "" "" "" +CMFGEN 1.7 54521.08999999985 -0.02342959253724933 3999.9557 4013.9827 467.4721843380941 3999.9557 4625.162 103.1276460890828 4625.162 5548.9444 116.08610410828594 5290.4456 5550.9483 179.38737814543958 5550.9483 5873.5707 306.28027072530426 5873.5707 6566.9085 392.0733998223496 7741.1742 8731.0842 2008C "" "" "" +OBSERVED "" 54492.12999999989 1.955727837379857 3954.8296 4011.6405 209.2619547565616 3954.8296 4609.5078 325.8645186127179 4609.5078 5537.4195 16.489383318066402 5291.2389 5537.4195 "" "" "" "" "" "" "" "" "" 2008C 63.25662474419084 3687.0067 3954.8296 +CMFGEN 1.04 54492.12999999989 -1.951113967723949 3954.8296 4011.6405 445.61930099321916 3954.8296 4609.5078 -37.15375268362669 4609.5078 5537.4195 87.24273230801003 5291.2389 5537.4195 "" "" "" "" "" "" "" "" "" 2008C 163.66696511199197 3687.0067 3954.8296 +CMFGEN 1.02 54492.12999999989 -3.326506449229263 3954.8296 4011.6405 429.9794601022528 3954.8296 4609.5078 -36.92424341583502 4609.5078 5537.4195 79.61066664132439 5291.2389 5537.4195 "" "" "" "" "" "" "" "" "" 2008C 157.99531227763165 3687.0067 3954.8296 +CMFGEN 1.4 54492.12999999989 -2.800835319204579 3954.8296 4011.6405 387.8953862606128 3954.8296 4609.5078 -28.020403617291862 4609.5078 5537.4195 66.69900499305577 5291.2389 5537.4195 "" "" "" "" "" "" "" "" "" 2008C 149.34920601563906 3687.0067 3954.8296 +CMFGEN 1.7 54492.12999999989 -2.321344048736083 3954.8296 4011.6405 463.21496912352336 3954.8296 4609.5078 -92.63651083881672 4609.5078 5537.4195 102.0037073332489 5291.2389 5537.4195 "" "" "" "" "" "" "" "" "" 2008C 176.67833848328698 3687.0067 3954.8296 +OBSERVED "" 1.6899999997986015 0.021527714437488042 3995.51712372354 4000.03902860094 171.25631878163023 3995.51712372354 4608.98888542365 162.3102198519452 4608.98888542365 5302.34763329109 78.76557682388194 5299.33303003949 5662.59272185699 55.747109518364184 5662.59272185699 5986.4113544661 134.60470945482112 5986.4113544661 6450.15782133686 274.4106218416947 7964.99595526463 8778.68761625834 2008R 96.25354064387778 3716.41510601314 3995.51712372354 +CMFGEN 1.04 1.6899999997986015 0.0016469839675056193 3995.51712372354 4000.03902860094 -646.6778870375442 3995.51712372354 4608.98888542365 189.74084837883598 4608.98888542365 5302.34763329109 49.4149563087432 5299.33303003949 5662.59272185699 14.97266742721726 5662.59272185699 5986.4113544661 94.28023910259168 5986.4113544661 6450.15782133686 -34.01840921818162 7964.99595526463 8778.68761625834 2008R 76.32072781475567 3716.41510601314 3995.51712372354 +CMFGEN 1.02 1.6899999997986015 -0.0003574762509344049 3995.51712372354 4000.03902860094 -877.9728422971784 3995.51712372354 4608.98888542365 43.58676800064616 4608.98888542365 5302.34763329109 73.8216123239671 5299.33303003949 5662.59272185699 30.377536448851046 5662.59272185699 5986.4113544661 64.18331449093674 5986.4113544661 6450.15782133686 -6.691169582611032 7964.99595526463 8778.68761625834 2008R 57.71077589133504 3716.41510601314 3995.51712372354 +CMFGEN 1.4 1.6899999997986015 -0.00421776547108159 3995.51712372354 4000.03902860094 -991.8188746589814 3995.51712372354 4608.98888542365 -62.18904746755152 4608.98888542365 5302.34763329109 -32.378009980395575 5299.33303003949 5662.59272185699 20.61964808964855 5662.59272185699 5986.4113544661 22.811324467912183 5986.4113544661 6450.15782133686 -76.4217142073177 7964.99595526463 8778.68761625834 2008R 46.60323115290216 3716.41510601314 3995.51712372354 +CMFGEN 1.7 1.6899999997986015 0.005516541763472809 3995.51712372354 4000.03902860094 -581.56082258819 3995.51712372354 4608.98888542365 439.74255872345566 4608.98888542365 5302.34763329109 41.97986914572547 5299.33303003949 5662.59272185699 8.937814838052438 5662.59272185699 5986.4113544661 53.78187521558751 5986.4113544661 6450.15782133686 -58.2920680198786 7964.99595526463 8778.68761625834 2008R -4.382847168548077 3716.41510601314 3995.51712372354 +OBSERVED "" 2.7899999998917338 "" "" "" "" "" "" "" "" "" 78.52498978871611 5238.7724 5611.3419 53.62042523647629 5611.3419 5956.8701 124.9605042213426 5956.8701 6368.4993 299.46523919554477 7891.8279 8561.8521 2008R "" "" "" +CMFGEN 1.04 2.7899999998917338 "" "" "" "" "" "" "" "" "" 132.90027972603195 5238.7724 5611.3419 -15.182443079755485 5611.3419 5956.8701 85.85355830354678 5956.8701 6368.4993 54.527296481257416 7891.8279 8561.8521 2008R "" "" "" +CMFGEN 1.02 2.7899999998917338 "" "" "" "" "" "" "" "" "" 164.97563461617693 5238.7724 5611.3419 11.043383906196722 5611.3419 5956.8701 53.7463047726427 5956.8701 6368.4993 48.22270672631663 7891.8279 8561.8521 2008R "" "" "" +CMFGEN 1.4 2.7899999998917338 "" "" "" "" "" "" "" "" "" 102.5655616759027 5238.7724 5611.3419 38.01782185337384 5611.3419 5956.8701 8.604005957314914 5956.8701 6368.4993 7.403161875065867 7891.8279 8561.8521 2008R "" "" "" +CMFGEN 1.7 2.7899999998917338 "" "" "" "" "" "" "" "" "" 26.33895438173626 5238.7724 5611.3419 -33.24292282772304 5611.3419 5956.8701 68.07331108559929 5956.8701 6368.4993 65.3699523996379 7891.8279 8561.8521 2008R "" "" "" +OBSERVED "" 2.7600000000966247 21.61459759068422 3944.5947 4064.1867 191.70548845086694 3944.5947 4551.524 182.87349557890855 4551.524 5230.2085 82.63698576261271 5230.2085 5615.8927 53.37440020973979 5615.8927 5941.7808 124.97274249180506 5941.7808 6336.4344 298.6297238357829 7792.4668 8548.8861 2008R 91.52335398356614 3666.5433 3944.5947 +CMFGEN 1.04 2.7600000000966247 10.957008511531086 3944.5947 4064.1867 -552.512725981222 3944.5947 4551.524 246.74785448802206 4551.524 5230.2085 140.80497785034214 5230.2085 5615.8927 -14.229119655446544 5615.8927 5941.7808 76.08850235158226 5941.7808 6336.4344 116.64444530143787 7792.4668 8548.8861 2008R 27.176741159081878 3666.5433 3944.5947 +CMFGEN 1.02 2.7600000000966247 15.383761385971903 3944.5947 4064.1867 -633.32838136319 3944.5947 4551.524 151.37601184568393 4551.524 5230.2085 171.7943403698587 5230.2085 5615.8927 9.83456754447194 5615.8927 5941.7808 50.91277313424989 5941.7808 6336.4344 104.5385912671036 7792.4668 8548.8861 2008R 0.4134364100386088 3666.5433 3944.5947 +CMFGEN 1.4 2.7600000000966247 17.09151288500461 3944.5947 4064.1867 -682.3678219200353 3944.5947 4551.524 38.636509267740465 4551.524 5230.2085 105.4063930483364 5230.2085 5615.8927 33.63492301672142 5615.8927 5941.7808 7.079933779322353 5941.7808 6336.4344 63.788741830846504 7792.4668 8548.8861 2008R -8.23894389787697 3666.5433 3944.5947 +CMFGEN 1.7 2.7600000000966247 11.006111192593169 3944.5947 4064.1867 -53.78456889485108 3944.5947 4551.524 410.89571106438694 4551.524 5230.2085 28.213696298751604 5230.2085 5615.8927 -31.848148772750363 5615.8927 5941.7808 66.02552405348129 5941.7808 6336.4344 171.05208538757105 7792.4668 8548.8861 2008R -61.38550710315522 3666.5433 3944.5947 +OBSERVED "" 14.709999999817228 "" "" "" "" "" "" 367.15900499789257 4618.4103 5483.4308 18.279301374423635 5283.5586 5503.0903 72.06978023161219 5555.5158 5889.7283 195.56217171667464 5889.7283 6495.8979 378.4241695253977 7672.1947 8733.8108 2008R "" "" "" +CMFGEN 1.04 14.709999999817228 "" "" "" "" "" "" 600.8148929724226 4618.4103 5483.4308 78.05278079901458 5283.5586 5503.0903 -68.70345201245762 5555.5158 5889.7283 161.8334613519338 5889.7283 6495.8979 233.87315926648552 7672.1947 8733.8108 2008R "" "" "" +CMFGEN 1.02 14.709999999817228 "" "" "" "" "" "" 492.29573162880627 4618.4103 5483.4308 65.16007239004968 5283.5586 5503.0903 -71.04068053742678 5555.5158 5889.7283 124.94608345035175 5889.7283 6495.8979 224.92680283243183 7672.1947 8733.8108 2008R "" "" "" +CMFGEN 1.4 14.709999999817228 "" "" "" "" "" "" 481.06203233368257 4618.4103 5483.4308 47.66401628468203 5283.5586 5503.0903 -1.502787601555788 5555.5158 5889.7283 58.877187041180875 5889.7283 6495.8979 134.5492641812509 7672.1947 8733.8108 2008R "" "" "" +CMFGEN 1.7 14.709999999817228 "" "" "" "" "" "" 302.09201694816994 4618.4103 5483.4308 -48.015601903879926 5283.5586 5503.0903 -115.37980383164356 5555.5158 5889.7283 128.6626163726217 5889.7283 6495.8979 329.1606751673119 7672.1947 8733.8108 2008R "" "" "" +OBSERVED "" 14.689999999798601 2.3695056491307107 3945.5236 4005.6724 302.900143204693 3945.5236 4625.8272 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 105.25374932666631 3688.3357 3945.5236 +CMFGEN 1.04 14.689999999798601 2.486849974080266 3945.5236 4005.6724 -826.667670733794 3945.5236 4625.8272 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 30.535642781669136 3688.3357 3945.5236 +CMFGEN 1.02 14.689999999798601 2.3604142759622584 3945.5236 4005.6724 -1051.9334604015885 3945.5236 4625.8272 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 12.478592294040737 3688.3357 3945.5236 +CMFGEN 1.4 14.689999999798601 2.1701033790991398 3945.5236 4005.6724 -1127.284289126735 3945.5236 4625.8272 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R 5.388501922963886 3688.3357 3945.5236 +CMFGEN 1.7 14.689999999798601 1.4567829227184004 3945.5236 4005.6724 -637.9688564821182 3945.5236 4625.8272 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 2008R -41.300839663342714 3688.3357 3945.5236 +OBSERVED "" 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 186.91401358076095 5903.2008 6518.146 388.95141979180454 7691.2209 8687.1648 2008R "" "" "" +CMFGEN 1.04 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 155.06387132158767 5903.2008 6518.146 212.63795550365026 7691.2209 8687.1648 2008R "" "" "" +CMFGEN 1.02 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 120.268673910346 5903.2008 6518.146 209.90831699914534 7691.2209 8687.1648 2008R "" "" "" +CMFGEN 1.4 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 65.24928432494985 5903.2008 6518.146 126.83819094216737 7691.2209 8687.1648 2008R "" "" "" +CMFGEN 1.7 14.729999999835854 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 115.69824877526804 5903.2008 6518.146 319.59255265036836 7691.2209 8687.1648 2008R "" "" "" +OBSERVED "" 20.68000000002212 2.6799329123289444 3952.5544 4007.0204 296.2109117495812 3952.5544 4604.6668 415.5626894099367 4604.6668 5517.0326 33.79466436075098 5290.5431 5517.0326 36.89238416436683 5563.6121 5835.6953 249.90168138736448 5835.6953 6519.1071 407.4312840778879 7737.0735 8691.5827 2008R 110.388896749033 3682.1964 3952.5544 +CMFGEN 1.04 20.68000000002212 -0.7504126247628646 3952.5544 4007.0204 -16.96424872190882 3952.5544 4604.6668 176.7753110981213 4604.6668 5517.0326 4.584170485458877 5290.5431 5517.0326 -27.062356078815633 5563.6121 5835.6953 18.550859446007294 5835.6953 6519.1071 51.13836830007804 7737.0735 8691.5827 2008R -24.786547181691446 3682.1964 3952.5544 +CMFGEN 1.02 20.68000000002212 1.4521835885449832 3952.5544 4007.0204 70.47468799297594 3952.5544 4604.6668 107.05240046507043 4604.6668 5517.0326 1.1080365061864548 5290.5431 5517.0326 7.493222119916117 5563.6121 5835.6953 67.53598035592722 5835.6953 6519.1071 -147.92139778503278 7737.0735 8691.5827 2008R -500.95297164074157 3682.1964 3952.5544 +CMFGEN 1.4 20.68000000002212 1.7319266255261903 3952.5544 4007.0204 -1187.0121822700253 3952.5544 4604.6668 603.4421708308186 4604.6668 5517.0326 65.38504354452664 5290.5431 5517.0326 14.05557156487358 5563.6121 5835.6953 80.43556798745918 5835.6953 6519.1071 169.4017097680163 7737.0735 8691.5827 2008R -0.47409776530382963 3682.1964 3952.5544 +CMFGEN 1.7 20.68000000002212 -0.4263248514516223 3952.5544 4007.0204 -31.810887367146073 3952.5544 4604.6668 130.15341716400124 4604.6668 5517.0326 6.584874775598187 5290.5431 5517.0326 19.916690552587713 5563.6121 5835.6953 92.42296909349973 5835.6953 6519.1071 -141.7437127336216 7737.0735 8691.5827 2008R -63.84766118981504 3682.1964 3952.5544 +OBSERVED "" 26.700000000040745 1.6551473518048598 3978.1167 4006.2588 293.4528474604557 3978.1167 4615.3326 405.4119306873725 4615.3326 5517.8877 35.08188476967267 5292.7515 5517.8877 45.295105291725974 5558.0906 5829.4602 253.31810761626065 5829.4602 6478.737 414.42149255705425 7747.1384 8635.6224 2008R "" "" "" +CMFGEN 1.04 26.700000000040745 0.007413106262763832 3978.1167 4006.2588 25.24084182117521 3978.1167 4615.3326 151.88404311954642 4615.3326 5517.8877 7.635735109364077 5292.7515 5517.8877 -2.006428995769551 5558.0906 5829.4602 138.60298581225723 5829.4602 6478.737 62.32143140275264 7747.1384 8635.6224 2008R "" "" "" +CMFGEN 1.02 26.700000000040745 -0.04748997819928849 3978.1167 4006.2588 -19.5418828288854 3978.1167 4615.3326 165.060726168138 4615.3326 5517.8877 14.85305599960442 5292.7515 5517.8877 20.504848215971695 5558.0906 5829.4602 132.69421632726528 5829.4602 6478.737 1.557823740965965 7747.1384 8635.6224 2008R "" "" "" +CMFGEN 1.4 26.700000000040745 0.026687558561146716 3978.1167 4006.2588 -24.116271929206818 3978.1167 4615.3326 155.94680264735908 4615.3326 5517.8877 14.87726679541352 5292.7515 5517.8877 41.05928910774091 5558.0906 5829.4602 121.99791694667411 5829.4602 6478.737 -243.03792676827516 7747.1384 8635.6224 2008R "" "" "" +CMFGEN 1.7 26.700000000040745 -0.09587389320921189 3978.1167 4006.2588 -36.35499814296989 3978.1167 4615.3326 160.53815294753588 4615.3326 5517.8877 13.468576167741578 5292.7515 5517.8877 4.496479808307508 5558.0906 5829.4602 112.84462701666548 5829.4602 6478.737 85.69340854713766 7747.1384 8635.6224 2008R "" "" "" +OBSERVED "" 54534.33999999985 "" "" "" "" "" "" 209.82445021390413 4513.087 5136.019 122.88252492719384 5150.2575 5629.0252 35.36714117829912 5629.0252 5847.9413 138.00766548893674 5847.9413 6287.5533 319.09220659499545 7793.5567 8607.0307 2008ar "" "" "" +CMFGEN 1.04 54534.33999999985 "" "" "" "" "" "" -1249.086859491153 4513.087 5136.019 -47.92909840828389 5150.2575 5629.0252 97.52198576168254 5629.0252 5847.9413 16.475897624202826 5847.9413 6287.5533 -44.16300072964185 7793.5567 8607.0307 2008ar "" "" "" +CMFGEN 1.02 54534.33999999985 "" "" "" "" "" "" -1320.997229949751 4513.087 5136.019 -113.84847168293065 5150.2575 5629.0252 99.9271230638163 5629.0252 5847.9413 47.40900527063915 5847.9413 6287.5533 242.39849166355444 7793.5567 8607.0307 2008ar "" "" "" +CMFGEN 1.4 54534.33999999985 "" "" "" "" "" "" -1042.1977055938921 4513.087 5136.019 -118.37039699830237 5150.2575 5629.0252 96.96353597268464 5629.0252 5847.9413 50.88805908182024 5847.9413 6287.5533 254.84231750942695 7793.5567 8607.0307 2008ar "" "" "" +CMFGEN 1.7 54534.33999999985 "" "" "" "" "" "" -1555.723959287016 4513.087 5136.019 -77.94293611966849 5150.2575 5629.0252 106.1554830986084 5629.0252 5847.9413 5.054720981955382 5847.9413 6287.5533 282.6596782294108 7793.5567 8607.0307 2008ar "" "" "" +OBSERVED "" 54568.25 3.9701319317295587 3963.9931 4002.5239 289.8703339825821 3963.9931 4619.0171 412.46576592288795 4619.0171 5531.9012 30.190257818112514 5297.7524 5531.9012 54.963583534043394 5570.432 5834.22 265.74564493449475 5834.22 6509.9913 494.983551472934 7740.0138 8807.0212 2008ar "" "" "" +CMFGEN 1.04 54568.25 -0.6107469656201703 3963.9931 4002.5239 453.93289647210565 3963.9931 4619.0171 58.87696689992226 4619.0171 5531.9012 82.75282058295119 5297.7524 5531.9012 149.6043151430348 5570.432 5834.22 237.2297603634617 5834.22 6509.9913 126.84920917524985 7740.0138 8807.0212 2008ar "" "" "" +CMFGEN 1.02 54568.25 -0.9653396368806457 3963.9931 4002.5239 441.55778043128566 3963.9931 4619.0171 68.27412692435657 4619.0171 5531.9012 75.23028419799503 5297.7524 5531.9012 150.16813561958224 5570.432 5834.22 188.06803485085732 5834.22 6509.9913 389.44954344992465 7740.0138 8807.0212 2008ar "" "" "" +CMFGEN 1.4 54568.25 -0.8498821892744769 3963.9931 4002.5239 403.7379478239404 3963.9931 4619.0171 76.7975835459493 4619.0171 5531.9012 63.89378064870524 5297.7524 5531.9012 146.78978418174714 5570.432 5834.22 164.86537500949797 5834.22 6509.9913 357.7311184731796 7740.0138 8807.0212 2008ar "" "" "" +CMFGEN 1.7 54568.25 -0.6093427442345901 3963.9931 4002.5239 473.06998127219924 3963.9931 4619.0171 25.956944956958928 4619.0171 5531.9012 97.62824903976572 5297.7524 5531.9012 148.6562578022327 5570.432 5834.22 218.63222189702148 5834.22 6509.9913 565.7709502008559 7740.0138 8807.0212 2008ar "" "" "" +OBSERVED "" 54538.24000000022 19.637840723538545 3946.2771 4086.0224 144.20862457100685 3946.2771 4600.1797 185.22155229305554 4600.1797 5219.8052 92.40322770543015 5219.8052 5610.0375 "" "" "" "" "" "" "" "" "" 2008ar 154.32652405674926 3574.5018 3946.2771 +CMFGEN 1.04 54538.24000000022 -27.848102977060936 3946.2771 4086.0224 429.33932762050273 3946.2771 4600.1797 24.544864497149966 4600.1797 5219.8052 132.7282949344285 5219.8052 5610.0375 "" "" "" "" "" "" "" "" "" 2008ar 218.8712043299842 3574.5018 3946.2771 +CMFGEN 1.02 54538.24000000022 -27.011597906716812 3946.2771 4086.0224 407.88732444188474 3946.2771 4600.1797 66.37416685055409 4600.1797 5219.8052 125.04658403089472 5219.8052 5610.0375 "" "" "" "" "" "" "" "" "" 2008ar 129.41061626471077 3574.5018 3946.2771 +CMFGEN 1.4 54538.24000000022 -20.132449415031363 3946.2771 4086.0224 358.26443574668957 3946.2771 4600.1797 92.85665536360169 4600.1797 5219.8052 108.08898354325626 5219.8052 5610.0375 "" "" "" "" "" "" "" "" "" 2008ar 95.04316867853011 3574.5018 3946.2771 +CMFGEN 1.7 54538.24000000022 -34.51117263969233 3946.2771 4086.0224 447.4497500267344 3946.2771 4600.1797 -16.558442252714727 4600.1797 5219.8052 121.64474081514571 5219.8052 5610.0375 "" "" "" "" "" "" "" "" "" 2008ar 237.24612915819375 3574.5018 3946.2771 +OBSERVED "" 54538.27000000002 "" "" "" "" "" "" "" "" "" 92.61802942528226 5212.9189 5607.9609 23.768706490724295 5607.9609 5855.8304 109.36927635787794 5855.8304 6332.2047 230.57855483023695 7815.5488 8574.6492 2008ar "" "" "" +CMFGEN 1.04 54538.27000000002 "" "" "" "" "" "" "" "" "" 114.45882898013951 5212.9189 5607.9609 115.43520758779837 5607.9609 5855.8304 28.707531653646225 5855.8304 6332.2047 115.63017982860909 7815.5488 8574.6492 2008ar "" "" "" +CMFGEN 1.02 54538.27000000002 "" "" "" "" "" "" "" "" "" 107.955224691294 5212.9189 5607.9609 117.45741416565487 5607.9609 5855.8304 43.476684815663425 5855.8304 6332.2047 299.1377268866796 7815.5488 8574.6492 2008ar "" "" "" +CMFGEN 1.4 54538.27000000002 "" "" "" "" "" "" "" "" "" 93.23389587907037 5212.9189 5607.9609 114.89534232575323 5607.9609 5855.8304 39.56239175911778 5855.8304 6332.2047 297.7569200213431 7815.5488 8574.6492 2008ar "" "" "" +CMFGEN 1.7 54538.27000000002 "" "" "" "" "" "" "" "" "" 101.78057802095847 5212.9189 5607.9609 127.03646079111421 5607.9609 5855.8304 32.51456113835375 5855.8304 6332.2047 311.15691742181093 7815.5488 8574.6492 2008ar "" "" "" +OBSERVED "" 54544.220000000205 38.95404118489103 3944.8074 4148.3926 216.68974175109335 3944.8074 4588.5569 237.82904343667002 4588.5569 5232.0621 37.616541942782035 5232.0621 5544.4052 56.386030146508794 5550.2708 5874.3452 125.42016112152842 5874.3452 6338.7051 343.1151409456131 7761.6018 8659.0385 2008ar 137.73298312308438 3589.4498 3944.8074 +CMFGEN 1.04 54544.220000000205 -42.033713438325854 3944.8074 4148.3926 407.7553398920287 3944.8074 4588.5569 -41.82130729986811 4588.5569 5232.0621 69.79184820988172 5232.0621 5544.4052 168.12163984352105 5550.2708 5874.3452 49.156030030799194 5874.3452 6338.7051 -77.26552312483835 7761.6018 8659.0385 2008ar 210.30185279691733 3589.4498 3944.8074 +CMFGEN 1.02 54544.220000000205 -35.42112474495595 3944.8074 4148.3926 380.81180073313067 3944.8074 4588.5569 4.0884927867266185 4588.5569 5232.0621 69.65404567459254 5232.0621 5544.4052 172.96174497802156 5550.2708 5874.3452 58.80997781102835 5874.3452 6338.7051 257.4199630684129 7761.6018 8659.0385 2008ar 129.46895311868434 3589.4498 3944.8074 +CMFGEN 1.4 54544.220000000205 -37.77342585533026 3944.8074 4148.3926 325.06733541955646 3944.8074 4588.5569 33.102619526270956 4588.5569 5232.0621 62.73886817357276 5232.0621 5544.4052 173.3726516372539 5550.2708 5874.3452 55.38812351286528 5874.3452 6338.7051 282.1859069419994 7761.6018 8659.0385 2008ar 100.23581528637399 3589.4498 3944.8074 +CMFGEN 1.7 54544.220000000205 -48.92783185688976 3944.8074 4148.3926 427.8109358882813 3944.8074 4588.5569 -78.14070227661972 4588.5569 5232.0621 65.91645457134067 5232.0621 5544.4052 179.69446438693686 5550.2708 5874.3452 69.17657890335501 5874.3452 6338.7051 257.76819494324127 7761.6018 8659.0385 2008ar 226.39079351132486 3589.4498 3944.8074 +OBSERVED "" 54545.29000000004 2.3213114545351785 3942.6774 4006.7758 241.55812055862071 3942.6774 4599.1997 242.42547488832852 4599.1997 5234.3559 21.785347824303372 5234.3559 5531.5391 56.06543069687311 5560.6747 5877.2816 130.3073211175231 5877.2816 6349.2784 292.90718989860756 7899.2926 8660.703 2008ar "" "" "" +CMFGEN 1.04 54545.29000000004 -2.7783867747868745 3942.6774 4006.7758 427.36253932433243 3942.6774 4599.1997 26.882960353454557 4599.1997 5234.3559 58.8659840080844 5234.3559 5531.5391 157.96567489521155 5560.6747 5877.2816 62.77529871401203 5877.2816 6349.2784 340.609095342744 7899.2926 8660.703 2008ar "" "" "" +CMFGEN 1.02 54545.29000000004 -4.767270145252023 3942.6774 4006.7758 405.43521496595844 3942.6774 4599.1997 65.69107385033513 4599.1997 5234.3559 62.32267006339171 5234.3559 5531.5391 162.5894591024085 5560.6747 5877.2816 66.89414906361557 5877.2816 6349.2784 406.6067237562513 7899.2926 8660.703 2008ar "" "" "" +CMFGEN 1.4 54545.29000000004 -5.416746211401657 3942.6774 4006.7758 354.1862253143445 3942.6774 4599.1997 88.86878765136065 4599.1997 5234.3559 58.49345802451523 5234.3559 5531.5391 163.1915979750791 5560.6747 5877.2816 63.02795545222694 5877.2816 6349.2784 399.53668031215074 7899.2926 8660.703 2008ar "" "" "" +CMFGEN 1.7 54545.29000000004 -3.9259433161895796 3942.6774 4006.7758 444.9132376358086 3942.6774 4599.1997 -1.1176217726266842 4599.1997 5234.3559 55.42400957445091 5234.3559 5531.5391 169.68819273517423 5560.6747 5877.2816 80.88630531823716 5877.2816 6349.2784 418.94199601796527 7899.2926 8660.703 2008ar "" "" "" +OBSERVED "" 54582.18000000017 "" "" "" "" "" "" 403.86129784835487 4644.645 5533.836 25.89137281546529 5297.6726 5533.836 80.05807849440964 5553.5163 5843.3531 250.77428210343345 5843.3531 6516.3492 397.9122420910301 7769.0296 8695.4304 2008ar "" "" "" +CMFGEN 1.04 54582.18000000017 "" "" "" "" "" "" 186.72626332169975 4644.645 5533.836 84.45233196983712 5297.6726 5533.836 166.9946385174665 5553.5163 5843.3531 260.22753414085224 5843.3531 6516.3492 -17.165747201809296 7769.0296 8695.4304 2008ar "" "" "" +CMFGEN 1.02 54582.18000000017 "" "" "" "" "" "" 190.12295322517576 4644.645 5533.836 76.37193287999762 5297.6726 5533.836 169.3104226579905 5553.5163 5843.3531 213.9311452614487 5843.3531 6516.3492 258.0506463093948 7769.0296 8695.4304 2008ar "" "" "" +CMFGEN 1.4 54582.18000000017 "" "" "" "" "" "" 187.00983013501698 4644.645 5533.836 64.53276656518668 5297.6726 5533.836 167.13547819868438 5553.5163 5843.3531 191.5053785096025 5843.3531 6516.3492 275.473501173586 7769.0296 8695.4304 2008ar "" "" "" +CMFGEN 1.7 54582.18000000017 "" "" "" "" "" "" 212.12232080081844 4644.645 5533.836 99.66008167546799 5297.6726 5533.836 168.70130520028258 5553.5163 5843.3531 257.0067858587164 5843.3531 6516.3492 341.95839226817833 7769.0296 8695.4304 2008ar "" "" "" +OBSERVED "" 54556.25 -0.6566308582654814 3955.1014 4002.5239 311.80018581719315 3955.1014 4621.981 347.14265525516106 4621.981 5437.0561 8.708659720878046 5291.8245 5508.1899 84.670148103016 5561.5403 5869.7869 213.56984589177438 5869.7869 6524.8109 461.3634739657831 7689.6273 8765.5265 2008ar "" "" "" +CMFGEN 1.04 54556.25 -1.1812186321207312 3955.1014 4002.5239 457.88997604743616 3955.1014 4621.981 -24.795790517531827 4621.981 5437.0561 61.820544910557736 5291.8245 5508.1899 159.03284343871115 5561.5403 5869.7869 269.0641917173127 5869.7869 6524.8109 86.35214093833704 7689.6273 8765.5265 2008ar "" "" "" +CMFGEN 1.02 54556.25 -2.0370273992271604 3955.1014 4002.5239 446.4309021651246 3955.1014 4621.981 -4.905602878420964 4621.981 5437.0561 60.551374427915775 5291.8245 5508.1899 163.40574954711883 5561.5403 5869.7869 228.38394627740868 5869.7869 6524.8109 338.92610467979534 7689.6273 8765.5265 2008ar "" "" "" +CMFGEN 1.4 54556.25 -2.211483311483387 3955.1014 4002.5239 408.1807831667784 3955.1014 4621.981 22.776423941112938 4621.981 5437.0561 53.08064380279296 5291.8245 5508.1899 163.50194011036626 5561.5403 5869.7869 209.695931784316 5869.7869 6524.8109 318.5424134843749 7689.6273 8765.5265 2008ar "" "" "" +CMFGEN 1.7 54556.25 -1.3135286132229784 3955.1014 4002.5239 477.6499945603823 3955.1014 4621.981 -71.1063207833129 4621.981 5437.0561 73.00382016242169 5291.8245 5508.1899 169.8927147993998 5561.5403 5869.7869 295.0235615415495 5869.7869 6524.8109 465.84974881486687 7689.6273 8765.5265 2008ar "" "" "" +OBSERVED "" 54525.37000000011 23.4254068265194 3926.4031 4063.226 127.87588508097984 3926.4031 4493.2408 147.76163901210515 4509.2331 5079.6246 67.73704348575104 5173.8014 5593.1546 14.580777302777031 5593.1546 5845.4774 125.99362722240835 5845.4774 6305.6998 160.57682401265018 7638.9019 8491.9507 2008ar "" "" "" +CMFGEN 1.04 54525.37000000011 -30.476043600548778 3926.4031 4063.226 108.67945538255867 3926.4031 4493.2408 -928.6404262681084 4509.2331 5079.6246 -29.554188529270533 5173.8014 5593.1546 130.19162686495915 5593.1546 5845.4774 3.3985516006328087 5845.4774 6305.6998 -403.5694764367869 7638.9019 8491.9507 2008ar "" "" "" +CMFGEN 1.02 54525.37000000011 -31.870291679516235 3926.4031 4063.226 -49.796024544280826 3926.4031 4493.2408 -1018.3386394090829 4509.2331 5079.6246 -34.438365220885856 5173.8014 5593.1546 130.98295575216758 5593.1546 5845.4774 29.572312282236588 5845.4774 6305.6998 -35.00023631189032 7638.9019 8491.9507 2008ar "" "" "" 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8797.0369 2008fp "" "" "" +OBSERVED "" 63.78000000005704 1.3971332579314562 3985.526 4003.7745 279.50495903193246 3985.526 4675.9261 305.10109447485996 4675.9261 5548.8109 -1.5234674165004305 5296.3738 5548.8109 100.53545461285975 5551.8523 5865.1175 212.64833971091724 5865.1175 6522.0621 463.9668028704003 7720.3777 8830.4924 2008fp "" "" "" +CMFGEN 1.04 63.78000000005704 -0.038568280643566044 3985.526 4003.7745 184.80573969008748 3985.526 4675.9261 129.3989761571868 4675.9261 5548.8109 26.92259361655438 5296.3738 5548.8109 107.97704249763979 5551.8523 5865.1175 148.72337004533352 5865.1175 6522.0621 228.32029185228092 7720.3777 8830.4924 2008fp "" "" "" +CMFGEN 1.02 63.78000000005704 -0.022131722250506185 3985.526 4003.7745 156.60654647267228 3985.526 4675.9261 79.3067277465581 4675.9261 5548.8109 -5.7265199104033755 5296.3738 5548.8109 74.5244166809259 5551.8523 5865.1175 157.36745051590017 5865.1175 6522.0621 365.383201810442 7720.3777 8830.4924 2008fp "" "" "" +CMFGEN 1.4 63.78000000005704 0.005099522993654285 3985.526 4003.7745 142.14363067301264 3985.526 4675.9261 162.49789738059079 4675.9261 5548.8109 -7.5688548118297785 5296.3738 5548.8109 62.48034938368445 5551.8523 5865.1175 164.47707779458023 5865.1175 6522.0621 372.22729007869634 7720.3777 8830.4924 2008fp "" "" "" +CMFGEN 1.7 63.78000000005704 0.006347500637141734 3985.526 4003.7745 159.16286921527498 3985.526 4675.9261 25.734997539251054 4675.9261 5548.8109 27.138320590752404 5296.3738 5548.8109 138.57935521093103 5551.8523 5865.1175 181.86808629304633 5865.1175 6522.0621 177.6668964220104 7720.3777 8830.4924 2008fp "" "" "" +OBSERVED "" 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 99.784417244153 5550.8325074331 5873.46878097125 218.67526088709477 5873.46878097125 6522.67591674925 461.5915130999274 7726.66005946479 8824.41030723485 2008fp "" "" "" +CMFGEN 1.04 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 99.56646276395787 5550.8325074331 5873.46878097125 145.4877701331264 5873.46878097125 6522.67591674925 218.94218415365492 7726.66005946479 8824.41030723485 2008fp "" "" "" +CMFGEN 1.02 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 70.0430115325391 5550.8325074331 5873.46878097125 154.42696096994698 5873.46878097125 6522.67591674925 368.60019041429933 7726.66005946479 8824.41030723485 2008fp "" "" "" +CMFGEN 1.4 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 64.25885238770567 5550.8325074331 5873.46878097125 155.46394955154253 5873.46878097125 6522.67591674925 366.5877661457298 7726.66005946479 8824.41030723485 2008fp "" "" "" +CMFGEN 1.7 60.74000000001979 "" "" "" "" "" "" "" "" "" "" "" "" 127.0820771470725 5550.8325074331 5873.46878097125 190.63157419455788 5873.46878097125 6522.67591674925 175.9804075884608 7726.66005946479 8824.41030723485 2008fp "" "" "" +OBSERVED "" 1.829999999870779 8.45763155678522 3941.9095 4071.9535 98.99964896055377 4071.9535 4592.1299 118.15732056472285 4592.1299 5175.8161 78.21638172979792 5175.8161 5602.2397 18.919557107650864 5602.2397 5907.692 77.98913008888466 5907.692 6294.8 112.83992451852166 7867.426 8517.6464 2008fp "" "" "" +CMFGEN 1.04 1.829999999870779 12.879315526247087 3941.9095 4071.9535 -362.99482011146074 4071.9535 4592.1299 254.60341293017228 4592.1299 5175.8161 187.82841738296736 5175.8161 5602.2397 -25.047214687368008 5602.2397 5907.692 65.81743202061571 5907.692 6294.8 69.14827074579179 7867.426 8517.6464 2008fp "" "" "" +CMFGEN 1.02 1.829999999870779 18.979023780764948 3941.9095 4071.9535 -518.8049122501752 4071.9535 4592.1299 182.37893360211788 4592.1299 5175.8161 221.29353920800716 5175.8161 5602.2397 -5.954425991748742 5602.2397 5907.692 49.83096923560493 5907.692 6294.8 57.85480470901808 7867.426 8517.6464 2008fp "" "" "" +CMFGEN 1.4 1.829999999870779 21.21348255036921 3941.9095 4071.9535 -632.6040009753845 4071.9535 4592.1299 62.53135432187014 4592.1299 5175.8161 166.92020025414024 5175.8161 5602.2397 30.51978614376941 5602.2397 5907.692 10.608135056023642 5907.692 6294.8 25.407852689111866 7867.426 8517.6464 2008fp "" "" "" +CMFGEN 1.7 1.829999999870779 13.849131304187175 3941.9095 4071.9535 -484.62241367995637 4071.9535 4592.1299 234.18860350122822 4592.1299 5175.8161 13.153811611307596 5175.8161 5602.2397 -46.98965672235456 5602.2397 5907.692 72.79948176297918 5907.692 6294.8 90.86437137435296 7867.426 8517.6464 2008fp "" "" "" +OBSERVED "" 94.63999999992666 4.374801444235106 3973.3604 4015.9401 305.58779006420093 4015.9401 4663.7605 268.20932261925395 4663.7605 5399.7818 -2.3704230687092593 5299.4152 5524.4796 142.98814149210622 5551.8523 5913.7801 216.47770971565978 5913.7801 6519.0207 621.5647155106706 7510.5204 8870.0308 2008fp "" "" "" +CMFGEN 1.04 94.63999999992666 -0.9073920174344493 3973.3604 4015.9401 306.7844798199253 4015.9401 4663.7605 198.34774025055293 4663.7605 5399.7818 31.520276860240216 5299.4152 5524.4796 123.88872683881652 5551.8523 5913.7801 200.41137912879236 5913.7801 6519.0207 249.74630219954744 7510.5204 8870.0308 2008fp "" "" "" +CMFGEN 1.02 94.63999999992666 -1.001685795831951 3973.3604 4015.9401 246.82674159594967 4015.9401 4663.7605 250.52186116319555 4663.7605 5399.7818 11.063964671046527 5299.4152 5524.4796 98.16778896636478 5551.8523 5913.7801 140.20760221879857 5913.7801 6519.0207 378.5734581237241 7510.5204 8870.0308 2008fp "" "" "" +CMFGEN 1.4 94.63999999992666 -0.8809691249308887 3973.3604 4015.9401 242.02209100219676 4015.9401 4663.7605 274.99162304956576 4663.7605 5399.7818 5.513243282735275 5299.4152 5524.4796 83.8017106147122 5551.8523 5913.7801 127.65248765416493 5913.7801 6519.0207 363.9041806404357 7510.5204 8870.0308 2008fp "" "" "" +CMFGEN 1.7 94.63999999992666 -0.6455652270161093 3973.3604 4015.9401 303.29541726372315 4015.9401 4663.7605 183.9473578266246 4663.7605 5399.7818 41.175021244517716 5299.4152 5524.4796 153.16705888802326 5551.8523 5913.7801 234.8816226490217 5913.7801 6519.0207 370.5326967786327 7510.5204 8870.0308 2008fp "" "" "" +OBSERVED "" 99.76000000003842 2.5869501155061063 3988.5674 4018.9815 306.0064448604336 4018.9815 4688.0918 258.250035545386 4688.0918 5360.2434 -6.260120593094181 5293.3324 5533.6038 148.85397666642632 5551.8523 5886.4074 212.2431702257472 5886.4074 6500.7722 619.0600055923733 7501.3962 8839.6167 2008fp "" "" "" +CMFGEN 1.04 99.76000000003842 -0.302735518453809 3988.5674 4018.9815 312.24600849662716 4018.9815 4688.0918 223.27689546963944 4688.0918 5360.2434 38.27083787924953 5293.3324 5533.6038 144.57504484374547 5551.8523 5886.4074 202.61169095082153 5886.4074 6500.7722 286.83164509572316 7501.3962 8839.6167 2008fp "" "" "" +CMFGEN 1.02 99.76000000003842 -0.31470925483651535 3988.5674 4018.9815 212.81152634929367 4018.9815 4688.0918 226.15697420477625 4688.0918 5360.2434 15.604099487481742 5293.3324 5533.6038 121.33628493568328 5551.8523 5886.4074 159.18942086057183 5886.4074 6500.7722 424.9740143606376 7501.3962 8839.6167 2008fp "" "" "" +CMFGEN 1.4 99.76000000003842 -0.3384966603732573 3988.5674 4018.9815 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12.461149696537277 5655.0336 5914.9115 47.232574502840556 5914.9115 6295.8014 91.24084450023312 7789.6038 8424.4202 2008fp "" "" "" +CMFGEN 1.4 -3.19999999992433 24.87812454193464 3927.1426 4066.0087 -657.3127071169356 4066.0087 4591.7161 77.36547430142684 4591.7161 5172.9699 107.91966104650315 5172.9699 5655.0336 15.527525619530497 5655.0336 5914.9115 9.68975464335196 5914.9115 6295.8014 73.30653572116145 7789.6038 8424.4202 2008fp "" "" "" +CMFGEN 1.7 -3.19999999992433 16.390030593371954 3927.1426 4066.0087 -481.12964167803653 4066.0087 4591.7161 229.08404916642633 4591.7161 5172.9699 8.489867524779768 5172.9699 5655.0336 -11.261364156537283 5655.0336 5914.9115 69.12297320831279 5914.9115 6295.8014 153.6748697813546 7789.6038 8424.4202 2008fp "" "" "" +OBSERVED "" 0.8200000000942964 7.267402891858449 3954.0066 4059.8564 98.10118178768252 4059.8564 4583.057 115.56843128168688 4583.057 5178.8403 76.25916648850982 5178.8403 5668.7738 15.470504220111474 5668.7738 5907.692 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2008fp "" "" "" +CMFGEN 1.7 0.8200000000942964 8.020170908665847 3954.0066 4059.8564 -416.44843778078257 4059.8564 4583.057 251.92459197189632 4583.057 5178.8403 -3.119383781370267 5178.8403 5668.7738 -6.838536395867672 5668.7738 5907.692 72.79948176297918 5907.692 6294.8 91.59963968331064 7867.426 8541.8407 2008fp "" "" "" +OBSERVED "" 7.829999999870779 12.829276360016054 3954.0066 4068.9293 100.00129097248467 4068.9293 4616.3241 160.58777832332353 4616.3241 5212.1074 58.350194991315774 5212.1074 5578.0454 24.871856769855277 5578.0454 5844.1821 95.01454056764439 5844.1821 6297.8243 193.5834563409946 7858.3532 8602.3263 2008fp "" "" "" +CMFGEN 1.04 7.829999999870779 8.577046249457632 3954.0066 4068.9293 -405.71101763491833 4068.9293 4616.3241 255.26418506615687 4616.3241 5212.1074 167.3387319511709 5212.1074 5578.0454 -36.56107703913137 5578.0454 5844.1821 96.69945364633591 5844.1821 6297.8243 77.60677958517192 7858.3532 8602.3263 2008fp "" "" "" +CMFGEN 1.02 7.829999999870779 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43.349999999925785 0.28657070053055245 3977.3287 4000.8733 -47.61560732784888 3977.3287 4645.4062 133.33391426049377 4645.4062 5504.7835 -4.763800334413639 5292.8822 5504.7835 9.534807445093055 5557.7588 5837.3507 111.13049804018382 5837.3507 6496.599 246.793108390264 7703.2589 8695.0744 2008gp "" "" "" +CMFGEN 1.7 43.349999999925785 0.09529119337695047 3977.3287 4000.8733 7.3460284557311315 3977.3287 4645.4062 95.81551090651263 4645.4062 5504.7835 10.003850550593704 5292.8822 5504.7835 30.310801475443924 5557.7588 5837.3507 150.67820568702382 5837.3507 6496.599 166.6172677488314 7703.2589 8695.0744 2008gp "" "" "" +OBSERVED "" 54810.22999999998 "" "" "" "" "" "" "" "" "" "" "" "" 44.62746680330139 5601.9822 5841.9921 35.17753605775876 5841.9921 6223.6472 249.0689783956711 7596.8186 8324.7175 2008hu "" "" "" +CMFGEN 1.04 54810.22999999998 "" "" "" "" "" "" "" "" "" "" "" "" 121.50006647002942 5601.9822 5841.9921 26.123501630829406 5841.9921 6223.6472 -642.4257844853732 7596.8186 8324.7175 2008hu "" "" "" +CMFGEN 1.02 54810.22999999998 "" "" "" "" "" "" "" "" "" "" "" "" 121.73439812126185 5601.9822 5841.9921 60.90663924728462 5841.9921 6223.6472 -609.3553557785506 7596.8186 8324.7175 2008hu "" "" "" +CMFGEN 1.4 54810.22999999998 "" "" "" "" "" "" "" "" "" "" "" "" 117.84346980915744 5601.9822 5841.9921 68.68586357528051 5841.9921 6223.6472 -529.0080222668577 7596.8186 8324.7175 2008hu "" "" "" +CMFGEN 1.7 54810.22999999998 "" "" "" "" "" "" "" "" "" "" "" "" 126.64128207470439 5601.9822 5841.9921 15.922495449425062 5841.9921 6223.6472 -319.50264249704543 7596.8186 8324.7175 2008hu "" "" "" +OBSERVED "" 54827.22999999998 79.97515231397638 3912.5322 4146.7208 84.08652540156265 4146.7208 4463.0274 195.6898410358255 4514.7314 5542.728 191.32832473768363 5150.3861 5694.7986 -1.6536507245860665 5694.7986 5807.3307 39.37492161593396 5807.3307 6217.9211 57.29118425363308 7723.4191 8207.0034 2008hu "" "" "" +CMFGEN 1.04 54827.22999999998 -108.45561548107561 3912.5322 4146.7208 40.269558263997496 4146.7208 4463.0274 -4104.604831848945 4514.7314 5542.728 45.03192687088429 5150.3861 5694.7986 26.154678956628313 5694.7986 5807.3307 -93.32864767186159 5807.3307 6217.9211 -517.4911623920922 7723.4191 8207.0034 2008hu "" "" "" +CMFGEN 1.02 54827.22999999998 -101.2939190098963 3912.5322 4146.7208 -17.54220684391321 4146.7208 4463.0274 -3960.5105612750035 4514.7314 5542.728 -19.79448611311227 5150.3861 5694.7986 29.30023932260374 5694.7986 5807.3307 -46.07281752914191 5807.3307 6217.9211 -360.304647167786 7723.4191 8207.0034 2008hu "" "" "" +CMFGEN 1.4 54827.22999999998 -96.53785969608687 3912.5322 4146.7208 -38.86234705236545 4146.7208 4463.0274 -2994.00038182138 4514.7314 5542.728 -25.522439303672826 5150.3861 5694.7986 28.385331634693753 5694.7986 5807.3307 -33.643901669726205 5807.3307 6217.9211 -341.320717075311 7723.4191 8207.0034 2008hu "" "" "" +CMFGEN 1.7 54827.22999999998 -147.0680923975818 3912.5322 4146.7208 82.18507534350555 4146.7208 4463.0274 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5157.5178 5521.735 111.1386179474459 5581.4427 5800.371 -79.8837417808716 5800.371 6200.4128 454.4893943695924 7500.051 8891.2411 2008hu "" "" "" +CMFGEN 1.4 54818.24000000022 -24.550259034299813 3933.5094 4074.8177 -5.049820944062281 4074.8177 4474.8595 -2894.308291345493 4508.6938 5521.735 -119.98166488086275 5157.5178 5521.735 106.08507668893509 5581.4427 5800.371 -66.65657683951207 5800.371 6200.4128 481.33373744067774 7500.051 8891.2411 2008hu "" "" "" +CMFGEN 1.7 54818.24000000022 -40.42518474121765 3933.5094 4074.8177 173.80670531654772 4074.8177 4474.8595 -6002.408834967797 4508.6938 5521.735 -216.1023726248785 5157.5178 5521.735 115.64795108519797 5581.4427 5800.371 -122.72519078052764 5800.371 6200.4128 699.2552565664968 7500.051 8891.2411 2008hu "" "" "" +OBSERVED "" 54810.35000000009 48.31572532807933 3903.8454 4100.6344 125.67856677507243 4100.6344 4699.0883 166.9264081168036 4699.0883 5443.1121 -34.375613464754956 5294.8465 5513.2014 53.23627142915379 5564.4204 5855.5602 "" "" "" "" "" "" 2008hu 97.38455692346265 3798.7116 4089.8514 +CMFGEN 1.04 54810.35000000009 -98.18311604621717 3903.8454 4100.6344 385.8708138354407 4100.6344 4699.0883 163.12390970999502 4699.0883 5443.1121 66.11130345407439 5294.8465 5513.2014 158.95792685909947 5564.4204 5855.5602 "" "" "" "" "" "" 2008hu -222.7969081253252 3798.7116 4089.8514 +CMFGEN 1.02 54810.35000000009 -100.36819866829478 3903.8454 4100.6344 360.85777447737064 4100.6344 4699.0883 164.13702255177557 4699.0883 5443.1121 63.36705557049637 5294.8465 5513.2014 162.18840664801135 5564.4204 5855.5602 "" "" "" "" "" "" 2008hu -81.11966487558374 3798.7116 4089.8514 +CMFGEN 1.4 54810.35000000009 -78.79183443222094 3903.8454 4100.6344 326.6339658447468 4100.6344 4699.0883 159.6979841189654 4699.0883 5443.1121 55.329999557209646 5294.8465 5513.2014 160.95114141412017 5564.4204 5855.5602 "" "" "" "" "" "" 2008hu -10.168407082356982 3798.7116 4089.8514 +CMFGEN 1.7 54810.35000000009 -140.8528144714433 3903.8454 4100.6344 408.7547391244873 4100.6344 4699.0883 162.48585864613594 4699.0883 5443.1121 78.27767368777012 5294.8465 5513.2014 165.1007675520456 5564.4204 5855.5602 "" "" "" "" "" "" 2008hu -246.03690780698105 3798.7116 4089.8514 +OBSERVED "" 1.8599999998696148 30.186470547368625 3918.9272 4080.4681 126.60803458120913 3918.9272 4523.7208 131.34337107367688 4523.7208 5106.8443 87.80056801406678 5201.4049 5607.2273 23.208061697944903 5607.2273 5883.029 98.36699820344151 5883.029 6312.4916 160.8910408302548 7791.9705 8574.0652 2008hv "" "" "" +CMFGEN 1.04 1.8599999998696148 23.365331310608653 3918.9272 4080.4681 -449.3856618481573 3918.9272 4523.7208 206.237446462327 4523.7208 5106.8443 171.6044174490574 5201.4049 5607.2273 -23.09224236024766 5607.2273 5883.029 84.1252775361729 5883.029 6312.4916 117.28962532586584 7791.9705 8574.0652 2008hv "" "" "" +CMFGEN 1.02 1.8599999998696148 32.118929012182264 3918.9272 4080.4681 -458.9275206071273 3918.9272 4523.7208 252.56076325370017 4523.7208 5106.8443 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25.974920603628867 5605.0694 5878.3429 101.1731100616552 5878.3429 6299.0662 172.46524038343446 7820.7474 8554.064 2008hv "" "" "" +CMFGEN 1.04 1.8300000000745058 23.665403451983394 3920.2105 4091.2522 -442.962397443104 3920.2105 4521.8054 207.98214148949154 4521.8054 5107.6723 176.17557645801813 5194.1762 5605.0694 -24.148590755393787 5605.0694 5878.3429 78.81678497074844 5878.3429 6299.0662 93.58385255375914 7820.7474 8554.064 2008hv "" "" "" +CMFGEN 1.02 1.8300000000745058 34.82567839168443 3920.2105 4091.2522 -450.67919683027156 3920.2105 4521.8054 254.44900172850043 4521.8054 5107.6723 203.9369573452256 5194.1762 5605.0694 -6.1804483018481475 5605.0694 5878.3429 63.23095848148175 5878.3429 6299.0662 84.05701467260945 7820.7474 8554.064 2008hv "" "" "" +CMFGEN 1.4 1.8300000000745058 39.523920765149505 3920.2105 4091.2522 -474.114997459965 3920.2105 4521.8054 208.47113724115889 4521.8054 5107.6723 146.91541755894832 5194.1762 5605.0694 25.851605660107083 5605.0694 5878.3429 13.671313201092433 5878.3429 6299.0662 42.352499871598724 7820.7474 8554.064 2008hv "" "" "" +CMFGEN 1.7 1.8300000000745058 27.57125362400159 3920.2105 4091.2522 180.64941545214205 3920.2105 4521.8054 284.7082414064166 4521.8054 5107.6723 17.30078925790246 5194.1762 5605.0694 -38.112316783644914 5605.0694 5878.3429 93.69578492807777 5878.3429 6299.0662 136.414757021091 7820.7474 8554.064 2008hv "" "" "" +OBSERVED "" 3.7599999997764826 21.13325912083578 3936.1327 4083.3148 113.98463819738163 3936.1327 4524.8613 129.2218893304522 4524.8613 5125.6048 89.0492351122873 5188.6828 5585.1735 25.360635291865087 5585.1735 5846.497 101.23534594464564 5846.497 6285.0397 155.4005022610703 7546.601 8507.7906 2008hv "" "" "" +CMFGEN 1.04 3.7599999997764826 15.532835480481067 3936.1327 4083.3148 -459.69699557274566 3936.1327 4524.8613 214.9035836385235 4524.8613 5125.6048 179.9184522930528 5188.6828 5585.1735 -32.1437376291595 5585.1735 5846.497 89.20689201127183 5846.497 6285.0397 372.8819929502921 7546.601 8507.7906 2008hv "" "" "" +CMFGEN 1.02 3.7599999997764826 24.33160789421771 3936.1327 4083.3148 -481.54948060649133 3936.1327 4524.8613 257.37461570181677 4524.8613 5125.6048 206.07752627102371 5188.6828 5585.1735 -22.910691482758065 5585.1735 5846.497 73.09626347370765 5846.497 6285.0397 356.3078175426163 7546.601 8507.7906 2008hv "" "" "" +CMFGEN 1.4 3.7599999997764826 27.888271528681255 3936.1327 4083.3148 -511.01764877204516 3936.1327 4524.8613 183.61075179131444 4524.8613 5125.6048 163.99722166879764 5188.6828 5585.1735 21.113056760873363 5585.1735 5846.497 17.58774686103603 5846.497 6285.0397 309.5702947854619 7546.601 8507.7906 2008hv "" "" "" +CMFGEN 1.7 3.7599999997764826 18.960202063025367 3936.1327 4083.3148 142.92231972165803 3936.1327 4524.8613 291.7884030086784 4524.8613 5125.6048 -2.1592479233308026 5188.6828 5585.1735 -50.29112707253143 5585.1735 5846.497 109.77399714346305 5846.497 6285.0397 480.13330658505254 7546.601 8507.7906 2008hv "" "" "" +OBSERVED "" 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 54.0697119193268 5559.7566 5839.5361 212.18534901409913 5839.5361 6488.4691 405.4147168218474 7642.5596 8691.7328 2008hv "" "" "" +CMFGEN 1.04 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" -4.798412025328761 5559.7566 5839.5361 129.72141042298497 5839.5361 6488.4691 69.34475945757528 7642.5596 8691.7328 2008hv "" "" "" +CMFGEN 1.02 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 16.267763710785825 5559.7566 5839.5361 98.01634870383536 5839.5361 6488.4691 -299.32826087590985 7642.5596 8691.7328 2008hv "" "" "" +CMFGEN 1.4 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 25.3938988296377 5559.7566 5839.5361 89.3032751586274 5839.5361 6488.4691 117.90595518780327 7642.5596 8691.7328 2008hv "" "" "" +CMFGEN 1.7 23.759999999776483 "" "" "" "" "" "" "" "" "" "" "" "" 14.987201523606814 5559.7566 5839.5361 117.74925358871936 5839.5361 6488.4691 16.22991612943815 7642.5596 8691.7328 2008hv "" "" "" +OBSERVED "" 71.75999999977648 1.613934019235738 3975.181 4008.2219 302.69204668020086 3975.181 4632.9951 279.1254918627516 4632.9951 5335.865 3.9940378319778396 5299.8204 5525.0992 103.94398139946735 5555.1364 5864.5193 195.4763944060437 5864.5193 6489.2925 474.3281537788901 7651.7311 8721.0545 2008hv "" "" "" +CMFGEN 1.04 71.75999999977648 -0.3576734253426781 3975.181 4008.2219 251.99743095240046 3975.181 4632.9951 231.65079749986919 4632.9951 5335.865 23.17438417757326 5299.8204 5525.0992 118.01991042602415 5555.1364 5864.5193 161.1962525569989 5864.5193 6489.2925 286.81951330758244 7651.7311 8721.0545 2008hv "" "" "" +CMFGEN 1.02 71.75999999977648 -0.512790563242008 3975.181 4008.2219 269.5620116585877 3975.181 4632.9951 286.0017266673084 4632.9951 5335.865 1.2850677784853874 5299.8204 5525.0992 87.18002844875244 5555.1364 5864.5193 171.03171190437763 5864.5193 6489.2925 472.2152483486203 7651.7311 8721.0545 2008hv "" "" "" +CMFGEN 1.4 71.75999999977648 -0.3130593196114007 3975.181 4008.2219 280.5011639022347 3975.181 4632.9951 289.19584571087626 4632.9951 5335.865 4.7520450089615665 5299.8204 5525.0992 68.19001919055225 5555.1364 5864.5193 189.5364418500772 5864.5193 6489.2925 471.07711659560584 7651.7311 8721.0545 2008hv "" "" "" +CMFGEN 1.7 71.75999999977648 -0.25033559971097447 3975.181 4008.2219 253.7057149243658 3975.181 4632.9951 254.94597577739623 4632.9951 5335.865 22.78043446543668 5299.8204 5525.0992 150.11036221893463 5555.1364 5864.5193 169.24001310240692 5864.5193 6489.2925 252.44445100158003 7651.7311 8721.0545 2008hv "" "" "" +OBSERVED "" 7.740000000223517 21.439770429205716 3942.1401 4095.3297 151.27643142522152 3942.1401 4602.9579 179.1609671830662 4602.9579 5200.6977 57.58709526021749 5200.6977 5549.1289 44.41934637811035 5558.1401 5867.523 110.75500258892191 5867.523 6300.0583 259.55179185706703 7877.0099 8657.9765 2008hv "" "" "" +CMFGEN 1.04 7.740000000223517 13.410582707882549 3942.1401 4095.3297 -750.925246482475 3942.1401 4602.9579 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"" "" "" "" 128.3954366572839 4646.8666 5520.522 18.52296743681818 5289.3673 5520.522 100.1589802281161 5551.4639 5837.222 129.50106164179036 5837.222 6492.3888 211.7145994014375 7719.0329 8810.2555 2008hv "" "" "" +CMFGEN 1.02 56.700000000186265 "" "" "" "" "" "" 149.20509292985366 4646.8666 5520.522 -6.291982662853745 5289.3673 5520.522 69.44278311655899 5551.4639 5837.222 172.27326859464662 5837.222 6492.3888 362.72118150938314 7719.0329 8810.2555 2008hv "" "" "" +CMFGEN 1.4 56.700000000186265 "" "" "" "" "" "" 199.13262738639511 4646.8666 5520.522 -3.2122365139261926 5289.3673 5520.522 43.90690837367829 5551.4639 5837.222 158.62850007395735 5837.222 6492.3888 340.4774393264396 7719.0329 8810.2555 2008hv "" "" "" +CMFGEN 1.7 56.700000000186265 "" "" "" "" "" "" 103.29226139947201 4646.8666 5520.522 12.98695811015046 5289.3673 5520.522 105.98349924665347 5551.4639 5837.222 144.4098182104044 5837.222 6492.3888 172.62988156292914 7719.0329 8810.2555 2008hv "" "" "" +OBSERVED "" 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4642.316 178.53524692464143 4642.316 5329.1414 75.6744437222465 5299.2794 5697.4391 29.501537514552137 5697.4391 5998.0496 114.54582011837613 5998.0496 6436.0252 201.0726928001908 7978.8938 8741.3696 2008ia "" "" "" +CMFGEN 1.04 5.800000000206637 0.2420496317483269 3999.2882 4031.141 -573.8747684425418 4031.141 4642.316 215.49962327542391 4642.316 5329.1414 12.043589939958942 5299.2794 5697.4391 18.393311078174012 5697.4391 5998.0496 84.73720874207957 5998.0496 6436.0252 -20.61217431641377 7978.8938 8741.3696 2008ia "" "" "" +CMFGEN 1.02 5.800000000206637 0.36585844415514923 3999.2882 4031.141 -833.3416325182659 4031.141 4642.316 47.92894100140969 4642.316 5329.1414 30.17043611459735 5299.2794 5697.4391 27.483283198246593 5697.4391 5998.0496 58.247330373650165 5998.0496 6436.0252 8.553956733601279 7978.8938 8741.3696 2008ia "" "" "" +CMFGEN 1.4 5.800000000206637 0.37481608577255776 3999.2882 4031.141 -971.8528418281076 4031.141 4642.316 -46.609130043944916 4642.316 5329.1414 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338.0774641692983 7596.8181 8706.372 2008ia "" "" "" +CMFGEN 1.02 -2.129999999961001 "" "" "" "" "" "" "" "" "" "" "" "" 1.352863363882487 5657.066 5810.5149 156.40330181868694 5810.5149 6424.3107 340.4352871807715 7596.8181 8706.372 2008ia "" "" "" +CMFGEN 1.4 -2.129999999961001 "" "" "" "" "" "" "" "" "" "" "" "" 6.6978729689943135 5657.066 5810.5149 48.510020328902186 5810.5149 6424.3107 250.8466683232737 7596.8181 8706.372 2008ia "" "" "" +CMFGEN 1.7 -2.129999999961001 "" "" "" "" "" "" "" "" "" "" "" "" -7.421675617235627 5657.066 5810.5149 187.89559030144528 5810.5149 6424.3107 460.65354274042556 7596.8181 8706.372 2008ia "" "" "" +OBSERVED "" 15.78000000018801 2.15563379040693 3997.6914 4034.1883 302.87329221963046 4034.1883 4697.2157 273.22723147657086 4697.2157 5393.6985 -18.355231011533213 5299.4148 5500.1479 141.23979853206114 5567.0589 5977.6493 168.20001787753472 5977.6493 6579.8484 405.0513867067519 7966.7314 8891.32 2008ia "" "" "" +CMFGEN 1.04 15.78000000018801 0.3408514635733488 3997.6914 4034.1883 -634.9706558030074 4034.1883 4697.2157 289.42162658073335 4697.2157 5393.6985 66.08125257803532 5299.4148 5500.1479 -60.900610724626944 5567.0589 5977.6493 102.02695253744298 5977.6493 6579.8484 -65.97900560988514 7966.7314 8891.32 2008ia "" "" "" +CMFGEN 1.02 15.78000000018801 0.5297918665470586 3997.6914 4034.1883 -915.1077109439719 4034.1883 4697.2157 168.89676423331997 4697.2157 5393.6985 53.14952566673018 5299.4148 5500.1479 -41.29886038466804 5567.0589 5977.6493 74.69608279919235 5977.6493 6579.8484 -49.506418133507935 7966.7314 8891.32 2008ia "" "" "" +CMFGEN 1.4 15.78000000018801 0.6426149255674828 3997.6914 4034.1883 -1044.9945232547527 4034.1883 4697.2157 181.68573862962825 4697.2157 5393.6985 36.79402529413681 5299.4148 5500.1479 29.21427993361661 5567.0589 5977.6493 64.17618916946773 5977.6493 6579.8484 -121.27123131963529 7966.7314 8891.32 2008ia "" "" "" +CMFGEN 1.7 15.78000000018801 0.3008429711336331 3997.6914 4034.1883 -1006.0870179850269 4034.1883 4697.2157 374.0647780294017 4697.2157 5393.6985 -29.701959911645858 5299.4148 5500.1479 -110.88965850655883 5567.0589 5977.6493 48.9932721952888 5977.6493 6579.8484 -120.9034640300661 7966.7314 8891.32 2008ia "" "" "" +OBSERVED "" 58.74000000015076 22.187696825136385 3967.48858258094 4032.01407190239 365.39492202616066 3967.48858258094 4645.98387938526 354.6692331190585 4645.98387938526 5529.78755130328 20.348696288304314 5291.23877259974 5529.78755130328 91.2386198398473 5551.29604774376 5858.2809514852 215.36444983458918 5858.2809514852 6528.95497685661 481.9628679230598 7733.43077752364 8769.74924238326 2008ia "" "" "" +CMFGEN 1.04 58.74000000015076 -0.020113380826501243 3967.48858258094 4032.01407190239 186.6131984622881 3967.48858258094 4645.98387938526 121.6775409435198 4645.98387938526 5529.78755130328 20.916052602237002 5291.23877259974 5529.78755130328 101.1386916127858 5551.29604774376 5858.2809514852 140.47857351847995 5858.2809514852 6528.95497685661 278.8363742048084 7733.43077752364 8769.74924238326 2008ia "" "" "" +CMFGEN 1.02 58.74000000015076 2.017920032427906 3967.48858258094 4032.01407190239 240.41718977882317 3967.48858258094 4645.98387938526 157.91520738779042 4645.98387938526 5529.78755130328 -8.046214268194756 5291.23877259974 5529.78755130328 71.92890692561696 5551.29604774376 5858.2809514852 150.48125841902413 5858.2809514852 6528.95497685661 412.8475757159358 7733.43077752364 8769.74924238326 2008ia "" "" "" +CMFGEN 1.4 58.74000000015076 2.5057197515434857 3967.48858258094 4032.01407190239 253.81853086951668 3967.48858258094 4645.98387938526 215.44910596518434 4645.98387938526 5529.78755130328 -6.604193928152032 5291.23877259974 5529.78755130328 58.46165678719823 5551.29604774376 5858.2809514852 143.98295082733864 5858.2809514852 6528.95497685661 396.75423131828916 7733.43077752364 8769.74924238326 2008ia "" "" "" +CMFGEN 1.7 58.74000000015076 2.0912904059778654 3967.48858258094 4032.01407190239 180.39697216829308 3967.48858258094 4645.98387938526 70.81914821303161 4645.98387938526 5529.78755130328 14.529382492175644 5291.23877259974 5529.78755130328 120.74364198461362 5551.29604774376 5858.2809514852 181.90415316460488 5858.2809514852 6528.95497685661 219.75906042361743 7733.43077752364 8769.74924238326 2008ia "" "" "" +OBSERVED "" 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" 77.61371361523632 5621.6547 5975.7677 250.91722418019071 5975.7677 6554.1521 401.3053432371645 7970.604 8796.8675 2008ia "" "" "" +CMFGEN 1.04 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" -139.11400807181235 5621.6547 5975.7677 -207.87630471933352 5975.7677 6554.1521 73.0404523893074 7970.604 8796.8675 2008ia "" "" "" +CMFGEN 1.02 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" -85.53294086830435 5621.6547 5975.7677 -170.93906046377683 5975.7677 6554.1521 18.38186999504744 7970.604 8796.8675 2008ia "" "" "" +CMFGEN 1.4 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" -90.38358590698071 5621.6547 5975.7677 -153.17253794538075 5975.7677 6554.1521 -65.13748995674435 7970.604 8796.8675 2008ia "" "" "" +CMFGEN 1.7 27.80999999998312 "" "" "" "" "" "" "" "" "" "" "" "" -72.79422095743261 5621.6547 5975.7677 -71.72082384387805 5975.7677 6554.1521 67.18189191726904 7970.604 8796.8675 2008ia "" "" "" +OBSERVED "" 60.729999999908614 "" "" "" "" "" "" 296.90118197679226 4699.4805 5512.0178 6.448850642283824 5270.6518 5512.0178 97.75239944706009 5675.9993 5970.7974 165.47606974987067 5970.7974 6597.702 390.73046220849847 7529.6346 8892.7599 2008ia "" "" "" +CMFGEN 1.04 60.729999999908614 "" "" "" "" "" "" 38.93404380296528 4699.4805 5512.0178 10.965004257226223 5270.6518 5512.0178 -124.79377139831539 5675.9993 5970.7974 91.18098514927553 5970.7974 6597.702 126.72861960242767 7529.6346 8892.7599 2008ia "" "" "" +CMFGEN 1.02 60.729999999908614 "" "" "" "" "" "" 21.037718973555315 4699.4805 5512.0178 -16.020575853208875 5270.6518 5512.0178 -60.614438819923784 5675.9993 5970.7974 27.08668064914785 5970.7974 6597.702 294.3774162521047 7529.6346 8892.7599 2008ia "" "" "" +CMFGEN 1.4 60.729999999908614 "" "" "" "" "" "" 93.68884841344574 4699.4805 5512.0178 -12.603177237412002 5270.6518 5512.0178 -22.36328486045515 5675.9993 5970.7974 28.835205031330247 5970.7974 6597.702 285.57913141347 7529.6346 8892.7599 2008ia "" "" "" +CMFGEN 1.7 60.729999999908614 "" "" "" "" "" "" -56.17079730245274 4699.4805 5512.0178 9.229802760744224 5270.6518 5512.0178 -116.85553721004865 5675.9993 5970.7974 128.1313520243171 5970.7974 6597.702 199.5458878442758 7529.6346 8892.7599 2008ia "" "" "" +OBSERVED "" -2.1499999999796273 0.5251269804268591 3990.1088 4027.8491 118.54250737729171 4027.8491 4620.9116 137.41295806513327 4620.9116 5200.4953 87.90076633019777 5200.4953 5639.9006 8.90788293348044 5639.9006 5812.4279 "" "" "" "" "" "" 2008ia 196.7740983748787 3523.746 4027.8491 +CMFGEN 1.04 -2.1499999999796273 0.47640340996012864 3990.1088 4027.8491 -541.500755101189 4027.8491 4620.9116 266.1935700745171 4620.9116 5200.4953 168.65647069325968 5200.4953 5639.9006 -6.451298714660123 5639.9006 5812.4279 "" "" "" "" "" "" 2008ia 204.96172394122092 3523.746 4027.8491 +CMFGEN 1.02 -2.1499999999796273 0.5778857886004151 3990.1088 4027.8491 -782.6991137645816 4027.8491 4620.9116 130.57208467330318 4620.9116 5200.4953 190.97485759688368 5200.4953 5639.9006 0.03969826930825686 5639.9006 5812.4279 "" "" "" "" "" "" 2008ia 139.84040757687953 3523.746 4027.8491 +CMFGEN 1.4 -2.1499999999796273 0.6756369243617484 3990.1088 4027.8491 -917.6079900161845 4027.8491 4620.9116 13.153961211602734 4620.9116 5200.4953 105.8955731079419 5200.4953 5639.9006 10.340952213252383 5639.9006 5812.4279 "" "" "" "" "" "" 2008ia 75.92875738783553 3523.746 4027.8491 +CMFGEN 1.7 -2.1499999999796273 0.38064870320679817 3990.1088 4027.8491 -655.6674375923274 4027.8491 4620.9116 294.81454811082193 4620.9116 5200.4953 29.227088012566167 5200.4953 5639.9006 -11.501776822684212 5639.9006 5812.4279 "" "" "" "" "" "" 2008ia 20.71220745575824 3523.746 4027.8491 +OBSERVED "" 2.9199999998527346 1.7881276143092812 3978.857 4028.6983 124.90341248411917 4028.6983 4628.7873 157.10918312181514 4628.7873 5320.5843 92.10505230149451 5222.8954 5697.3844 0.6851470273951421 5697.3844 5815.0099 135.74702028214065 5815.0099 6468.9275 172.13464098239092 7980.1152 8683.8741 2008ia "" "" "" +CMFGEN 1.04 2.9199999998527346 1.1923758995978457 3978.857 4028.6983 -554.9978906120683 4028.6983 4628.7873 212.55890885379912 4628.7873 5320.5843 98.44991673880331 5222.8954 5697.3844 -0.3318114166678026 5697.3844 5815.0099 214.75687844972975 5815.0099 6468.9275 -3.6507032234282164 7980.1152 8683.8741 2008ia "" "" "" +CMFGEN 1.02 2.9199999998527346 1.3462783191151462 3978.857 4028.6983 -804.4078775416251 4028.6983 4628.7873 49.40795518054777 4628.7873 5320.5843 109.8734510878337 5222.8954 5697.3844 1.651986553316571 5697.3844 5815.0099 169.71974425152308 5815.0099 6468.9275 23.582549303100926 7980.1152 8683.8741 2008ia "" "" "" +CMFGEN 1.4 2.9199999998527346 1.5181058899627442 3978.857 4028.6983 -940.9008447786441 4028.6983 4628.7873 -50.1086162613997 4628.7873 5320.5843 -1.164477807083756 5222.8954 5697.3844 1.7458988375687312 5697.3844 5815.0099 69.521487708282 5815.0099 6468.9275 -36.46521650512662 7980.1152 8683.8741 2008ia "" "" "" +CMFGEN 1.7 2.9199999998527346 0.884855955115099 3978.857 4028.6983 -702.5784532649222 4028.6983 4628.7873 452.64136705322016 4628.7873 5320.5843 -2.0076351856735677 5222.8954 5697.3844 -1.9313302672325534 5697.3844 5815.0099 191.7004659578164 5815.0099 6468.9275 3.733424653266363 7980.1152 8683.8741 2008ia "" "" "" +OBSERVED "" 7.229999999872234 22.425883929736415 3952.5509 4078.9886 150.1096017343747 3952.5509 4549.7255 187.56975097718708 4549.7255 5224.7079 76.72476480698822 5224.7079 5582.6236 23.287424674927415 5582.6236 5874.4027 101.5623175366988 5874.4027 6343.1945 221.8347929886672 7813.7613 8595.7293 2009D "" "" "" +CMFGEN 1.04 7.229999999872234 9.220709806856359 3952.5509 4078.9886 -543.799972060142 3952.5509 4549.7255 266.9245970079516 4549.7255 5224.7079 152.53192563219687 5224.7079 5582.6236 -38.345930913208406 5582.6236 5874.4027 110.3832239912343 5874.4027 6343.1945 103.65618076805926 7813.7613 8595.7293 2009D "" "" "" +CMFGEN 1.02 7.229999999872234 16.177413355416633 3952.5509 4078.9886 -628.0622432943653 3952.5509 4549.7255 159.3045108995521 4549.7255 5224.7079 175.63327623877348 5224.7079 5582.6236 -25.528151003167665 5582.6236 5874.4027 83.60585327003706 5874.4027 6343.1945 91.0289548772672 7813.7613 8595.7293 2009D "" "" "" +CMFGEN 1.4 7.229999999872234 19.017275912557693 3952.5509 4078.9886 -679.3525486759877 3952.5509 4549.7255 43.957270220718996 4549.7255 5224.7079 133.9192654223872 5224.7079 5582.6236 24.793176544261236 5582.6236 5874.4027 16.26132872045352 5874.4027 6343.1945 41.13714038558737 7813.7613 8595.7293 2009D "" "" "" +CMFGEN 1.7 7.229999999872234 12.690769443209627 3952.5509 4078.9886 -55.83656273762256 3952.5509 4549.7255 407.1953259320168 4549.7255 5224.7079 15.304925361285278 5224.7079 5582.6236 -62.92344261754873 5582.6236 5874.4027 113.84672596332487 5874.4027 6343.1945 144.12462539500117 7813.7613 8595.7293 2009D "" "" "" +OBSERVED "" -0.7399999998669955 10.138202756756812 3955.8808 4076.8594 96.066086366626 3955.8808 4510.8044 143.8973206212515 4510.8044 5110.4376 90.80911679384597 5220.8963 5691.6609 "" "" "" "" "" "" "" "" "" 2009D 124.39800274893601 3595.5749 3955.8808 +CMFGEN 1.04 -0.7399999998669955 8.1110375828909 3955.8808 4076.8594 -399.679737313287 3955.8808 4510.8044 218.48675756278152 4510.8044 5110.4376 102.05267551101238 5220.8963 5691.6609 "" "" "" "" "" "" "" "" "" 2009D 22.77063019624006 3595.5749 3955.8808 +CMFGEN 1.02 -0.7399999998669955 14.403218876736537 3955.8808 4076.8594 -414.5892288873671 3955.8808 4510.8044 265.596673842957 4510.8044 5110.4376 115.0594176262608 5220.8963 5691.6609 "" "" "" "" "" "" "" "" "" 2009D -39.25627532223647 3595.5749 3955.8808 +CMFGEN 1.4 -0.7399999998669955 17.094289791641284 3955.8808 4076.8594 -443.0247613372568 3955.8808 4510.8044 215.82577746945344 4510.8044 5110.4376 2.763298671469954 5220.8963 5691.6609 "" "" "" "" "" "" "" "" "" 2009D -61.71116470103949 3595.5749 3955.8808 +CMFGEN 1.7 -0.7399999998669955 11.307650344988021 3955.8808 4076.8594 204.67053570837817 3955.8808 4510.8044 310.94836335686824 4510.8044 5110.4376 0.04853733529199289 5220.8963 5691.6609 "" "" "" "" "" "" "" "" "" 2009D -73.57695853651416 3595.5749 3955.8808 +OBSERVED "" 78.12000000000262 3.035419490742038 3959.5032 4001.0441 346.9799033954731 3959.5032 4647.8955 335.80931798597425 4647.8955 5413.4353 8.329468936667652 5294.7469 5535.0908 113.86233456967068 5558.8285 5870.3853 235.3352894071127 5870.3853 6490.5318 653.4218222799547 7718.956 8707.0364 2009D "" "" "" +CMFGEN 1.04 78.12000000000262 -0.8978629350872187 3959.5032 4001.0441 278.91753140740093 3959.5032 4647.8955 193.25679588516596 4647.8955 5413.4353 30.347588651825337 5294.7469 5535.0908 121.96847470878953 5558.8285 5870.3853 172.78852350654626 5870.3853 6490.5318 376.56728976919464 7718.956 8707.0364 2009D "" "" "" +CMFGEN 1.02 78.12000000000262 -1.1161771063348163 3959.5032 4001.0441 278.8272784390737 3959.5032 4647.8955 262.46573015343023 4647.8955 5413.4353 3.7260880056116155 5294.7469 5535.0908 94.04065584138903 5558.8285 5870.3853 161.97936286161723 5870.3853 6490.5318 501.43904146713226 7718.956 8707.0364 2009D "" "" "" +CMFGEN 1.4 78.12000000000262 -0.9747548467856358 3959.5032 4001.0441 289.9706866632254 3959.5032 4647.8955 283.37509374107003 4647.8955 5413.4353 2.7529064482124967 5294.7469 5535.0908 76.19420120675078 5558.8285 5870.3853 182.44066746676975 5870.3853 6490.5318 499.4852422908122 7718.956 8707.0364 2009D "" "" "" +CMFGEN 1.7 78.12000000000262 -0.9604077626550995 3959.5032 4001.0441 280.75952525929483 3959.5032 4647.8955 180.3761648070796 4647.8955 5413.4353 32.034706754429145 5294.7469 5535.0908 152.73552006153594 5558.8285 5870.3853 181.30594689504545 5870.3853 6490.5318 241.60671474626577 7718.956 8707.0364 2009D "" "" "" +OBSERVED "" -4.759999999885622 12.152016463559995 3953.6629 4068.395 96.67330382521308 3953.6629 4502.0435 119.41690157642934 4502.0435 5095.1502 71.1718543747167 5192.3808 5668.8107 10.191045179380849 5668.8107 5882.718 77.28986220290679 5882.718 6296.9204 148.99682803566253 7757.3241 8449.606 2009D "" "" "" +CMFGEN 1.04 -4.759999999885622 8.405386758118333 3953.6629 4068.395 -365.48775903558317 3953.6629 4502.0435 217.70715110745473 4502.0435 5095.1502 152.30026688544282 5192.3808 5668.8107 -0.6626436426845189 5668.8107 5882.718 75.77243523587734 5882.718 6296.9204 136.65685274601162 7757.3241 8449.606 2009D "" "" "" +CMFGEN 1.02 -4.759999999885622 13.318576433401807 3953.6629 4068.395 -368.75401268065025 3953.6629 4502.0435 266.4093339751928 4502.0435 5095.1502 170.46624736224283 5192.3808 5668.8107 8.244813697128238 5668.8107 5882.718 60.60714940926262 5882.718 6296.9204 114.19335208544106 7757.3241 8449.606 2009D "" "" "" +CMFGEN 1.4 -4.759999999885622 15.187479361002403 3953.6629 4068.395 -390.2886302493133 3953.6629 4502.0435 240.49740636922567 4502.0435 5095.1502 63.25981131996396 5192.3808 5668.8107 9.09898734290071 5668.8107 5882.718 13.147422947861614 5882.718 6296.9204 94.18684691487577 7757.3241 8449.606 2009D "" "" "" +CMFGEN 1.7 -4.759999999885622 9.752025711814186 3953.6629 4068.395 239.73701011654015 3953.6629 4502.0435 313.35273273706923 4502.0435 5095.1502 -1.0796621104074617 5192.3808 5668.8107 -6.948155880563301 5668.8107 5882.718 90.36305829292138 5882.718 6296.9204 189.46519738517955 7757.3241 8449.606 2009D "" "" "" +OBSERVED "" 29.229999999872234 1.1301507474898211 3962.4826 4001.4586 302.4428144328394 3962.4826 4638.7167 373.21297215630864 4638.7167 5484.4966 19.698651135384367 5289.6165 5525.4214 69.80568651069514 5550.7559 5858.6665 221.8138964250831 5858.6665 6517.3615 437.5594469139944 7686.6424 8614.272 2009D "" "" "" +CMFGEN 1.04 29.229999999872234 0.26188451247796807 3962.4826 4001.4586 26.72070178154936 3962.4826 4638.7167 118.43073831561455 4638.7167 5484.4966 12.960958849837915 5289.6165 5525.4214 -5.460189817731363 5550.7559 5858.6665 119.72875691164748 5858.6665 6517.3615 56.960466222506476 7686.6424 8614.272 2009D "" "" "" +CMFGEN 1.02 29.229999999872234 0.6927503657939796 3962.4826 4001.4586 -75.1197049379945 3962.4826 4638.7167 159.39735729826688 4638.7167 5484.4966 14.655064784403988 5289.6165 5525.4214 11.669562840738973 5550.7559 5858.6665 116.67956125739673 5858.6665 6517.3615 53.6964178421549 7686.6424 8614.272 2009D "" "" "" +CMFGEN 1.4 29.229999999872234 0.5496406205598632 3962.4826 4001.4586 -61.66951254696559 3962.4826 4638.7167 158.3229919842177 4638.7167 5484.4966 18.02471666600338 5289.6165 5525.4214 34.352650764124604 5550.7559 5858.6665 114.9280694262693 5858.6665 6517.3615 -12.764197554350858 7686.6424 8614.272 2009D "" "" "" +CMFGEN 1.7 29.229999999872234 0.5378564306726548 3962.4826 4001.4586 -43.30845458968689 3962.4826 4638.7167 152.46575879152772 4638.7167 5484.4966 12.64370933680386 5289.6165 5525.4214 -3.514927847922189 5550.7559 5858.6665 96.91523206303945 5858.6665 6517.3615 96.60216936879718 7686.6424 8614.272 2009D "" "" "" +OBSERVED "" -0.7700000001277658 "" "" "" "" "" "" "" "" "" 75.58801431384181 5200.4462 5584.3058 9.45381503666224 5584.3058 5883.7162 82.2486014628141 5883.7162 6302.1232 177.90210175330634 7822.207 8543.863 2009D "" "" "" +CMFGEN 1.04 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 174.5767265642888 5200.4462 5584.3058 -38.1160950389309 5584.3058 5883.7162 78.14973821996301 5883.7162 6302.1232 93.26479951809412 7822.207 8543.863 2009D "" "" "" +CMFGEN 1.02 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 196.47315763523665 5200.4462 5584.3058 -23.36014116027066 5584.3058 5883.7162 62.027404682868514 5883.7162 6302.1232 83.39445625914469 7822.207 8543.863 2009D "" "" "" +CMFGEN 1.4 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 154.8476560363324 5200.4462 5584.3058 26.772272533409055 5584.3058 5883.7162 12.933770035349655 5883.7162 6302.1232 43.12263059584617 7822.207 8543.863 2009D "" "" "" +CMFGEN 1.7 -0.7700000001277658 "" "" "" "" "" "" "" "" "" 11.900629087098773 5200.4462 5584.3058 -63.75724333514432 5584.3058 5883.7162 91.54700730851543 5883.7162 6302.1232 133.73433008884015 7822.207 8543.863 2009D "" "" "" +OBSERVED "" 0.16999999981635483 14.931636666111086 3940.45780093989 4082.19735511535 97.10054432391017 3940.45780093989 4510.06535510292 139.45367160413844 4510.06535510292 5112.78962753125 89.93632916430929 5151.20502071899 5695.6438690004 0.13608353847541993 5695.6438690004 5802.94203617994 98.25018849817343 5802.94203617994 6301.01747888994 "" "" "" 2009D "" "" "" +CMFGEN 1.04 0.16999999981635483 13.720476976114435 3940.45780093989 4082.19735511535 -398.82244685592457 3940.45780093989 4510.06535510292 220.30550325935286 4510.06535510292 5112.78962753125 139.34861864716794 5151.20502071899 5695.6438690004 -0.3965237769486169 5695.6438690004 5802.94203617994 123.8592080704114 5802.94203617994 6301.01747888994 "" "" "" 2009D "" "" "" +CMFGEN 1.02 0.16999999981635483 22.06653584222937 3940.45780093989 4082.19735511535 -401.85034062705887 3940.45780093989 4510.06535510292 267.194350555116 4510.06535510292 5112.78962753125 172.103085164386 5151.20502071899 5695.6438690004 1.2940021714899523 5695.6438690004 5802.94203617994 100.85465792699253 5802.94203617994 6301.01747888994 "" "" "" 2009D "" "" "" +CMFGEN 1.4 0.16999999981635483 25.434405440025255 3940.45780093989 4082.19735511535 -424.124620002387 3940.45780093989 4510.06535510292 213.68857994540457 4510.06535510292 5112.78962753125 63.63235460840733 5151.20502071899 5695.6438690004 1.5155407517437476 5695.6438690004 5802.94203617994 23.824113010475525 5802.94203617994 6301.01747888994 "" "" "" 2009D "" "" "" +CMFGEN 1.7 0.16999999981635483 17.162461549480877 3940.45780093989 4082.19735511535 226.73879603275384 3940.45780093989 4510.06535510292 314.9476620839324 4510.06535510292 5112.78962753125 -19.040460934941898 5151.20502071899 5695.6438690004 -1.7585452831337547 5695.6438690004 5802.94203617994 143.55045622561346 5802.94203617994 6301.01747888994 "" "" "" 2009D "" "" "" +OBSERVED "" 2.169999999816355 16.314152172588006 3954.20251095608 4089.43397910585 95.76257155475301 4089.43397910585 4503.08317579927 155.84491986630277 4503.08317579927 5120.9053734247 94.53330503134998 5222.9918738907 5698.9536098296 0.7734322533694784 5698.9536098296 5802.36590900296 103.56796439144793 5802.36590900296 6304.84361908887 "" "" "" 2009D "" "" "" +CMFGEN 1.04 2.169999999816355 8.877073604911837 3954.20251095608 4089.43397910585 -201.73381664678314 4089.43397910585 4503.08317579927 230.57622630409605 4503.08317579927 5120.9053734247 90.84523440166802 5222.9918738907 5698.9536098296 -0.22821698251327124 5698.9536098296 5802.36590900296 126.14675972973856 5802.36590900296 6304.84361908887 "" "" "" 2009D "" "" "" +CMFGEN 1.02 2.169999999816355 17.799613640639294 3954.20251095608 4089.43397910585 -246.31043669588806 4089.43397910585 4503.08317579927 276.1549757087529 4503.08317579927 5120.9053734247 102.1133599077881 5222.9918738907 5698.9536098296 1.204702605895059 5698.9536098296 5802.36590900296 102.99971454915584 5802.36590900296 6304.84361908887 "" "" "" 2009D "" "" "" +CMFGEN 1.4 2.169999999816355 21.909352526497553 3954.20251095608 4089.43397910585 -303.4293197454035 4089.43397910585 4503.08317579927 211.65953849741686 4503.08317579927 5120.9053734247 -10.074131599116427 5222.9918738907 5698.9536098296 1.2966344581228093 5698.9536098296 5802.36590900296 23.95205823471322 5802.36590900296 6304.84361908887 "" "" "" 2009D "" "" "" +CMFGEN 1.7 2.169999999816355 15.045036258136054 3954.20251095608 4089.43397910585 101.25947948440691 4089.43397910585 4503.08317579927 331.50002047261785 4503.08317579927 5120.9053734247 -10.591279651420965 5222.9918738907 5698.9536098296 -1.8027395381926468 5698.9536098296 5802.36590900296 146.45596010373146 5802.36590900296 6304.84361908887 "" "" "" 2009D "" "" "" +OBSERVED "" 45.270000000127766 4.729763201724875 3997.6041 4018.6217 341.7762035400687 3997.6041 4604.1112 296.9523057213552 4604.1112 5480.8444 25.748939852646295 5288.6837 5522.8795 117.79673626717212 5552.9046 5877.1758 188.59030682532668 5877.1758 6441.6478 507.53284157568373 7663.6697 8576.4329 2009F "" "" "" +CMFGEN 1.04 45.270000000127766 0.11975005150423351 3997.6041 4018.6217 72.61791122211999 3997.6041 4604.1112 115.8326377163613 4604.1112 5480.8444 20.533792123528563 5288.6837 5522.8795 49.771333906859844 5552.9046 5877.1758 150.536001828819 5877.1758 6441.6478 134.03907105406532 7663.6697 8576.4329 2009F "" "" "" +CMFGEN 1.02 45.270000000127766 0.12785264233499394 3997.6041 4018.6217 34.55662428865611 3997.6041 4604.1112 153.60664429334457 4604.1112 5480.8444 6.174794925952326 5288.6837 5522.8795 17.419772576033584 5552.9046 5877.1758 162.00803550082878 5877.1758 6441.6478 276.80152923729133 7663.6697 8576.4329 2009F "" "" "" +CMFGEN 1.4 45.270000000127766 0.1159642768561626 3997.6041 4018.6217 14.174335591108303 3997.6041 4604.1112 158.44773481631103 4604.1112 5480.8444 2.3724972947494347 5288.6837 5522.8795 12.251528829536273 5552.9046 5877.1758 153.05203837583178 5877.1758 6441.6478 277.9629769525501 7663.6697 8576.4329 2009F "" "" "" +CMFGEN 1.7 45.270000000127766 0.08969680254615525 3997.6041 4018.6217 42.228017713635325 3997.6041 4604.1112 132.2423179210664 4604.1112 5480.8444 15.003443475977546 5288.6837 5522.8795 39.89907787770344 5552.9046 5877.1758 166.6529789500521 5877.1758 6441.6478 205.12471684843274 7663.6697 8576.4329 2009F "" "" "" +OBSERVED "" -5.700000000077125 21.07288468540194 3920.0437 4053.8581 202.80920985927457 3920.0437 4502.5301 91.44178723972539 4502.5301 5069.2737 33.28940797798492 5187.3453 5553.3672 42.97937405603976 5553.3672 5950.8748 84.54170033085686 5950.8748 6273.6038 257.7375851240254 7763.2736 8652.7461 2009F "" "" "" +CMFGEN 1.04 -5.700000000077125 18.941885575352288 3920.0437 4053.8581 -352.23561356485163 3920.0437 4502.5301 203.84290024957278 4502.5301 5069.2737 176.38545291898163 5187.3453 5553.3672 -78.89248257305181 5553.3672 5950.8748 38.302904037035816 5950.8748 6273.6038 141.137812003124 7763.2736 8652.7461 2009F "" "" "" +CMFGEN 1.02 -5.700000000077125 21.530386398022912 3920.0437 4053.8581 -337.1410646863101 3920.0437 4502.5301 252.74515412077648 4502.5301 5069.2737 189.05442820244963 5187.3453 5553.3672 -79.63399917230103 5553.3672 5950.8748 30.734517319010102 5950.8748 6273.6038 136.8711101905699 7763.2736 8652.7461 2009F "" "" "" +CMFGEN 1.4 -5.700000000077125 22.089350524706628 3920.0437 4053.8581 -349.2503761004361 3920.0437 4502.5301 274.61039557773574 4502.5301 5069.2737 145.9640808176377 5187.3453 5553.3672 1.702892823113288 5553.3672 5950.8748 5.435893661213141 5950.8748 6273.6038 68.80892522974571 7763.2736 8652.7461 2009F "" "" "" +CMFGEN 1.7 -5.700000000077125 14.674747442146849 3920.0437 4053.8581 277.2492356627547 3920.0437 4502.5301 293.2512863957759 4502.5301 5069.2737 -38.17445769932093 5187.3453 5553.3672 -143.6167025577959 5553.3672 5950.8748 45.44451602012329 5950.8748 6273.6038 217.2113923552576 7763.2736 8652.7461 2009F "" "" "" +OBSERVED "" 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 99.16237162207806 5565.2915 5864.3799 195.15187093312667 5864.3799 6474.2096 504.2157515435022 7701.6375 8540.6389 2009F "" "" "" +CMFGEN 1.04 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" -2.7916380966831693 5565.2915 5864.3799 132.4096360350182 5864.3799 6474.2096 68.26044416310617 7701.6375 8540.6389 2009F "" "" "" +CMFGEN 1.02 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 14.555013272429273 5565.2915 5864.3799 127.94512480340093 5864.3799 6474.2096 86.07754709162957 7701.6375 8540.6389 2009F "" "" "" +CMFGEN 1.4 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 35.44154349590418 5565.2915 5864.3799 126.38446757661964 5864.3799 6474.2096 73.24054731427634 7701.6375 8540.6389 2009F "" "" "" +CMFGEN 1.7 29.230000000090513 "" "" "" "" "" "" "" "" "" "" "" "" 0.7444391085481382 5565.2915 5864.3799 110.04095986704445 5864.3799 6474.2096 98.13165301032458 7701.6375 8540.6389 2009F "" "" "" +OBSERVED "" -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" 46.217825532240184 5565.2915 5907.1069 104.36630411731713 5907.1069 6353.7974 282.80252843328526 7790.9756 8633.8613 2009F "" "" "" +CMFGEN 1.04 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" -57.64916027439074 5565.2915 5907.1069 102.92598247160166 5907.1069 6353.7974 120.64191354946325 7790.9756 8633.8613 2009F "" "" "" +CMFGEN 1.02 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" -50.8485294608439 5565.2915 5907.1069 70.78001675365789 5907.1069 6353.7974 111.88951344236033 7790.9756 8633.8613 2009F "" "" "" +CMFGEN 1.4 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" 15.028463883504152 5565.2915 5907.1069 13.02921182634884 5907.1069 6353.7974 50.64539042047296 7790.9756 8633.8613 2009F "" "" "" +CMFGEN 1.7 -1.6600000000398722 "" "" "" "" "" "" "" "" "" "" "" "" -103.80255010154167 5565.2915 5907.1069 93.07569407960995 5907.1069 6353.7974 179.57608820554006 7790.9756 8633.8613 2009F "" "" "" +OBSERVED "" -0.780000000151631 34.8082595177001 3944.89508427598 4068.31954115283 248.28627714767987 3944.89508427598 4532.50282462449 206.80006005932273 4532.50282462449 5356.22691725917 7.604422876502303 5196.58006542932 5546.72988330823 47.81042977830048 5582.95227826122 5886.14713971959 119.08204047021286 5886.14713971959 6344.96414245747 "" "" "" 2009F "" "" "" +CMFGEN 1.04 -0.780000000151631 11.275355032144313 3944.89508427598 4068.31954115283 -478.43992838183283 3944.89508427598 4532.50282462449 357.4087455608127 4532.50282462449 5356.22691725917 170.3023326228395 5196.58006542932 5546.72988330823 -39.38567988099308 5582.95227826122 5886.14713971959 105.21050220599136 5886.14713971959 6344.96414245747 "" "" "" 2009F "" "" "" +CMFGEN 1.02 -0.780000000151631 16.483283857420744 3944.89508427598 4068.31954115283 -519.5656608715212 3944.89508427598 4532.50282462449 223.567894088317 4532.50282462449 5356.22691725917 175.09297096918897 5196.58006542932 5546.72988330823 -25.190200637648942 5582.95227826122 5886.14713971959 78.46547263125765 5886.14713971959 6344.96414245747 "" "" "" 2009F "" "" "" +CMFGEN 1.4 -0.780000000151631 18.515577981158874 3944.89508427598 4068.31954115283 -554.5876397972879 3944.89508427598 4532.50282462449 172.18354069340498 4532.50282462449 5356.22691725917 132.69184673434756 5196.58006542932 5546.72988330823 26.61637669318913 5582.95227826122 5886.14713971959 15.001132850542756 5886.14713971959 6344.96414245747 "" "" "" 2009F "" "" "" +CMFGEN 1.7 -0.780000000151631 11.91419890669072 3944.89508427598 4068.31954115283 86.30449750845627 3944.89508427598 4532.50282462449 575.0264646308076 4532.50282462449 5356.22691725917 -35.04617432181509 5196.58006542932 5546.72988330823 -66.60629305501254 5582.95227826122 5886.14713971959 106.44763152615978 5886.14713971959 6344.96414245747 "" "" "" 2009F "" "" "" +OBSERVED "" 1.2100000000718865 21.502773986915045 3915.69802300862 4031.50862741105 271.1652056670731 3915.69802300862 4514.95056904446 217.81764946201884 4514.95056904446 5378.14356232305 -6.082297949046811 5293.3055614236 5554.55273879652 54.03031021169327 5554.55273879652 5889.86483758961 120.91527404308219 5889.86483758961 6350.41398532952 "" "" "" 2009F "" "" "" +CMFGEN 1.04 1.2100000000718865 15.021199053548354 3915.69802300862 4031.50862741105 -401.57316270922274 3915.69802300862 4514.95056904446 416.53852611117463 4514.95056904446 5378.14356232305 86.81418690932017 5293.3055614236 5554.55273879652 -70.11359304006986 5554.55273879652 5889.86483758961 108.50877941832559 5889.86483758961 6350.41398532952 "" "" "" 2009F "" "" "" +CMFGEN 1.02 1.2100000000718865 14.84637577882923 3915.69802300862 4031.50862741105 -398.44127470410257 3915.69802300862 4514.95056904446 306.97704261205797 4514.95056904446 5378.14356232305 103.72425778238068 5293.3055614236 5554.55273879652 -73.67272098528781 5554.55273879652 5889.86483758961 78.29033758091623 5889.86483758961 6350.41398532952 "" "" "" 2009F "" "" "" +CMFGEN 1.4 1.2100000000718865 14.078203915072383 3915.69802300862 4031.50862741105 -416.90128352888183 3915.69802300862 4514.95056904446 298.3035279169497 4514.95056904446 5378.14356232305 60.21663430587353 5293.3055614236 5554.55273879652 -3.311796222591882 5554.55273879652 5889.86483758961 15.06355825881592 5889.86483758961 6350.41398532952 "" "" "" 2009F "" "" "" +CMFGEN 1.7 1.2100000000718865 9.03535276521262 3915.69802300862 4031.50862741105 228.58739097141228 3915.69802300862 4514.95056904446 586.4595008162709 4514.95056904446 5378.14356232305 15.797849904240152 5293.3055614236 5554.55273879652 -117.9023272209637 5554.55273879652 5889.86483758961 106.27037833619376 5889.86483758961 6350.41398532952 "" "" "" 2009F "" "" "" +OBSERVED "" 34.19999999982974 "" "" "" "" "" "" 356.88469456561677 4603.8899 5502.5074 25.616378400265443 5291.068 5502.5074 103.95290985652795 5551.7218 5901.6905 118.11262195920159 5901.6905 6479.9468 477.0383713277097 7681.5132 8547.8955 2009F "" "" "" +CMFGEN 1.04 34.19999999982974 "" "" "" "" "" "" 114.94849474716844 4603.8899 5502.5074 10.245128964297319 5291.068 5502.5074 -2.213830175816811 5551.7218 5901.6905 125.68370276608478 5901.6905 6479.9468 108.51665459025645 7681.5132 8547.8955 2009F "" "" "" +CMFGEN 1.02 34.19999999982974 "" "" "" "" "" "" 184.95492825603756 4603.8899 5502.5074 12.771804779242789 5291.068 5502.5074 8.262584892405975 5551.7218 5901.6905 121.50703806333614 5901.6905 6479.9468 135.30335662970754 7681.5132 8547.8955 2009F "" "" "" +CMFGEN 1.4 34.19999999982974 "" "" "" "" "" "" 210.58751627897243 4603.8899 5502.5074 18.349612477993208 5291.068 5502.5074 21.499228425812582 5551.7218 5901.6905 123.98943534349394 5901.6905 6479.9468 143.6590994855215 7681.5132 8547.8955 2009F "" "" "" +CMFGEN 1.7 34.19999999982974 "" "" "" "" "" "" 149.05303789852837 4603.8899 5502.5074 11.584607425534132 5291.068 5502.5074 1.4750433258266886 5551.7218 5901.6905 111.28139624381974 5901.6905 6479.9468 110.68392218997631 7681.5132 8547.8955 2009F "" "" "" +OBSERVED "" 9.969999999848369 37.141725942872014 3903.3958 4114.3217 226.91112561374746 3903.3958 4530.147 314.2670242143637 4530.147 5211.1363 16.813233855803592 5211.1363 5509.4458 30.195373151673135 5554.6442 5849.9405 134.8015123660083 5849.9405 6286.8584 299.52738079267124 7910.9877 8661.2813 2009Y "" "" "" +CMFGEN 1.04 9.969999999848369 35.123584654381496 3903.3958 4114.3217 -453.71889341238943 3903.3958 4530.147 321.45555910518283 4530.147 5211.1363 145.08148322193927 5211.1363 5509.4458 -58.96066944661484 5554.6442 5849.9405 88.39172853207032 5849.9405 6286.8584 30.305542935947983 7910.9877 8661.2813 2009Y "" "" "" +CMFGEN 1.02 9.969999999848369 52.72066457536037 3903.3958 4114.3217 -467.90066509699625 3903.3958 4530.147 198.796680926686 4530.147 5211.1363 122.72264779205337 5211.1363 5509.4458 -66.7363455271789 5554.6442 5849.9405 72.12104666684098 5849.9405 6286.8584 42.01522673707193 7910.9877 8661.2813 2009Y "" "" "" +CMFGEN 1.4 9.969999999848369 61.72251284488428 3903.3958 4114.3217 -490.42268390829486 3903.3958 4530.147 90.41562740902714 4530.147 5211.1363 102.82969691810726 5211.1363 5509.4458 -6.7892362322273705 5554.6442 5849.9405 17.530196995317496 5849.9405 6286.8584 -22.71562953421165 7910.9877 8661.2813 2009Y "" "" "" +CMFGEN 1.7 9.969999999848369 45.08951853770275 3903.3958 4114.3217 151.44685520728453 3903.3958 4530.147 423.19955472119904 4530.147 5211.1363 -93.36784593944168 5211.1363 5509.4458 -92.75897458179861 5554.6442 5849.9405 108.10651766304628 5849.9405 6286.8584 46.7964302716526 7910.9877 8661.2813 2009Y "" "" "" +OBSERVED "" 11.009999999885622 41.77779475475154 3906.409 4108.2953 242.5061501779556 3906.409 4548.2264 328.3555360395002 4548.2264 5223.1892 18.152312516398826 5223.1892 5524.512 33.52107299329907 5563.6839 5849.9405 135.98684129964022 5849.9405 6286.8584 343.6731019624917 7880.8555 8579.9241 2009Y "" "" "" +CMFGEN 1.04 11.009999999885622 33.008555761848974 3906.409 4108.2953 -526.936711661983 3906.409 4548.2264 273.37805852402926 4548.2264 5223.1892 141.51622678719517 5223.1892 5524.512 -50.03715926032014 5563.6839 5849.9405 88.39172853207032 5849.9405 6286.8584 61.760598781443335 7880.8555 8579.9241 2009Y "" "" "" +CMFGEN 1.02 11.009999999885622 48.93285763640133 3906.409 4108.2953 -579.1123280519993 3906.409 4548.2264 164.52280646707354 4548.2264 5223.1892 130.54180984124014 5223.1892 5524.512 -49.68756680019805 5563.6839 5849.9405 72.12104666684098 5849.9405 6286.8584 54.06911000113152 7880.8555 8579.9241 2009Y "" "" "" +CMFGEN 1.4 11.009999999885622 56.66516092657466 3906.409 4108.2953 -612.6148117531592 3906.409 4548.2264 43.68070296267352 4548.2264 5223.1892 96.15085074657893 5223.1892 5524.512 5.53200311379624 5563.6839 5849.9405 17.530196995317496 5849.9405 6286.8584 9.531548176247714 7880.8555 8579.9241 2009Y "" "" "" +CMFGEN 1.7 11.009999999885622 41.07429383524288 3906.409 4108.2953 13.908593718742964 3906.409 4548.2264 408.55537796708967 4548.2264 5223.1892 -59.072547897640895 5223.1892 5524.512 -78.43395038284949 5563.6839 5849.9405 108.10651766304628 5849.9405 6286.8584 78.3500326350564 7880.8555 8579.9241 2009Y "" "" "" +OBSERVED "" 12.009999999885622 49.75473738894776 3906.409 4135.4143 255.3661139681013 3906.409 4554.2529 323.3676133885855 4554.2529 5214.1496 0.924282988236095 5214.1496 5503.4194 42.935136986598515 5551.631 5871.0331 136.54127650832453 5871.0331 6286.8584 489.1418372602325 7540.3608 8664.2945 2009Y "" "" "" +CMFGEN 1.04 12.009999999885622 33.669520947644095 3906.409 4135.4143 -551.1323731692323 3906.409 4554.2529 296.6318279203831 4554.2529 5214.1496 137.74115426322209 5214.1496 5503.4194 -69.74120340614499 5551.631 5871.0331 76.27897657569468 5871.0331 6286.8584 408.2561588322798 7540.3608 8664.2945 2009Y "" "" "" +CMFGEN 1.02 12.009999999885622 56.61825633625859 3906.409 4135.4143 -615.0905560832855 3906.409 4554.2529 170.3334937284895 4554.2529 5214.1496 114.07198692719464 5214.1496 5503.4194 -77.82047397744692 5551.631 5871.0331 62.79172644700747 5871.0331 6286.8584 411.6429060746986 7540.3608 8664.2945 2009Y "" "" "" +CMFGEN 1.4 12.009999999885622 70.66059043986567 3906.409 4135.4143 -651.8412703318227 3906.409 4554.2529 48.717032523426255 4554.2529 5214.1496 98.08372507903923 5214.1496 5503.4194 -9.904538286642813 5551.631 5871.0331 14.662799798000854 5871.0331 6286.8584 325.40879749102 7540.3608 8664.2945 2009Y "" "" "" +CMFGEN 1.7 12.009999999885622 51.643973309320685 3906.409 4135.4143 -28.034967422565614 3906.409 4554.2529 390.83473461658946 4554.2529 5214.1496 -98.01173964479415 5214.1496 5503.4194 -111.66880231140019 5551.631 5871.0331 94.56040877547994 5871.0331 6286.8584 539.0970609866054 7540.3608 8664.2945 2009Y "" "" "" +OBSERVED "" 76.96000000007189 1.06259904054668 3965.879 4001.5166 283.04715421663616 3965.879 4644.9738 303.54147229084845 4644.9738 5385.4446 0.3345260730169777 5294.3706 5565.6126 100.32796589072365 5565.6126 5890.311 226.00996389383076 5890.311 6559.5064 580.2649574656546 7523.7023 8757.1602 2009Y "" "" "" +CMFGEN 1.04 76.96000000007189 -0.5568108412558875 3965.879 4001.5166 274.92774600880637 3965.879 4644.9738 201.17047969046092 4644.9738 5385.4446 31.286404197717058 5294.3706 5565.6126 104.94316621797842 5565.6126 5890.311 176.47766190069063 5890.311 6559.5064 348.1618192450038 7523.7023 8757.1602 2009Y "" "" "" +CMFGEN 1.02 76.96000000007189 -0.7379890093107243 3965.879 4001.5166 278.31831404122335 3965.879 4644.9738 275.08946996018267 4644.9738 5385.4446 -4.119595557425436 5294.3706 5565.6126 78.33475190482487 5565.6126 5890.311 121.39782117500413 5890.311 6559.5064 487.782410513136 7523.7023 8757.1602 2009Y "" "" "" +CMFGEN 1.4 76.96000000007189 -0.6053063969775151 3965.879 4001.5166 289.7534064051766 3965.879 4644.9738 286.48522576787775 4644.9738 5385.4446 -10.173072996078414 5294.3706 5565.6126 63.78708580535187 5565.6126 5890.311 126.47512183787182 5890.311 6559.5064 464.4869942236679 7523.7023 8757.1602 2009Y "" "" "" +CMFGEN 1.7 76.96000000007189 -0.5463598416043746 3965.879 4001.5166 276.6019380839729 3965.879 4644.9738 208.69566351324002 4644.9738 5385.4446 50.052812963841994 5294.3706 5565.6126 138.93816878306166 5565.6126 5890.311 220.58172468054377 5890.311 6559.5064 367.5076935138675 7523.7023 8757.1602 2009Y "" "" "" +OBSERVED "" 30.040000000146392 "" "" "" "" "" "" 473.64222635598253 4581.1669 5529.4286 7.570631117818494 5299.2148 5529.4286 52.004990851020025 5560.4892 5856.4784 229.05367775992246 5856.4784 6532.5457 442.46363617647853 7745.6916 8746.4879 2009Y "" "" "" +CMFGEN 1.04 30.040000000146392 "" "" "" "" "" "" 175.8293871169018 4581.1669 5529.4286 14.627866956801249 5299.2148 5529.4286 -1.598500127841714 5560.4892 5856.4784 115.12822227583426 5856.4784 6532.5457 85.94670176189061 7745.6916 8746.4879 2009Y "" "" "" +CMFGEN 1.02 30.040000000146392 "" "" "" "" "" "" 216.99201318633433 4581.1669 5529.4286 15.241804574338373 5299.2148 5529.4286 13.159901683527723 5560.4892 5856.4784 111.63651769924786 5856.4784 6532.5457 -5.883297963206552 7745.6916 8746.4879 2009Y "" "" "" +CMFGEN 1.4 30.040000000146392 "" "" "" "" "" "" 224.65529742087244 4581.1669 5529.4286 18.03527340004272 5299.2148 5529.4286 33.976827321628065 5560.4892 5856.4784 110.92405915666204 5856.4784 6532.5457 -41.37277814619766 7745.6916 8746.4879 2009Y "" "" "" +CMFGEN 1.7 30.040000000146392 "" "" "" "" "" "" 193.31024950123606 4581.1669 5529.4286 13.960264437194166 5299.2148 5529.4286 -1.1706693664541976 5560.4892 5856.4784 91.54728021917981 5856.4784 6532.5457 98.55212512272809 7745.6916 8746.4879 2009Y "" "" "" +OBSERVED "" 13.020000000127766 53.12652784207408 3903.3958 4144.454 271.5431878288058 3903.3958 4545.2132 330.77495894949635 4545.2132 5238.2554 1.2248545710129395 5238.2554 5500.4061 51.65908999030151 5551.631 5868.0198 133.34822445513322 5868.0198 6292.8848 320.88920124263575 7892.9084 8709.4929 2009Y "" "" "" +CMFGEN 1.04 13.020000000127766 35.91151660723191 3903.3958 4144.454 -513.0996672315325 3903.3958 4545.2132 235.44066193351688 4545.2132 5238.2554 111.98896502619961 5238.2554 5500.4061 -68.77415025742215 5551.631 5868.0198 81.51028266906647 5868.0198 6292.8848 21.78850053924611 7892.9084 8709.4929 2009Y "" "" "" +CMFGEN 1.02 13.020000000127766 60.92189682856201 3903.3958 4144.454 -557.0469707083058 3903.3958 4545.2132 150.61631703119895 4545.2132 5238.2554 94.31477121603986 5238.2554 5500.4061 -77.22007570848852 5551.631 5868.0198 65.81894709514717 5868.0198 6292.8848 42.84266706361525 7892.9084 8709.4929 2009Y "" "" "" +CMFGEN 1.4 13.020000000127766 77.24062637709194 3903.3958 4144.454 -588.7110241956736 3903.3958 4545.2132 38.39694551406433 4545.2132 5238.2554 80.30912439386091 5238.2554 5500.4061 -10.069581830322692 5551.631 5868.0198 15.403789438567582 5868.0198 6292.8848 -33.62486386061759 7892.9084 8709.4929 2009Y "" "" "" +CMFGEN 1.7 13.020000000127766 55.65093959092876 3903.3958 4144.454 43.82388966133966 3903.3958 4545.2132 426.21977475634407 4545.2132 5238.2554 -87.29327724334297 5238.2554 5500.4061 -109.56242154341211 5551.631 5868.0198 98.45099814854963 5868.0198 6292.8848 26.483877747765746 7892.9084 8709.4929 2009Y "" "" "" +OBSERVED "" 43.96999999984837 -1.6593068538006903 3909.4223 4008.8588 300.99634797253105 3909.4223 4617.5306 421.0247335371623 4617.5306 5548.6178 7.825422095991166 5298.5199 5560.6707 55.36974055691135 5560.6707 5852.9537 231.2663235808139 5852.9537 6542.9827 444.32295352782955 7748.2735 8742.6384 2009Y "" "" "" +CMFGEN 1.04 43.96999999984837 -3.5845434302364128 3909.4223 4008.8588 96.0286607307335 3909.4223 4617.5306 117.55371548944368 4617.5306 5548.6178 23.521846018877063 5298.5199 5560.6707 44.57380888359054 5560.6707 5852.9537 157.10078250658108 5852.9537 6542.9827 86.99559656169443 7748.2735 8742.6384 2009Y "" "" "" +CMFGEN 1.02 43.96999999984837 2.0789988347182065 3909.4223 4008.8588 120.65300248994593 3909.4223 4617.5306 207.4091142070699 4617.5306 5548.6178 12.423128594997058 5298.5199 5560.6707 15.041678085493961 5560.6707 5852.9537 113.54364780712133 5852.9537 6542.9827 217.5289238596016 7748.2735 8742.6384 2009Y "" "" "" +CMFGEN 1.4 43.96999999984837 7.313919934726872 3909.4223 4008.8588 131.01402539821427 3909.4223 4617.5306 242.54716573180087 4617.5306 5548.6178 17.831154921371926 5298.5199 5560.6707 14.08971795140559 5560.6707 5852.9537 90.80972519805903 5852.9537 6542.9827 205.59513103802226 7748.2735 8742.6384 2009Y "" "" "" +CMFGEN 1.7 43.96999999984837 0.2968114039109604 3909.4223 4008.8588 103.81364598201934 3909.4223 4617.5306 138.25220589322396 4617.5306 5548.6178 16.399897875149176 5298.5199 5560.6707 33.60396707974337 5560.6707 5852.9537 151.12963824543854 5852.9537 6542.9827 165.69986531900423 7748.2735 8742.6384 2009Y "" "" "" +OBSERVED "" -4.050000000170257 0.31715660010575125 3993.1962 4017.233 109.39196536024926 4017.233 4468.5912 181.74594082964273 4500.6403 5117.5855 56.658617782306905 5152.3054 5542.2361 "" "" "" "" "" "" "" "" "" 2009Y -14.482422960390167 3798.2308 4017.233 +CMFGEN 1.04 -4.050000000170257 0.12964967383889622 3993.1962 4017.233 -185.30584402383226 4017.233 4468.5912 231.99099053005529 4500.6403 5117.5855 185.61143973685188 5152.3054 5542.2361 "" "" "" "" "" "" "" "" "" 2009Y 63.3971447269806 3798.2308 4017.233 +CMFGEN 1.02 -4.050000000170257 0.1590214457243603 3993.1962 4017.233 -212.97645292978987 4017.233 4468.5912 278.2703170895664 4500.6403 5117.5855 201.3061062134119 5152.3054 5542.2361 "" "" "" "" "" "" "" "" "" 2009Y 55.52043231593263 3798.2308 4017.233 +CMFGEN 1.4 -4.050000000170257 0.2027826265124016 3993.1962 4017.233 -240.0855371353254 4017.233 4468.5912 219.0211388179788 4500.6403 5117.5855 158.34887761982958 5152.3054 5542.2361 "" "" "" "" "" "" "" "" "" 2009Y 49.415535516242144 3798.2308 4017.233 +CMFGEN 1.7 -4.050000000170257 0.10131508722891447 3993.1962 4017.233 229.01470833755468 4017.233 4468.5912 332.2180194853273 4500.6403 5117.5855 -51.80801666485772 5152.3054 5542.2361 "" "" "" "" "" "" "" "" "" 2009Y 26.450917656776546 3798.2308 4017.233 +OBSERVED "" -4.0399999999281135 0.3503096305199519 3998.2801 4020.0542 116.71390464283745 4020.0542 4469.3926 171.10972367472476 4516.8997 5063.2319 55.4287005914766 5150.3283 5500.6935 5.621703147966949 5552.1596 5813.4489 139.1099807919723 5813.4489 6304.3561 200.7695593205782 7707.7963 8432.2803 2009Y "" "" "" +CMFGEN 1.04 -4.0399999999281135 0.0906597871099976 3998.2801 4020.0542 -185.61525408790584 4020.0542 4469.3926 189.15758783589538 4516.8997 5063.2319 158.76262396672507 5150.3283 5500.6935 -48.32136511104093 5552.1596 5813.4489 119.28363808348418 5813.4489 6304.3561 176.4239066690564 7707.7963 8432.2803 2009Y "" "" "" +CMFGEN 1.02 -4.0399999999281135 0.13127802855395412 3998.2801 4020.0542 -214.858915202407 4020.0542 4469.3926 237.7816142076773 4516.8997 5063.2319 150.73478821594506 5150.3283 5500.6935 -62.48597354100332 5552.1596 5813.4489 96.86428937939226 5813.4489 6304.3561 153.3079649495757 7707.7963 8432.2803 2009Y "" "" "" +CMFGEN 1.4 -4.0399999999281135 0.11071988968692298 3998.2801 4020.0542 -244.3561887356907 4020.0542 4469.3926 269.945709384837 4516.8997 5063.2319 142.24618274954327 5150.3283 5500.6935 -13.880941642274086 5552.1596 5813.4489 22.71295529756333 5813.4489 6304.3561 132.41470258564266 7707.7963 8432.2803 2009Y "" "" "" +CMFGEN 1.7 -4.0399999999281135 0.04497043592738719 3998.2801 4020.0542 226.80467410139613 4020.0542 4469.3926 263.32642788486436 4516.8997 5063.2319 -155.99071841339793 5150.3283 5500.6935 -74.25363680787976 5552.1596 5813.4489 139.03503695044563 5813.4489 6304.3561 258.0100161982592 7707.7963 8432.2803 2009Y "" "" "" +OBSERVED "" -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" 6.351035797404177 5561.7659 5822.9405 140.24599134922067 5822.9405 6290.716 201.7172333916505 7697.9405 8446.3813 2009Y "" "" "" +CMFGEN 1.04 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -43.88734280867012 5561.7659 5822.9405 105.79875848469214 5822.9405 6290.716 193.60376200173732 7697.9405 8446.3813 2009Y "" "" "" +CMFGEN 1.02 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -48.39530605125867 5561.7659 5822.9405 86.30155824483322 5822.9405 6290.716 164.59523075282348 7697.9405 8446.3813 2009Y "" "" "" +CMFGEN 1.4 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -0.08699075704113574 5561.7659 5822.9405 21.3965771745313 5822.9405 6290.716 141.84627656937107 7697.9405 8446.3813 2009Y "" "" "" +CMFGEN 1.7 -4.030000000151631 "" "" "" "" "" "" "" "" "" "" "" "" -67.79625186970144 5561.7659 5822.9405 124.83388608232804 5822.9405 6290.716 272.63519240790265 7697.9405 8446.3813 2009Y "" "" "" +OBSERVED "" -4.019999999909487 0.5403745762532984 3991.1358 4026.6155 107.4388256729352 4026.6155 4467.0982 176.32302184601116 4505.925 5105.7313 56.98589208914567 5150.5829 5545.5447 8.172368919884757 5560.9415 5822.0179 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.04 -4.019999999909487 0.3857701324502456 3991.1358 4026.6155 -170.29435851695027 4026.6155 4467.0982 221.20330028789118 4505.925 5105.7313 188.4195658338876 5150.5829 5545.5447 -44.47910652782975 5560.9415 5822.0179 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.02 -4.019999999909487 0.4907940515444792 3991.1358 4026.6155 -201.6360093099086 4026.6155 4467.0982 268.7830005467452 4505.925 5105.7313 206.22799949784692 5150.5829 5545.5447 -49.49217177545712 5560.9415 5822.0179 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.4 -4.019999999909487 0.5667985951998378 3991.1358 4026.6155 -233.57135784322003 4026.6155 4467.0982 228.37822315477845 4505.925 5105.7313 165.3272135210599 5150.5829 5545.5447 -1.2361213786744463 5560.9415 5822.0179 "" "" "" "" "" "" 2009Y "" "" "" +CMFGEN 1.7 -4.019999999909487 0.32728207486741023 3991.1358 4026.6155 218.60366339689278 4026.6155 4467.0982 315.35934045119785 4505.925 5105.7313 -43.496332305172935 5150.5829 5545.5447 -68.34733171704032 5560.9415 5822.0179 "" "" "" "" "" "" 2009Y "" "" "" +OBSERVED "" -5.0399999999281135 0.2729406280811886 3994.3628 4014.16 124.7754147423981 4014.16 4507.1123 181.39576770218858 4507.1123 5104.9901 49.1035296451946 5150.5238 5534.591 8.801970548402327 5550.4288 5821.6516 140.4897362503417 5821.6516 6288.8673 223.46773042467797 7508.3797 8432.9126 2009Y "" "" "" +CMFGEN 1.04 -5.0399999999281135 0.07317200157773507 3994.3628 4014.16 -317.80899994010656 4014.16 4507.1123 219.79318301625432 4507.1123 5104.9901 183.8256280821724 5150.5238 5534.591 -53.39036088479398 5550.4288 5821.6516 105.1759085568109 5821.6516 6288.8673 380.7588732383458 7508.3797 8432.9126 2009Y "" "" "" +CMFGEN 1.02 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4529.6843 5115.3192 74.46762914692584 5151.8073 5551.3526 8.793264001352753 5551.3526 5801.2964 141.93733600835787 5801.2964 6288.4133 340.50364842218704 7535.938 8710.4337 2009Y "" "" "" +CMFGEN 1.04 -1.9999999998908606 "" "" "" "" "" "" 207.74068721330647 4529.6843 5115.3192 189.73721034943748 5151.8073 5551.3526 -44.80356113921725 5551.3526 5801.2964 116.41476288968589 5801.2964 6288.4133 414.1725855146998 7535.938 8710.4337 2009Y "" "" "" +CMFGEN 1.02 -1.9999999998908606 "" "" "" "" "" "" 252.42351733813538 4529.6843 5115.3192 212.1187045442789 5151.8073 5551.3526 -60.299663758652365 5551.3526 5801.2964 96.46331428280956 5801.2964 6288.4133 422.9168256342766 7535.938 8710.4337 2009Y "" "" "" +CMFGEN 1.4 -1.9999999998908606 "" "" "" "" "" "" 193.80961577438103 4529.6843 5115.3192 169.53534658361866 5151.8073 5551.3526 -15.937499074657072 5551.3526 5801.2964 23.952599960443706 5801.2964 6288.4133 326.99388914994086 7535.938 8710.4337 2009Y "" "" "" +CMFGEN 1.7 -1.9999999998908606 "" "" "" "" "" "" 273.1928611642069 4529.6843 5115.3192 -32.70566045456846 5151.8073 5551.3526 -67.66776197361432 5551.3526 5801.2964 138.1884470103475 5801.2964 6288.4133 539.3482970113506 7535.938 8710.4337 2009Y "" "" "" +OBSERVED "" 63.96000000007189 3.0168826040998815 3958.8352 4000.8977 304.000730628384 3958.8352 4640.8498 376.98073950457433 4640.8498 5548.1996 2.34658593775168 5298.8286 5581.2487 87.67045559544749 5581.2487 5863.6689 241.48495052173237 5863.6689 6554.6969 584.0474675721798 7732.449 8796.0312 2009Y 144.27481341031287 3640.3614 3958.8352 +CMFGEN 1.04 63.96000000007189 -0.9576089369103393 3958.8352 4000.8977 221.73427042301415 3958.8352 4640.8498 172.15903557496122 4640.8498 5548.1996 22.813576982673954 5298.8286 5581.2487 83.0975596815878 5581.2487 5863.6689 151.83898719499845 5863.6689 6554.6969 273.7751162691395 7732.449 8796.0312 2009Y 122.14386517922476 3640.3614 3958.8352 +CMFGEN 1.02 63.96000000007189 -1.0328251889304647 3958.8352 4000.8977 262.81077366352315 3958.8352 4640.8498 191.3431326698509 4640.8498 5548.1996 -12.005863304432516 5298.8286 5581.2487 58.23400004091385 5581.2487 5863.6689 131.64762152955694 5863.6689 6554.6969 404.26509626993936 7732.449 8796.0312 2009Y 74.07224291570749 3640.3614 3958.8352 +CMFGEN 1.4 63.96000000007189 -0.6357059096936244 3958.8352 4000.8977 275.9005778591144 3958.8352 4640.8498 272.60834183113843 4640.8498 5548.1996 -19.898195348929534 5298.8286 5581.2487 50.82776930406622 5581.2487 5863.6689 134.93981802024257 5863.6689 6554.6969 402.76332560489 7732.449 8796.0312 2009Y 66.58889895939096 3640.3614 3958.8352 +CMFGEN 1.7 63.96000000007189 -0.7854054010750455 3958.8352 4000.8977 224.57567236213904 3958.8352 4640.8498 102.90636317237224 4640.8498 5548.1996 45.27368241952865 5298.8286 5581.2487 116.4259218577901 5581.2487 5863.6689 193.58726689703064 5863.6689 6554.6969 213.67814315329957 7732.449 8796.0312 2009Y 99.83915408858815 3640.3614 3958.8352 +OBSERVED "" 3.020000000127766 "" "" "" "" "" "" 235.65643226593494 4500.8118 5140.7347 72.57977104604252 5159.0706 5586.297 9.351111899174205 5586.297 5811.8285 144.3096064121305 5811.8285 6341.736 194.7322515479268 7876.2238 8648.4857 2009Y "" "" "" +CMFGEN 1.04 3.020000000127766 "" "" "" "" "" "" 243.81928021516123 4500.8118 5140.7347 191.3778609464452 5159.0706 5586.297 -25.036075553896364 5586.297 5811.8285 149.09583903420452 5811.8285 6341.736 53.61126110424532 7876.2238 8648.4857 2009Y "" "" "" +CMFGEN 1.02 3.020000000127766 "" "" "" "" "" "" 281.0216296255123 4500.8118 5140.7347 230.05885584996642 5159.0706 5586.297 -20.67810977163845 5586.297 5811.8285 116.76452261441543 5811.8285 6341.736 57.48388468475976 7876.2238 8648.4857 2009Y "" "" "" +CMFGEN 1.4 3.020000000127766 "" "" "" "" "" "" 188.2978212389455 4500.8118 5140.7347 188.26733584096243 5159.0706 5586.297 15.364539187216089 5586.297 5811.8285 25.9049286117433 5811.8285 6341.736 -6.539902798962203 7876.2238 8648.4857 2009Y "" "" "" +CMFGEN 1.7 3.020000000127766 "" "" "" "" "" "" 351.07265304985276 4500.8118 5140.7347 9.418458690584842 5159.0706 5586.297 -37.940589130850235 5586.297 5811.8285 156.99541081004685 5811.8285 6341.736 76.50986208333873 7876.2238 8648.4857 2009Y "" "" "" +OBSERVED "" 67.94999999982974 0.8253138391504091 3938.7282 4001.8175 284.6482056523875 3938.7282 4638.7193 328.2942667539487 4638.7193 5410.8126 0.543879311051958 5299.6552 5564.0296 93.5209713929866 5564.0296 5870.4635 235.53622672066513 5870.4635 6543.4163 557.0877820866691 7754.1307 8763.56 2009Y 133.5074549839522 3641.307 3938.7282 +CMFGEN 1.04 67.94999999982974 -3.313629410279302 3938.7282 4001.8175 232.69643120972023 3938.7282 4638.7193 183.01697333696748 4638.7193 5410.8126 27.911759276053587 5299.6552 5564.0296 103.11253901945787 5564.0296 5870.4635 160.3624025100388 5870.4635 6543.4163 315.6781291326147 7754.1307 8763.56 2009Y 125.0965816887689 3641.307 3938.7282 +CMFGEN 1.02 67.94999999982974 -3.679838148610587 3938.7282 4001.8175 271.33283321030024 3938.7282 4638.7193 259.94545734261254 4638.7193 5410.8126 -6.279038730557618 5299.6552 5564.0296 72.95229638208492 5564.0296 5870.4635 141.51772819417675 5870.4635 6543.4163 433.5523631552499 7754.1307 8763.56 2009Y 78.96981396241657 3641.307 3938.7282 +CMFGEN 1.4 67.94999999982974 -3.085657696611783 3938.7282 4001.8175 286.830351141793 3938.7282 4638.7193 285.4373843060047 4638.7193 5410.8126 -8.467494592337363 5299.6552 5564.0296 57.040973510839 5564.0296 5870.4635 150.18492412946978 5870.4635 6543.4163 427.9665713735375 7754.1307 8763.56 2009Y 75.75200823380084 3641.307 3938.7282 +CMFGEN 1.7 67.94999999982974 -3.9959857188847736 3938.7282 4001.8175 241.49654610386037 3938.7282 4638.7193 178.25817467783241 4638.7193 5410.8126 39.81186924922752 5299.6552 5564.0296 137.00447090048579 5564.0296 5870.4635 197.20171056298062 5870.4635 6543.4163 265.1915395869273 7754.1307 8763.56 2009Y 105.9351296427273 3641.307 3938.7282 +OBSERVED "" 7.360000000204309 17.080613032180356 3956.54932402687 4066.08994646088 173.60457825376642 3956.54932402687 4607.87194390476 199.31563623243875 4607.87194390476 5229.58899015183 69.31875104430338 5229.58899015183 5593.73754581083 38.48253009956736 5593.73754581083 5880.91161002972 122.95665237378198 5880.91161002972 6327.95577185499 248.17816893210352 7823.03724021105 8669.7566460523 2009aa "" "" "" +CMFGEN 1.04 7.360000000204309 7.4376845282365425 3956.54932402687 4066.08994646088 -748.6938334582894 3956.54932402687 4607.87194390476 202.26859006082165 4607.87194390476 5229.58899015183 146.05452853702823 5229.58899015183 5593.73754581083 -30.758694262846397 5593.73754581083 5880.91161002972 95.0805555704062 5880.91161002972 6327.95577185499 76.07449515947512 7823.03724021105 8669.7566460523 2009aa "" "" "" +CMFGEN 1.02 7.360000000204309 11.700489052377447 3956.54932402687 4066.08994646088 -957.232456136745 3956.54932402687 4607.87194390476 93.7208044234298 4607.87194390476 5229.58899015183 173.29976917134425 5229.58899015183 5593.73754581083 -14.262306119618659 5593.73754581083 5880.91161002972 74.08546483503086 5880.91161002972 6327.95577185499 86.5302800682392 7823.03724021105 8669.7566460523 2009aa "" "" "" +CMFGEN 1.4 7.360000000204309 13.453339135664802 3956.54932402687 4066.08994646088 -1038.3937214358934 3956.54932402687 4607.87194390476 -28.307401312579515 4607.87194390476 5229.58899015183 124.57352447773202 5229.58899015183 5593.73754581083 27.372003810489737 5593.73754581083 5880.91161002972 13.835612237769897 5880.91161002972 6327.95577185499 12.912974242678853 7823.03724021105 8669.7566460523 2009aa "" "" "" +CMFGEN 1.7 7.360000000204309 8.676204755005593 3956.54932402687 4066.08994646088 -538.4677825007927 3956.54932402687 4607.87194390476 343.0151544375302 4607.87194390476 5229.58899015183 22.698915794216745 5229.58899015183 5593.73754581083 -50.384824822121 5593.73754581083 5880.91161002972 103.99488424782142 5880.91161002972 6327.95577185499 125.95624797770377 7823.03724021105 8669.7566460523 2009aa "" "" "" +OBSERVED "" 8.419999999794527 18.79204726636593 3950.6323 4063.1336 193.82460605690346 3950.6323 4598.995 216.74106996038478 4598.995 5235.5155 63.21519237942656 5235.5155 5593.7434 38.61246200581664 5593.7434 5877.9572 119.10959201009211 5877.9572 6298.3567 334.77716401665793 7672.0568 8643.1206 2009aa "" "" "" +CMFGEN 1.04 8.419999999794527 8.926909265837965 3950.6323 4063.1336 -724.7573761841875 3950.6323 4598.995 196.09405515442424 4598.995 5235.5155 139.92370879498193 5235.5155 5593.7434 -30.660781350361198 5593.7434 5877.9572 78.60965803086215 5877.9572 6298.3567 250.19508671827325 7672.0568 8643.1206 2009aa "" "" "" +CMFGEN 1.02 8.419999999794527 12.942939120418497 3950.6323 4063.1336 -911.7370652832308 3950.6323 4598.995 94.89300314394771 4598.995 5235.5155 168.1434189367166 5235.5155 5593.7434 -14.434136198138258 5593.7434 5877.9572 63.158530236500695 5877.9572 6298.3567 227.34074114795555 7672.0568 8643.1206 2009aa "" "" "" +CMFGEN 1.4 8.419999999794527 14.552058385787731 3950.6323 4063.1336 -989.0637823122199 3950.6323 4598.995 -29.822213866903468 4598.995 5235.5155 118.9378746664268 5235.5155 5593.7434 26.89881606278007 5593.7434 5877.9572 13.735428462427972 5877.9572 6298.3567 156.21739526900905 7672.0568 8643.1206 2009aa "" "" "" +CMFGEN 1.7 8.419999999794527 9.376089716778546 3950.6323 4063.1336 -469.3507243389235 3950.6323 4598.995 355.3983450052207 4598.995 5235.5155 21.33908650664857 5235.5155 5593.7434 -49.68580958891247 5593.7434 5877.9572 93.80072995887227 5877.9572 6298.3567 357.33452092477427 7672.0568 8643.1206 2009aa "" "" "" +OBSERVED "" 9.389999999999418 18.286729141997817 3953.5929 4063.1336 216.80095471478296 3953.5929 4598.995 223.3205563143062 4598.995 5250.3183 48.13877730123955 5250.3183 5570.0589 46.11915172710376 5570.0589 5886.8388 123.16179437155834 5886.8388 6330.9229 285.19179501241905 7781.5975 8752.6613 2009aa "" "" "" +CMFGEN 1.04 9.389999999999418 8.05847917432899 3953.5929 4063.1336 -720.7484788446791 3953.5929 4598.995 167.06230331572283 4598.995 5250.3183 125.20664828692354 5250.3183 5570.0589 -50.80284195904329 5570.0589 5886.8388 94.53353205784627 5886.8388 6330.9229 84.90329686699147 7781.5975 8752.6613 2009aa "" "" "" +CMFGEN 1.02 9.389999999999418 12.02845279259651 3953.5929 4063.1336 -909.2489623254617 3953.5929 4598.995 77.952913270072 4598.995 5250.3183 149.17379959995543 5250.3183 5570.0589 -41.79658707600708 5570.0589 5886.8388 72.45156624973424 5886.8388 6330.9229 98.97150543802624 7781.5975 8752.6613 2009aa "" "" "" +CMFGEN 1.4 9.389999999999418 13.511481670627232 3953.5929 4063.1336 -989.9578413805433 3953.5929 4598.995 -43.6179001546524 4598.995 5250.3183 108.29058208127682 5250.3183 5570.0589 17.77432999792378 5570.0589 5886.8388 13.194214811234774 5886.8388 6330.9229 13.15131144802082 7781.5975 8752.6613 2009aa "" "" "" +CMFGEN 1.7 9.389999999999418 8.685123444651012 3953.5929 4063.1336 -473.19631636034796 3953.5929 4598.995 366.6433854052366 4598.995 5250.3183 3.5496530234963726 5250.3183 5570.0589 -85.6121017093714 5570.0589 5886.8388 100.61368287828329 5886.8388 6330.9229 133.31859567616831 7781.5975 8752.6613 2009aa "" "" "" +OBSERVED "" 10.439999999813153 16.240832179618792 3956.5534 4054.2519 231.88933086165656 3956.5534 4613.7978 230.99256234801203 4613.7978 5247.3578 31.497407363643326 5247.3578 5543.4138 53.371567847733246 5558.2166 5874.9966 130.2909906686533 5874.9966 6354.6074 283.7574941909754 7823.0454 8672.7262 2009aa "" "" "" +CMFGEN 1.04 10.439999999813153 6.5681146099204595 3956.5534 4054.2519 -769.4811305407648 3956.5534 4613.7978 159.1421530633501 4613.7978 5247.3578 123.02924225312773 5247.3578 5543.4138 -62.90230038585854 5558.2166 5874.9966 118.38352018975604 5874.9966 6354.6074 75.8488839595641 7823.0454 8672.7262 2009aa "" "" "" +CMFGEN 1.02 10.439999999813153 8.909067654881287 3956.5534 4054.2519 -986.8918930160977 3956.5534 4613.7978 65.9498005822686 4613.7978 5247.3578 130.8657357363345 5247.3578 5543.4138 -62.652503688545465 5558.2166 5874.9966 86.79902788137571 5874.9966 6354.6074 86.38003984475412 7823.0454 8672.7262 2009aa "" "" "" +CMFGEN 1.4 10.439999999813153 9.914209481767205 3956.5534 4054.2519 -1069.9401931831321 3956.5534 4613.7978 -53.108936429823686 4613.7978 5247.3578 86.93122605082853 5247.3578 5543.4138 1.4251064927607069 5558.2166 5874.9966 17.45767917666055 5874.9966 6354.6074 11.90568876018473 7823.0454 8672.7262 2009aa "" "" "" +CMFGEN 1.7 10.439999999813153 6.432058109496109 3956.5534 4054.2519 -580.9457217594654 3956.5534 4613.7978 349.4715003946237 4613.7978 5247.3578 -24.487813964741665 5247.3578 5543.4138 -100.97790871102099 5558.2166 5874.9966 117.25054900496016 5874.9966 6354.6074 124.28025327347272 7823.0454 8672.7262 2009aa "" "" "" +OBSERVED "" 41.36000000020431 2.2424483112216125 3983.1985 4000.9618 283.6091938472789 3983.1985 4634.5218 380.8070836405634 4634.5218 5519.7293 27.189768589547896 5297.6873 5519.7293 70.4025712874634 5561.1772 5809.8643 249.87819338802183 5809.8643 6493.7537 474.09386196584967 7683.899 8764.5036 2009aa "" "" "" +CMFGEN 1.04 41.36000000020431 -0.0026182428815500684 3983.1985 4000.9618 43.84993290370325 3983.1985 4634.5218 96.09241712540404 4634.5218 5519.7293 16.042785311318386 5297.6873 5519.7293 26.209419996567004 5561.1772 5809.8643 123.18140783605719 5809.8643 6493.7537 15.037101973093314 7683.899 8764.5036 2009aa "" "" "" +CMFGEN 1.02 41.36000000020431 0.07413039211786973 3983.1985 4000.9618 -32.12204616412665 3983.1985 4634.5218 161.52339886103428 4634.5218 5519.7293 3.688794472717487 5297.6873 5519.7293 2.7431715683157805 5561.1772 5809.8643 112.9260463202487 5809.8643 6493.7537 161.63965759826107 7683.899 8764.5036 2009aa "" "" "" +CMFGEN 1.4 41.36000000020431 0.10754578377734302 3983.1985 4000.9618 -60.8684879921832 3983.1985 4634.5218 186.12065420273018 4634.5218 5519.7293 8.783028077292219 5297.6873 5519.7293 6.308472516341377 5561.1772 5809.8643 89.5092858674803 5809.8643 6493.7537 101.79990744623265 7683.899 8764.5036 2009aa "" "" "" +CMFGEN 1.7 41.36000000020431 0.028827684918631316 3983.1985 4000.9618 -2.3997637356411117 3983.1985 4634.5218 120.57479036178184 4634.5218 5519.7293 10.947991455621166 5297.6873 5519.7293 14.751396338499886 5561.1772 5809.8643 126.81902974802365 5809.8643 6493.7537 117.84437830321122 7683.899 8764.5036 2009aa "" "" "" +OBSERVED "" -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 114.34504107329244 7933.20631500134 8540.66231203504 2009aa "" "" "" +CMFGEN 1.04 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 37.08600126576717 7933.20631500134 8540.66231203504 2009aa "" "" "" +CMFGEN 1.02 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 33.5155958579235 7933.20631500134 8540.66231203504 2009aa "" "" "" +CMFGEN 1.4 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" -2.300447517564031 7933.20631500134 8540.66231203504 2009aa "" "" "" +CMFGEN 1.7 -1.7900000001682201 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 41.679173938818906 7933.20631500134 8540.66231203504 2009aa "" "" "" +OBSERVED "" -6.580000000205473 "" "" "" "" "" "" "" "" "" 86.80216350107042 5188.7951 5594.7746 30.70048714517308 5594.7746 5897.3443 92.82039181406732 5897.3443 6307.1538 192.95314134876637 7731.9122 8532.3812 2009aa "" "" "" +CMFGEN 1.04 -6.580000000205473 "" "" "" "" "" "" "" "" "" 180.03839195916464 5188.7951 5594.7746 -29.77499163358161 5594.7746 5897.3443 74.95141862348287 5897.3443 6307.1538 169.71141221910634 7731.9122 8532.3812 2009aa "" "" "" +CMFGEN 1.02 -6.580000000205473 "" "" "" "" "" "" "" "" "" 207.9461799541066 5188.7951 5594.7746 -12.030541174948127 5594.7746 5897.3443 57.96709487339033 5897.3443 6307.1538 150.04328863499143 7731.9122 8532.3812 2009aa "" "" "" +CMFGEN 1.4 -6.580000000205473 "" "" "" "" "" "" "" "" "" 159.56940798908937 5188.7951 5594.7746 30.088276944756227 5594.7746 5897.3443 11.109033351251908 5897.3443 6307.1538 112.10931746809105 7731.9122 8532.3812 2009aa "" "" "" +CMFGEN 1.7 -6.580000000205473 "" "" "" "" "" "" "" "" "" 6.359848222004133 5188.7951 5594.7746 -52.88149357264301 5594.7746 5897.3443 84.0998156965247 5897.3443 6307.1538 248.17471508211375 7731.9122 8532.3812 2009aa "" "" "" +OBSERVED "" -7.619999999777065 25.84788470925573 3930.3686 4084.0265 114.47527869269513 3930.3686 4517.7697 112.57491089988085 4517.7697 5198.5326 80.96967689580232 5198.5326 5603.1002 31.460397683281087 5603.1002 5947.3717 84.06127370498626 5947.3717 6309.1486 135.9307625669031 7754.3109 8530.3806 2009aa "" "" "" +CMFGEN 1.04 -7.619999999777065 18.107067668563065 3930.3686 4084.0265 -430.75950305572167 3930.3686 4517.7697 340.103558706391 4517.7697 5198.5326 174.76242694849734 5198.5326 5603.1002 -20.85096694037298 5603.1002 5947.3717 56.4587586696083 5947.3717 6309.1486 147.77643738371384 7754.3109 8530.3806 2009aa "" "" "" +CMFGEN 1.02 -7.619999999777065 27.327180069223687 3930.3686 4084.0265 -437.49447822455977 3930.3686 4517.7697 223.65570610944505 4517.7697 5198.5326 200.4459267672628 5198.5326 5603.1002 3.26499091169746 5603.1002 5947.3717 39.790962506692225 5947.3717 6309.1486 130.14522554701472 7754.3109 8530.3806 2009aa "" "" "" +CMFGEN 1.4 -7.619999999777065 30.964391577842004 3930.3686 4084.0265 -461.5545317380954 3930.3686 4517.7697 110.10883821424359 4517.7697 5198.5326 144.17287177771234 5198.5326 5603.1002 37.696856008799976 5603.1002 5947.3717 5.712101130935189 5947.3717 6309.1486 93.83268366402282 7754.3109 8530.3806 2009aa "" "" "" +CMFGEN 1.7 -7.619999999777065 21.228575247879526 3930.3686 4084.0265 193.80601459128908 3930.3686 4517.7697 422.0053611684947 4517.7697 5198.5326 21.82033789862703 5198.5326 5603.1002 -43.03019160877743 5603.1002 5947.3717 56.32470338388304 5947.3717 6309.1486 218.1979578619935 7754.3109 8530.3806 2009aa "" "" "" +OBSERVED "" -6.6000000002240995 22.628222372860737 3941.7698 4080.8459 120.62354664639793 3941.7698 4526.9391 104.66028084538522 4526.9391 5104.2362 90.59531960630957 5159.3419 5618.5555 "" "" "" "" "" "" "" "" "" 2009aa 90.93982986889662 3574.3989 3941.7698 +CMFGEN 1.04 -6.6000000002240995 13.105012869109437 3941.7698 4080.8459 -467.4451465127583 3941.7698 4526.9391 202.49947653734284 4526.9391 5104.2362 185.2233090785991 5159.3419 5618.5555 "" "" "" "" "" "" "" "" "" 2009aa 0.30805856827091205 3574.3989 3941.7698 +CMFGEN 1.02 -6.6000000002240995 21.12443393794647 3941.7698 4080.8459 -496.84729477489657 3941.7698 4526.9391 248.5779484052507 4526.9391 5104.2362 230.1201345187062 5159.3419 5618.5555 "" "" "" "" "" "" "" "" "" 2009aa -62.70527220819458 3574.3989 3941.7698 +CMFGEN 1.4 -6.6000000002240995 24.271297840004195 3941.7698 4080.8459 -528.2487463220818 3941.7698 4526.9391 207.76172616049297 4526.9391 5104.2362 163.5494970170531 5159.3419 5618.5555 "" "" "" "" "" "" "" "" "" 2009aa -83.61946673997954 3574.3989 3941.7698 +CMFGEN 1.7 -6.6000000002240995 16.32062641740302 3941.7698 4080.8459 122.53721179015808 3941.7698 4526.9391 270.43594246330565 4526.9391 5104.2362 21.33990498069072 5159.3419 5618.5555 "" "" "" "" "" "" "" "" "" 2009aa -86.10031126581563 3574.3989 3941.7698 +OBSERVED "" -4.6000000002240995 "" "" "" "" "" "" 130.92436994165203 4529.3685 5196.1695 83.58348850615292 5196.1695 5638.9111 24.299150958510275 5638.9111 5900.6126 97.23508501455986 5900.6126 6393.2947 99.63208727419425 7646.076 8558.5956 2009aa "" "" "" +CMFGEN 1.04 -4.6000000002240995 "" "" "" "" "" "" 328.4327322956476 4529.3685 5196.1695 167.4149348150849 5196.1695 5638.9111 -6.122903111796586 5638.9111 5900.6126 123.21857167987224 5900.6126 6393.2947 276.52361493422273 7646.076 8558.5956 2009aa "" "" "" +CMFGEN 1.02 -4.6000000002240995 "" "" "" "" "" "" 214.83649083424083 4529.3685 5196.1695 191.7317104173005 5196.1695 5638.9111 9.288001991234644 5638.9111 5900.6126 87.64006462544572 5900.6126 6393.2947 245.52032601571037 7646.076 8558.5956 2009aa "" "" "" +CMFGEN 1.4 -4.6000000002240995 "" "" "" "" "" "" 109.6949380335175 4529.3685 5196.1695 106.821799623654 5196.1695 5638.9111 20.12628164809595 5638.9111 5900.6126 17.936468978457512 5900.6126 6393.2947 195.95298918996514 7646.076 8558.5956 2009aa "" "" "" +CMFGEN 1.7 -4.6000000002240995 "" "" "" "" "" "" 394.95970556225734 4529.3685 5196.1695 18.544451227560963 5196.1695 5638.9111 -18.298904341331557 5638.9111 5900.6126 107.50705377255113 5900.6126 6393.2947 381.1372272920921 7646.076 8558.5956 2009aa "" "" "" +OBSERVED "" 28.389999999999418 "" "" "" "" "" "" 403.7322848339227 4628.1399 5495.2935 29.363587404501907 5296.0097 5507.861 60.76586697216682 5552.7447 5861.5448 230.35265481608843 5861.5448 6508.6797 420.5351665539051 7685.1965 8674.3206 2009aa "" "" "" +CMFGEN 1.04 28.389999999999418 "" "" "" "" "" "" 143.78898724675724 4628.1399 5495.2935 14.453424578058373 5296.0097 5507.861 -6.526322246161239 5552.7447 5861.5448 125.94825186477203 5861.5448 6508.6797 52.03315062653063 7685.1965 8674.3206 2009aa "" "" "" +CMFGEN 1.02 28.389999999999418 "" "" "" "" "" "" 165.90266519434275 4628.1399 5495.2935 15.724125778897623 5296.0097 5507.861 12.289964944036111 5552.7447 5861.5448 122.13548202561009 5861.5448 6508.6797 -9.11209678497681 7685.1965 8674.3206 2009aa "" "" "" +CMFGEN 1.4 28.389999999999418 "" "" "" "" "" "" 156.59159690546383 4628.1399 5495.2935 16.366586895293853 5296.0097 5507.861 35.36812602842829 5552.7447 5861.5448 119.25220184340839 5861.5448 6508.6797 -134.54596054544083 7685.1965 8674.3206 2009aa "" "" "" +CMFGEN 1.7 28.389999999999418 "" "" "" "" "" "" 163.91946404893986 4628.1399 5495.2935 15.392946434166339 5296.0097 5507.861 -1.524634238367678 5552.7447 5861.5448 106.36093014767975 5861.5448 6508.6797 81.90617683151908 7685.1965 8674.3206 2009aa "" "" "" +OBSERVED "" -1.5200000001495937 "" "" "" "" "" "" 135.9367531762605 4520.803 5212.1092 75.15995930367572 5212.1092 5546.9606 25.326232798526185 5676.5806 5916.0173 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.04 -1.5200000001495937 "" "" "" "" "" "" 324.27973251273175 4520.803 5212.1092 158.9185847735145 5212.1092 5546.9606 4.405024419489068 5676.5806 5916.0173 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.02 -1.5200000001495937 "" "" "" "" "" "" 204.65328511759333 4520.803 5212.1092 162.56158437853483 5212.1092 5546.9606 12.796041476950755 5676.5806 5916.0173 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.4 -1.5200000001495937 "" "" "" "" "" "" 97.20971889071043 4520.803 5212.1092 119.51966228509446 5212.1092 5546.9606 8.991379556296994 5676.5806 5916.0173 "" "" "" "" "" "" 2009aa "" "" "" +CMFGEN 1.7 -1.5200000001495937 "" "" "" "" "" "" 438.8037881872126 4520.803 5212.1092 -23.46315060475609 5212.1092 5546.9606 -2.1152548865238785 5676.5806 5916.0173 "" "" "" "" "" "" 2009aa "" "" "" +OBSERVED "" 0.4799999998504063 "" "" "" "" "" "" 148.90086333084957 4528.5313 5209.6201 81.0240337903496 5209.6201 5555.57 24.050925496874324 5555.57 5917.7363 100.46203937266374 5917.7363 6391.3741 163.35907754258076 7944.5067 8769.4874 2009aa "" "" "" +CMFGEN 1.04 0.4799999998504063 "" "" "" "" "" "" 322.3719476213473 4528.5313 5209.6201 163.3232523649835 5209.6201 5555.57 -70.64523040207558 5555.57 5917.7363 115.09757786657889 5917.7363 6391.3741 -26.708578409514484 7944.5067 8769.4874 2009aa "" "" "" +CMFGEN 1.02 0.4799999998504063 "" "" "" "" "" "" 199.36335135874427 4528.5313 5209.6201 173.04675106852068 5209.6201 5555.57 -73.02637150610313 5555.57 5917.7363 78.01632206990287 5917.7363 6391.3741 -0.103256423746382 7944.5067 8769.4874 2009aa "" "" "" +CMFGEN 1.4 0.4799999998504063 "" "" "" "" "" "" 86.65402220979058 4528.5313 5209.6201 130.55023001565445 5209.6201 5555.57 1.642403738888257 5555.57 5917.7363 14.598132098953123 5917.7363 6391.3741 -73.02691085671563 7944.5067 8769.4874 2009aa "" "" "" +CMFGEN 1.7 0.4799999998504063 "" "" "" "" "" "" 423.49654342199074 4528.5313 5209.6201 -12.47016173283945 5209.6201 5555.57 -128.6233177077484 5555.57 5917.7363 93.67606998285359 5917.7363 6391.3741 -45.56116545545547 7944.5067 8769.4874 2009aa "" "" "" +OBSERVED "" 3.109999999811407 22.962243666954073 3947.5109 4103.917 121.98781706017381 3947.5109 4540.0494 166.3323929753209 4540.0494 5213.7988 94.72080319775074 5213.7988 5607.8218 34.364819312192004 5607.8218 5926.6497 111.9959836139641 5926.6497 6341.7274 215.71642630997533 7779.4605 8588.5613 2009ab "" "" "" +CMFGEN 1.04 3.109999999811407 11.82895719591191 3947.5109 4103.917 -488.7571883686429 3947.5109 4540.0494 313.2866810802078 4540.0494 5213.7988 163.88506890186295 5213.7988 5607.8218 -20.93745539885155 5607.8218 5926.6497 85.82673286715179 5926.6497 6341.7274 136.46086589789684 7779.4605 8588.5613 2009ab "" "" "" +CMFGEN 1.02 3.109999999811407 24.286565162840915 3947.5109 4103.917 -545.2434324266812 3947.5109 4540.0494 189.80107474972874 4540.0494 5213.7988 189.74450569047218 5213.7988 5607.8218 0.7249392241869893 5607.8218 5926.6497 59.244341349337276 5926.6497 6341.7274 121.56431159983717 7779.4605 8588.5613 2009ab "" "" "" +CMFGEN 1.4 3.109999999811407 30.52502984211671 3947.5109 4103.917 -586.8997347046447 3947.5109 4540.0494 69.80096947725428 4540.0494 5213.7988 130.39873775817523 5213.7988 5607.8218 32.961480158010026 5607.8218 5926.6497 9.887960629966887 5926.6497 6341.7274 74.51832972193873 7779.4605 8588.5613 2009ab "" "" "" +CMFGEN 1.7 3.109999999811407 21.973653216057063 3947.5109 4103.917 39.67847265966367 3947.5109 4540.0494 412.7685529678819 4540.0494 5213.7988 32.88811238013457 5213.7988 5607.8218 -41.71079081778349 5607.8218 5926.6497 76.2492179524977 5926.6497 6341.7274 193.9627948816871 7779.4605 8588.5613 2009ab "" "" "" +OBSERVED "" 5.120000000053551 19.578661408835266 3950.5187 4058.7998 169.54902542566202 3950.5187 4606.2212 180.39046558848023 4606.2212 5228.8378 81.18661306081444 5228.8378 5610.8297 31.259823753805037 5610.8297 5869.5013 115.33707768703503 5869.5013 6332.704 223.87653391752835 7827.5854 8600.5925 2009ab "" "" "" +CMFGEN 1.04 5.120000000053551 8.853614768603924 3950.5187 4058.7998 -717.2088315160096 3950.5187 4606.2212 214.58832998737165 4606.2212 5228.8378 146.25173920983437 5228.8378 5610.8297 -21.857166829641468 5610.8297 5869.5013 104.80468280232925 5869.5013 6332.704 98.52897701961236 7827.5854 8600.5925 2009ab "" "" "" +CMFGEN 1.02 5.120000000053551 12.078602773265185 3950.5187 4058.7998 -911.3855564918665 3950.5187 4606.2212 105.24940079016825 4606.2212 5228.8378 175.97700209532172 5228.8378 5610.8297 -4.705552000668762 5610.8297 5869.5013 82.13035575146901 5869.5013 6332.704 87.57303540767434 7827.5854 8600.5925 2009ab "" "" "" +CMFGEN 1.4 5.120000000053551 13.3872564425283 3950.5187 4058.7998 -985.9122769076029 3950.5187 4606.2212 -19.116616503750762 4606.2212 5228.8378 114.82084038632927 5228.8378 5610.8297 23.930923527738113 5610.8297 5869.5013 17.204879157206914 5869.5013 6332.704 36.8458022443738 7827.5854 8600.5925 2009ab "" "" "" +CMFGEN 1.7 5.120000000053551 8.53337303042509 3950.5187 4058.7998 -489.2236063747213 3950.5187 4606.2212 349.5316223817261 4606.2212 5228.8378 31.694671766356798 5228.8378 5610.8297 -33.094154156957835 5610.8297 5869.5013 113.66566861385266 5869.5013 6332.704 135.96018828280432 7827.5854 8600.5925 2009ab "" "" "" +OBSERVED "" -6.810000000114087 "" "" "" "" "" "" 116.19310835075787 4509.2439 5192.0089 75.07987355626784 5192.0089 5620.3387 33.05937298608839 5620.3387 5953.4841 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.04 -6.810000000114087 "" "" "" "" "" "" 347.40160423146756 4509.2439 5192.0089 176.31504701308447 5192.0089 5620.3387 -12.627635056550565 5620.3387 5953.4841 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.02 -6.810000000114087 "" "" "" "" "" "" 244.66042015661827 4509.2439 5192.0089 206.4831103453729 5192.0089 5620.3387 13.828108747668157 5620.3387 5953.4841 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.4 -6.810000000114087 "" "" "" "" "" "" 133.45378597162465 4509.2439 5192.0089 137.19127318290882 5192.0089 5620.3387 34.22202991727553 5620.3387 5953.4841 "" "" "" "" "" "" 2009ab "" "" "" +CMFGEN 1.7 -6.810000000114087 "" "" "" "" "" "" 417.9600610729899 4509.2439 5192.0089 22.290092679329337 5192.0089 5620.3387 -26.420140766927055 5620.3387 5953.4841 "" "" "" "" "" "" 2009ab "" "" "" +OBSERVED "" -9.899999999965075 "" "" "" "" "" "" 91.53080738866592 4593.2271 5087.2934 65.74728739747849 5189.3883 5570.421 36.28334879884529 5570.421 5958.7462 79.97787738722532 5958.7462 6347.0714 116.46475258156978 7783.3895 8514.9186 2009ab "" "" "" +CMFGEN 1.04 -9.899999999965075 "" "" "" "" "" "" 153.46000789337637 4593.2271 5087.2934 181.10377746171616 5189.3883 5570.421 -54.582985665892004 5570.421 5958.7462 74.55902304780841 5958.7462 6347.0714 126.31435354933527 7783.3895 8514.9186 2009ab "" "" "" +CMFGEN 1.02 -9.899999999965075 "" "" "" "" "" "" 190.1238321138705 4593.2271 5087.2934 201.91479109402692 5189.3883 5570.421 -37.71242707924295 5570.421 5958.7462 48.626189783276516 5958.7462 6347.0714 108.26245083974604 7783.3895 8514.9186 2009ab "" "" "" +CMFGEN 1.4 -9.899999999965075 "" "" "" "" "" "" 176.3057224312326 4593.2271 5087.2934 163.1270487634369 5189.3883 5570.421 29.732667118899478 5570.421 5958.7462 7.0480682891811615 5958.7462 6347.0714 77.38519080287605 7783.3895 8514.9186 2009ab "" "" "" +CMFGEN 1.7 -9.899999999965075 "" "" "" "" "" "" 141.8436543639948 4593.2271 5087.2934 -9.848357797566017 5189.3883 5570.421 -101.3749908368108 5570.421 5958.7462 62.917933934673954 5958.7462 6347.0714 181.96176433268639 7783.3895 8514.9186 2009ab "" "" "" +OBSERVED "" -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 251.2762826518013 7511.6745 8756.0571 2009ab "" "" "" +CMFGEN 1.04 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 443.47843175498207 7511.6745 8756.0571 2009ab "" "" "" +CMFGEN 1.02 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 457.434142884332 7511.6745 8756.0571 2009ab "" "" "" +CMFGEN 1.4 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 357.932716385164 7511.6745 8756.0571 2009ab "" "" "" +CMFGEN 1.7 -6.649999999965075 "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 568.2782707412943 7511.6745 8756.0571 2009ab "" "" "" +OBSERVED "" -5.870000000169966 "" "" "" "" "" "" 118.53862582860623 4509.9315 5193.5778 78.34149721560279 5193.5778 5657.2843 32.319808338058195 5657.2843 5943.2061 85.37514805725507 5943.2061 6329.9337 105.52758549824793 7792.7983 8505.5051 2009ab "" "" "" +CMFGEN 1.04 -5.870000000169966 "" "" "" "" "" "" 348.2165230264153 4509.9315 5193.5778 165.36533042514984 5193.5778 5657.2843 5.650742357464847 5657.2843 5943.2061 69.55770677631631 5943.2061 6329.9337 120.57112822113083 7792.7983 8505.5051 2009ab "" "" "" +CMFGEN 1.02 -5.870000000169966 "" "" "" "" "" "" 242.32487519732499 4509.9315 5193.5778 184.0596399601545 5193.5778 5657.2843 18.10794880691208 5657.2843 5943.2061 48.73965715660661 5943.2061 6329.9337 98.91525751624079 7792.7983 8505.5051 2009ab "" "" "" +CMFGEN 1.4 -5.870000000169966 "" "" "" "" "" "" 134.54387724513515 4509.9315 5193.5778 85.07344970124666 5193.5778 5657.2843 17.464363504461595 5657.2843 5943.2061 7.173791577132443 5943.2061 6329.9337 71.05591520260833 7792.7983 8505.5051 2009ab "" "" "" +CMFGEN 1.7 -5.870000000169966 "" "" "" "" "" "" 421.74318515310574 4509.9315 5193.5778 14.415156794741293 5193.5778 5657.2843 -5.889795961572672 5657.2843 5943.2061 64.99561475952562 5943.2061 6329.9337 165.72222864290762 7792.7983 8505.5051 2009ab "" "" "" +OBSERVED "" -0.5000000001455192 11.121670614003294 3943.4847 4067.6964 101.03943270026306 3943.4847 4561.5856 103.31748941496392 4561.5856 5102.7935 79.99980901356562 5156.0271 5670.6182 14.799896298142574 5670.6182 5880.5951 69.68087726525584 5880.5951 6303.5062 98.76696238161769 7823.6202 8477.2101 2009ad "" "" "" +CMFGEN 1.04 -0.5000000001455192 11.773404856965339 3943.4847 4067.6964 -583.3140297427993 3943.4847 4561.5856 179.40487123649012 4561.5856 5102.7935 164.83294997814755 5156.0271 5670.6182 -1.0317209632282287 5670.6182 5880.5951 79.73076549391892 5880.5951 6303.5062 96.04238447374684 7823.6202 8477.2101 2009ad "" "" "" +CMFGEN 1.02 -0.5000000001455192 16.8939285395852 3943.4847 4067.6964 -684.2121138863629 3943.4847 4561.5856 220.1730925489714 4561.5856 5102.7935 200.67420379500197 5156.0271 5670.6182 7.79047892764257 5670.6182 5880.5951 64.04398978338344 5880.5951 6303.5062 72.6602118236905 7823.6202 8477.2101 2009ad "" "" "" +CMFGEN 1.4 -0.5000000001455192 18.761568104757515 3943.4847 4067.6964 -739.0861055212197 3943.4847 4561.5856 180.095771534738 4561.5856 5102.7935 97.42832848089857 5156.0271 5670.6182 8.59462491203028 5670.6182 5880.5951 13.703266311380052 5880.5951 6303.5062 49.63837492546938 7823.6202 8477.2101 2009ad "" "" "" +CMFGEN 1.7 -0.5000000001455192 12.176625237746842 3943.4847 4067.6964 -136.04134159707854 3943.4847 4561.5856 200.38471466928593 4561.5856 5102.7935 7.923466142048767 5156.0271 5670.6182 -6.573044763518438 5670.6182 5880.5951 94.22676412302235 5880.5951 6303.5062 117.6542566772857 7823.6202 8477.2101 2009ad "" "" "" +OBSERVED "" 33.45999999981723 7.980402068554022 3955.3144 4017.4202 225.85544165414325 3955.3144 4626.6488 317.41357683663404 4626.6488 5496.1304 15.2555773573037 5295.0258 5546.4066 38.80070643848801 5552.3214 5803.7021 223.82778951922054 5803.7021 6560.8017 291.05304246617726 7717.1531 8524.5288 2009ad "" "" "" +CMFGEN 1.04 33.45999999981723 -0.2686747862478718 3955.3144 4017.4202 24.56289215877782 3955.3144 4626.6488 87.45857651114757 4626.6488 5496.1304 15.604936766129988 5295.0258 5546.4066 6.813313428158626 5552.3214 5803.7021 92.35095437938828 5803.7021 6560.8017 111.79938003362471 7717.1531 8524.5288 2009ad "" "" "" +CMFGEN 1.02 33.45999999981723 2.135732418802212 3955.3144 4017.4202 -68.82609964757542 3955.3144 4626.6488 144.92843122235035 4626.6488 5496.1304 15.770846934234045 5295.0258 5546.4066 5.65977786822441 5552.3214 5803.7021 71.36181498052474 5803.7021 6560.8017 134.75792122716405 7717.1531 8524.5288 2009ad "" "" "" +CMFGEN 1.4 33.45999999981723 2.3022916274394207 3955.3144 4017.4202 -89.65231853178213 3955.3144 4626.6488 163.9821137596918 4626.6488 5496.1304 18.516691363647563 5295.0258 5546.4066 14.645963045915453 5552.3214 5803.7021 65.80083749084513 5803.7021 6560.8017 145.78470537472268 7717.1531 8524.5288 2009ad "" "" "" +CMFGEN 1.7 33.45999999981723 0.7939968549134987 3955.3144 4017.4202 -32.62902853769875 3955.3144 4626.6488 119.08881067196229 4626.6488 5496.1304 17.335038790171208 5295.0258 5546.4066 5.259605813890803 5552.3214 5803.7021 71.20186700030217 5803.7021 6560.8017 113.37720534298141 7717.1531 8524.5288 2009ad "" "" "" +OBSERVED "" 2.5100000000966247 13.462457228966485 3925.7402 4079.526 101.03564670078104 3925.7402 4582.2875 120.23779702508595 4582.2875 5114.6232 80.83182787306325 5200.3884 5602.5975 23.408879448140855 5602.5975 5927.9138 69.59814865451956 5927.9138 6273.932 123.51376435619031 7862.0667 8512.6992 2009ad "" "" "" +CMFGEN 1.04 2.5100000000966247 20.18244968153886 3925.7402 4079.526 -663.6614332772087 3925.7402 4582.2875 170.92442657882242 4582.2875 5114.6232 174.75376852689305 5200.3884 5602.5975 -22.837759332926435 5602.5975 5927.9138 47.017978315425395 5927.9138 6273.932 70.79601235203583 7862.0667 8512.6992 2009ad "" "" "" +CMFGEN 1.02 2.5100000000966247 28.522352805486594 3925.7402 4079.526 -797.5895481991913 3925.7402 4582.2875 207.84523865153756 4582.2875 5114.6232 199.9315572803361 5200.3884 5602.5975 -1.9584524066128282 5602.5975 5927.9138 37.52491061018172 5927.9138 6273.932 57.364292057948646 7862.0667 8512.6992 2009ad "" "" "" +CMFGEN 1.4 2.5100000000966247 31.454823234524273 3925.7402 4079.526 -853.042291628115 3925.7402 4582.2875 146.77113219916043 4582.2875 5114.6232 145.3968460675801 5200.3884 5602.5975 34.01063124891673 5602.5975 5927.9138 7.252383567176493 5927.9138 6273.932 26.22947720262025 7862.0667 8512.6992 2009ad "" "" "" +CMFGEN 1.7 2.5100000000966247 21.1873612228814 3925.7402 4079.526 -295.08826508649736 3925.7402 4582.2875 174.8991271616641 4582.2875 5114.6232 25.191695259297067 5200.3884 5602.5975 -47.015509476321164 5602.5975 5927.9138 55.00792483480802 5927.9138 6273.932 89.50097743818165 7862.0667 8512.6992 2009ad "" "" "" +OBSERVED "" 20.4399999997986 "" "" "" "" "" "" 299.03061212766835 4617.3952 5418.5456 1.68226024910814 5284.1244 5506.3675 80.18409056840429 5554.7591 5837.9398 173.327693913886 5837.9398 6482.4121 276.0586708407206 7535.5007 8588.5894 2009ad "" "" "" +CMFGEN 1.04 20.4399999997986 "" "" "" "" "" "" 129.41956222705815 4617.3952 5418.5456 6.246340586057494 5284.1244 5506.3675 -30.48406741279595 5554.7591 5837.9398 28.182050164040255 5837.9398 6482.4121 -93.00069566511449 7535.5007 8588.5894 2009ad "" "" "" +CMFGEN 1.02 20.4399999997986 "" "" "" "" "" "" 58.455522473150396 4617.3952 5418.5456 5.844202346173344 5284.1244 5506.3675 1.8744333950266063 5554.7591 5837.9398 66.73194102417848 5837.9398 6482.4121 359.49451187624146 7535.5007 8588.5894 2009ad "" "" "" +CMFGEN 1.4 20.4399999997986 "" "" "" "" "" "" 349.9056753279174 4617.3952 5418.5456 47.67938005248104 5284.1244 5506.3675 -7.545238834001494 5554.7591 5837.9398 67.87988661225157 5837.9398 6482.4121 333.50038849553675 7535.5007 8588.5894 2009ad "" "" "" +CMFGEN 1.7 20.4399999997986 "" "" "" "" "" "" 73.30760935218072 4617.3952 5418.5456 7.920756347849912 5284.1244 5506.3675 19.500334525005425 5554.7591 5837.9398 95.2305381303091 5837.9398 6482.4121 -222.21304423591374 7535.5007 8588.5894 2009ad "" "" "" +OBSERVED "" -8.50000000014552 "" "" "" "" "" "" 79.07210389672213 4518.7455 5167.1577 48.41869799190955 5167.1577 5577.8188 15.459554057397561 5577.8188 5875.0078 46.69557761794469 5875.0078 6244.2426 73.95883479194006 7609.5551 8443.608 2009ad "" "" "" +CMFGEN 1.04 -8.50000000014552 "" "" "" "" "" "" 272.9334581416724 4518.7455 5167.1577 188.171587914364 5167.1577 5577.8188 -42.515082756351475 5577.8188 5875.0078 53.59912543659112 5875.0078 6244.2426 285.9654136665631 7609.5551 8443.608 2009ad "" "" "" +CMFGEN 1.02 -8.50000000014552 "" "" "" "" "" "" 252.85497291614078 4518.7455 5167.1577 221.07243969207602 5167.1577 5577.8188 -31.375989388645145 5577.8188 5875.0078 46.96687079796328 5875.0078 6244.2426 260.3492904343929 7609.5551 8443.608 2009ad "" "" "" +CMFGEN 1.4 -8.50000000014552 "" "" "" "" "" "" 155.79091733987678 4518.7455 5167.1577 182.70597354461688 5167.1577 5577.8188 22.100587945783307 5577.8188 5875.0078 10.741254157569351 5875.0078 6244.2426 231.12328003394853 7609.5551 8443.608 2009ad "" "" "" +CMFGEN 1.7 -8.50000000014552 "" "" "" "" "" "" 345.89220087030515 4518.7455 5167.1577 -4.7676396128211636 5167.1577 5577.8188 -69.56059497388372 5577.8188 5875.0078 78.74563443163842 5875.0078 6244.2426 386.56560807319033 7609.5551 8443.608 2009ad "" "" "" +OBSERVED "" -7.460000000108266 "" "" "" "" "" "" 80.740097200843 4602.4093 5176.1544 54.148946669313375 5176.1544 5593.4235 18.063913858577003 5593.4235 5913.5696 52.07589526258913 5913.5696 6240.9101 17.58841550597796 7538.762 8205.7486 2009ad "" "" "" +CMFGEN 1.04 -7.460000000108266 "" "" "" "" "" "" 244.66731501926188 4602.4093 5176.1544 186.84874211574044 5176.1544 5593.4235 -30.092642613792822 5593.4235 5913.5696 42.14228509786231 5913.5696 6240.9101 247.73314206404524 7538.762 8205.7486 2009ad "" "" "" +CMFGEN 1.02 -7.460000000108266 "" "" "" "" "" "" 169.71769577982087 4602.4093 5176.1544 218.83911597474446 5176.1544 5593.4235 -12.110501820129855 5593.4235 5913.5696 32.45638819324032 5913.5696 6240.9101 238.89135863397772 7538.762 8205.7486 2009ad "" "" "" +CMFGEN 1.4 -7.460000000108266 "" "" "" "" "" "" 50.62108922054632 4602.4093 5176.1544 171.24490039869093 5176.1544 5593.4235 32.435084833225304 5593.4235 5913.5696 6.534531923359045 5913.5696 6240.9101 228.65311704010566 7538.762 8205.7486 2009ad "" "" "" +CMFGEN 1.7 -7.460000000108266 "" "" "" "" "" "" 222.1243760952691 4602.4093 5176.1544 4.411212128588602 5176.1544 5593.4235 -57.71289043033427 5593.4235 5913.5696 55.933277376313015 5913.5696 6240.9101 342.8934211783941 7538.762 8205.7486 2009ad "" "" "" +OBSERVED "" 55.17000000002008 0.5369701782795036 3981.8816 4002.9196 305.28578645205516 3981.8816 4634.0609 439.72033514655163 4634.0609 5526.675 35.91773380065258 5298.262 5526.675 97.8488877680141 5550.7185 5830.2239 259.7300262286724 5830.2239 6515.4631 518.0350757937216 7711.6261 8727.463 2009ag 107.10014211326819 3714.3979 3981.8816 +CMFGEN 1.04 55.17000000002008 -0.029834601152111978 3981.8816 4002.9196 153.71183427728775 3981.8816 4634.0609 103.1364533598003 4634.0609 5526.675 19.248142874288938 5298.262 5526.675 98.17803449151685 5550.7185 5830.2239 124.08133854662036 5830.2239 6515.4631 280.1792034749971 7711.6261 8727.463 2009ag 60.35756543370241 3714.3979 3981.8816 +CMFGEN 1.02 55.17000000002008 0.06739117953377047 3981.8816 4002.9196 221.29262179207507 3981.8816 4634.0609 135.91205520362365 4634.0609 5526.675 -2.5462668020296 5298.262 5526.675 63.64420172262266 5550.7185 5830.2239 141.26571935564058 5830.2239 6515.4631 419.2463520923774 7711.6261 8727.463 2009ag 18.953461398209868 3714.3979 3981.8816 +CMFGEN 1.4 55.17000000002008 0.08470651731687098 3981.8816 4002.9196 231.60699351095678 3981.8816 4634.0609 192.4960645889014 4634.0609 5526.675 -0.6302676446418964 5298.262 5526.675 34.16163737659685 5550.7185 5830.2239 122.41415685965538 5830.2239 6515.4631 388.40575328458317 7711.6261 8727.463 2009ag -4.991166453408877 3714.3979 3981.8816 +CMFGEN 1.7 55.17000000002008 0.0627299188994874 3981.8816 4002.9196 143.15655457068976 3981.8816 4634.0609 89.93274304436142 4634.0609 5526.675 12.883026192864335 5298.262 5526.675 97.81688366799784 5550.7185 5830.2239 135.32548982170783 5830.2239 6515.4631 219.89354553190532 7711.6261 8727.463 2009ag 40.94985641676361 3714.3979 3981.8816 +OBSERVED "" -3.7200000001103035 17.531801357410334 3954.4041 4084.0645 126.33814665355513 3954.4041 4533.3531 149.7484442488946 4533.3531 5118.3328 71.3420560242931 5211.809 5549.5292 22.36470264308741 5664.1129 5917.4031 108.83961738357542 5917.4031 6339.5534 292.4998883932028 7759.7878 8592.027 2009ag "" "" "" +CMFGEN 1.04 -3.7200000001103035 9.231861179900022 3954.4041 4084.0645 -458.2810686244616 3954.4041 4533.3531 210.63879099844252 4533.3531 5118.3328 162.08038145690404 5211.809 5549.5292 3.4390276361474887 5664.1129 5917.4031 88.6862374392294 5917.4031 6339.5534 156.1780564014447 7759.7878 8592.027 2009ag "" "" "" +CMFGEN 1.02 -3.7200000001103035 17.059208378384938 3954.4041 4084.0645 -504.9151970494449 3954.4041 4533.3531 254.11601704006222 4533.3531 5118.3328 167.66509744711198 5211.809 5549.5292 12.594660318195645 5664.1129 5917.4031 62.57452132918463 5917.4031 6339.5534 140.12925166654117 7759.7878 8592.027 2009ag "" "" "" +CMFGEN 1.4 -3.7200000001103035 20.48135575853839 3954.4041 4084.0645 -543.5108143630782 3954.4041 4533.3531 190.9995861443724 4533.3531 5118.3328 125.17281192477142 5211.809 5549.5292 12.487439726410878 5664.1129 5917.4031 11.093917237121051 5917.4031 6339.5534 92.00082084883593 7759.7878 8592.027 2009ag "" "" "" +CMFGEN 1.7 -3.7200000001103035 13.959123934367112 3954.4041 4084.0645 79.59404335101489 3954.4041 4533.3531 265.96961159581974 4533.3531 5118.3328 -16.215406924049184 5211.809 5549.5292 -7.461364393984827 5664.1129 5917.4031 82.10530544207985 5917.4031 6339.5534 222.5075146663791 7759.7878 8592.027 2009ag "" "" "" +OBSERVED "" -2.6499999998122803 22.195719358054458 3954.4041 4114.2181 125.37661940456707 3954.4041 4515.2609 156.559887414969 4515.2609 5130.3943 85.316824441884 5211.809 5630.9439 25.368089016822665 5630.9439 5926.4492 115.22692960576876 5926.4492 6324.4766 303.1461068580472 7798.9874 8516.643 2009ag "" "" "" +CMFGEN 1.04 -2.6499999998122803 8.94007684630156 3954.4041 4114.2181 -393.3737080711086 3954.4041 4515.2609 230.9679798926246 4515.2609 5130.3943 160.87590468420296 5211.809 5630.9439 -8.740465740518992 5630.9439 5926.4492 74.16425946916803 5926.4492 6324.4766 114.61849485876661 7798.9874 8516.643 2009ag "" "" "" +CMFGEN 1.02 -2.6499999998122803 22.939130148088804 3954.4041 4114.2181 -410.67782667253977 3954.4041 4515.2609 272.0541184570625 4515.2609 5130.3943 186.21560077437192 5211.809 5630.9439 11.05007600463881 5630.9439 5926.4492 53.188900794962635 5926.4492 6324.4766 98.6485708878378 7798.9874 8516.643 2009ag "" "" "" +CMFGEN 1.4 -2.6499999998122803 30.81532279763842 3954.4041 4114.2181 -439.8960520337977 3954.4041 4515.2609 197.42216902086128 4515.2609 5130.3943 108.90420982832867 5211.809 5630.9439 26.182976977095073 5630.9439 5926.4492 8.643592433697657 5926.4492 6324.4766 67.0480145845495 7798.9874 8516.643 2009ag "" "" "" +CMFGEN 1.7 -2.6499999998122803 22.57480591106795 3954.4041 4114.2181 191.86411924982363 3954.4041 4515.2609 314.4644095450551 4515.2609 5130.3943 33.62444302007389 5211.809 5630.9439 -24.185731029940964 5630.9439 5926.4492 72.53062944139343 5926.4492 6324.4766 164.91296800296513 7798.9874 8516.643 2009ag "" "" "" +OBSERVED "" 29.219999999833817 1.191232279631941 3963.4501 4002.6498 304.01344667415356 3963.4501 4611.7524 436.8879051285906 4611.7524 5504.2989 35.50952130314244 5299.2544 5504.2989 67.45817863285583 5558.5753 5887.2495 240.17302297622416 5887.2495 6541.5825 450.5893549458782 7723.6035 8712.6414 2009ag "" "" "" +CMFGEN 1.04 29.219999999833817 0.2712020343839271 3963.4501 4002.6498 29.088170005765726 3963.4501 4611.7524 140.41528962051498 4611.7524 5504.2989 15.229468318105548 5299.2544 5504.2989 -7.179066902861908 5558.5753 5887.2495 102.46869403652323 5887.2495 6541.5825 70.91172621908554 7723.6035 8712.6414 2009ag "" "" "" +CMFGEN 1.02 29.219999999833817 0.6777405254386848 3963.4501 4002.6498 -64.19540259628297 3963.4501 4611.7524 163.8427138245219 4611.7524 5504.2989 17.883497802757372 5299.2544 5504.2989 3.0894515966638365 5558.5753 5887.2495 90.46272373610111 5887.2495 6541.5825 -20.80168128606259 7723.6035 8712.6414 2009ag "" "" "" +CMFGEN 1.4 29.219999999833817 0.5450738515248298 3963.4501 4002.6498 -56.16885755047126 3963.4501 4611.7524 156.92000524770637 4611.7524 5504.2989 17.71882300921696 5299.2544 5504.2989 22.488656714355155 5558.5753 5887.2495 84.57564743398845 5887.2495 6541.5825 -84.48677947703581 7723.6035 8712.6414 2009ag "" "" "" +CMFGEN 1.7 29.219999999833817 0.5282491564918362 3963.4501 4002.6498 -43.316105469328825 3963.4501 4611.7524 155.03567068820365 4611.7524 5504.2989 17.984388539062444 5299.2544 5504.2989 -1.8413871734044303 5558.5753 5887.2495 87.85193193727916 5887.2495 6541.5825 86.80823683805014 7723.6035 8712.6414 2009ag "" "" "" +OBSERVED "" -0.6699999998309067 19.840842968171962 3957.4194 4093.1106 139.51541738707158 3957.4194 4530.3377 173.37848748017382 4530.3377 5220.8551 84.96351510161247 5220.8551 5567.6214 26.137964406965608 5567.6214 5932.4799 111.59543792075293 5932.4799 6348.5995 280.64803795286696 7792.9567 8604.0884 2009ag "" "" "" +CMFGEN 1.04 -0.6699999998309067 8.363916565588756 3957.4194 4093.1106 -446.26116154359966 3957.4194 4530.3377 300.3585877418469 4530.3377 5220.8551 157.45138772201673 5220.8551 5567.6214 -57.74553104786019 5567.6214 5932.4799 88.24167332118007 5932.4799 6348.5995 127.36006006791445 7792.9567 8604.0884 2009ag "" "" "" +CMFGEN 1.02 -0.6699999998309067 17.592165691196833 3957.4194 4093.1106 -489.44254930327315 3957.4194 4530.3377 192.90281036755772 4530.3377 5220.8551 175.19512302840153 5220.8551 5567.6214 -46.9104518721691 5567.6214 5932.4799 58.917041876143784 5932.4799 6348.5995 113.80702067453117 7792.9567 8604.0884 2009ag "" "" "" +CMFGEN 1.4 -0.6699999998309067 22.037588165283733 3957.4194 4093.1106 -527.2283341729105 3957.4194 4530.3377 83.81864098961326 4530.3377 5220.8551 135.3810559805732 5220.8551 5567.6214 21.371596844438383 5567.6214 5932.4799 9.967204951450936 5932.4799 6348.5995 62.55231718913565 7792.9567 8604.0884 2009ag "" "" "" +CMFGEN 1.7 -0.6699999998309067 15.373461646179893 3957.4194 4093.1106 97.84375212347653 3957.4194 4530.3377 436.7725526279827 4530.3377 5220.8551 7.5518294629506135 5220.8551 5567.6214 -107.3468372649535 5567.6214 5932.4799 76.83677310035655 5932.4799 6348.5995 181.22775112543457 7792.9567 8604.0884 2009ag "" "" "" +OBSERVED "" 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" 94.40845247661333 5553.9994 5885.5748 176.42689406287695 5885.5748 6494.1133 379.57444087086384 7843.8204 8760.529 2009ag "" "" "" +CMFGEN 1.04 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" -50.5137272269139 5553.9994 5885.5748 -47.05357839796028 5885.5748 6494.1133 -428.7664463517217 7843.8204 8760.529 2009ag "" "" "" +CMFGEN 1.02 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" -75.28524124931266 5553.9994 5885.5748 129.8181023928497 5885.5748 6494.1133 59.31419127951621 7843.8204 8760.529 2009ag "" "" "" +CMFGEN 1.4 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" -4.875313195844522 5553.9994 5885.5748 62.638949506020715 5885.5748 6494.1133 -24.579448289569022 7843.8204 8760.529 2009ag "" "" "" +CMFGEN 1.7 17.219999999833817 "" "" "" "" "" "" "" "" "" "" "" "" -117.19510345281734 5553.9994 5885.5748 133.83224376142957 5885.5748 6494.1133 50.39603164221653 7843.8204 8760.529 2009ag "" "" "" +OBSERVED "" 17.250000000094587 -0.586648433132782 3963.9504 4001.3675 317.51603552345193 3963.9504 4629.44 326.4709123232465 4629.44 5457.9611 -0.11771363814529998 5286.9115 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag 157.8717430473384 3581.7617 3963.9504 +CMFGEN 1.04 17.250000000094587 0.8515832483942071 3963.9504 4001.3675 -81.99652844830774 3963.9504 4629.44 82.12668465105095 4629.44 5457.9611 -4.183271379006664 5286.9115 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag -568.172776687072 3581.7617 3963.9504 +CMFGEN 1.02 17.250000000094587 0.6194626740067875 3963.9504 4001.3675 -1005.6359375087613 3963.9504 4629.44 421.2435267312817 4629.44 5457.9611 61.91937645083295 5286.9115 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag -23.648368972391864 3581.7617 3963.9504 +CMFGEN 1.4 17.250000000094587 0.49207994765329605 3963.9504 4001.3675 -1090.8925204814254 3963.9504 4629.44 445.4043984856743 4629.44 5457.9611 46.08472457988243 5286.9115 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag -50.398832452895014 3581.7617 3963.9504 +CMFGEN 1.7 17.250000000094587 0.39617366007686833 3963.9504 4001.3675 -646.0916467561253 3963.9504 4629.44 315.0187170417322 4629.44 5457.9611 -44.92010614978288 5286.9115 5500.7234 "" "" "" "" "" "" "" "" "" 2009ag -77.426144911949 3581.7617 3963.9504 diff --git a/results/equivalent_width/peak_model_pew.ecsv b/results/equivalent_width/peak_model_pew.ecsv new file mode 100644 index 0000000..14907ee --- /dev/null +++ b/results/equivalent_width/peak_model_pew.ecsv @@ -0,0 +1,61 @@ +# %ECSV 0.9 +# --- +# datatype: +# - name: model +# datatype: string +# - name: version +# datatype: string +# - name: pW1 +# datatype: float64 +# - name: pW1_start +# datatype: float64 +# - name: pW1_end +# datatype: float64 +# - name: pW2 +# datatype: float64 +# - name: pW2_start +# datatype: float64 +# - name: pW2_end +# datatype: float64 +# - name: pW3 +# datatype: float64 +# - name: pW3_start +# datatype: float64 +# - name: pW3_end +# datatype: float64 +# - name: pW4 +# datatype: float64 +# - name: pW4_start +# datatype: float64 +# - name: pW4_end +# datatype: float64 +# - name: pW5 +# datatype: float64 +# - name: pW5_start +# datatype: float64 +# - name: pW5_end +# datatype: float64 +# - name: pW6 +# datatype: float64 +# - name: pW6_start +# datatype: float64 +# - name: pW6_end +# datatype: float64 +# - name: pW7 +# datatype: float64 +# - name: pW7_start +# datatype: float64 +# - name: pW7_end +# datatype: float64 +# - name: pW8 +# datatype: float64 +# - name: pW8_start +# datatype: float64 +# - name: pW8_end +# datatype: float64 +# schema: astropy-2.0 +model version pW1 pW1_start pW1_end pW2 pW2_start pW2_end pW3 pW3_start pW3_end pW4 pW4_start pW4_end pW5 pW5_start pW5_end pW6 pW6_start pW6_end pW7 pW7_start pW7_end pW8 pW8_start pW8_end +CMFGEN 1.04 127.8713932448589 3591.444 3900.248 0.23563976140130422 3900.248 4020.84 46.0153529490703 3900.248 4498.542 126.35759234829175 4500.062 5126.027 80.68685350130323 5150.201 5600.806 8.851269867657827 5600.806 5800.134 153.70184843398062 5800.134 6287.945 113.72238854384739 7851.667 8482.099 +CMFGEN 1.02 126.62845324567816 3605.965 3900.254 28.223553541393848 3900.254 4106.558 87.4178936952591 3900.254 4520.868 162.1711968117487 4520.868 5114.375 92.24438066359261 5168.453 5624.389 18.677869015447676 5624.389 5850.106 156.52608191277983 5850.106 6339.207 189.48065424617428 7812.672 8569.902 +CMFGEN 1.4 126.1126757769391 3589.023 3900.248 39.0271446381032 3900.248 4115.193 121.84735706110715 3900.248 4526.563 192.63159272244278 4526.563 5126.027 84.59161115645054 5185.022 5567.876 25.469809095503678 5567.876 5868.823 158.76005620976747 5868.823 6348.06 226.08140391388957 7806.095 8598.102 +CMFGEN 1.7 116.24806783772303 3614.157 3900.248 13.795773466777483 3900.248 4077.691 58.60555995639612 3900.248 4507.237 137.3176962495341 4507.237 5144.563 94.09233948695513 5150.201 5617.776 12.463255459102264 5617.776 5815.757 137.64396400983844 5815.757 6309.64 143.64351686902924 7839.783 8527.398 diff --git a/run_analysis.py b/run_analysis.py index 9466f77..1fbc2ee 100644 --- a/run_analysis.py +++ b/run_analysis.py @@ -4,42 +4,48 @@ """Command line interface for the analysis package.""" import argparse +import warnings from pathlib import Path import sncosmo -from sndata.csp import dr3 +from sndata.csp import dr1, dr3 from tqdm import tqdm +from analysis import equivalent_width from analysis import lc_colors from analysis import models +warnings.filterwarnings('ignore') models.register_sources() +dr1.download_module_data() dr3.download_module_data() dr3.register_filters() -def get_models(cli_args): - """Return a list of SNCosmo models specified by command line arguments +def get_models(model_id_list): + """Return a list of models corresponding to a list of model ids + + Model ids should be of the form ``, Args: - cli_args (argparse.Namespace): Command line arguments + model_id_list (list): A list of model ids Returns: - A list of SNCosmo models + A list of sncosmo Models """ - models_list = [] - for name, version in zip(cli_args.models, cli_args.versions): - source = sncosmo.get_source(name, version=version) - model = sncosmo.Model(source=source) + model_list = [] + for model_id in model_id_list: + name, version = model_id.split(',') + model = sncosmo.Model(sncosmo.get_source(name, version=version)) model.add_effect(sncosmo.F99Dust(), 'ext', 'rest') - models_list.append(model) + model_list.append(model) - return models_list + return model_list def run_lc_color(cli_args): - """Run light curve fits using command line args + """Run color analysis Args: cli_args (argparse.Namespace): Command line arguments @@ -57,11 +63,10 @@ def run_lc_color(cli_args): 'csp_dr3_H', ] - color_combos = [(unique_bands[i], unique_bands[i + 1]) for i in - range(len(unique_bands) - 1)] - + color_combos = [(unique_bands[i], unique_bands[i + 1]) for i in range(len(unique_bands) - 1)] out_dir = Path(cli_args.out_dir) / 'color_evolution' - for model in get_models(cli_args): + tqdm.write('Tabulating color evolution') + for model in get_models(cli_args.models): tqdm.write(f'Fitting {model.source.name} {model.source.version}') file_name = f'{model.source.name}_{model.source.version}.ecsv' t = lc_colors.tabulate_residuals(dr3, model, color_combos) @@ -69,39 +74,67 @@ def run_lc_color(cli_args): tqdm.write('\n') +def run_ew(cli_args): + """Run equivalent width analysis + + Args: + cli_args (argparse.Namespace): Command line arguments + """ + + models = get_models(cli_args.models) + out_dir = Path(cli_args.out_dir) / 'equivalent_width' + out_dir.mkdir(parents=True, exist_ok=True) + + tqdm.write('Tabulating peak model pew...') + peak_pew = equivalent_width.tabulate_peak_model_pew(models) + peak_pew.write(out_dir / f'peak_model_pew.ecsv', overwrite=True) + + for fix_boundaries in (True, False): + start_msg = 'Tabulating equivalent widths (Fixed bounds = {})' + tqdm.write(start_msg.format(fix_boundaries)) + + ew_results = equivalent_width.tabulate_pew_spectra( + data_release=dr1, + models=get_models(cli_args.models), + fix_boundaries=fix_boundaries) + + out_path = out_dir / f'fixed_{fix_boundaries}.ecsv' + ew_results.write(out_path, overwrite=True) + + # Parse command line input if __name__ == '__main__': parser = argparse.ArgumentParser( description='Compare various SN models against CSP data.') - subparsers = parser.add_subparsers(help='') + + parser.add_argument( + '-o', '--out_dir', + type=str, + default=['./'], + help='Output directory') + color_parser = subparsers.add_parser( 'lc_color', help='Compare color evolution with models.') - color_parser.set_defaults(func=run_lc_color) + color_parser.add_argument( '-m', '--models', type=str, nargs='+', - default=['salt2'], - help='Models to fit') + required=True, + help='Models to use') - color_parser.add_argument( - '-v', '--versions', - type=str, - nargs='+', - default=['2.4'], - help='Version of each model to fit') + ew_parser = subparsers.add_parser( + 'equivalent_width', help='Calculate pseudo equivalent width values') + ew_parser.set_defaults(func=run_ew) - color_parser.add_argument( - '-o', '--out_dir', + ew_parser.add_argument( + '-m', '--models', type=str, - default=['./'], - help='Output directory') + nargs='+', + required=True, + help='Models to use') cli_args = parser.parse_args() - if not (len(cli_args.models) == len(cli_args.versions)): - raise ValueError( - 'Number of models and versions must match.') - cli_args.func(cli_args) diff --git a/run_analysis.sh b/run_analysis.sh new file mode 100644 index 0000000..0055271 --- /dev/null +++ b/run_analysis.sh @@ -0,0 +1,4 @@ +#!/usr/bin/env bash + +python run_analysis.py -o results equivalent_width -m CMFGEN,1.04 CMFGEN,1.02 CMFGEN,1.4 CMFGEN,1.7; +python run_analysis.py -o results lc_color -m CMFGEN,1.04 CMFGEN,1.02 CMFGEN,1.4 CMFGEN,1.7; diff --git a/setup.py b/setup.py new file mode 100644 index 0000000..280b135 --- /dev/null +++ b/setup.py @@ -0,0 +1,13 @@ +#!/usr/bin/env python3 +# -*- coding: UTF-8 -*- + + +from setuptools import find_packages, setup + +setup(name='nir_analysis', + packages=find_packages(), + python_requires='>=3.7', + setup_requires=['pytest-runner'], + tests_require=['pytest'], + package_data={'': ['*.yml', 'NPZ_models/*.npz.zip']}, + include_pacakge_data=True) diff --git a/tests/test_equivalent_width.py b/tests/test_equivalent_width.py new file mode 100644 index 0000000..75f8a23 --- /dev/null +++ b/tests/test_equivalent_width.py @@ -0,0 +1,260 @@ +#!/usr/bin/env python3 +# -*- coding: UTF-8 -*- + +"""Tests for the ``analysis.equivalent_width`` module.""" + +from unittest import TestCase + +import numpy as np +import sncosmo +from sndata.csp import dr1, dr3 + +from analysis import equivalent_width as equiv_width +from analysis import models +from analysis import utils + +models.register_sources() +dr3.download_module_data() +dr3.register_filters() + + +def create_test_spectrum(feat_start, feat_end, slope, cont_intercept, + feat_intercept): + """Create a dummy spectrum with an absorption feature and linear continuum + + The y-intercept of the feature is fixed at 1. The feature starts at 0 and + ends at ``feat_end``. + + Args: + feat_start (int): Feature starting wavelength + feat_end (int): Feature ending wavelength + slope (float): Slope of the continuum + cont_intercept (float): y-intercept of the continuum flux + feat_intercept (float): y-intercept of the feature flux + + Returns: + An array representing wavelength values at a resolution of .5 + An array representing flux values + """ + + # Define the continuum + wave = np.arange(feat_start - 10, feat_end + 10, .25) + flux = slope * wave + cont_intercept + + # Add an absorption feature from 0 to feat_width + feature_indices = ((0 < wave) & (wave < feat_end)) + + flux[feature_indices] = slope * wave[feature_indices] + feat_intercept + + return wave, flux + + +class FeatureIdentification(TestCase): + """Test the identification of feature boundaries""" + + @classmethod + def setUpClass(cls): + # Create dummy spectrum + wave_range = (7000, 8001, 100) + cls.wavelength = np.arange(*wave_range) + cls.flux = np.ones_like(cls.wavelength) # Define continuum + + cls.peak_wavelengths = (7100, 7500) + for peak in cls.peak_wavelengths: + cls.flux[cls.wavelength == peak] = 10 # Add delta function peak + + def test_peak_coordinates(self): + """Test the correct peak wavelength is found for a single flux spike""" + + expected_peak = self.peak_wavelengths[0] + recovered_peak = equiv_width._calc_ew.get_peak_wavelength( + self.wavelength, + self.flux, + expected_peak - 10, + expected_peak + 10 + ) + + self.assertEqual(expected_peak, recovered_peak) + + def test_unobserved_feature(self): + """Test an error is raise if the feature is out of bounds""" + + max_wavelength = max(self.wavelength) + with self.assertRaises(equiv_width.UnobservedFeature): + equiv_width._calc_ew.get_peak_wavelength( + self.wavelength, + self.flux, + max_wavelength + 10, + max_wavelength + 20 + ) + + def test_double_peak(self): + """Test the correct feature wavelengths are found""" + + lower_peak_wavelength = min(self.peak_wavelengths) + upper_peak_wavelength = max(self.peak_wavelengths) + recovered_lower_peak = equiv_width._calc_ew.get_peak_wavelength( + self.wavelength, + self.flux, + lower_peak_wavelength - 10, + upper_peak_wavelength + 10, + 'min' + ) + + recovered_upper_peak = equiv_width._calc_ew.get_peak_wavelength( + self.wavelength, + self.flux, + lower_peak_wavelength - 10, + upper_peak_wavelength + 10, + 'max' + ) + + self.assertEqual( + lower_peak_wavelength, recovered_lower_peak, 'Incorrect min peak') + + self.assertEqual( + upper_peak_wavelength, recovered_upper_peak, 'Incorrect max peak') + + def test_feature_bounds(self): + lower_peak_wavelength = min(self.peak_wavelengths) + upper_peak_wavelength = max(self.peak_wavelengths) + feature_dict = { + 'lower_blue': lower_peak_wavelength - 10, + 'upper_blue': lower_peak_wavelength + 10, + 'lower_red': upper_peak_wavelength - 10, + 'upper_red': upper_peak_wavelength + 10 + } + + feat_start, feat_end = equiv_width.get_feature_bounds( + self.wavelength, self.flux, feature_dict) + + self.assertEqual( + lower_peak_wavelength, feat_start, 'Incorrect min peak') + + self.assertEqual( + upper_peak_wavelength, feat_end, 'Incorrect max peak') + + +class EWCalculation(TestCase): + """Test the measurement of pew values""" + + def test_continuum_func(self): + """Test fitting the continuum returns correct slope and intercept""" + + # Create a fake test spectrum + feat_start = 0 + feat_end = 15 + slope = 2 + intercept = 3 + test_wave, test_flux = create_test_spectrum( + feat_start=feat_start, + feat_end=feat_end, + slope=slope, + cont_intercept=intercept, + feat_intercept=1) # The feature intercept doesn't matter here + + # Fit the continuum + cont_func = equiv_width.fit_continuum_func( + test_wave, test_flux, feat_start, feat_end) + + # Check we recover the input continuum slope and intercept + fit_cont_params = np.polyfit(test_wave, cont_func(test_wave), deg=1) + self.assertAlmostEqual( + slope, fit_cont_params[0], places=10, + msg='Wrong continuum slope.') + + self.assertAlmostEqual( + intercept, fit_cont_params[1], places=10, + msg='Wrong continuum y-intercept.') + + def test_calc_ew(self): + """Test the measured and simulated pew agree""" + + feat_start = 0 + feat_end = 15 + cont_intercept = 2 + feat_intercept = 1 + test_wave, test_flux = create_test_spectrum( + feat_start=feat_start, + feat_end=feat_end, + cont_intercept=cont_intercept, + feat_intercept=feat_intercept, + slope=0) + + # The returned equivalent width should be less then the actual + # equivalent width by half of the wavelength resolution + # of the fake spectrum. + actual_ew = (feat_end - feat_start) * (feat_intercept / cont_intercept) + expected_ew = actual_ew - ((test_wave[1] - test_wave[0]) / 2) + returned_ew, returned_start, returned_end = equiv_width.calc_pew( + test_wave, test_flux, feat_start=feat_start, feat_end=feat_end) + + self.assertEqual(feat_start, returned_start, 'Wrong feature start') + self.assertEqual(feat_end, returned_end, 'Wrong feature end') + self.assertEqual(expected_ew, returned_ew, 'Wrong feature width') + + +class Tabulation(TestCase): + """Tests for the compilation of pew results into a single table""" + + @classmethod + def setUpClass(cls): + # Load CMFGEN models + m102 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.02)) + m104 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.04)) + m14 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.4)) + m17 = sncosmo.Model(sncosmo.get_source('CMFGEN', version=1.7)) + cls.model_list = [m102, m104, m14, m17] + for model in cls.model_list: + model.add_effect(sncosmo.F99Dust(), 'ext', 'rest') + + # Load arbitrary data + dr1.download_module_data() + demo_id = '2004ef' + demo_data = dr1.get_data_for_id(demo_id) + obs_dates, wavelengths, fluxes = utils.parse_spectra_table(demo_data) + cls.obs_date = obs_dates[0] + cls.wavelength = wavelengths[0] + cls.flux = fluxes[0] + + def test_create_pew_table(self): + """Test the pew summary table has the correct length and columns""" + + table = equiv_width._calc_ew.create_pew_summary_table(self.model_list) + self.assertSequenceEqual(['model', 'version'], table.colnames) + + # Expect one row per model plus one for observed data + expected_len = len(self.model_list) + 1 + self.assertEqual(expected_len, len(table), 'Table has incorrect len') + + def test_boundary_fixing(self): + """Test feature bounds do/don't vary per model when they + are/aren't fixed + """ + + # Pick an arbitrary feature + test_feature = 'pW3' + + # Determine pew for free and fixed bounds + free_ew = equiv_width.tabulate_pew_spectrum( + self.obs_date, self.wavelength, self.flux, self.model_list, False) + + fixed_ew = equiv_width.tabulate_pew_spectrum( + self.obs_date, self.wavelength, self.flux, self.model_list, True) + + # Check that free boundaries are not all the same + num_free_starts = len(set(free_ew[test_feature + '_start'])) + num_free_ends = len(set(free_ew[test_feature + '_start'])) + self.assertGreater(num_free_starts, 1, 'Free lower bounds do not vary') + self.assertGreater(num_free_ends, 1, 'Free upper bounds do not vary') + + # Check that fixed boundaries are all the same + num_fixed_starts = len(set(fixed_ew[test_feature + '_start'])) + num_fixed_ends = len(set(fixed_ew[test_feature + '_start'])) + self.assertEqual(num_fixed_starts, 1, 'Fixed lower bounds vary') + self.assertEqual(num_fixed_ends, 1, 'Fixed upper bounds vary') + + +# Todo: Compare interpolated pew results and against published pew data +class PEWInterpolation(TestCase): + pass