diff --git a/.gitignore b/.gitignore index 2907ce6..67cdf2c 100644 --- a/.gitignore +++ b/.gitignore @@ -9,17 +9,28 @@ ## ipython notebook checkpoint folders **/.ipynb_checkpoints/ +# builds for uploading to PyPI +dist/ +./build/ +prms_python.egg-info/ + venv -*animation* -test/data/models/lbcd/prms.out -test/data/models/lbcd/prms_ic.out -test/data/models/lbcd/statvar.dat notebooks/jupyternb-scenario-series-example/ -docs/build **/utility_functions.ipynb **/scripts/*.data -scripts/ dry_creek **/dry_creek/ prms_python.egg-info + +## test data +test/data/tmp_scenarios/* +test/data/models/lbcd/test-sim-dir/* +*tmp_sim* + +test/data/models/lbcd/prms.out +test/data/models/lbcd/prms_ic.out +test/data/models/lbcd/statvar.dat +test/results + +*animation* diff --git a/CHANGELOG.rst b/CHANGELOG.rst new file mode 100644 index 0000000..7f3ede4 --- /dev/null +++ b/CHANGELOG.rst @@ -0,0 +1,51 @@ +Change log +********** + +Version 1.0.1 +============= + +Substantial improvements and updates to online documentation. Renamed two util +module functions to align with PEP style conventions specifically: +``Kolmogorov_Smirnov`` became ``kolmogorov_smirnov`` and ``calc_emp_CDF`` +became ``calc_emp_cdf``, also renamed ``util.load_data_file`` to +``util.load_data`` for consistency with ``util.load_statvar``. Name changes +are backwards compatible. Add interactive code snippets in online documentation, +add conda environment file. + +Bug Fixes +--------- + +* Fix `prmspy` script errors after prms-python installation with Python 2 + +Version 1.0.0 +============= + +Stable version and first numbered release on PyPI. All functionality tested +and passed on multiple platforms using several PRMS models. + +Major submodules, classes and functions +--------------------------------------- + +* data + - Data +* parameters + - Parameters, modify_params +* simulation + - Simulation, SimulationSeries +* scenario + - Scenario, ScenarioSeries +* optimizer + - Optimizer, OptimizationResult, resample_param +* util + - load_statvar, nash_sutcliffe, and others + +This version also includes the command line interface script "`prmspy`". +Ongoing work on Docs website, includes mostly up-to-date Jupyter notebook +examples. + +Version 0.1.0 +============= + +First numbered version, was not setup for installation using PyPI. Many changes +occured for initial development under this version which were not released. + diff --git a/LICENSE.md b/LICENSE.md new file mode 100644 index 0000000..0bedf48 --- /dev/null +++ b/LICENSE.md @@ -0,0 +1,34 @@ +<<<<<<< HEAD:license +Copyright (c) 2016-2019 John Volk and Matthew Turner +======= +Copyright (c) 2016-2018 John Volk and Matt Turner +>>>>>>> 88f12cc75c3e6682f81d3724fb5681e747481b1e:LICENSE.md +All rights reserved. + +Redistribution and use in source and binary forms, with or without +modification, are permitted (subject to the limitations in the disclaimer +below) provided that the following conditions are met: + + * Redistributions of source code must retain the above copyright notice, + this list of conditions and the following disclaimer. + + * Redistributions in binary form must reproduce the above copyright + notice, this list of conditions and the following disclaimer in the + documentation and/or other materials provided with the distribution. + + * Neither the name of the copyright holder nor the names of its + contributors may be used to endorse or promote products derived from this + software without specific prior written permission. + +NO EXPRESS OR IMPLIED LICENSES TO ANY PARTY'S PATENT RIGHTS ARE GRANTED BY +THIS LICENSE. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND +CONTRIBUTORS "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT +LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A +PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR +CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, +EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, +PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR +BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER +IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) +ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE +POSSIBILITY OF SUCH DAMAGE. diff --git a/MANIFEST.in b/MANIFEST.in new file mode 100644 index 0000000..609cc1d --- /dev/null +++ b/MANIFEST.in @@ -0,0 +1,3 @@ +include LICENSE.md +include environment.yml +graft notebooks diff --git a/README.md b/README.md index ee037ad..583810b 100644 --- a/README.md +++ b/README.md @@ -1,21 +1,34 @@ # PRMS-Python -PRMS-Python provides a Python interface to PRMS data files and for running -PRMS simulations. This module tries to improve the management of PRMS simulation -data while also providing useful "pythonic" tools to do scenario-based PRMS -simulations. By "scenario-based" modeling we mean, for example, parameter -sensitivity analysis, where each "scenario" is an iterative perturbation of -one or many parameters. Another example "scenario-based" modeling exercise would -be climate scenario modeling: what will happen to modeled outputs if the -input meteorological data were to change? +[Online documentation](https://prms-python.github.io/PRMS-Python/build/html/index.html) + +PRMS-Python provides a Python interface to PRMS data files and manages +PRMS simulations. This module aims to improve the efficiency of PRMS +workflows by giving access to PRMS data structures while providing +"pythonic" tools to do scenario-based PRMS simulations. By +"scenario-based" we mean testing model hypotheses associated with model +inputs, outputs, and model structure. For example, parameter sensitivity +analysis, where each "scenario" is an iterative perturbation of one or +many parameters. Another example "scenario-based" modeling exercise +would be climate scenario modeling: what will happen to modeled outputs +if the input meteorological data were to change? + ## Installation -Currently it's clone-then-pip: +PRMS-Python versions are available on the Python Package Index [PyPI](https://pypi.org/project/prms-python/) +and can be installed and upgraded using pip: ``` -git clone https://github.com/northwest-knowledge-network/prms-python +pip install prms-python +``` + +Alternatively clone-then-pip: + +``` +git clone https://github.com/PRMS-Python/PRMS-Python.git +cd PRMS-Python ``` then @@ -24,10 +37,77 @@ then pip install --editable . ``` +Another option is to download the source code as a zip file, unzip it +and within the PRMS-Python root directory run: + +``` +python setup.py install +``` + +## Usage and documentation + +We reccomend starting with the ["getting started"](https://github.com/PRMS-Python/PRMS-Python/blob/master/notebooks/getting_started.ipynb) +Jupyter notebook for file structure rules that PRMS-Python uses and then +moving on to other example notebooks in the [`notebooks` directory](https://github.com/PRMS-Python/PRMS-Python/tree/master/notebooks). Online documentation is available [here](https://prms-python.github.io/PRMS-Python/build/html/index.html). + +## Building documentation + +This project uses the [Sphinx documentation engine for Python](http://www.sphinx-doc.org/en/master/) +The documentation source is located in `docs/source`. Eventually we can +wrap the following steps into a script. But for now, to build the +documentation, go to the `docs/` directory and run + +``` +make html +``` + +If it fails because of missing dependencies, just install the dependencies +it says it's missing. Publishing the docs is now done automatically with any +commits are pushed to the master branch. + + + ## Unit tests @@ -37,3 +117,13 @@ I run them using nose but that's not required. From the root repo directory ``` nosetests -v ``` + +## Contribute + +We welcome anyone seriously interested in contributing to PRMS-Python to do so in anyway they see fit. If you are not sure where to begin you can look for current issues or submit a new issue [here](https://github.com/PRMS-Python/PRMS-Python/issues). You may also [fork](https://help.github.com/articles/fork-a-repo/) PRMS-Python and submit a pull request if you would like to offer your direct changes to the package. + +## Citing PRMS-Python + +If you use PRMS-Python for published work we ask that you please cite the [PRMS-Python manuscript](https://www.sciencedirect.com/science/article/pii/S1364815218308004) as follows: + +Volk, J. M., & Turner, M. A. (2019). PRMS-Python: A Python framework for programmatic PRMS modeling and access to its data structures. Environmental Modelling & Software, 114, 152–165. https://doi.org/10.1016/J.ENVSOFT.2019.01.006 diff --git a/docs/.nojekyll b/docs/.nojekyll new file mode 100644 index 0000000..e69de29 diff --git a/docs/Makefile b/docs/Makefile index 0fe7dd9..684eb95 100644 --- a/docs/Makefile +++ b/docs/Makefile @@ -9,7 +9,7 @@ BUILDDIR = build # User-friendly check for sphinx-build ifeq ($(shell which $(SPHINXBUILD) >/dev/null 2>&1; echo $$?), 1) - $(error The '$(SPHINXBUILD)' command was not found. Make sure you have Sphinx installed, then set the SPHINXBUILD environment variable to point to the full path of the '$(SPHINXBUILD)' executable. Alternatively you can add the directory with the executable to your PATH. If you don\'t have Sphinx installed, grab it from http://sphinx-doc.org/) + $(error The '$(SPHINXBUILD)' command was not found. Make sure you have Sphinx installed, then set the SPHINXBUILD environment variable to point to the full path of the '$(SPHINXBUILD)' executable. Alternatively you can add the directory with the executable to your PATH. 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When it is not found, a full rebuild will be done. +config: cc68617934c1a6e4157b7bd31615fc7b +tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/docs/build/html/.nojekyll b/docs/build/html/.nojekyll new file mode 100644 index 0000000..e69de29 diff --git a/docs/build/html/_images/nash-sutcliffe-ex.png b/docs/build/html/_images/nash-sutcliffe-ex.png new file mode 100644 index 0000000..9b70bd2 Binary files /dev/null and b/docs/build/html/_images/nash-sutcliffe-ex.png differ diff --git a/docs/build/html/_images/nash-sutcliffe.png b/docs/build/html/_images/nash-sutcliffe.png new file mode 100644 index 0000000..11d06b6 Binary files /dev/null and b/docs/build/html/_images/nash-sutcliffe.png differ diff --git a/docs/build/html/_images/obs-mod-flow.png b/docs/build/html/_images/obs-mod-flow.png new file mode 100644 index 0000000..d7d4123 Binary files /dev/null and b/docs/build/html/_images/obs-mod-flow.png differ diff --git a/docs/build/html/_modules/index.html b/docs/build/html/_modules/index.html new file mode 100644 index 0000000..1ca77de --- /dev/null +++ b/docs/build/html/_modules/index.html @@ -0,0 +1,131 @@ + + + + + + + Overview: module code — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_modules/prms_python/data.html b/docs/build/html/_modules/prms_python/data.html new file mode 100644 index 0000000..d92f252 --- /dev/null +++ b/docs/build/html/_modules/prms_python/data.html @@ -0,0 +1,390 @@ + + + + + + + prms_python.data — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Source code for prms_python.data

+# -*- coding: utf-8 -*-
+'''
+data.py -- holds ``Data`` class for standard PRMS climate input data.
+'''
+
+import pandas as pd
+from shutil import copyfile
+
+
[docs]class Data(object): + """ + Object to access or create a PRMS data file with ability to load/assign it to a + date-time indexed pandas.DataFrame for data management, analysis and visualization. + It can be used to build a new PRMS data file from user defined metadata and a + ``pandas.DataFrame`` of PRMS datetime-indexed climatic forcing and observation + variables. + + The class properties ``metadata`` and ``data_frame`` can be later assigned if no + ``base_file`` is given on initialization, allowing for the creation of PRMS climatic + forcing file in a Python environment. + + Keyword Arguments: + base_file (str, optional): path to standard PRMS data file + na_rep (int, optional): how to represent missing values default = -999 + + Attributes: + date_header (list): date and time header for PRMS data file + valid_input_variables (tuple): valid hydro-climate variables for PRMS data file + + Note: + If using the ``Data`` class to create a new data file, it is up to the user + to ensure that the metadata and :class:`pandas.DataFrame` assigned are correct + and compatible. + + """ + + ## data file constant attributes + date_header = ['year', + 'month', + 'day', + 'hh', + 'mm', + 'sec'] + + valid_input_variables = ('gate_ht', + 'humidity', + 'lake_elev', + 'pan_evap', + 'precip', + 'rain_day', + 'runoff', + 'snowdepth', + 'solrad', + 'tmax', + 'tmin', + 'wind_speed') + + def __init__(self, base_file=None, na_rep=-999): + self.base_file = base_file + self.na_rep = na_rep + self._metadata = None + self._data_frame = None + + @property + def metadata(self): + """ + :obj:`dict`:A property that gets and sets the header information from + a standard PRMS climate input data file held in a Python dictionary. As + a property it can be assigned directly to overwrite or create a new PRMS + data file. As such the user is in control and must supply the correct + syntax for PRMS standard data files, e.g. text lines before header should + begin with "//". Here is an example of the information gathered and held in + this attribute: + + Example: + >>> data.metadata + { + 'data_startline' : 6, + 'data_variables' : ['runoff 1', 'runoff 2', 'tmin', 'tmax', 'ppt'] + 'text_before_header' : "Title of data file \\n //some comments\\nrunoff 2 + \\ntmin 1\\ntmax 1\\nppt 1\\nrunoff 2\\ntmin 1 + \\ntmax 1\\nppt 1\\n + ########################################\\n" + } + + Note: + When assigning or creating a new data file, the ``Data.write`` method will + assign the appropriate date header that follows the line of number signs "#". + + Raises: + ValueError: if data in metadata is accessed before data is assigned, + e.g. if accessed to write a PRMS data file from a ``Data`` instance + that was initialized without a valid PRMS data file. + TypeError: if an object that is not a Python dictionary is assigned. + + """ + # to avoid overwriting pre-assigned data, check if already exists + if isinstance(self._metadata, dict): + return self._metadata + elif not self.base_file: + raise ValueError('No data file was given on initialization') + + ## starting list for variable names in data file + input_data_names = [] + text_before_header = str() + ## open data file and read header information + with open(self.base_file, 'r') as inf: + for idx,l in enumerate(inf): + text_before_header+=l + if idx == 0: ## first line always string identifier of the file- may use later + data_head = l.rstrip() + elif l.startswith('/'): ## comment lines + continue + if l.startswith(Data.valid_input_variables): + h = l.split() ## split, first name and second number of columns + if int(h[1]) > 1: ## more than one input time series of a particular variable + for el in range(int(h[1])): + tmp = '{var_name} {var_ind}'.format(var_name = h[0], var_ind = el+1) + input_data_names.append(tmp) + elif int(h[1]) == 1: + input_data_names.append(h[0]) + if l.startswith('#'): ## end of header info and begin time series input data + data_startline = idx+1 ## 0 indexed line of first data entry + break + + self._metadata = dict([('data_startline',data_startline), + ('data_variables',input_data_names), + ('text_before_header',text_before_header)]) + return self._metadata + + @metadata.setter + def metadata(self, dic): + if not isinstance(dic, dict): + raise TypeError('Must assign a Python dictionary for new Data object/file metadata') + self._metadata = dic + + @property + def data_frame(self): + """ + A property that gets and sets the climatic forcing data for a standard PRMS + climate input data file as a :class:`pandas.DataFrame`. + + Example: + d is a Data instance, calling + + >>> d.data_frame + input variables runoff 1 runoff 2 runoff 3 precip tmax tmin + date + 1996-12-27 0.54 1.6 NaN 0.0 46 32.0 + 1996-12-28 0.65 1.6 NaN 0.0 45 24.0 + 1996-12-29 0.80 1.6 NaN 0.0 44 28.0 + 1996-12-30 0.90 1.6 NaN 0.0 51 33.0 + 1996-12-31 1.00 1.7 NaN 0.0 47 32.0 + + shows the date-indexed ``pd.DataFrame`` of the input data that is created + when a ``Data`` object is initiated if given a valid ``base_file``, i.e. + file path to a PRMS climate data file. + + Raises: + ValueError: if attribute is accessed before either assigning a PRMS data + file on ``Data`` initialization or not assigning a compatabile + date-indexed ``pandas.DataFrame`` of hydro-climate variables. + TypeError: if a data type other than ``pandas.DataFrame`` is assigned. + """ + if not self._metadata: + self.metadata + elif not isinstance(self._data_frame, pd.DataFrame) and self.base_file == None: + raise ValueError('No data base_file given on initialization, '\ + 'therefore you must assign a DataFrame'\ + +' before accessing the .data_frame attribute!') + # to avoid overwriting pre-assigned data + elif isinstance(self._data_frame, pd.DataFrame): + return self._data_frame + + df = pd.read_csv(self.base_file, header = -1, skiprows = self.metadata['data_startline'], + delim_whitespace = True, na_values = [self.na_rep]) ## read data file + df.columns = Data.date_header + self.metadata['data_variables'] + date = pd.Series(pd.to_datetime(df.year * 10000 + df.month * 100 +\ + df.day, format = '%Y%m%d'), index = df.index) + df.index = pd.to_datetime(date) ## assign datetime index + df.drop(Data.date_header, axis = 1, inplace = True) ## unneeded columns + df.columns.name = 'input variables' ; df.index.name = 'date' + self._data_frame = df + return self._data_frame + + @data_frame.setter + def data_frame(self, df): + if not isinstance(df, pd.DataFrame): + raise TypeError("Must assign a Pandas.DataFrame object for PRMS data input") + self._data_frame = df + +
[docs] def modify(self, func, vars_to_adjust): + """ + Apply a user defined function to one or more variable(s) in the data file. + + The ``modify`` method allows for inplace modification of one or more + time series inputs in the data file based on a user defined function. + + Arguments: + func (function): function to apply to each variable in vars_to_adjust + vars_to_adjust (list or tuple): collection of variable names to apply func to. + + Returns: + None + + Example: + Here is an example of loading a data file, modifying the temperature inputs + (*tmin* and *tmax*) by adding two degrees to each element, and rewritting the + modified data to disk, + + >>> d = Data('path_to_data_file') + >>> def f(x): + return x + 2 + >>> d.modify(f,['tmax','tmin']) + >>> d.write('data_temp_plus_2') + """ + + if not isinstance(self._data_frame, pd.DataFrame): + self.data_frame # will raise ValueError from data_frame property + for v in vars_to_adjust: + self._data_frame[v] = self._data_frame[v].apply(func)
+ +
[docs] def write(self, out_path): + """ + Writes the current state of the ``Data`` to PRMS text format + utilizing the ``Data.metadata`` and ``Data.data_frame`` instance + properties. If ``Data.data_frame`` was never accessed or assigned + new values then this method simply copies the original PRMS + data file to ``out_path``. + + Arguments: + out_path (str): full path to save or copy the current PRMS data + in PRMS text format. + + Returns: + None + + Raises: + ValueError: if the ``write`` method is called without assigning either + an initial data (``base_file``) path or assigning correct ``metadata`` + and ``data_frame`` properties. + + """ + # if file data was never accessed- unchanged + if not isinstance(self._data_frame, pd.DataFrame): + if self.base_file: + copyfile(self.base_file, out_path) + else: # if data not from original file and dataframe never assigned + raise ValueError('No data base_file was given and'\ + +' no data was assigned!') + + ## reconstruct PRMS data file format, don't overwrite date-indexed + else: + df = self._data_frame[self.metadata['data_variables']] + df['year'] = self._data_frame.index.year + df['month'] = self._data_frame.index.month + df['day'] = self._data_frame.index.day + df['hh'] = df['mm'] = df['sec'] = 0 + df = df[Data.date_header + self._metadata['data_variables']] + with open(out_path,'w') as outf: # write comment header then data + outf.write(self._metadata['text_before_header']) + df.to_csv(outf, sep=' ', header=None,\ + index=False, na_rep=self.na_rep)
+ +
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_modules/prms_python/optimizer.html b/docs/build/html/_modules/prms_python/optimizer.html new file mode 100644 index 0000000..53f7dbd --- /dev/null +++ b/docs/build/html/_modules/prms_python/optimizer.html @@ -0,0 +1,1015 @@ + + + + + + + prms_python.optimizer — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Source code for prms_python.optimizer

+# -*- coding: utf-8 -*-
+'''
+optimizer.py -- holds ``Optimizer`` and ``OptimizationResult`` classes for 
+optimization routines and management conducted on PRMS parameters.
+'''
+from __future__ import print_function
+import pandas as pd
+import numpy as np
+import matplotlib.pyplot as plt
+import os, sys, json, re, shutil
+import multiprocessing as mp
+from copy import copy
+from copy import deepcopy
+from numpy import log10
+from datetime import datetime
+from .data import Data
+from .parameters import Parameters
+from .simulation import Simulation, SimulationSeries
+from .util import load_statvar, nash_sutcliffe, percent_bias, rmse
+
+OPJ = os.path.join
+
+
+
[docs]class Optimizer: + ''' + Container for PRMS parameter optimization and related routines. + + Currently the ``monte_carlo`` method provides random parameter + resampling routines using uniform and normal random variables. + + Example: + >>> from prms_python import Data, Optimizer, Parameters + >>> params = Parameters('path/to/parameters') + >>> data = Data('path/to/data') + >>> control = 'path/to/control' + >>> work_directory = 'path/to/create/simulations' + >>> optr = Optimizer( + params, + data, + control, + work_directory, + title='the title', + description='desc') + >>> measured = 'path/to/measured/csv' + >>> statvar_name = 'basin_cfs' # or any other valid statvar + >>> params_to_resample = ['dday_intcp', 'dday_slope'] # list of params + >>> optr.monte_carlo(measured, params_to_resample, statvar_name) + + ''' + + #dic for min/max of parameter allowable ranges, add more when needed + param_ranges = {'dday_intcp': (-60.0, 10.0), + 'dday_slope': (0.2, 0.9), + 'jh_coef': (0.005, 0.06), + 'pt_alpha': (1.0, 2.0), + 'potet_coef_hru_mo': (1.0, 2.0), + 'tmax_index': (-10.0, 110.0), + 'tmin_lapse': (-10.0, 10.0), + 'soil_moist_max': (0.001, 10.0), + 'rain_adj': (0.5, 2.0), + 'ppt_rad_adj': (0.0, 0.5), + 'radadj_intcp': (0.0, 1.0), + 'radadj_slope': (0.0, 1.0), + 'radj_sppt': (0.0, 1.0), + 'radj_wppt': (0.0, 1.0), + 'radmax': (0.1, 1.0) + } + + def __init__(self, parameters, data, control_file, working_dir, + title, description=None): + + if isinstance(parameters, Parameters): + self.parameters = parameters + else: + raise TypeError('parameters must be instance of Parameters') + + if isinstance(data, Data): + self.data = data + + else: + raise TypeError('data must be instance of Data') + + input_dir = '{}'.format(os.sep).join(control_file.split(os.sep)[:-1]) + if not os.path.isfile(OPJ(input_dir, 'statvar.dat')): + print('You have no statvar.dat file in your model directory') + print('Running PRMS on original data in {} for later comparison'\ + .format(input_dir)) + sim = Simulation(input_dir) + sim.run() + + if not os.path.isdir(working_dir): + os.mkdir(working_dir) + + self.input_dir = input_dir + self.control_file = control_file + self.working_dir = working_dir + self.title = title + self.description = description + self.measured_arb = None # for arbitrary output methods + self.statvar_name = None + self.arb_outputs = [] + +
[docs] def monte_carlo(self, reference_path, param_names, statvar_name, \ + stage, n_sims=10, method='uniform', mu_factor=1,\ + noise_factor=0.1, nproc=None): + ''' + The ``monte_carlo`` method of ``Optimizer`` performs parameter + random resampling techniques to a set of PRMS parameters and + executes and manages the corresponding simulations. + + Arguments: + reference_path (str): path to measured data for optimization + param_names (list): list of parameter names to resample + statvar_name (str): name of statisical variable output name for + optimization + stage (str): custom name of optimization stage e.g. 'ddsolrad' + + Keyword Arguments: + n_sims (int): number of simulations to conduct + parameter optimization/uncertaitnty analysis. + method (str): resampling method for parameters (normal or uniform) + mu_factor (float): coefficient to scale mean of the parameter(s) + to resample from when using the normal distribution to resample + i.e. a value of 1.5 will sample from a normal rv with mean + 50% higher than the original parameter mean + noise_factor (float): scales the variance of noise to add to + parameter values when using normal rv (method='normal') + nproc (int): number of processors available to run PRMS simulations + + Returns: + None + ''' + if '_' in stage: + raise ValueError('stage name cannot contain an underscore') + # assign the optimization object a copy of measured data for plots + self.measured_arb = pd.Series.from_csv(reference_path,\ + parse_dates=True) + # statistical variable output name + self.statvar_name = statvar_name + + start_time = datetime.now().isoformat() + + # resample params for all simulations- potential place to serialize + params = [] + for name in param_names: # create list of lists of resampled params + tmp = [] + for idx in range(n_sims): + tmp.append(resample_param(self.parameters, name, how=method,\ + mu_factor=mu_factor, noise_factor=noise_factor)) + params.append(list(tmp)) + + # SimulationSeries comprised of each resampled param set + series = SimulationSeries( + Simulation.from_data( + self.data, _mod_params(self.parameters,\ + [params[n][i] for n in range(len(params))],\ + param_names), + self.control_file, + OPJ( + self.working_dir, # name of sim: first param and mean value + '{0}_{1:.10f}'.format(param_names[0], np.mean(params[0][i])) + ) + ) + for i in range(n_sims) + ) + + if not nproc: + nproc = mp.cpu_count() // 2 + + # run + outputs = list(series.run(nproc=nproc).outputs_iter()) + self.arb_outputs.extend(outputs) # for current instance- add outputs + + end_time = datetime.now().isoformat() + + # json metadata for Monte Carlo run + meta = { 'params_adjusted' : param_names, + 'statvar_name' : self.statvar_name, + 'optimization_title' : self.title, + 'optimization_description' : self.description, + 'start_datetime' : start_time, + 'end_datetime' : end_time, + 'measured' : reference_path, + 'method' : 'Monte Carlo', + 'mu_factor' : mu_factor, + 'noise_factor' : noise_factor, + 'resample': method, + 'sim_dirs' : [], + 'stage': stage, + 'original_params' : self.parameters.base_file, + 'nproc': nproc, + 'n_sims' : n_sims + } + + for output in outputs: + meta['sim_dirs'].append(output['simulation_dir']) + + json_outfile = OPJ(self.working_dir, _create_metafile_name(\ + self.working_dir, self.title, stage)) + + with open(json_outfile, 'w') as outf: + json.dump(meta, outf, sort_keys=True, indent=4,\ + ensure_ascii=False) + + print('{0}\nOutput information sent to {1}\n'.\ + format('-' * 80, json_outfile))
+ +
[docs] def plot_optimization(self, freq='daily', method='time_series',\ + plot_vars='both', plot_1to1=True, return_fig=False,\ + n_plots=4): + """ + Basic plotting of current optimization results with limited options. + Plots measured, original simluated, and optimization simulated variabes + Not recommended for plotting results when n_sims is very large, instead + use options from an OptimizationResult object, or employ a user-defined + method using the result data. + + Keyword Arguments: + freq (str): frequency of time series plots, value can be 'daily' + or 'monthly' for solar radiation + method (str): 'time_series' for time series sub plot of each + simulation alongside measured radiation. Another choice is + 'correlation' which plots each measured daily solar radiation + value versus the corresponding simulated variable as subplots + one for each simulation in the optimization. With coefficients + of determiniationi i.e. square of pearson correlation coef. + plot_vars (str): what to plot alongside simulated srad: + 'meas': plot simulated along with measured swrad + 'orig': plot simulated along with the original simulated swrad + 'both': plot simulated, with original simulation and measured + plot_1to1 (bool): if True plot one to one line on correlation + scatter plot, otherwise exclude. + return_fig (bool): flag whether to return matplotlib figure + + Returns: + f (:obj:`matplotlib.figure.Figure`): If kwarg return_fig=True, then return + copy of the figure that is generated to the user. + """ + if not self.arb_outputs: + raise ValueError('You have not run any optimizations') + var_name = self.statvar_name + X = self.measured_arb + idx = X.index.intersection(load_statvar(self.arb_outputs[0]\ + ['statvar'])['{}'.format(var_name)].index) + X = X[idx] + orig = load_statvar(OPJ(self.input_dir, 'statvar.dat'))['{}'\ + .format(var_name)][idx] + meas = self.measured_arb[idx] + sims = [load_statvar(out['statvar'])['{}'.format(var_name)][idx] for \ + out in self.arb_outputs] + simdirs = [out['simulation_dir'].split(os.sep)[-1].\ + replace('_', ' ') for out in self.arb_outputs] + var_name = '{}'.format(self.statvar_name) + n = len(self.arb_outputs) # number of simulations to plot + # user defined number of subplots from first n_plots results + if (n > n_plots): n = n_plots + # styles for each plot + ms = 4 # markersize for all points + orig_sty = dict(linestyle='none',markersize=ms,\ + markerfacecolor='none', marker='s',\ + markeredgecolor='royalblue', color='royalblue') + meas_sty = dict(linestyle='none',markersize=ms+1,\ + markerfacecolor='none', marker='1',\ + markeredgecolor='k', color='k') + sim_sty = dict(linestyle='none',markersize=ms,\ + markerfacecolor='none', marker='o',\ + markeredgecolor='r', color='r') + ## number of subplots and rows (two plots per row) + nrow = n//2 # round down if odd n + ncol = 2 + odd_n = False + if n/2. - nrow == 0.5: + nrow+=1 # odd number need extra row + odd_n = True + ######## + ## Start plots depnding on key word arguments + ######## + if freq == 'daily' and method == 'time_series': + fig, ax = plt.subplots(n, sharex=True, sharey=True,\ + figsize=(12,n*3.5)) + axs = ax.ravel() + for i,sim in enumerate(sims[:n]): + if plot_vars in ('meas', 'both'): + axs[i].plot(meas, label='Measured', **meas_sty) + if plot_vars in ('orig', 'both'): + axs[i].plot(orig, label='Original sim.', **orig_sty) + axs[i].plot(sim, **sim_sty) + axs[i].set_ylabel('sim: {}'.format(simdirs[i]), fontsize=10) + if i == 0: axs[i].legend(markerscale=5, loc='best') + fig.subplots_adjust(hspace=0) + fig.autofmt_xdate() + #monthly means + elif freq == 'monthly' and method == 'time_series': + # compute monthly means + meas = meas.groupby(meas.index.month).mean() + orig = orig.groupby(orig.index.month).mean() + # change line styles for monthly plots to lines not points + for d in (orig_sty, meas_sty, sim_sty): + d['linestyle'] = '-' + d['marker'] = None + + fig, ax = plt.subplots(nrows=nrow, ncols=ncol, figsize=(12,n*3.5)) + axs = ax.ravel() + for i,sim in enumerate(sims[:n]): + if plot_vars in ('meas', 'both'): + axs[i].plot(meas, label='Measured', **meas_sty) + if plot_vars in ('orig', 'both'): + axs[i].plot(orig, label='Original sim.', **orig_sty) + sim = sim.groupby(sim.index.month).mean() + axs[i].plot(sim, **sim_sty) + axs[i].set_ylabel('sim: {}\nmean'.format(simdirs[i]),\ + fontsize=10) + axs[i].set_xlim(0.5,12.5) + if i == 0: axs[i].legend(markerscale=5, loc='best') + if odd_n: # empty subplot if odd number of simulations + fig.delaxes(axs[n]) + fig.text(0.5, 0.1, 'month') + #x-y scatter + elif method == 'correlation': + ## figure + fig, ax = plt.subplots(nrows=nrow, ncols=ncol, figsize=(12,n*3)) + axs = ax.ravel() + ## subplot dimensions + meas_min = min(X) + meas_max = max(X) + + for i, sim in enumerate(sims[:n]): + Y = sim + sim_max = max(Y) + sim_min = min(Y) + m = max(meas_max,sim_max) + if plot_1to1: + axs[i].plot([0, m], [0, m], 'k--', lw=2) ## one to one line + axs[i].set_xlim(meas_min,meas_max) + axs[i].set_ylim(sim_min, sim_max) + axs[i].plot(X, Y, **sim_sty) + axs[i].set_ylabel('sim: {}'.format(simdirs[i])) + axs[i].set_xlabel('Measured {}'.format(var_name)) + axs[i].text(0.05, 0.95,r'$R^2 = {0:.2f}$'.format(\ + X.corr(Y)**2), fontsize=16,\ + ha='left', va='center', transform=axs[i].transAxes) + if odd_n: # empty subplot if odd number of simulations + fig.delaxes(axs[n]) + + if return_fig: + return fig
+ +def _create_metafile_name(out_dir, opt_title, stage): + """ + Search through output directory where simulations are conducted + look for all metadata simulation json files and find out if the + current simulation is a replicate. Then use that information to + build the correct file name for the output json file. The series + are typically run in parallel that is why this step has to be + done after running multiple simulations from an optimization stage. + + Arguments: + out_dir (str): path to directory with model results, i.e. + location where simulation series outputs and optimization + json files are located, aka Optimizer.working_dir + opt_title (str): optimization instance title for file search + stage (str): stage of optimization, e.g. 'swrad', 'pet' + + Returns: + name (str): file name for the current optimization simulation series + metadata json file. E.g 'dry_creek_swrad_opt.json', or if + this is the second time you have run an optimization titled + 'dry_creek' the next json file will be returned as + 'dry_creek_swrad_opt1.json' and so on with integer increments + """ + meta_re = re.compile(r'^{}_{}_opt(\d*)\.json'.format(opt_title, stage)) + reps = [] + for f in os.listdir(out_dir): + if meta_re.match(f): + nrep = meta_re.match(f).group(1) + if nrep == '': + reps.append(0) + else: + reps.append(nrep) + + if not reps: + name = '{}_{}_opt.json'.format(opt_title, stage) + else: + # this is the nth optimization done under the same title + n = max(map(int, reps)) + 1 + name = '{}_{}_opt{}.json'.format(opt_title, stage, n) + return name + +
[docs]def resample_param(params, param_name, how='uniform', mu_factor=1,\ + noise_factor=0.1): + """ + Resample PRMS parameter by shifting all values by a constant that is + taken from a uniform distribution, where the range of the uniform + values is equal to the difference between the min and max of the allowable + range. The parameter min and max are set in ``Optimizer.param_ranges``. + If the resampling method (``how`` argument) is set to 'normal', randomly + sample a normal distribution with mean = mean(parameter) X ``mu_factor`` and + sigma = param allowable range multiplied by ``noise_factor``. If parameters have + array length <= 366 then individual parameter values are resampled otherwise + resample all param values at once, e.g. by taking a single random value + from the uniform distribution. If they are taking all at once using the + normal method then the original values are scaled by mu_factor and a normal + random variable with mean=0 and std dev = parameter range X ``noise_factor``. + + Arguments: + params (:class:`prms_python.Parameters`): ``Parameters`` object + param_name (str): name of PRMS parameter to resample + + Keyword Arguments: + how (str): distribution to resample parameters from in the case + that each parameter element can be resampled (len <=366) + Currently works for uniform and normal distributions. + noise_factor (float): factor to multiply parameter range by, + use the result as the standard deviation for the normal rand. + variable used to add element wise noise. i.e. higher + noise_factor will result in higher variance. Must be > 0. + + Returns: + ret (:obj:`numpy.ndarry`): ndarray of param after resampling + + Raises: + KeyError: if ``param_name`` not a valid parameter name + ValueError: if the parameter range has not been set in + ``Optimizer.param_ranges`` + """ + p_min, p_max = Optimizer.param_ranges.get(param_name,(-1,-1)) + + # create dictionary of parameter basic info (not values) + param_dic = {param['name']: param for param in params.base_params} + if not param_dic.get(param_name): + raise KeyError('{} is not a valid parameter'.format(param_name)) + + if p_min == p_max == -1: + raise ValueError("""{} has not been added to the dictionary of + parameters to resample, add it's allowable min and max value + to the Optimizer.param_ranges attribute in + Optimizer.py""".format(param_name)) + + dim_case = None + nhru = params.dimensions['nhru'] + ndims = param_dic.get(param_name)['ndims'] + dimnames = param_dic.get(param_name)['dimnames'] + length = param_dic.get(param_name)['length'] + param = deepcopy(params[param_name]) + + # could expand list and check parameter name also e.g. cascade_flg + # is a parameter that should not be changed + dims_to_not_change = set(['ncascade','ncascdgw','nreach',\ + 'nsegment']) + if (len(set.intersection(dims_to_not_change, set(dimnames))) > 0): + raise ValueError("""{} should not be resampled as + it relates to the location of cascade flow + parameters.""".format(param_name)) + + # use param info to get dimension info- e.g. if multidimensional + if (ndims == 1 and length <= 366): + dim_case = 'resample_each_value' # for smaller param dimensions + elif (ndims == 1 and length > 366): + dim_case = 'resample_all_values_once' # covers nssr, ngw, etc. + elif (ndims == 2 and dimnames[1] == 'nmonths' and \ + nhru == params.dimensions[dimnames[0]]): + dim_case = 'nhru_nmonths' + elif not dim_case: + raise ValueError('The {} parameter is not set for resampling'.\ + format(param_name)) +# #testing purposes +# print('name: ', param_name) +# print('max_val: ', p_max) +# print('min_val: ', p_min) +# print('ndims: ', ndims) +# print('dimnames: ', dimnames) +# print('length: ', length) +# print('resample_method: ', dim_case) + + s = (p_max - p_min) * noise_factor # std_dev (s) default: param_range/10 + #do resampling based on param dimensions and sampling distribution + if dim_case == 'resample_all_values_once': + if how == 'uniform': + ret = np.random.uniform(low=p_min, high=p_max, size=param.shape) + elif how == 'normal': # scale parameter mean if mu_factor given + param *= mu_factor + tmp = np.random.normal(0, s, size=param.shape) + ret = tmp + param + + elif dim_case == 'resample_each_value': + ret = param + if how == 'uniform': + ret = np.random.uniform(low=p_min, high=p_max, size=param.shape) + elif how == 'normal': # the original value is considered the mean + if len(ret.shape) != 0: + for i, el in enumerate(param): + mu = el * mu_factor + ret[i] = np.random.normal(mu, s) + else: # single value parameter + mu = param * mu_factor + ret = np.random.normal(mu, s) + + # nhru by nmonth dimensional params + elif dim_case == 'nhru_nmonths': + ret = param + if how == 'uniform': + for month in range(12): + ret[month] = np.random.uniform(low=p_min, high=p_max,\ + size=param[0].shape) + elif how == 'normal': + for i, el in enumerate(param): + el *= mu_factor + tmp = np.random.normal(0, s, size=el.shape) + ret[i] = tmp + el + + return ret
+ +def _mod_params(parameters, params, param_names): + # loop through list of params and assign their values to Parameter instance + ret = copy(parameters) + for idx, param in enumerate(params): + ret[param_names[idx]] = np.array(param) + return ret + + +
[docs]class OptimizationResult: + """ + The ``OptimizationResult`` object serves to collect and manage output + from an ``Optimizer`` method. Upon initialization and a given optimization + stage that was used when running the Optimizer method, e.g. ``monte_carlo``, + the class gathers all JSON metadata that was produced for the given stage. + The ``OptimizationResult`` has three main user methods: first ``result_table`` + which returns the top n simulations according to four model performance + metrics (Nash-Sutcliffe efficiency (NSE), root-mean squared-error (RMSE), + percent bias (PBIAS), and the coefficient of determination (COEF_DET) as + calculated against measured data. For example the table may look like: + + >>> ddsolrad_res = OptimizationResult(work_directory, stage=stage) + >>> top10 = ddsolrad_res.result_table(freq='monthly',top_n=10) + >>> top10 + ======================== ======== ======= ========= ======== + ddsolrad parameters NSE RMSE PBIAS COEF_DET + ======================== ======== ======= ========= ======== + orig_params 0.956267 39.4725 -0.885715 0.963116 + tmax_index_54.2224631748 0.921626 47.6092 -0.849256 0.94402 + tmax_index_44.8823940703 0.879965 58.9194 5.79603 0.922021 + tmax_index_47.6835387480 0.764133 82.5918 -4.78896 0.837582 + ======================== ======== ======= ========= ======== + + Second, the ``get_top_ranked_sims`` which returns a dictionary that map + key information about the top n ranked simulations, an example returned + dictionary may look like: + + >>> { + 'dir_name' : ['pathToSim1', 'pathToSim2'], + 'param_path' : ['pathToSim1/input/parameters', 'pathToSim2/input/parameters'], + 'statvar_path' : ['pathToSim1/output/statvar.dat', 'pathToSim2/output/statvar.dat'], + 'params_adjusted' : [[param_names_sim1], [param_names_sim2]] + } + + The third method of ``OptimizationResult`` is ``archive`` which essentially + opens all parameter and statvar files from each simulation of the given + stage and archives the parameters that were modified and their modified values + and the statistical variable (PRMS time series output) that is associated with + the optimization stage. Other ``Optimizer`` simulation metadata is also gathered + and new JSON metadata containing only this information is created and written + within a newly created "archived" subdirectory within the same directory that + the ``Optimizer`` routine managed simulations. The ``OptimizationResult.archive`` + method then recursively deletes the simulation data for each of the given stage. + """ + + def __init__(self, working_dir, stage): + """ + Create an ``OptimizationResult`` instance to manage output and analyse parameter- + output relationships as produced by the use of an ``Optimizer`` method of a user + defined optimization stage. + """ + self.working_dir = working_dir + self.stage = stage + self.metadata_json_paths = self._get_optr_jsons(working_dir, stage) + self.total_sims = self._count_total_sims() + self.statvar_name = self._get_statvar_name(stage) + self.measured = self._get_measured(stage) + self.input_dir = self._get_input_dir(stage) + self.input_params = self._get_input_params(stage) + + # if there are more than one input param for given stage + if len(self.input_params) > 1: + print( +"""Warning: there were more than one initial parameter sets used for the + optimization for stage: {}. Make sure to compare the the correct input + params with their corresponding output sims.""".format(stage)) + print('\nThis optimization stage used the\ + following input parameter files:\n{}'.format('\n'.join(self.input_params))) + + def _count_total_sims(self): + # total number of simulations of given stage in working directory + tracked_dirs = [] + for f in self.metadata_json_paths[self.stage]: + with open(f) as fh: + json_data = json.load(fh) + tracked_dirs.extend(json_data.get('sim_dirs')) + return len(tracked_dirs) + + def _get_optr_jsons(self, work_dir, stage): + """ + Retrieve locations of optimization output jsons which contain + metadata needed to understand optimization results. + Create dictionary of each optimization with stage as key and lists + of corresponding json file paths as values. + + Arguments: + work_dir (str): path to directory with model results, i.e. + location where simulation series outputs and optimization + json files are located, aka Optimizer.working_dir + stage (str): the stage ('ddsolrad', 'jhpet', 'flow', etc.) of + the optimization in which to gather the jsons + + Returns: + ret (dict): dictionary of stage (keys) and lists of + json file paths for that stage (values). + """ + + ret = {} + optr_metafile_re = re.compile(r'^.*_{}_opt(\d*)\.json'.\ + format(stage)) + ret[stage] = [OPJ(work_dir, f) for f in\ + os.listdir(work_dir) if\ + optr_metafile_re.match(f)] + return ret + + def _get_input_dir(self, stage): + # retrieves the input directory from the first json file of given stage + json_file = self.metadata_json_paths[stage][0] + with open(json_file) as jf: + meta_dic = json.load(jf) + return '{}'.format(os.sep).join(meta_dic['original_params'].\ + split(os.sep)[:-1]) + + def _get_input_params(self, stage): + json_files = self.metadata_json_paths[stage] + param_paths = [] + for json_file in json_files: + with open(json_file) as jf: + meta_dic = json.load(jf) + param_paths.append(meta_dic['original_params']) + return list(set(param_paths)) + + def _get_sim_dirs(self, stage): + jsons = self.metadata_json_paths[stage] + json_files = [] + sim_dirs = [] + for inf in jsons: + with open(inf) as json_file: + json_files.append(json.load(json_file)) + for json_file in json_files: + sim_dirs.extend(json_file['sim_dirs']) + # list of all simulation directory paths for stage + return sim_dirs + + def _get_measured(self, stage): + # only need to open one json file to get this information + if not self.metadata_json_paths.get(stage): + return # no optimization json files exist for given stage + first_json = self.metadata_json_paths[stage][0] + with open(first_json) as json_file: + json_data = json.load(json_file) + measured_series = pd.Series.from_csv(json_data.get('measured'),\ + parse_dates=True) + return measured_series + + def _get_statvar_name(self, stage): + # only need to open one json file to get this information + try: + first_json = self.metadata_json_paths[stage][0] + except: + raise ValueError("""No optimization has been run for + stage: {}""".format(stage)) + with open(first_json) as json_file: + json_data = json.load(json_file) + var_name = json_data.get('statvar_name') + + return var_name + + def result_table(self, freq='daily', top_n=5, latex=False): + ##TODO: add stats for freq options annual (means or sum) + + sim_dirs = self._get_sim_dirs(self.stage) + if top_n >= len(sim_dirs): + top_n = len(sim_dirs) + 1 # for returning inclusive last sim + sim_names = [path.split(os.sep)[-1] for path in sim_dirs] + meas_var = self._get_measured(self.stage) + statvar_name = self._get_statvar_name(self.stage) + orig_statvar = load_statvar(OPJ(self.input_dir,'statvar.dat'))\ + [statvar_name] + + result_df = pd.DataFrame(columns=\ + ['NSE','RMSE','PBIAS','COEF_DET','ABS(PBIAS)']) + orig_results = pd.DataFrame(index=['orig_params'],\ + columns=['NSE','RMSE','PBIAS','COEF_DET']) + # get datetime indices that overlap from measured and simulated + sim_out = load_statvar(OPJ(sim_dirs[0], 'outputs', 'statvar.dat'))\ + [statvar_name] + idx = meas_var.index.intersection(sim_out.index) + meas_var = copy(meas_var[idx]) + #sim_out = sim_out[idx] + orig_statvar = orig_statvar[idx] + + if freq == 'monthly': + meas_mo = meas_var.groupby(meas_var.index.month).mean() + orig_mo = orig_statvar.groupby(orig_statvar.index.month).mean() + + for i, sim in enumerate(sim_dirs): + try: + sim_out = load_statvar(OPJ(sim, 'outputs', 'statvar.dat'))\ + ['{}'.format(statvar_name)] + except: # simulation might have been removed or missing + pass + + sim_out = sim_out[idx] + if freq == 'daily': + result_df.loc[sim_names[i]] = [\ + nash_sutcliffe(meas_var, sim_out),\ + rmse(meas_var, sim_out),\ + percent_bias(meas_var,sim_out),\ + meas_var.corr(sim_out)**2,\ + np.abs(percent_bias(meas_var, sim_out)) ] + orig_results.loc['orig_params'] = [\ + nash_sutcliffe(orig_statvar,meas_var),\ + rmse(orig_statvar,meas_var),\ + percent_bias(orig_statvar,meas_var),\ + orig_statvar.corr(meas_var)**2] + + elif freq == 'monthly': + sim_out = sim_out.groupby(sim_out.index.month).mean() + result_df.loc[sim_names[i]] = [\ + nash_sutcliffe(meas_mo, sim_out),\ + rmse(meas_mo, sim_out),\ + percent_bias(meas_mo, sim_out),\ + meas_mo.corr(sim_out)**2,\ + np.abs(percent_bias(meas_mo, sim_out)) ] + orig_results.loc['orig_params'] = [\ + nash_sutcliffe(orig_mo,meas_mo),\ + rmse(orig_mo,meas_mo),\ + percent_bias(orig_mo,meas_mo),\ + orig_mo.corr(meas_mo)**2] + + sorted_result = result_df.sort_values(by=['NSE','RMSE','ABS(PBIAS)',\ + 'COEF_DET'], ascending=[False,True,True,False]) + sorted_result.columns.name = '{} parameters'.format(self.stage) + sorted_result = sorted_result[['NSE','RMSE','PBIAS','COEF_DET']] + sorted_result = pd.concat([orig_results,sorted_result]) + + if latex: return sorted_result[:top_n].to_latex(escape=False) + else: return sorted_result[:top_n] + + def get_top_ranked_sims(self, sorted_df): + # use result table to make dic with best param and statvar paths + # index of table are simulation directory names + ret = { + 'dir_name' : [], + 'param_path' : [], + 'statvar_path' : [], + 'params_adjusted' : [] + } + + json_paths = self.metadata_json_paths[self.stage] + + for el in sorted_df.drop('orig_params').index: + ret['dir_name'].append(el) + ret['param_path'].append(OPJ(self.working_dir,el,'inputs',\ + 'parameters')) + ret['statvar_path'].append(OPJ(self.working_dir,el,'outputs',\ + 'statvar.dat')) + for f in json_paths: + with open(f) as fh: + json_data = json.load(fh) + if OPJ(self.working_dir, el) in json_data.get('sim_dirs'): + ret['params_adjusted'].append(\ + json_data.get('params_adjusted')) + + return ret + +
[docs] def archive(self, remove_sims=True, remove_meta=False, metric_freq='daily'): + """ + Create archive directory to hold json files that contain + information of adjusted parameters, model output, and performance + metrics for each Optimizer simulation of the + OptimizationResult.stage in the OptimizationResult.working_dir. + + Keyword Arguments: + remove_sims (bool): If True recursively delete all folders + and files associated with original simulations of the + OptimizationResult.stage in the + OptimizationResult.working_dir, if False do not delete + simulations. + remove_meta (bool): Whether to delete original Optimizer + JSON metadata files, default is False. + metric_freq (Str): Frequency of output metric computation + for recording of model performance. Can be 'daily' + (default) or 'monthly'. Note, other results can be computed + later with archived results. + + Returns: + None + """ + # create output archive directory + archive_dir = OPJ(self.working_dir,"{}_archived".format(self.stage)) + if not os.path.isdir(archive_dir): + os.mkdir(archive_dir) + + # create table and use to make mapping dic + table = self.result_table(freq=metric_freq,\ + top_n=self.total_sims, latex=False) + map_dic = self.get_top_ranked_sims(table) + + metadata_json_paths = self.metadata_json_paths[self.stage] + # get measured optimization variable path + first_json = metadata_json_paths[0] + + with open(first_json) as json_file: + json_data = json.load(json_file) + measured_path = json_data.get('measured') + + # record info for each simulation and archive to JSONs + # pandas series and numpy arrays are converted to Python lists + # for JSON serialization + for i, sim in enumerate(map_dic.get('dir_name')): + json_path = OPJ(archive_dir, '{sim}.json'.format(sim=sim)) + try: + output_series = load_statvar(OPJ(self.working_dir, sim,\ + 'outputs', 'statvar.dat'))\ + [self.statvar_name] + except: # simulation directory was already removed + continue + + # look for resampling method info for the particular simulation + for f in metadata_json_paths: + with open(f) as tmp_file: + tmp = json.load(tmp_file) + if OPJ(self.working_dir, sim) in tmp.get('sim_dirs'): + resample = tmp.get('resample') + noise_factor = tmp.get('noise_factor') + mu_factor = tmp.get('mu_factor') + + json_data = { + 'param_names' : [], + 'param_values' : [], + 'original_param_path' : self.input_params, + 'measured_path' : measured_path, + 'output_name' : self.statvar_name, + 'output_date_index' : output_series.\ + index.astype(str).tolist(), + 'output_values' : output_series.values.tolist(), + 'metric_freq' : metric_freq, + 'resample' : resample, + 'stage' : self.stage, + 'mu_factor' : mu_factor, + 'noise_factor' : noise_factor, + 'NSE' : table.loc[sim, 'NSE'], + 'RMSE' : table.loc[sim, 'RMSE'], + 'PBIAS' : table.loc[sim, 'PBIAS'], + 'COEF_DET' : table.loc[sim, 'COEF_DET'] + } + + for param in map_dic.get('params_adjusted')[i]: + json_data['param_names'].append(param) + json_data['param_values'].append(Parameters(\ + map_dic.get('param_path')[i])[param]\ + .tolist()) + # save JSON file into archive directory + with open(json_path, 'w') as outf: + json.dump(json_data, outf, sort_keys = True, indent = 4,\ + ensure_ascii = False) + + # recursively delete all simulation directories after archiving + if remove_sims: + path = OPJ(self.working_dir, sim) + for dirpath, dirnames, filenames in os.walk(path,\ + topdown=False): + shutil.rmtree(dirpath, ignore_errors=True) + else: + continue + + # optional delete the original JSON metadata + if remove_meta: + for meta_file in self.metadata_json_paths[self.stage]: + try: + os.remove(meta_file) + except: + continue
+ + +
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_modules/prms_python/parameters.html b/docs/build/html/_modules/prms_python/parameters.html new file mode 100644 index 0000000..95859c7 --- /dev/null +++ b/docs/build/html/_modules/prms_python/parameters.html @@ -0,0 +1,702 @@ + + + + + + + prms_python.parameters — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Source code for prms_python.parameters

+# -*- coding: utf-8 -*-
+'''
+parameters.py -- holds ``Parameter`` class with multiple functionality for 
+the standard PRMS parameters input file.
+'''
+
+import datetime, calendar
+import io, os
+import itertools
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+
+from matplotlib.backends.backend_pdf import PdfPages
+from mpl_toolkits.axes_grid1 import make_axes_locatable
+from collections import OrderedDict
+
+OPJ = os.path.join
+
+
[docs]class Parameters(object): + ''' + Disk-based representation of a PRMS parameter file. + + For the sake of memory efficiency, we only load parameters from + ``base_file`` that get modified through item assignment or accessed directly. + Internally, a reference is kept to only previously accessed parameter data, + so when ``write`` is called most copying is from ``base_file`` directly. + When parameters are accessed or modified using the dictionary-like syntax, + a ``np.ndarray`` representation of the parameter is returned. As a result + ``numpy`` mathematical rules including efficient vectorization of math applied + to arrays can be applied to modify parameters directly. The ``Parameter`` + objects user methods allow for visualization of most PRMS parameters, function + based modification of parameters, and a write function that writes the data + back to PRMS text format. + + Arguments: + base_file (str): path to PRMS parameters file + + Attributes: + base_file (str): path to PRMS parameters file + base_file_reader (file): file handle of PRMS parameters file + dimensions (:obj:`collections.OrderedDict`): dictionary with + parameter dimensions as defined in parameters file loaded on + initialization + base_params (list of dicts): list of dictionaries of parameter + metadata loaded on initialization e.g. name, dimension(s), data + type, length of data array, and lines where data starts and ends + in file + param_arrays (dict): dictionary with parameteter names as keys and + ``numpy.array`` and ``numpy.ndarray`` representations of parameter + values as keys. Initially empty, uses getter and setter functions. + + Example: + >>> p = Parameters('path/to/a/parameter/file') + >>> p['jh_coef'] = p['jh_coef']*1.1 + >>> p.write('example_modified_params') + + will read parameter information from the params file to check that + *jh_coef* is present in the parameter file, read the lines corresponding + to *jh_coef* data and assign the new value as requested. Calling + the ``write`` method next will copy all parameters except *jh_coef* + to the new parameter file and append the newly modified *jh_coef* + to the end of the new file from the modified values stored in the + parameter instance ``p``. + ''' + + def __init__(self, base_file): + self.base_file = base_file + self.base_file_reader = open(base_file) + self.dimensions, self.base_params = self.__read_base(base_file) + self.param_arrays = dict() + +
[docs] def write(self, out_name): + """ + Writes current state of ``Parameters`` to disk in PRMS text format + + To reduce memory usage the ``write`` method copies parameters + from the initial ``base_file`` parameter file for all parameters + that were never modified. + + Arguments: + out_name (str): path to write ``Parameters`` data to PRMS text + format. + + Returns: + None + """ + data_type_dic = {'1': 'int', + '2': 'float'} # retain PRMS data types + + with open(self.base_file, 'r') as base_file: + with open(out_name, 'w') as out_file: + # write metadata + out_file.write('File Auto-generated by PRMS-Python\n') + out_file.write(datetime.datetime.now().isoformat() + '\n') + + # # write dimensions + out_file.write('** Dimensions **\n') + + # write parameters; pre-sorted by data start line on read + name_is_next = False + params_start = False + write_params_lines = False + for l in base_file: + + if not params_start and l.strip() == '** Parameters **': + out_file.write('** Parameters **\n') + params_start = True + + elif l.strip() == '####': + name_is_next = True + + elif name_is_next: + name = l.strip().split()[0] + if name not in self.param_arrays: + out_file.write('####\n') + out_file.write(name + '\n') + name_is_next = False + write_params_lines = True + else: + write_params_lines = False + name_is_next = False + + elif write_params_lines: + out_file.write(l.strip() + '\n') + + # write all parameters that had been accessed and/or modified + for param, new_arr in self.param_arrays.items(): + + out_file.write('####\n') + + param_info = [el for el in self.base_params + if el['name'] == param].pop() + + out_file.write(str(param_info['name']) + '\n') + out_file.write(str(param_info['ndims']) + '\n') + for dimname in param_info['dimnames']: + out_file.write(dimname + '\n') + out_file.write(str(param_info['length']) + '\n') + out_file.write(str(param_info['vartype']) + '\n') + out_file.writelines([str(a) + '\n' + for a in new_arr.flatten().\ + astype(data_type_dic[param_info\ + ['vartype']])])
+ +
[docs] def plot(self, nrows, which='all', out_dir=None, xlabel=None,\ + ylabel=None, cbar_label=None, title=None, mpl_style=None): + """ + Versatile method that plots most parameters in a standard PRMS parameter + file assuming the PRMS model was built on a uniform spatial grid. + + Plots parameters as line plots for series or 2D spatial grid depending on + parameter dimension. The PRMS parameter file is assumed to hold parameters + for a model that was set up on a uniform rectangular grid with the spatial + index of HRUs starting in the upper left corner and moving left to + right across columns and down rows. Default function is to print four + files, each with plots of varying parameter dimensions as explained + under Kwargs ``which`` and more detailed explanation in the example + `Jupyter notebook <https://github.com/PRMS-Python/PRMS-Python/blob/master/notebooks/param_examples.ipynb>`_. + + Arguments: + nrows (int): The number of rows in the PRMS model grid for plotting + spatial parameters. Will only work correctly for rectangular gridded models + with HRU indices starting in the upper left cell moving left to right + across columns and down across rows. + + Keyword Arguments: + which (str): name of PRMS parameter to plot or 'all'. If 'all' then + the function will print 3 multipage pdfs, one for nhru + dimensional parameters, one for nhru by monthly parameters, one + for other parameters of length > 1, and one html file containing + single valued parameters. + out_dir (str): path to an output dir, default current directory + xlabel (str): x label for plot(s) + ylabel (str): y label for plot(s) + cbar_label (str): label for colorbar on spatial plot(s) + title (str): plot title + mpl_style (str, list): name or list of names of matplotlib style sheets to + use for plot(s). + + Returns: + None + + Examples: + If the plot method is called with the keyword argument ``which`` set + to a parameter that has length one, i.e. single valued it will simply + print out the value e.g.: + + >>> p = Parameters('path/to/parameters') + >>> p.plot(nrows=10, which='radj_sppt') + radj_sppt is single valued with value: 0.4924942352224324 + + The default action is particularly useful which makes four multi-page + pdfs of most PRMS parameters where each file contains parameters + of different dimensions e.g.: + + >>> p.plot(nrows=10, which='all', mpl_style='ggplot') + + will produce the following four files named by parameters of certain + dimensions: + + >>> import os + >>> os.listdir(os.getcwd()) # list files in current directory + nhru_param_maps.pdf + nhru_by_nmonths_param_maps.pdf + non_spatial_param_plots.pdf + single_valued_params.html + + """ + params = self + + if not isinstance(params, Parameters): + raise TypeError('params must be instance of Parameters, not '\ + + str(type(params))) + if not out_dir: + out_dir = os.getcwd() + + if not os.path.isdir(out_dir): + os.mkdir(out_dir) + + nhru = params.dimensions['nhru'] + ncols = nhru // nrows + + if not mpl_style: + mpl_style = 'classic' + plt.style.use(mpl_style) + + # make pdfs and html of all parameters seperated in 4 files based on dimension + if which == 'all': + ## spatial parameters with dimension of length nhru + p_names = [param['name'] for param in params.base_params if\ + param['length'] == nhru and len(param['dimnames'])==1] + with PdfPages(OPJ(out_dir,'nhru_param_maps.pdf')) as pdf: + for p in p_names: + try: + plt.figure() + ax = plt.gca() + im = ax.imshow(params['{}'.format(p)].reshape(nrows,ncols), origin='upper') + # origin upper- assumes indices of parameters starts in upper left + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax) + ax.set_title('{}'.format(p)) + ax.tick_params(left='off', bottom='off', labelleft='off',labelbottom='off') + pdf.savefig() + plt.close() + except: + print('{param} parameter failed to plot'.format(param=p)) + + ## monthly spatial parameters (on plot per month) + p_names = [param['name'] for param in params.base_params if\ + param['dimnames'][0] == 'nhru' and len(param['dimnames'])==2 ] + with PdfPages(OPJ(out_dir,'nhru_by_nmonths_param_maps.pdf')) as pdf: + for p in p_names: + try: + for i in range(12): #month + plt.figure() + ax = plt.gca() + im = ax.imshow(params['{}'.format(p)][i].reshape(nrows, ncols), origin='upper') + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax) + ax.set_title('{} {}'.format(p, calendar.month_name[i+1])) + ax.tick_params(left='off', bottom='off', labelleft='off', labelbottom='off') + pdf.savefig() + plt.close() + except: + print('{param} for {month} failed to plot'.\ + format(param=p, month=calendar.month_name[i+1])) + + ## non spatial parameters with dimension length > 1 to be plotted as time series + p_names = [param['name'] for param in params.base_params if\ + ( 1 < param['length'] <= 366 )\ + and param['dimnames'][0] != 'nhru' ] + with PdfPages(OPJ(out_dir,'non_spatial_param_plots.pdf')) as pdf: + for p in p_names: + try: + param_dict = [param for param in params.base_params if param['name'] == p][0] + plt.plot(np.arange(1, param_dict['length']+1, 1), params[p]) + plt.xlabel(param_dict['dimnames'][0]) + plt.ylabel(p) + plt.xlim(0.5, param_dict['length']+0.5) + pdf.savefig() + plt.close() + except: + print('{param} parameter failed to plot'.format(param=p)) + + ## html table of parameters with dimension length = 1 + p_names = [param['name'] for param in params.base_params if param['length'] == 1] + df = pd.DataFrame() + df.index.name = 'parameter' + for p in p_names: + df.set_value(p, 'value', params[p]) + df.to_html(OPJ(out_dir,'single_valued_params.html')) + ################################################################ + # plot single parameter, in case of nhru by monthly param, + # save multi-page pdf + else: + param_name = which + try: + params[which] + except: + print('{param} is not a valid PRMS parameter'.format(param=param_name)) + return + + param_dict = [param for param in params.base_params if param['name'] == param_name][0] + + # labels for single plots + if not cbar_label: + cbar_label = param_name + if not title: + title = '' + + # if parameter is not spatial, one dimensional, with length greater than one, plot as line + if param_dict['ndims'] == 1 and ( 1 < param_dict['length'] <= 366 )\ + and param_dict['dimnames'][0] != 'nhru': + if not xlabel: + xlabel = param_dict['dimnames'][0] + if not ylabel: + ylabel = param_name + plt.plot(np.arange(1, param_dict['length']+1,1), params[param_name]) + plt.xlim(0.5, param_dict['length']+0.5) + plt.xlabel(xlabel) + plt.ylabel(ylabel) + plt.title(title) + # if spatial and one dimensional, plot + elif param_dict['ndims'] == 1 and param_dict['length'] == params.dimensions['nhru']: + if not xlabel: + xlabel = '' + if not ylabel: + ylabel = '' + plt.figure() + ax = plt.gca() + im = ax.imshow(params[param_name].reshape(nrows,ncols), origin='upper') + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax,label=cbar_label) + ax.tick_params(left='off', bottom='off', labelleft='off', labelbottom='off') + ax.set_title(title) + ax.set_ylabel(ylabel) + ax.set_xlabel(xlabel) + # spatial monthly parameter + elif param_dict['dimnames'][0] == 'nhru' and param_dict['dimnames'][1] == 'nmonths'\ + and param_dict['ndims'] == 2: + if not xlabel: + xlabel = '' + if not ylabel: + ylabel = '' + file_name = '{}.pdf'.format(param_name) + with PdfPages(OPJ(out_dir, file_name)) as pdf: + for i in range(12): #month + plt.figure() + ax = plt.gca() + im = ax.imshow(params['{}'.format(param_name)][i].reshape(nrows,ncols), origin='upper') + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax) + ax.set_title('{} {}'.format(param_name, calendar.month_name[i+1])) + ax.set_ylabel(ylabel) + ax.set_xlabel(xlabel) + ax.tick_params(left='off', bottom='off', labelleft='off', labelbottom='off') + pdf.savefig() + plt.close() + else: + val = params[param_name] + print('{param} is single valued with value: {v}'.format(param=param_name, v=val))
+ + def __read_base(self, base_file): + "Read base file returning 2-tuple of dimension and params dict" + + params_startline, dimensions = self.__make_dimensions_dict(base_file) + base_params = self.__make_parameter_dict(base_file, params_startline) + + return (dimensions, base_params) + + def __make_dimensions_dict(self, base_file): + """ + Extract dimensions and each dimension length. Runs before + __make_parameter_dict. + """ + ret = OrderedDict() + + dim_name = '' + dim_len = 0 + # finished = False + found_dim_start = False + # while not finished: + for idx, l in enumerate(self.base_file_reader): + + if l.strip() == '** Dimensions **': # start of dimensions + found_dim_start = True + + elif '#' in l: # comments + pass + + elif l.strip() == '** Parameters **': # start of parameters + dimlines = idx + # finished = True + break + + elif found_dim_start: + + if dim_name == '': + dim_name = l.strip() + else: + dim_len = int(l) + ret.update({dim_name: dim_len}) + dim_name = '' + + return (dimlines, ret) + + def __make_parameter_dict(self, base_file, params_startline=0): + ret = [] + + name = '' + ndims = 0 + dimnames = [] + length = 0 + vartype = '' + + dimnames_read = 0 + data_startline = 0 + + for idx, l in enumerate(self.base_file_reader): + + if '#' in l: + # we have a comment; the next lines will be new + # parameter metadata. No data for the first time through, so + # we don't want to append an metadata blob with empty values + if name: + ret.append( + dict( + name=name, + ndims=ndims, + dimnames=dimnames, + length=length, + vartype=vartype, + data_startline=data_startline + ) + ) + + name = '' + ndims = 0 + dimnames = [] + length = 0 + vartype = '' + dimnames_read = 0 + + elif not name: + name = l.strip().split()[0] # in case old format with integer after name + + elif not ndims: + ndims = int(l.strip()) + + elif not (dimnames_read == ndims): + dimnames.append(l.strip()) + dimnames_read += 1 + + elif not length: + length = int(l.strip()) + + elif not vartype: + vartype = l.strip() + # advance one from current position and account for starting + # to count from zero + data_startline = params_startline + idx + 2 + + # need to append one more time since iteration will have stopped after + # last line + ret.append( + dict( + name=name, + ndims=ndims, + dimnames=dimnames, + length=length, + vartype=vartype, + data_startline=data_startline + ) + ) + + return ret + + def __getitem__(self, key): + """ + Look up a parameter by its name. + + Raises: + KeyError if parameter name is not valid + """ + def load_parameter_array(param_metadata): + + startline = param_metadata['data_startline'] + endline = startline + param_metadata['length'] + 1 + + param_slice = itertools.islice( + io.open(self.base_file, 'rb'), startline, endline + ) + + arr = np.genfromtxt(param_slice) + + if param_metadata['ndims'] > 1: + dimsizes = [ + self.dimensions[d] for d in param_metadata['dimnames'] + ] + dimsizes.reverse() + arr = arr.reshape(dimsizes) + + return arr + + if key in self.param_arrays: + return self.param_arrays[key] + + else: + try: + param_metadata = [ + el for el in self.base_params if el['name'] == key + ].pop() + + except IndexError: + raise KeyError(key) + + arr = load_parameter_array(param_metadata) + + # cache the value for future access (but maybe shouldn't?) + self.param_arrays.update({key: arr}) + + return arr + + def __setitem__(self, key, value): + + if key in self.param_arrays: + cur_arr = self.param_arrays[key] + if not value.shape == cur_arr.shape: + raise ValueError('New array does not match existing') + + self.param_arrays[key] = value
+ +
[docs]def modify_params(params_in, params_out, param_mods=None): + ''' + Given a parameter file in and a dictionary of param_mods, write modified + parameters to params_out. + + + Arguments: + params_in (str): location on disk of the base parameter file + params_out (str): location on disk where the modified parameters will + be written + + Keyword Arguments: + param_mods (dict): param name-keyed, param modification function-valued + + Returns: + None + + Example: + Below we modify the monthly *jh_coef* parameter by increasing it 10% + for every month, + + >>> params_in = 'models/lbcd/parameters' + >>> params_out = 'scenarios/jh_coef_1.1/params' + >>> scale_10pct = lambda x: x * 1.1 + >>> modify_params(params_in, params_out, {'jh_coef': scale_10pct}) + + So param_mods is a dictionary of with keys being parameter names and + values a function that operates on a single value. Currently we only + accept functions that operate without reference to any other + parameters. The function will be applied to every cell, month, or + cascade routing rule for which the parameter is defined. + ''' + p_in = Parameters(params_in) + + for k in param_mods: + p_in[k] = param_mods[k](p_in[k]) + + p_in.write(params_out)
+
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_modules/prms_python/scenario.html b/docs/build/html/_modules/prms_python/scenario.html new file mode 100644 index 0000000..625013a --- /dev/null +++ b/docs/build/html/_modules/prms_python/scenario.html @@ -0,0 +1,728 @@ + + + + + + + prms_python.scenario — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Source code for prms_python.scenario

+# -*- coding: utf-8 -*-
+'''
+scenario.py -- holds ``Scenario`` and ``ScenarioSeries`` classes for PRMS 
+managing parameter-based model scenarios that may be used for hypotheses
+testing.
+'''
+
+import inspect
+import json
+import multiprocessing as mp
+import os
+import shutil
+import uuid
+
+from datetime import datetime
+from .parameters import modify_params, Parameters
+from .data import Data
+from .util import load_statvar
+from .simulation import Simulation
+
+
+
[docs]class ScenarioSeries(object): + """ + Create and manage a series of model runs where parameters are modified. + + First initialize the series with an optional title and description. + Then to build the series the user provides a list of dictionaries with + parameter-function key-value pairs, and optionally a title and + description for each dictionary defining the individual scenario. + + The ScenarioSeries' ``build`` method creates a file structure under + the series directory (``scenarios_dir``) where each subdirectory is + named with a :mod:`uuid` which can be later matched to its title using + the metadata in ``scenario_dir/series_metadata.json`` (see :mod:`json`). + In the future we may add a way for the user to access the results of + the scenario simulations directly through the ``ScenarioSeries`` + instance, but for now the results are written to disk. Therefore each + scenario's title metadata can be used to refer to which parmaters were + modified and how for post-processing and analysis. One could also use + the description metadata for this purpose. + + Arguments: + base_dir (str): path to base inputs; 'control', 'parameters', + and 'data' must be present there + scenarios_dir (str): directory where scenario data will be written + to; will be overwritten or created if it does not exist + + Keyword Arguments: + title (str, optional): title of the ScenarioSeries instance + description (str, optional): description of the ScenarioSeries + instance + + Attributes: + metadata (dict): dictionary with title, description, and UUID map + dictionary for individiual ``Scenario`` output directories, + the UUID dictionary (``uuid_title_map``)is left empty until + calling :meth:`ScenarioSeries.build`. + scenarios (list): empty list that will be filled with ``Scenario``s + after defining them by calling :meth:`ScenarioSeries.build`. + + Example: + There are three steps to both ``Scenario`` and ScenarioSeries, + first we initialize the object + + >>> series = ScenarioSeries( + >>> base_dir = 'dir_with_input_files', + >>> scenarios_dir = 'dir_to_run_series', + >>> title = 'title_for_group_of_scenarios', + >>> description = 'description_for_scenarios' + >>> ) + + The next step is to "build" the ``ScenarioSeries`` by calling the + :meth:`ScenarioSeries.build` method which defines which parameters + to modify, how to modify them, and then performs the modification + which readies the series to be "run" (the last step). See the + :meth:`ScenarioSeries.build` method for the next step example. + + Also see :ref:`scenario_and_scenarioseries_tutorial` for full example + """ + + def __init__(self, base_dir, scenarios_dir, title=None, description=None): + """ + """ + self.base_dir = base_dir + self.scenarios_dir = scenarios_dir + if os.path.exists(scenarios_dir): + shutil.rmtree(scenarios_dir) + + os.mkdir(scenarios_dir) + + shutil.copytree(base_dir, os.path.join(scenarios_dir, 'base_inputs')) + + self.metadata = dict(title=title, + description=description, + uuid_title_map={}) + self.scenarios = [] + + self.outputs = None + +
[docs] @classmethod + def from_parameters_iter(cls, base_directory, parameters_iter, + title=None, description=None): + ''' + Alternative way to initialize and build a ``ScenarioSeries`` in one + step. + + Create and build a ``ScenarioSeries`` by including the param-keyed- + function-valued dictionary (``parameters_iter``) that is otherwise + passed in :meth:`ScenarioSeries.build`. + + Arguments: + base_directory (str): directory that contains model input files + parameters_iter (list of dicts): list of dictionaries for each + ``Scenario`` as described in :class:`Scenario` and + :meth:`ScenarioSeries.build`. + title (str): title for group of scenarios + description (str): description for group of scenarios + + Returns: + None + ''' + series = cls(base_directory, base_directory, + title=title, description=description) + + for parameters in parameters_iter: + + title = parameters['title'] if 'title' in parameters else None + + uu = str(uuid.uuid4()) + + series.metadata['uuid_title_map'].update({uu: title}) + + scenario_dir = os.path.join(series.scenarios_dir, uu) + + scenario = Scenario(series.base_dir, scenario_dir, title=title) + + scenario.build() + + series.scenarios.append(scenario) + + with open( + os.path.join(series.scenarios_dir, 'series_metadata.json'), 'w' + ) as f: + f.write(json.dumps(series.metadata, indent=2))
+ + def __len__(self): + return len(self.scenarios) + +
[docs] def build(self, scenarios_list): + """ + Build the scenarios from a list of scenario definitions in dicitonary + form. + + Each element of ``scenarios_list`` can have any number of parameters + as keys with a function for each value. The other two acceptable keys + are ``title`` and ``description`` which will be passed on to each + individual Scenario's metadata in ``series_metadata.json`` for future + lookups. The ``build`` method also creates a file structure that uses + UUID values as individiual ``Scenario`` subdirectories as shown below. + + Arguments: + scenarios_list (list): list of dictionaries with key-value + pairs being parameter-function definition pairs or + title-title string or description-description string. + Returns: + None + + Examples: + Following the initialization of a ``ScenarioSeries`` instance as + shown the example docstring there, we "build" the series by + defining a list of param named-keyed function-valued + dictionaries. This example uses arbitrary functions on two + PRMS parameters *snowinfil_max* and *snow_adj*, + + >>> def _function1(x): #Note, function must start with underscore + return x * 0.5 + >>> def _function2(x): + return x + 5 + >>> dic1 = {'snowinfil_max': _function1, 'title': 'scenario1'} + >>> dic2 = {'snowinfil_max': _function2, + 'snow_adj': function1, + 'title': 'scenario2', + 'description': 'we adjusted two snow parameters' + } + >>> example_scenario_list = [dic1, dic2] + >>> # now we can build the series + >>> series.build(example_scenario_list) + + In this example that follows from :class:`ScenarioSeries` example the + file structure that is created by the ``build`` method is as follows:: + + dir_to_run_series + ├── 670d6352-2852-400a-997e-7b12ba34f0b0 + │   ├── control + │   ├── data + │   └── parameters + ├── base_inputs + │   ├── control + │   ├── data + │   └── parameters + ├── ee9526a9-8fe6-4e88-b357-7dfd7111208a + │   ├── control + │   ├── data + │   └── parameters + └── series_metadata.json + + As shown the build method has copied the original inputs from the + ``base_dir`` given on initialization of ``ScenarioSeries`` to a new + subdirectory of the ``scenarios_dir``, it also applied the + modifications to the parameters for both scenarios above and move the + input files to their respective directories. At this stage the + ``metadata`` will not have updated the UUID map dictionary to each + scenarios subdirectory because they have not yet been run. See the + :meth:`ScenarioSeries.run` method for further explanation including + the final file structure and metadata file contents. + """ + + title = None + description = None + for s in scenarios_list: + + if 'title' in s: + title = s['title'] + del s['title'] + + if 'description' in s: + description = s['description'] + del s['description'] + + uu = str(uuid.uuid4()) + + self.metadata['uuid_title_map'].update({uu: title}) + + scenario_path = os.path.join(self.scenarios_dir, uu) + + # create Scenario + scenario = Scenario( + self.base_dir, scenario_path, title=title, + description=description + ) + + # s now only contains parameter keys and function references vals + scenario.build(s) + + self.scenarios.append(scenario) + + with open( + os.path.join(self.scenarios_dir, 'series_metadata.json'), 'w' + ) as f: + + f.write(json.dumps(self.metadata, indent=2))
+ +
[docs] def run(self, prms_exec='prms', nproc=None): + """ + Run a "built" ``ScenarioSeries`` and make final updates + to file structure and metadata. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to + executable. Default = 'prms' + nproc (int or None): number of processceors available to + parallelize PRMS simulations, if None (default) then use + half of what the :mod:`multiprocessing` detects on the + machine. + + Returns: + None + + Examples: + This example starts where the example ends in + :meth:`ScenarioSeries.build`, calling ``run`` will run the + models for all scenarios and then update the file structure + as well as create individual ``Scenario`` metadata files as such:: + + dir_to_run_series + ├── 5498c21d-d064-45f4-9912-044734fd230e + │   ├── inputs + │   │   ├── control + │   │   ├── data + │   │   └── parameters + │   ├── metadata.json + │   └── outputs + │   ├── prms_ic.out + │   ├── prms.out + │   └── statvar.dat + ├── 9d28ec5a-b570-4abb-8000-8dac113cbed3 + │   ├── inputs + │   │   ├── control + │   │   ├── data + │   │   └── parameters + │   ├── metadata.json + │   └── outputs + │   ├── prms_ic.out + │   ├── prms.out + │   └── statvar.dat + ├── base_inputs + │   ├── control + │   ├── data + │   └── parameters + └── series_metadata.json + + As we can see the file structure follows the combined structures + as defined by :class:`Simulation` and :class:`Scenario`. The content + of the top-level metadata file ``series_metadata.json`` is as such:: + + { + "title": "title_for_group_of_scenarios", + "description": "description_for_scenarios", + "uuid_title_map": { + "5498c21d-d064-45f4-9912-044734fd230e": "scenario1", + "9d28ec5a-b570-4abb-8000-8dac113cbed3": "scenario2" + } + } + + Therefore one can use the :mod:`json` file to track between UUID's and + individual scenario titles. The json files are read as a Python + dictionary which makes them particularly convenient. The contents of + an individual scenarios ``metadata.json`` file included a string + representation of the function(s) that were applied to the + paramter(s):: + + { + "description": null, + "end_datetime": "2018-09-03T00:00:40.793817", + "mod_funs_dict": { + "snowinfil_max": "def _function1(x): + return x * 0.5" + }, + "start_datetime": "2018-09-03T00:00:30.421353", + "title": "scenario1" + } + + Note: + As shown, it is important to give appropriate scenario titles when + building a ``ScenarioSeries`` dictionary in order to later + understand how parameters were modified in each scenario. If not + one would have to rely on the individual ``metadata.json`` files + in each scenario directory which may be more cumbersome. + """ + if not nproc: + nproc = mp.cpu_count()//2 + + pool = mp.Pool(processes=nproc) + pool.map(_scenario_runner, self.scenarios)
+ + +# multiprocessing req the function be def'd at root scope so it's picklable +def _scenario_runner(scenario, prms_exec='prms'): + scenario.run(prms_exec=prms_exec) + + +
[docs]class Scenario: + """ + Container for the process in which one modifies input parameters then + runs a simulation while tracking metadata. + + Metadata includes a title and description, if provided, plus start/end + datetime, and parameter names of parameters that were modified including + string representations of the Python modification functions that were + applied to each parameter. The metadata file is in :mod:`json` format + making it conveniently read as a Python dictionary. + + Arguments: + base_dir (str): path to directory that contains initial *control*, + *parameter*, and *data* files to be used for ``Scenario``. + The *parameters* file in ``base_dir`` will not be modifed + instead will be copied to ``scenario_dir`` and them modified. + scenario_dir (str): directory path to bundle inputs and outputs + title (str, optional): title of ``Scenario``, if given will be + added to ``Scenario.metadata`` attribute as well as the + ``metadata.json`` file in ``scenario_dir`` written after + calling the :func:`Scenario.build()` and :func:`Scenario.run()` + methods. + description (str, optional): description of ``Scenario``, also + is added to ``Scenario.metadata`` as ``title``. + + Attributes: + metadata (:class:`scenario.ScenarioMetadata`): a dictionary-like + class in :mod:`prms_python.scenario` that tracks ``Scenario`` and + ``ScenarioSeries`` imformation including user-defined parameter + modifications and descriptions, and file structure. + + Examples: + This example is kept simple for clarity, here we adjust a + single PRMS parameter *tmin_lapse* by using a single arbitrary + mathematical function. We use the example PRMS model included + with PRMS-Python for this example, + + >>> input_dir = 'PRMS-Python/test/data/models/lbcd' + >>> scenario_directory = 'scenario_testing' + >>> title = 'Scenario example' + >>> desc = 'adjust tmin_lapse using sine wave function' + >>> # create Scenario instance + >>> scenario_obj = Scenario + ( + base_dir=input_dir, + scenario_dir=scenario_directory, + title=title, + description=desc + ) + + Next we need to build a dictionary to modify, in this case + *tmin_lapse*, here we use a vectorized sine function + + >>> # build the modification function and dictionary + >>> def a_func(arr): + return 4 + np.sin(np.linspace(0,2*np.pi,num=len(arr))) + >>> # make dictionary with parameter names as keys and modification + >>> # function as values + >>> param_mod_dic = dict(tmin_lapse=a_func) + >>> scenario_obj.build(param_mod_funs=param_mod_dic) + + After building a ``Scenario`` instance the input files are + copied to ``scenario_dir`` which was assigned 'scenario_testing':: + + scenario_testing + ├── control + ├── data + └── parameters + + + After calling ``build`` the input files from ``input_dir`` were + first copied to ``scenario_dir`` and then the functions in + ``param_mod_dic`` are applied the the parameters names (key) + in ``param_mod_dic``. To run the ``Scenario`` use the the ``run`` + method + + >>> scenario_obj.run() + + Now the simulation is run and the ``metadata.json`` file is created, + the final file structure will be similar to this:: + + scenario_testing + ├── inputs + │   ├── control + │   ├── data + │   └── parameters + ├── metadata.json + └── outputs + ├── prms_ic.out + ├── prms.out + └── statvar.dat + + Finally, here is what is contained in ``metadata.json`` for this example + which is also updates in the :attr:`Scenario.metadata` + + >>> scenario_obj.metadata + { + 'title': 'Scenario example', + 'description': 'adjust tmin_lapse using sine wave function', + 'start_datetime': '2018-09-01T19:20:21.723003', + 'end_datetime': '2018-09-01T19:20:31.117004', + 'mod_funs_dict': { + 'tmin_lapse': 'def parab(arr): + return 4 + np.sin(np.linspace(0,2*np.pi,num=len(arr)))' + } + } + + As shown the metadata retirieved the parameter modification function + as a string representation of the exact Python function(s) used for + modifying the user-defined parameter(s). + + Note: + The main differentiator between :class:`Scenario` and + :class:`ScenarioSeries` is that ``Scenario`` is designed for modifying + one or more parameters of a **single** *parameters* file whereas + ``ScenarioSeries`` is designed for modifying and tracking the + modification of one or more parameters in **multiple** PRMS + *parameters* files, therefore resulting in multiple PRMS simulations. + + """ + + def __init__(self, base_dir, scenario_dir, + title=None, description=None): + + self.title = title + self.description = description + + self.base_dir = base_dir + self.scenario_dir = scenario_dir + + self.metadata = ScenarioMetadata(title=title, description=description) + + self.__simulation_ready = False + +
[docs] def build(self, param_mod_funs=None): + """ + Take a user-defined dictionary with param names as keys and Python + functions as values, copy the original input files as given when + initializing a :class:`Scenario` instance to the ``simulation_dir`` + then apply the functions in the user-defined dictionary to the + parameters there. The ``build`` method must be called before running + the ``Scenario`` (calling :func:`Scenario.run()` ). + + Keyword Arguments: + param_mod_funs (dict): dictionary with parameter names as keys + and Python functions as values to apply to the names (key) + + Returns: + None + + Example: + see :class:`Scenario` for a full example. + + Note: + If the ``scenario_dir`` that was assigned for the current + instance already exists, it will be overwritten when ``build`` + is invoked. + """ + + if isinstance(param_mod_funs, dict): + + # create scenario_dir that will be used as Simulation input dir + if os.path.isdir(self.scenario_dir): + shutil.rmtree(self.scenario_dir) + + os.makedirs(self.scenario_dir) + shutil.copy( + os.path.join(self.base_dir, 'control'), self.scenario_dir + ) + shutil.copy( + os.path.join(self.base_dir, 'data'), self.scenario_dir + ) + + old_params_path = os.path.join(self.base_dir, 'parameters') + new_params_path = os.path.join(self.scenario_dir, 'parameters') + if not param_mod_funs: + shutil.copy(old_params_path, self.scenario_dir) + else: + modify_params(old_params_path, new_params_path, param_mod_funs) + + param_mod_funs_metadata = { + param_name: inspect.getsource(param_mod_fun) + for param_name, param_mod_fun in param_mod_funs.items() + } + + self.metadata['mod_funs_dict'] = param_mod_funs_metadata + + self.simulation = Simulation(self.scenario_dir, self.scenario_dir) + + else: + self.simulation = Simulation(self.scenario_dir) + + self.__simulation_ready = True
+ +
[docs] def run(self, prms_exec='prms'): + """ + Run the PRMS simulation for a *built* ``Scenario`` instance. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to + executable + + Returns: + None + + Examples: + see :class:`Scenario` for full example + + Raises: + RuntimeError: if the :func:`Scenario.build` method has not yet + been called. + """ + if not self.__simulation_ready: + raise RuntimeError( + 'Scenario has not yet been prepared: run build_scenario first' + ) + + self.metadata['start_datetime'] = datetime.now().isoformat() + self.simulation.run(prms_exec=prms_exec) + self.metadata['end_datetime'] = datetime.now().isoformat() + + self.metadata.write(os.path.join(self.scenario_dir, 'metadata.json'))
+ + +class ScenarioMetadata: + + def __init__(self, title=None, description=None, start_datetime=None, + end_datetime=None, mod_funs_dict=None): + + self.metadata_dict = dict(title=title, + description=description, + start_datetime=start_datetime, + end_datetime=end_datetime, + mod_funs_dict=mod_funs_dict) + + def __getitem__(self, key): + return self.metadata_dict[key] + + def __setitem__(self, key, value): + self.metadata_dict[key] = value + + def __repr__(self): + return self.metadata_dict.__repr__() + + def write(self, output_path): + with open(output_path, 'w') as f: + f.write(json.dumps(self.metadata_dict, ensure_ascii=False,\ + indent=4, sort_keys=True)) + + +
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_modules/prms_python/simulation.html b/docs/build/html/_modules/prms_python/simulation.html new file mode 100644 index 0000000..7ca97b9 --- /dev/null +++ b/docs/build/html/_modules/prms_python/simulation.html @@ -0,0 +1,538 @@ + + + + + + + prms_python.simulation — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Source code for prms_python.simulation

+# -*- coding: utf-8 -*-
+"""
+simulation.py -- Contains ``Simulation`` and ``SimulationSeries`` classes and 
+associated functions for managing PRMS simulations at a low level.
+"""
+
+from __future__ import print_function
+import glob
+import multiprocessing as mp
+import os
+import shutil
+import subprocess
+import time
+
+from .data import Data
+from .parameters import Parameters
+from .util import load_statvar
+
+OPJ = os.path.join
+
+
[docs]class SimulationSeries(object): + ''' + Series of simulations all to be run through a common interface. + + Utilizes :class:`multiprocessing.Pool` class to parallelize the + execution of series of PRMS simulations. SimulationSeries also + allows the user to define the PRMS executable command which is + set to "prms" as default. It is best to add the prms executable to + your $PATH environment variable. Each simulation that is run through + ``SimulationSeries`` will follow the strict file structure as defined + by :func:`Simulation.run()`. This class is useful particularly for + creating new programatic workflows not provided yet by PRMS-Python. + + Arguments: + simulations (list or tuple): list of :class:`Simulation` objects + to be run. + + Example: + Lets say you have already created a series of PRMS models by modifying + the input climatic forcing data, e.g. you have 100 *data* files and + you want to run each using the same *control* and *parameters* file. + For simplicity lets say there is a directory that contains all 100 + *data* files e.g. data1, data2, ... or whatever they are named and + nothing else. This example also assumes that you want each simulation + to be run and stored in directories named after the *data* files as + shown. + + >>> data_dir = 'dir_that_contains_all_data_files' + >>> params = Parameters('path_to_parameter_file') + >>> control_path = 'path_to_control' + >>> # a list comprehension to make multiple simulations with + >>> # different data files, alternatively you could use a for loop + >>> sims = [ + Simulation.from_data + ( + Data(data_file), + params, + control_path, + simulation_dir='sim_{}'.format(data_file) + ) + for data_file in os.listdir(data_dir) + ] + + Next we can use ``SimulationSeries`` to run all of these + simulations in parrallel. For example we may use 8 logical cores + on a common desktop computer. + + >>> sim_series = SimulationSeries(sims) + >>> sim_series.run(nprocs=8) + + The ``SimulationSeries.run()`` method will run all 100 simulations + where chunks of 8 at a time will be run in parrallel. Inputs and + outputs of each simulation will be sent to each simulation's + ``simulation_dir`` following the file structure of + :func:`Simulation.run()`. + + Note: + The :class:`Simulation` and :class:`SimulationSeries` classes + are low-level in that they alone do not create metadata for + PRMS simulation scenarios. In other words they do not produce + any additional files that may help the user know what differs + between individual simulations. + + ''' + + def __init__(self, simulations): + self.series = list(simulations) + +
[docs] def run(self, prms_exec='prms', nproc=None): + """ + Method to run multiple :class:`Simulation` objects in parrallel. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to + executable + nproc (int or None): number of logical or physical processors + for parrallel execution of PRMS simulations. + + Example: + see :class:`SimulationSeries` + + Note: + If ``nproc`` is not assigned the deault action is to use half + of the available processecors on the machine using the Python + :mod:`multiprocessing` module. + + """ + if not nproc: + nproc = mp.cpu_count() // 2 + + pool = mp.Pool(processes=nproc) + pool.map(_simulation_runner, self.series) + pool.close() + + return self
+ +
[docs] def outputs_iter(self): + ''' + Return a :class:`generator` of directories with the path to the + ``simulation_dir`` as well as paths to the *statvar.dat* output + file, and *data* and *parameters* input files used in the simulation. + + Yields: + :obj:`dict`: dictionary of paths to simulation directory, + input, and output files. + + Example: + >>> ser = SimulationSeries(simulations) + >>> ser.run() + >>> g = ser.outputs_iter() + + Would return something like + + >>> print(g.next()) + { + 'simulation_dir': 'path/to/sim/', + 'statvar': 'path/to/statvar', + 'data': 'path/to/data', + 'parameters': 'path/to/parameters' + } + ''' + dirs = list(s.simulation_dir for s in self.series) + print(dirs) + + return ( + { + 'simulation_dir': d, + 'statvar': OPJ(d, 'outputs', 'statvar.dat'), + 'data': OPJ(d, 'inputs', 'data'), + 'parameters': OPJ(d, 'inputs', 'parameters') + } + for d in dirs + )
+ + def __len__(self): + return len(list(self.outputs_iter()))
+ + +def _simulation_runner(sim): + sim.run(prms_exec='prms') + + +
[docs]class Simulation(object): + """ + Class that runs and manages file structure for a single PRMS simulation. + + The ``Simulation`` class provides low-level managment of a PRMS simulation + by copying model input files from ``input_dir`` argument to an output dir + ``simulation_dir``. The file stucture for an individual simulation after + calling the ``run`` method is simple, two subdirectories "inputs" and + "outputs" are created under ``simulation_dir`` and the respective input + and output files from the current PRMS simulation are transfered there after + the ``Simulation.run()`` method is called which executes the PRMS model, + (see examples below in :func:`Simulation.run`). + + A ``Simulation`` instance checks that all required PRMS inputs (control, + parameters, data) exist in the expected locations. If simulation_dir is + provided and does not exist, it will be created. If it does exist it will + be overwritten. + + Keyword Arguments: + input_dir (str): path to directory that contains control, parameter, + and data files for the simulation + simulation_dir (str): directory path to bundle inputs and outputs + + Example: + see :func:`Simulation.run()` + + Raises: + RuntimeError: if input directory does not contain a PRMS *data*, + *parameters*, and *control* file. + + """ + def __init__(self, input_dir=None, simulation_dir=None): + # check if model input paths exist + idir = input_dir + self.input_dir = idir + self.simulation_dir = simulation_dir + if idir is not None: + self.control_path = os.path.join(idir, 'control') + self.parameters_path = os.path.join(idir, 'parameters') + self.data_path = os.path.join(idir, 'data') + + if not os.path.exists(self.control_path): + raise RuntimeError('Control file missing from ' + idir) + + if not os.path.exists(self.parameters_path): + raise RuntimeError('Parameter file missing from ' + idir) + + if not os.path.exists(self.data_path): + raise RuntimeError('Data file missing from ' + idir) + # build output (simulation_dir) and move input files there + if simulation_dir is not None: + self.simulation_dir = simulation_dir + if simulation_dir and simulation_dir != input_dir: + + if os.path.exists(simulation_dir): + shutil.rmtree(simulation_dir) + + os.mkdir(simulation_dir) + + shutil.copy(self.control_path, simulation_dir) + shutil.copy(self.data_path, simulation_dir) + shutil.copy(self.parameters_path, simulation_dir) + + self.control_path = os.path.join(simulation_dir, 'control') + self.parameters_path = os.path.join(simulation_dir, + 'parameters') + self.data_path = os.path.join(simulation_dir, 'data') + + else: + self.control_path = None + self.parameters_path = None + self.data_path = None + self.simulation_dir = None + + self.has_run = False + +
[docs] @classmethod + def from_data(cls, data, parameters, control_path, simulation_dir): + ''' + Create a ``Simulation`` from a :class:`Data` and :class:`Parameter` object, + plus a path to the *control* file, and providing a ``simulation_dir`` + where the simulation should be run. + + Arguments: + data (:class:`Data`): ``Data`` object for simulation + parameters (:class:`Parameters`): ``Parameters`` object for simulation + control_path (str): path to control file + simulation_dir (str): path to directory where simulations will be + run and where input and output will be stored. If it exists it will + be overwritten. + + Returns: + :class:`Simulation` ready to be run using ``simulation_dir`` for + inputs and outputs + + Example: + + >>> d = Data('path_to_data_file') + >>> p = Parameters('path_to_parameters_file') + >>> c = 'path_to_control_file' + >>> sim_dir = 'path_to_create_simulation' + >>> sim = Simulation.from_data(d, p, c, sim_dir) + >>> sim.run() + + Raises: + TypeError: if ``data`` and ``parameters`` arguments are not of type + :class:`Data` and :class:`Parameters` + ''' + + if not isinstance(data, Data): + raise TypeError('data must be instance of Data') + + if not isinstance(parameters, Parameters): + raise TypeError('parameters must be instance of Parameters, not '\ + + str(type(parameters))) + + if os.path.exists(simulation_dir): + shutil.rmtree(simulation_dir) + + os.makedirs(simulation_dir) + + sim = cls() + sim.simulation_dir = simulation_dir + + sd = simulation_dir + + data_path = OPJ(sd, 'data') + data.write(data_path) + params_path = OPJ(sd, 'parameters') + parameters.write(params_path) + shutil.copy(control_path, OPJ(sd, 'control')) + + return sim
+ +
[docs] def run(self, prms_exec='prms'): + """ + Run a ``Simulation`` instance using PRMS input files from ``input_dir`` + and copy to the ``Simulation`` file structure under ``simulation_dir`` if + given, otherwise leave PRMS input output unstructured and in ``input_dir`` + + This method runs a single PRMS simulation from a ``Simulation`` instance, + waits until the process has completed and then transfers model input and + output files to respective newly created directories. See example of the + file structure that is created under different workflows of the ``run`` + method below. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to executable + + Examples: + If we create a :class:`Simulation` instance by only assigning the + ``input_dir`` argument and call its ``run`` method the model will be + run in the ``input_dir`` and all model input and output files will + remain in ``input_dir``, + + >>> import os + >>> input_dir = os.path.join( + 'PRMS-Python', + 'prms_python', + 'models', + 'lbcd' + ) + >>> os.listdir(input_dir) + ['data', + 'data_3deg_upshift', + 'parameters', + 'parameters_adjusted', + 'control'] + >>> sim = Simulation(input_dir) + >>> sim.run() + >>> os.listdir(input_dir) # all input and outputs in input_dir + ['data', + 'data_3deg_upshift', + 'parameters', + 'parameters_adjusted', + 'control', + 'statvar.dat', + 'prms_ic.out', + 'prms.out' ] + + Instead if we assigned a path for ``simulation_dir`` keyword + argument and then called ``run``, i.e. + + >>> sim = Simulation(input_dir, 'path_simulation') + >>> sim.run() + + the files structure for the PRMS simulation created by ``Simulation.run()`` + would be:: + + path_simulation + ├── inputs + │   ├── control + │   ├── data + │   └── parameters + └── outputs + ├── data_3deg_upshift + ├── parameters_adjusted + ├── prms_ic.out + ├── prms.out + └── statvar.dat + + Note: + As shown in the last example, currently the ``Simulation.run`` routine only + recognizes the *data*, *parameters*. and *control* file as PRMS inputs, + all other files found in ``input_dir`` before *and* after normal completion + of the PRMS simulation will be transferred to ``simulation_dir/outputs/``. + """ + cwd = os.getcwd() + + if self.simulation_dir: + os.chdir(self.simulation_dir) + + else: + os.chdir(self.input_dir) + + p = subprocess.Popen( + prms_exec + ' control', shell=True, stdout=subprocess.PIPE, + stderr=subprocess.PIPE + ) + + prms_finished = False + checked_once = False + while not prms_finished: + + if not checked_once: + p.communicate() + checked_once = True + + poll = p.poll() + prms_finished = poll >= 0 + + self.has_run = True + # avoid too many files open error + p.stdout.close() + p.stderr.close() + + if self.simulation_dir: + os.mkdir('inputs') + os.mkdir('outputs') + shutil.move('data', 'inputs') + shutil.move('parameters', 'inputs') + shutil.move('control', 'inputs') + + # all remaining files are outputs + for g in glob.glob('*'): + if not os.path.isdir(g): + shutil.move(g, 'outputs') + + os.chdir(cwd)
+
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_modules/prms_python/util.html b/docs/build/html/_modules/prms_python/util.html new file mode 100644 index 0000000..4b94ee1 --- /dev/null +++ b/docs/build/html/_modules/prms_python/util.html @@ -0,0 +1,473 @@ + + + + + + + prms_python.util — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Source code for prms_python.util

+# -*- coding: utf-8 -*-
+"""
+util.py -- Utilities for working with PRMS data or other functionality that aren't
+appropriate to put elsewhere at this time.
+"""
+import warnings
+import os, shutil, json
+import numpy as np
+import pandas as pd
+
+def calc_emp_CDF(data):
+    # changed function name for PEP 8 style
+    warnings.warn("calc_emp_CDF is deprecated, please use "+\
+                  "util.calc_emp_cdf instead", DeprecationWarning)
+    return calc_emp_cdf(data)
+
+def calc_emp_cdf(data):
+    """
+    Create empirical CDF of arbitrary data
+    
+    Arguments:
+        data (array_like) : array to calculate CDF on
+
+    Returns:
+        X (numpy.ndarray) : array of x values of CDF (sorted data)
+        
+        F (numpy.ndarray) : array of CDF values for each X value or cumulative 
+            exceedence probability, in [0,1].
+    """
+    n_bins = len(data)
+    X = np.sort(data)
+    F = np.array(range(n_bins))/float(n_bins)
+    return X,F
+
+def Kolmogorov_Smirnov(uncond, cond, n_bins=10000):
+    # changed function name for PEP 8 style
+    warnings.warn("Kolmogorov_Smirnov is deprecated, please use "+\
+                  "util.komogorov_smirnov instead", DeprecationWarning)
+    return kolmogorov_smirnov(uncond, cond, n_bins=10000)
+
+def kolmogorov_smirnov(uncond, cond, n_bins=10000):
+    """ 
+    Calculate the Kolmogorov-Smirnov statistic between two datasets by first 
+    computing their empirical CDFs
+    
+    Arguments:
+        uncond (array_like) : data for creating the unconditional CDF.
+        cond (array_like) : data for creating the conditional CDF
+        n_bins (int) : number of bins for both CDFs, note if n_bins > length
+            of either dataset then CDF values are interpolated by numpy
+        
+    Returns: 
+        KS (float) : Kolmogorov-Smirnov statistic, i.e. absolute max distance
+            between uncond and cond CDFs
+    """
+    # create unconditional CDF (F_Uc)
+    H,X = np.histogram(uncond, bins=n_bins, normed=True)
+    dx = X[1] - X[0]
+    F_Uc = np.cumsum(H)*dx    
+    # create conditional CDF (F_C)
+    H,X = np.histogram(cond, bins=n_bins, normed=True)
+    dx = X[1] - X[0]
+    F_C = np.cumsum(H)*dx
+    # Calc max absolulte divergence
+    KS = np.max(np.abs(F_Uc - F_C)) 
+    return KS
+
+def remove_all_optimization_sims_of_other_stage(work_directory, stage):
+    """
+    Track number of simulation directories not tracked by a specific stage
+    and recursively delete them and their contents. This was created to avoid
+    having nutracked simulations in an optimizer working directory for example
+    when an optimization method was interupted before data was saved to a meta
+    data file.
+    
+    Arguments:
+        work_directory (str) : Directory to look for Optimization metadata 
+            json files and simulation directories to keep or remove.         
+        stage (str) : Optimization stage that will not have its simulation
+            data deleted. All other stages if any are found in metadata files
+            will have their associated simulation directories deleted.        
+    Returns:
+        None
+    """
+    from .optimizer import OptimizationResult # avoid circular import
+
+    try:
+        result = OptimizationResult(work_directory,stage=stage)    
+        tracked_dirs = []    
+        for f in result.metadata_json_paths[stage]:
+            with open(f) as fh:
+                json_data = json.load(fh)
+                tracked_dirs.extend(json_data.get('sim_dirs'))
+        count = 0
+        for d in os.listdir(result.working_dir):
+            path = os.path.join(result.working_dir, d)
+            if path in tracked_dirs:
+                continue      
+            elif os.path.isdir(path) and '_archived' not in path:
+                count+=1
+                for dirpath, dirnames, filenames in os.walk(path,\
+                                                                topdown=False):
+                    shutil.rmtree(dirpath, ignore_errors=True)                    
+
+    # if no json file in working dir for given stage, delete any other sim dirs 
+    except:
+        count = 0
+        for d in os.listdir(work_directory):
+            path = os.path.join(work_directory, d)
+            if os.path.isdir(path) and '_archived' not in path:
+                count+=1
+                for dirpath, dirnames, filenames in os.walk(path,\
+                                                                topdown=False):
+                    shutil.rmtree(dirpath, ignore_errors=True)                    
+
+    print('deleted {} simulations that were either not tracked by a JSON file'\
+          .format(count) + ' or were not part of {} optimization stage'\
+          .format(stage))
+
+  
+def delete_files(work_directory, file_name=''):
+    """
+    Recursively delete all files of a certain name from multiple PRMS 
+    simulations that are within a given directory. Can be useful to removw 
+    large files that are no longer needed. For example initial condition 
+    output files are often large and not always used, similarly animation, 
+    data, control, ... files may no longer be needed. 
+
+    Arguments:
+        work_directory (str) : path to directory with simulations.
+        file_name (str) : Name of the PRMS input or output file(s) to be 
+            removed, default = '' empty string- nothing will be deleted.             
+
+    Example: 
+        e.g. if you have several simulation directories:
+
+	>>> "test/results/intcp:-26.50_slope:0.49", 
+	    "test/results/intcp:-11.68_slope:0.54", 
+	    "test/results/intcp:-4.70_slope:0.51", 
+	    "test/results/intcp:-35.39_slope:0.39", 
+	    "test/results/intcp:-20.91_slope:0.41"
+
+        each of these contains an '/inputs' folder with a duplicate data 
+        file that you would like to delete. In this case, delete all 
+        data files like so:
+
+        >>> work_dir = 'test/results/'
+        >>> delete_files(work_dir, file_name='data')
+		    
+    Returns:
+        None     
+    """
+    for dirpath, dirnames, filenames in os.walk(work_directory, topdown=False):
+        paths = (os.path.join(dirpath, filename) for filename in filenames\
+                if filename == file_name)
+        for path in paths:
+            os.remove(path)        
+
+
[docs]def load_statvar(statvar_file): + """ + Read the statvar file and load into a datetime indexed + Pandas dataframe object + + Arguments: + statvar_file (str): statvar file path + Returns: + (pandas.DataFrame) Pandas DataFrame of PRMS variables date indexed + from statvar file + """ + # make list of statistical output variables for df header + column_list = ['index', + 'year', + 'month', + 'day', + 'hh', + 'mm', + 'sec'] + + # append to header list the variables present in the file + with open(statvar_file, 'r') as inf: + for idx, l in enumerate(inf): + # first line is always number of stat variables + if idx == 0: + n_statvars = int(l) + elif idx <= n_statvars and idx != 0: + column_list.append(l.rstrip().replace(' ', '_')) + else: + break + + # arguments for read_csv function + missing_value = -999 + skiprows = n_statvars+1 + df = pd.read_csv( + statvar_file, delim_whitespace=True, skiprows=skiprows, + header=-1, na_values=[missing_value] + ) + + # apply correct header names using metadata retrieved from file + df.columns = column_list + date = pd.Series( + pd.to_datetime(df.year*10000+df.month*100+df.day, format='%Y%m%d'), + index=df.index + ) + + # make the df index the datetime for the time series data + df.index = pd.to_datetime(date) + + # drop unneeded columns + df.drop(['index', 'year', 'month', 'day', 'hh', 'mm', 'sec'], + axis=1, inplace=True) + + # name dataframe axes (index,columns) + df.columns.name = 'statistical_variables' + df.index.name = 'date' + + return df
+ + +def load_data_file(data_file): + # changed function name for PEP 8 style + warnings.warn("load_data_file is deprecated, please use "+\ + "util.load_data instead", DeprecationWarning) + return load_data(data_file) + +
[docs]def load_data(data_file): + """ + Read the data file and load into a datetime indexed Pandas dataframe object. + + Arguments: + data_file (str): data file path + Returns: + df (pandas.DataFrame): Pandas dataframe of input time series data + from data file with datetime index + """ + # valid input time series that can be put into a data file + valid_input_variables = ('gate_ht', + 'humidity', + 'lake_elev', + 'pan_evap', + 'precip', + 'rain_day', + 'runoff', + 'snowdepth', + 'solrad', + 'tmax', + 'tmin', + 'wind_speed') + # starting list of names for header in dataframe + column_list = ['year', + 'month', + 'day', + 'hh', + 'mm', + 'sec'] + # append to header list the variables present in the file + with open(data_file, 'r') as inf: + for idx, l in enumerate(inf): + + # first line always string identifier of the file- may use later + if idx == 0: + data_head = l.rstrip() + + elif l.startswith('/'): # comment lines + continue + + # header lines with name and number of input variables + if l.startswith(valid_input_variables): + # split line into list, first element name and + # second number of columns + h = l.split() + + # more than one input time series of a particular variable + if int(h[1]) > 1: + for el in range(int(h[1])): + tmp = '{var_name}_{var_ind}'.format(var_name=h[0], + var_ind=el+1) + column_list.append(tmp) + elif int(h[1]) == 1: + column_list.append(h[0]) + # end of header info and begin time series input data + if l.startswith('#'): + skip_line = idx+1 + break + + # read data file into pandas dataframe object with correct header names + missing_value = -999 # missing data representation + df = pd.read_csv(data_file, header=-1, skiprows=skip_line, + delim_whitespace=True, na_values=[missing_value]) + + # apply correct header names using metadata retrieved from file + df.columns = column_list + + # create date column + date = pd.Series( + pd.to_datetime(df.year*10000+df.month*100+df.day, format='%Y%m%d'), + index=df.index + ) + + df.index = pd.to_datetime(date) # make the df index the datetime + + # drop unneeded columns + df.drop(['year', 'month', 'day', 'hh', 'mm', 'sec'], axis=1, inplace=True) + df.columns.name = 'input variables' + df.index.name = 'date' # name dataframe axes (index,columns) + return df
+ + +
[docs]def nash_sutcliffe(observed, modeled): + """ + Calculates the Nash-Sutcliffe Goodness-of-fit + + Arguments: + observed (numpy.ndarray): historic observational data + + modeled (numpy.ndarray): model output with matching time index + """ + numerator = sum((observed - modeled)**2) + denominator = sum((observed - np.mean(observed))**2) + + return 1 - (numerator/denominator)
+ +def percent_bias(observed, modeled): + """ + Calculates percent bias + + Arguments: + observed (numpy.ndarray): historic observational data + + modeled (numpy.ndarray): model output with matching time index + """ + return 100 * ( sum( modeled - observed ) / sum( observed ) ) + + +def rmse(observed, modeled): + """ + Calculates root mean squared error + + Arguments: + observed (numpy.ndarray): historic observational data + + modeled (numpy.ndarray): model output with matching time index + """ + return np.sqrt( sum((observed - modeled)**2) / len(observed) ) + + + +
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/_sources/api.rst.txt b/docs/build/html/_sources/api.rst.txt new file mode 100644 index 0000000..b00829f --- /dev/null +++ b/docs/build/html/_sources/api.rst.txt @@ -0,0 +1,101 @@ +API Reference +============= +.. contents:: :local: + +Classes +------- + +Data +^^^^ + +.. _data: +.. autoclass:: prms_python.Data + :members: + +Parameters +^^^^^^^^^^ + +.. _parameters: +.. autoclass:: prms_python.Parameters + :members: + +Simulation +^^^^^^^^^^ + +.. _simulation: +.. autoclass:: prms_python.Simulation + :members: + +SimulationSeries +^^^^^^^^^^^^^^^^ + +.. _simulationseries: +.. autoclass:: prms_python.SimulationSeries + :members: + +Scenario +^^^^^^^^ + +.. _scenario: +.. autoclass:: prms_python.Scenario + :members: + +ScenarioSeries +^^^^^^^^^^^^^^ + +.. _scenarioseries: +.. autoclass:: prms_python.ScenarioSeries + :members: + +Optimizer +^^^^^^^^^ + +.. _optimizer: +.. autoclass:: prms_python.Optimizer + :members: + +OptimizationResult +^^^^^^^^^^^^^^^^^^ + +.. _optimizationresult: +.. autoclass:: prms_python.OptimizationResult + :members: + + +Select helper functions +----------------------- + +load_data +^^^^^^^^^^^^ +.. autofunction:: prms_python.load_data + +load_statvar +^^^^^^^^^^^^ + +.. _load^statvar: +.. autofunction:: prms_python.load_statvar + +modify_params +^^^^^^^^^^^^^ + +.. _modify^params: +.. autofunction:: prms_python.modify_params + +resample_param +^^^^^^^^^^^^^^ + +.. _resample^param: +.. autofunction:: prms_python.optimizer.resample_param + +nash_sutcliffe +^^^^^^^^^^^^^^ + +.. _nash^sutcliffe: +.. autofunction:: prms_python.nash_sutcliffe + +Indices and tables +================== + +* :ref:`genindex` +* :ref:`modindex` +* :ref:`search` diff --git a/docs/build/html/_sources/changelog.rst.txt b/docs/build/html/_sources/changelog.rst.txt new file mode 100644 index 0000000..9d6b6b3 --- /dev/null +++ b/docs/build/html/_sources/changelog.rst.txt @@ -0,0 +1,2 @@ +.. _changes: +.. include:: ../../CHANGELOG.rst diff --git a/docs/build/html/_sources/citation.rst.txt b/docs/build/html/_sources/citation.rst.txt new file mode 100644 index 0000000..f023b17 --- /dev/null +++ b/docs/build/html/_sources/citation.rst.txt @@ -0,0 +1,12 @@ +Citation +======== + +Please cite ``PRMS-Python`` using: + +Volk, J. M., & Turner, M. A. (2019). PRMS-Python: A Python framework for programmatic PRMS modeling and access to its data structures. Environmental Modelling & Software, 114, 152–165. https://doi.org/10.1016/J.ENVSOFT.2019.01.006 + +A template for running the PAWN sensitivity analysis as a Jupter Notebook: + +Volk, J. (2018). An example template for conducting PAWN global sensitivity analysis on parameters of the PRMS model using the PRMS-Python framework, HydroShare, https://doi.org/10.4211/hs.bae3f93a5dc54dd886729265eecc784f + + diff --git a/docs/build/html/_sources/cli.rst.txt b/docs/build/html/_sources/cli.rst.txt new file mode 100644 index 0000000..c91085a --- /dev/null +++ b/docs/build/html/_sources/cli.rst.txt @@ -0,0 +1,125 @@ +Command-Line Interface +====================== + +If you installed using ``pip``, you should now be able to access the +PRMS-Python Command-Line Interface (CLI) through the ``prmspy`` command. +The ``prmspy`` CLI is an ongoing work in progress. You can run the `prmspy` +command + +.. code-block:: sh + + prmspy + +and you should see the following help message + +.. code-block:: none + + Usage: prmspy [OPTIONS] COMMAND [ARGS]... + + access PRMS-Python functionality from the command line + + Options: + --help Show this message and exit. + + Commands: + nash_sutcliffe_matrix Save a PDF of the Nash-Sutcliffe created from... + param_scale_sim Provide params and scaling values; run PRMS... + + +You can get help messages for the commands by typing them in after `prmspy`: + +.. code-block:: sh + + prmspy param_scale_sim + +.. code-block:: sh + + prmspy nash_sutcliffe_matrix + + +Commands +-------- + +The CLI provides two commands, ``param_scale_sim`` and +``nash_sutcliffe_matrix``. They are rather cryptically named, so we will explain +these names. + + +``param_scale_sim`` +``````````````````` + +``param_scale_sim`` performs a parameter-scaling experiment. The user can +pass in any number of parameters and a list of scaling values to use for +each parameter. ``prmspy`` will modify base parameter data as requested, +doing the data management for you, and placing all "scenario" inputs into +a UUID4-named directory. ``prmspy`` tracks which directories belong to which +combination of scaling values, and writes this information on disk in +JSON-formatted metadata saved to the same parent directory as the scenario +input and output data. + +Below is an example using ``prmspy param_scale_sim`` to create 121 different +scenarios by co-varying two parameters, ``rad_trncf`` and ``snow_adj`` both +across eleven values, 0.5 to 1.5 in 0.1 increments. We provide a title, +"Testing prmspy with rad_trncf and snow_adj adjustments", use eight +processors (``-n8``), run PRMS instead of simply building scenario input data, +and write all data to the directory ``test-run-series``. + +.. code-block:: sh + + prmspy param_scale_sim prms_python/models/lbcd \ + -p rad_trncf \ + -s"[0.5, 0.6, 0.7, 0.8, 0.9, 1.0, 1.1, 1.2, 1.3, 1.4, 1.5]" \ + -p snow_adj \ + -s"[0.5, 0.6, 0.7, 0.8, 0.9, 1.0, 1.1, 1.2, 1.3, 1.4, 1.5]" \ + -t"Testing prmspy with rad_trncf and snow_adj adjustments" \ + -n8 \ + -o test-run-series \ + --run-prms + +It's a lot to type in, but it's actually pretty clear. + +What to do with all that data? Move on to the next section to see an option +for analyzing the fit of modeled data to observed data as these parameters vary. + + +``nash_sutcliffe_matrix`` +````````````````````````` + +The Nash-Sutcliffe model efficiency is one of many measures of how well a +model output matches known observational data. For this, we are comparing the +predicted streamflow matches the observed streamflow. + +Mathematically, the Nash-Sutcliffe efficiency (NSE), :math:`E` is defined as + +.. math:: + + E = 1 - \frac + {\sum_{t=1}^{T}\left(Q_o^t - Q_m^t\right)^2} + {\sum_{t=1}^{T}\left(Q_o^t - \overline{Q_o}\right)^2} + +where for us :math:`Q_o^t` is the observed streamflow at time :math:`t`, +:math:`Q_m^t` is the modeled streamflow at time :math:`t`, and +:math:`\overline{Q_o}` the time average of the observed streamflow. + +The Nash-Sutcliffe efficiency can be at most 1 which happens in the +unlikely case that the modeled streamflow exactly matches the +observed streamflow. The NSE has no lower bound. An NSE of zero means that the +time-average would do just as well at predicting the timeseries as the model +did. An NSE below zero means that the time-average as a predictor would +be a better predictor than the model. + +We can calculate a matrix of Nash-Sutcliffe values whose coordinates correspond +to combinations of parameter scalings given to ``prmspy param_scale_sim`` +above. + +To build a PDF with a visualization of this image, run the following + +.. code-block:: sh + + prmspy nash_sutcliffe_matrix test-run-series nash-sutcliffe.pdf + +Open ``nash-sutcliffe.pdf`` and you should see something just like this: + +.. figure:: _static/nash-sutcliffe.png + + diff --git a/docs/build/html/_sources/index.rst.txt b/docs/build/html/_sources/index.rst.txt new file mode 100644 index 0000000..ba5d705 --- /dev/null +++ b/docs/build/html/_sources/index.rst.txt @@ -0,0 +1,67 @@ +.. PRMS-Python documentation master file, created by + sphinx-quickstart on Tue Jun 28 10:24:04 2016. + You can adapt this file completely to your liking, but it should at least + contain the root `toctree` directive. + +PRMS-Python +=========== + +This module provides intuitive structures and functions for implementing and +managing common modeling workflows with `PRMS +`_, the United States +Geological Survery's hydrologic computer model. + +`View on GitHub `__ + +PRMS-Python gives direct access to PRMS input parameters, climate forcing data, +and output variables-- interfacing PRMS data structures with powerful +scientific Python data structures particularly the :obj:`numpy.ndarray` and +:obj:`pandas.DataFrame` objects. The module contains routines to systematically +modify input parameters using user defined methods or a Monte Carlo parameter +resampler; such routines then run a series of PRMS simulations in parralel. +Metadata is also created and tracked along with each PRMS simulation's inputs +and outputs when running an automated routine. Post-processing of PRMS-Python +managed simulations is also enhanced by tools for retrieving and archiving +model inputs and outputs, calculate goodness-of-fit metrics, and built in +visualizations routines are provided for model input and output. + + +Install +------- + +``pip install prms-python`` + +Developer Install +````````````````` + +First, clone from GitHub + +.. code-block:: sh + + git clone https://github.com/PRMS-Python/PRMS-Python.git + cd PRMS-Python + +Then install dependencies and executable + +.. code-block:: sh + + pip install --editable . + + +Usage +----- + +We recommend getting acquainted with PRMS-Python by reading and applying some examples and recipes found in the :doc:`tutorial` page, and consult the :doc:`api` for more details. More examples including basic and advanced workflows with additional documentation can be found in the Jupyter notebooks on `GitHub `_. + + +.. toctree:: + :includehidden: + :maxdepth: 2 + + tutorial + cli + api + citation + changelog + + diff --git a/docs/build/html/_sources/tutorial.rst.txt b/docs/build/html/_sources/tutorial.rst.txt new file mode 100644 index 0000000..a98457e --- /dev/null +++ b/docs/build/html/_sources/tutorial.rst.txt @@ -0,0 +1,533 @@ +Tutorial and Recipes +==================== + +In this tutorial we walk through each important class and function, and explain +each one's purpose and use with an example. At the end of the tutorial in +:ref:`example` we show a more advanced workflow involving parameter sensitivity +over dual parameter space that uses several of the previously described classes +and functions. + +``Data`` +-------------- + +The :ref:`Data Class ` class loads a PRMS data file into a Pandas DataFrame and allows +for easy modification and writing of PRMS data files. + +A PRMS data file holds time series variables that are used as input for running +PRMS, e.g. daily air temperature and precipitation. Being tabular and date-indexed +the data file is well represented and managed as a :obj:`pandas.DataFrame`. +A common paractice in hydrologic modeling is to evaluate hydrologic response +to multiple climate change scenarios. The ``Data`` class offers function-based +modification of time series variable/s so that the user can quickly create new +climate inputs for PRMS. The user can visualize the data file variables from +easily using Pandas, matplotlib or other plotting libraries. After modification +of climatic variables the ``Data.write`` method will save the data +to disk in the PRMS ascii format. + +.. code-block:: python + + from prms_python import Data + d = Data('test/data/data') + + # modify daily temperature by adding 2 degrees to each input + def f(x): + return (x + 2) + + # apply function to daily temperature input + d.modify(f, ['tmax','tmin']) + + # write new modified data file to disk + d.write('test/data/temp_plus2_data') + +The ``Data.data_frame`` property is the :obj:`pandas.DataFrame` representation +of hydro-climatic variables found in a PRMS data file. As such it can also +be assigned within Python. However in order to create a data file from scratch +using the ``Data`` object one must also assign the ``Data.metadata`` property. +For an example of what is stored in the ``metadata`` attribute please refer +to the `data examples Jupyter notebook `_. + +The ``write`` method of data has dual functions +depending on the status of a ``Data`` instance-- if the method is called before +the ``Data.data_frame`` is accessed then the original file will be simply copied +to the path given to ``write``, on the other hand if the ``data_frame`` has been +accessed within Python then the ``write`` method writes the current state of the +data in the ``data_frame`` from memory. The first function is useful in reducing +memory use and computational cost when using the ``Data`` class in more advanced +workflows. + +The ``Scenario`` and ``ScenarioSeries`` will soon incorporate the functionality +to modify the climatic data within either a single Scenario or a +series of Scenarios. + +``Parameters`` +-------------- + +The :ref:`Parameters Class ` provides a NumPy-backed +representation of a PRMS parameters file that allows the user to select, +modify, and save PRMS parameters files. It can be used similarly to a +Pandas DataFrame. + +The PRMS parameters file contains data arrays of varying dimensionality, which +is why we can't simply use a DataFrame to do these manipulations. The +implementation of the ``Parameters`` class is loosely based on the netCDF +data structure, where metadata about each parameter is kept separately. +Parameters are read into memory only if the user selects or modifies a +particular parameter. This allows for memory-efficient processing of Parameter files. + +Below is an example of reading a parameter file, reading a particular variable +from a parameter file, replacing that parameter data with other data (in this +case an array of all zeros), then saving the modified parameters to a new +Parameters file. + +.. code-block:: python + + from prms_python import Parameters + p = Parameters('test/data/parameter') + + # select PRMS parameter by name, raising KeyError if DNE + snow_adj = p['snow_adj'] + assert snow_adj.shape == (12, 16) + + # assign values to PRMS parameter + import numpy as np + z = np.zeros(snow_adj.shape) + p['snow_adj'] = z # now p['snow_adj'] is 12x16 matrix of zeros + + # write modified parameters to file + p.write('newparameters') + + +The ``Scenario`` and ``ScenarioSeries`` use this functionality (via the +`prms_python.modify_params` function) to implement either a single Scenario or a +series of Scenarios. + + +``Simulation & SimulationSeries`` +--------------------------------- + +The :ref:`Simulation class ` provides a simple wrapper around running the PRMS +model. It encourages standardization of input file names by requiring the +three PRMS inputs to be named `data`, `parameters`, and `control`. In order to +add some natural metadata to the inputs, the user should use a memorable name +for the directory that holds these three files. The ``Simulation`` and +``SimulationSeries`` however are more useful as building blocks for more +advanced workflows or for new PRMS-Python submodules and routines, e.g. +new optimization routines. + +After the user prepares their input files, say into a directory called +``prms-sim-example``, they can run the following in either a Python script or a +Python REPL + +.. code-block:: python + + from prms_python import Simulation + sim = Simulation('prms-sim-example') + sim.run() + +This will run PRMS assuming the PRMS executable is on the system path and is +called ``prms``. In this usage, the outputs will go to the +``prms-sim-dir`` directory. +If the user wishes to use a different executable name or provide the path to +it explicitly, they can do so by replacing + +.. code-block:: python + + sim.run() + +with + +.. code-block:: python + + sim.run(prms_executable='path/to/myPRMSExecutable') + +Another available option is to specify a different directory to use as the +"simulation directory," which can be useful if you want to separate +a directory with only input data from directories where both input and output +model run data will be stored. You can do this by specifying an additional +keyword argument in the ``Simulation`` constructor, like so + +.. code-block:: python + + sim = Simulation('prms-sim-example', simulation_dir='sim-dir-1') + sim.run() + +Additional examples of ``Simulation`` including the file structure can be found in +the API :meth:`prms_python.Simulation.run` and the class method ``from_data`` which +allows for initialization from PRMS-Python ``Data`` and ``Parameter`` objects can +be found in the API at :meth:`prms_python.Simulation.from_data`. + +``SimulationSeries`` +```````````````````` + +The :ref:`SimulationSeries class ` offers the same functionality +as ``Simulation`` for an arbitrary number of simulations, with the added function +of running PRMS in parralel. The example below is taken from the PRMS-Python API. + +Lets say you have already created a series of PRMS models by modifying +the input climatic forcing data, e.g. you have 100 *data* files and +you want to run each using the same *control* and *parameters* file. +For simplicity lets say there is a directory that contains all 100 +*data* files e.g. data1, data2, ... or whatever they are named and +nothing else. This example also assumes that you want each simulation +to be run and stored in directories named after the *data* files as +shown. + +.. code-block:: python + + data_dir = 'dir_that_contains_all_data_files' + params = Parameters('path_to_parameter_file') + control_path = 'path_to_control' + # a list comprehension to make multiple simulations with + # different data files, alternatively you could use a for loop + sims = [ + Simulation.from_data + ( + Data(data_file), + params, + control_path, + simulation_dir='sim_{}'.format(data_file) + ) + for data_file in os.listdir(data_dir) + ] + +Next we can use ``SimulationSeries`` to run all of these +simulations in parrallel. For example we may use 8 logical cores +on a common desktop computer. + +.. code-block:: python + + sim_series = SimulationSeries(sims) + sim_series.run(nprocs=8) + +The ``SimulationSeries.run()`` method will run all 100 simulations +where chunks of 8 at a time will be run in parrallel. Inputs and +outputs of each simulation will be sent to each simulation's +``simulation_dir`` following the file structure of +:func:`Simulation.run()`. + + +.. _scenario_and_scenarioseries_tutorial: + +``Scenario & ScenarioSeries`` +----------------------------- + +The :ref:`Scenario class ` implements data management on top of the +``Simulation`` class, enforcing the user to separate base input data and +simulation input and output data, plus simple, optional metadata. Let's dive +in with an example, assuming there are properly-formed files called ``data``, +``control``, and ``parameters``, in a directory called ``base-inputs``. +We'll use a simulation directory called ``sim-dir`` and further provide a title +and description for the Scenario. If ``sim-dir`` exists it will be overwritten +and if it does not exist it will be created. It's up to the user to make sure +data doesn't get overwritten. + +Both Scenarios and ScenarioSeries have a three-step process for set-up and run. +First the Scenario or ScenarioSeries must be initialized with the base and +simulation paths, plus, optionally, a title and description. Next, the +Scenario(Series) must be "built". This means defining which/how parameters +should be modified. + +.. _scenario_tutorial: + +``Scenario`` +```````````` + +First, let's see how we implement these three steps for +a single Scenario. We'll just increase one parameter, ``jh_coef``, by 10%, or +multiply by a scaling factor of 1.10. + +.. code-block:: python + + sc = Scenario('base-inputs', 'sim-dir', + title='Example Scenario', + description=''' + For the case of documentation we are including some example code. + Unless you actually have some inputs in the base-inputs directory used above + this will fail in an interpreter. + ''') + def scale_1p1(x): + return x * 1.1 + sc.build({'jh_coeff': scale_1p1}) + sc.run() + + +.. _scenarioseries_tutorial: + +``ScenarioSeries`` +`````````````````` + +Now let's build and run a series of scenarios. Each Scenario in the series is +specified by a dictionary that needs to have the title of the scenario and +a key-value pair of parameter-function for every parameter that should be +modified. In this example, we'll still just scale ``jh_coef``, but now over a +range of values from 0.5 to 1.5, in increments of 0.1. + +.. code-block:: python + + base_dir = '../models/lbcd/' + simulation_dir = 'example-sim-series-dir' + title = 'Jensen-Hays and Radiative Transfer Function Sensitivity Analysis' + description = ''' + Use title of \'"jh_coef":{jh factor value}\' so later + we can easily generate a dictionary of these param/function combinations. + ''' + sc_series = ScenarioSeries(base_dir, simulation_dir, title, description) + + # define the scenario_list used to build the ScenarioSeries; + # build series in three steps: + + # 1) define fun to return a function that scales a value by an amount + def _scale_fun(scale_val): + def scale(x): + return x * scale_val + + return scale + # 2) use the function generator `_scale_fun` in scenario_list comprehension + scenario_list = [ + { + 'title': '"jh_coef":{0:.1f}'.format(jh_val), + 'jh_coef': _scale_fun(jh_val), + } + for jh_val in np.arange(0.5, 1.5, 0.1) + ] + # 3) "build" the series, meaning create scenario inputs and scenario dirs + sc_series.build(scenario_list) + + sc_series.run() # could provide nproc, ex: sc_series.run(nproc=10) + + +If, for example, we wanted to co-vary ``jh_coef`` with scalings of ``rad_trncf`` +(or any other parameter) we can use the following as a recipe. Just add one +more key/value pair to the dictionaries generated in the list comprehension +that build the ``scenario_list``. + +.. code-block:: python + + scenario_list = [ + { + 'title': '"jh_coef":{0:.1f}|"rad_trncf":{1:.1f}'.format(jh_val, rad_val), + 'jh_coef': _scale_fun(jh_val), + 'rad_trncf': _scale_fun(rad_val) + } + for jh_val in np.arange(0.5, 1.5, 0.1) + for rad_val in np.arange(0.5, 1.5, 0.1) + ] + +Note that this will square the number of scenarios to be done. + +The ``title`` might look strange, but it is useful as part of the metadata to recover information +about the individual Scenarios in the data analysis steps shown below in +:ref:`example`. Alternatively, if the title is omitted the subdirectory names of +each scenario will not be intuitively matched to the unique universal identifiers +that are assigned automatically by ``ScenarioSeries.build``. However metadata for +each scenario's simulation will be stored in its respective directory and could +later be used to refer which parameter(s) were modified and how because the metadata +file contains a text representation of the Python functions that were used to modify the +parameter(s). + +Additional explanations and examples including the file structures and metadata created +by the ``Scenario`` and ``ScenarioSeries`` are found in the API :class:`prms_python.Scenario` and :class:`prms_python.ScenarioSeries`. + +``Optimizer & OptimizationResult`` +---------------------------------- + +The :ref:`Optimizer class ` holds routines for PRMS parameter +optimization or calibration, and sensitivity.uncertainty analysis. Currently +the ``Optimizer.monte_carlo`` method offers a parameter resampling routine that +can automate the resampling or an arbitrary number of PRMS parameters, conduct +simulations for each set of resampled parameters, and self-generate metadata for +each. The routine uses the stand-alone function :any:`prms_python.optimizer.resample_param` +which utilizes the uniform and normal distributions with added functionalities for +parameters of varying dimensions. In other words there are different rules for +parameter resampling for spatial parameters or parameters of large dimension than +those of single value or monthly dimensions. + +The :ref:`OptimizationResult class ` is designed to aid +management and analysis of output from a single optimization stage. + +Note, this section is currently under development, please refer to the +example Jupyter notebook `here `_ for detailed documentation of the ``monte_carlo`` +parameter resampling routine. And the notebook `here `_ for explanations and +examples for ``OptimizationResult``. + +``load_data & load_statvar`` +---------------------------- + +Among other uses, if we want to compare the performance of our model to +historical data for the purposes of parameterization or analyzing climate change +scenarios, we will have to load the input and output hydrographs. The two +functions :any:`prms_python.load_data` and :any:`prms_python.load_statvar` +read the data and statvar files into a Pandas DataFrame, which allows for +streamlined plotting and analysis. + +Here is a simple example of how to use these functions to generate a plot +like (not identical to) the one shown in :ref:`obs-mod-fig`. + +.. code-block:: python + + import matplotlib.pyplot as plt + + from prms_python import load_data, load_statvar + + data_df = load_data('path/to/data') + data_df.runoff_1.plot(label='observed') + + statvar_df = load_statvar('path/to/statvar.dat') + statvar_df.basin_cfs_1.plot(label='modeled') + + plt.legend() + plt.show() + + +.. _example: + +Example: Parameter sensitivity +============================== + +This is a full example of how the tools outlined above can be used together to +build a parameter sensitivity analysis and goodness-of-fit. We'll be modifying two parameters, +the monthly *jh_coef* and the HRU scale *rad_trncf*. We will +create a list of scenario definitions to "build" the :class:`prms_python.ScenarioSeries`. We'll +then use the parallelized :meth:`prms_python.ScenarioSeries.run` method to execute all +requested scenarios. + +This is adapted from the `scenario_series.ipynb, viewable on GitHub +`_. +There are some details on customizing the plots that can be viewed there. + +See inline comments for more details. + +.. code-block:: python + :linenos: + + import itertools + import matplotlib.pyplot as plt + import numpy as np + + from prms_python import ( + ScenarioSeries, load_data, load_statvar, nash_sutcliffe + ) + + # define some ScenarioSeries metadata and initialize the series + base_dir = '../models/lbcd/' + simulation_dir = 'example-sim-series-dir' + title = 'Jensen-Hays and Radiative Transfer Function Sensitivity Analysis' + description = ''' + Use title of \'"jh_coef":{jh factor value}|"rad_trncf":{rad factor value}\' so later + we can easily generate a dictionary of these factor value combinations. + ''' + sc_series = ScenarioSeries(base_dir, simulation_dir, title, description) + + # define the scenario_list used to build the ScenarioSeries; + # build series in three steps: + + # 1) define fun to return a function that scales a value by an amount + def _scale_fun(scale_val): + def scale(x): + return x * scale_val + + return scale + # 2) use the function generator `_scale_fun` in scenario_list comprehension + scenario_list = [ + { + 'title': '"jh_coef":{0:.1f}|"rad_trncf":{1:.1f}'.format(jh_val, rad_val), + 'jh_coef': _scale_fun(jh_val), + 'rad_trncf': _scale_fun(rad_val) + } + for jh_val in np.arange(0.7, 1.0, 0.1) + for rad_val in np.arange(0.7, 1.0, 0.1) + ] + # 3) "build" the series, meaning create scenario inputs and scenario dirs + sc_series.build(scenario_list) + + sc_series.run() # could provide nproc, ex: sc_series.run(nproc=10) + + # now we want to analyze the results by plotting the model efficiency matrix + # for the two parameters we varied, in three steps: + # 1) Load basin_cfs_1 streamflow timeseries for every scenario + metadata = json.loads( + open(os.path.join(simulation_dir, 'series_metadata.json')).read() + ) + + def _build_statvar_path(uu): + 'Given a scenario UUID, build the path to the statvar file' + return os.path.join(simulation_dir, uu, 'outputs', 'statvar.dat') + + modeled_flows = { + title: load_statvar(_build_statvar_path(uu)).basin_cfs_1 + for uu in metadata['uuid_title_map'].iteritems() + } + + # 2) load the data file which contains the original streamflow + data_path = os.path.join(base_dir, 'data') + data_df = load_data_file(data_path) + observed = data_df.runoff_1 + + # 3) check model sensitivity via the Nash-Sutcliffe goodness of fit + # define index lookup for scaling labels + idx_lookup = { + '{:.1f}'.format(val): idx + for idx, val in enumerate(np.arange(0.7, 1.0, 0.1)) + } + # initialize the Nash-Sutcliffe matrix with all zeros + nash_sutcliffe_mat = np.zeros((4, 4)) + # build nash_sutcliffe_mat + for title, hydrograph in modeled_flows.iteritems(): + + param_scalings = eval('{' + title.replace('|', ',') + '}') + coord = ( + idx_lookup[str(param_scalings['jh_coef'])], + idx_lookup[str(param_scalings['rad_trncf'])] + ) + + nash_sutcliffe_mat[coord] = nash_sutcliffe(observed, hydrograph) + + # Finally let's visualize these results. First just a comparison of + # one of the modeled flows and the observed streamflow; Figure 1 below. + observed.plot(label='observed') + + ex_uuid, ex_title = metadata['uuid_title_map'].iteritems().pop() + ex_modeled_flow = load_statvar(_build_statvar_path(ex_uuid)).basin_cfs_1 + ex_modeled_flow.plot(label=ex_title.replace('"', '').replace('|', ', ')) + + # now let's plot the Nash-Sutcliffe Matrix, Figure 2 below + plt.ylabel('Streamflow (cfs)') + plt.legend() + plt.show() + + fig, ax = plt.subplots() + + cax = ax.matshow(nash_sutcliffe_mat, cmap='viridis') + tix = [0.7, 0.8, 0.9, 1.0] + plt.xticks(range(4), tix) + plt.yticks(range(4), tix) + + + ax.xaxis.set_ticks_position('bottom') + plt.ylabel('jh_coef factor') + plt.xlabel('rad_trncf factor') + + for i, j in itertools.product(range(4), range(4)): + plt.text(j, i, "%.2f" % nash_sutcliffe_mat[i, j], + horizontalalignment="center", + color="w" if nash_sutcliffe_mat[i, j] < .61 else "k") + + plt.title('Nash-Sutcliffe Matrix') + plt.grid(b=False) + cbar = fig.colorbar(cax) + + +The resulting plots from the end of the example script are shown below + + +.. _obs-mod-fig: +.. figure:: _static/obs-mod-flow.png + :alt: comparison of observed and modeled flow + + Comparison of observed and modeled flow + +.. figure:: _static/nash-sutcliffe-ex.png + :alt: nash-sutcliffe matrix + + Nash-Sutcliffe Matrix of model efficiencies + diff --git a/docs/build/html/_static/alabaster.css b/docs/build/html/_static/alabaster.css new file mode 100644 index 0000000..023864f --- /dev/null +++ b/docs/build/html/_static/alabaster.css @@ -0,0 +1,707 @@ +@import url("basic.css"); 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+ box-sizing: border-box; +} + + +img { + border: 0; + max-width: 100%; +} + +/* -- search page ----------------------------------------------------------- */ + +ul.search { + margin: 10px 0 0 20px; + padding: 0; +} + +ul.search li { + padding: 5px 0 5px 20px; + background-image: url(file.png); + background-repeat: no-repeat; + background-position: 0 7px; +} + +ul.search li a { + font-weight: bold; +} + +ul.search li div.context { + color: #888; + margin: 2px 0 0 30px; + text-align: left; +} + +ul.keywordmatches li.goodmatch a { + font-weight: bold; +} + +/* -- index page ------------------------------------------------------------ */ + +table.contentstable { + width: 90%; + margin-left: auto; + margin-right: auto; +} + +table.contentstable p.biglink { + line-height: 150%; +} + +a.biglink { + font-size: 1.3em; +} + +span.linkdescr { + font-style: italic; + padding-top: 5px; + font-size: 90%; +} + +/* -- general index --------------------------------------------------------- */ + +table.indextable { + width: 100%; +} + +table.indextable td { + text-align: left; + vertical-align: top; +} + +table.indextable ul { + margin-top: 0; + margin-bottom: 0; + list-style-type: none; +} + +table.indextable > tbody > tr > td > ul { + padding-left: 0em; +} + +table.indextable tr.pcap { + height: 10px; +} + +table.indextable tr.cap { + margin-top: 10px; + background-color: #f2f2f2; +} + +img.toggler { + margin-right: 3px; + margin-top: 3px; + cursor: pointer; +} + +div.modindex-jumpbox { + border-top: 1px solid #ddd; + border-bottom: 1px solid #ddd; + margin: 1em 0 1em 0; + padding: 0.4em; +} + +div.genindex-jumpbox { + border-top: 1px solid #ddd; + border-bottom: 1px solid #ddd; + margin: 1em 0 1em 0; + padding: 0.4em; +} + +/* -- domain module index --------------------------------------------------- */ + +table.modindextable td { + padding: 2px; + border-collapse: collapse; +} + +/* -- general body styles --------------------------------------------------- */ + +div.body { + min-width: 450px; + max-width: 800px; +} + +div.body p, div.body dd, div.body li, div.body blockquote { + -moz-hyphens: auto; + -ms-hyphens: auto; + -webkit-hyphens: auto; + hyphens: auto; +} + +a.headerlink { + visibility: hidden; +} + +a.brackets:before, +span.brackets > a:before{ + content: "["; +} + +a.brackets:after, +span.brackets > a:after { + content: "]"; +} + +h1:hover > a.headerlink, +h2:hover > a.headerlink, +h3:hover > a.headerlink, +h4:hover > a.headerlink, +h5:hover > a.headerlink, +h6:hover > a.headerlink, +dt:hover > a.headerlink, +caption:hover > a.headerlink, +p.caption:hover > a.headerlink, +div.code-block-caption:hover > a.headerlink { + visibility: visible; +} + +div.body p.caption { + text-align: inherit; +} + +div.body td { + text-align: left; +} + +.first { + margin-top: 0 !important; +} + +p.rubric { + margin-top: 30px; + font-weight: bold; +} + +img.align-left, .figure.align-left, object.align-left { + clear: left; + float: left; + margin-right: 1em; +} + +img.align-right, .figure.align-right, object.align-right { + clear: right; + float: right; + margin-left: 1em; +} + +img.align-center, .figure.align-center, object.align-center { + display: block; + margin-left: auto; + margin-right: auto; +} + +img.align-default, .figure.align-default { + display: block; + margin-left: auto; + margin-right: auto; +} + +.align-left { + text-align: left; +} + +.align-center { + text-align: center; +} + +.align-default { + text-align: center; +} + +.align-right { + text-align: right; +} + +/* -- sidebars -------------------------------------------------------------- */ + +div.sidebar { + margin: 0 0 0.5em 1em; + border: 1px solid #ddb; + padding: 7px 7px 0 7px; + background-color: #ffe; + width: 40%; + float: right; +} + +p.sidebar-title { + font-weight: bold; +} + +/* -- topics ---------------------------------------------------------------- */ + +div.topic { + border: 1px solid #ccc; + padding: 7px 7px 0 7px; + margin: 10px 0 10px 0; +} + +p.topic-title { + font-size: 1.1em; + font-weight: bold; + margin-top: 10px; +} + +/* -- admonitions ----------------------------------------------------------- */ + +div.admonition { + margin-top: 10px; + margin-bottom: 10px; + padding: 7px; +} + +div.admonition dt { + font-weight: bold; +} + +div.admonition dl { + margin-bottom: 0; +} + +p.admonition-title { + margin: 0px 10px 5px 0px; + font-weight: bold; +} + +div.body p.centered { + text-align: center; + margin-top: 25px; +} + +/* -- tables ---------------------------------------------------------------- */ + +table.docutils { + border: 0; + border-collapse: collapse; +} + +table.align-center { + margin-left: auto; + margin-right: auto; +} + +table.align-default { + margin-left: auto; + margin-right: auto; +} + +table caption span.caption-number { + font-style: italic; +} + +table caption span.caption-text { +} + +table.docutils td, table.docutils th { + padding: 1px 8px 1px 5px; + border-top: 0; + border-left: 0; + border-right: 0; + border-bottom: 1px solid #aaa; +} + +table.footnote td, table.footnote th { + border: 0 !important; +} + +th { + text-align: left; + padding-right: 5px; +} + +table.citation { + border-left: solid 1px gray; + margin-left: 1px; +} + +table.citation td { + border-bottom: none; +} + +th > p:first-child, +td > p:first-child { + margin-top: 0px; +} + +th > p:last-child, +td > p:last-child { + margin-bottom: 0px; +} + +/* -- figures --------------------------------------------------------------- */ + +div.figure { + margin: 0.5em; + padding: 0.5em; +} + +div.figure p.caption { + padding: 0.3em; +} + +div.figure p.caption span.caption-number { + font-style: italic; +} + +div.figure p.caption span.caption-text { +} + +/* -- field list styles ----------------------------------------------------- */ + +table.field-list td, table.field-list th { + border: 0 !important; +} + +.field-list ul { + margin: 0; + padding-left: 1em; +} + +.field-list p { + margin: 0; +} + +.field-name { + -moz-hyphens: manual; + -ms-hyphens: manual; + -webkit-hyphens: manual; + hyphens: manual; +} + +/* -- hlist styles ---------------------------------------------------------- */ + +table.hlist td { + vertical-align: top; +} + + +/* -- other body styles ----------------------------------------------------- */ + +ol.arabic { + list-style: decimal; +} + +ol.loweralpha { + list-style: lower-alpha; +} + +ol.upperalpha { + list-style: upper-alpha; +} + +ol.lowerroman { + list-style: lower-roman; +} + +ol.upperroman { + list-style: upper-roman; +} + +li > p:first-child { + margin-top: 0px; +} + +li > p:last-child { + margin-bottom: 0px; +} + +dl.footnote > dt, +dl.citation > dt { + float: left; +} + +dl.footnote > dd, +dl.citation > dd { + margin-bottom: 0em; +} + +dl.footnote > dd:after, +dl.citation > dd:after { + content: ""; + clear: both; +} + +dl.field-list { + display: grid; + grid-template-columns: fit-content(30%) auto; +} + +dl.field-list > dt { + font-weight: bold; + word-break: break-word; + padding-left: 0.5em; + padding-right: 5px; +} + +dl.field-list > dt:after { + content: ":"; +} + +dl.field-list > dd { + padding-left: 0.5em; + margin-top: 0em; + margin-left: 0em; + margin-bottom: 0em; +} + +dl { + margin-bottom: 15px; +} + +dd > p:first-child { + margin-top: 0px; +} + +dd ul, dd table { + margin-bottom: 10px; +} + +dd { + margin-top: 3px; + margin-bottom: 10px; + margin-left: 30px; +} + +dt:target, span.highlighted { + background-color: #fbe54e; +} + +rect.highlighted { + fill: #fbe54e; +} + +dl.glossary dt { + font-weight: bold; + font-size: 1.1em; +} + +.optional { + font-size: 1.3em; +} + +.sig-paren { + font-size: larger; +} + +.versionmodified { + font-style: italic; +} + +.system-message { + background-color: #fda; + padding: 5px; + border: 3px solid red; +} + +.footnote:target { + background-color: #ffa; +} + +.line-block { + display: block; + margin-top: 1em; + margin-bottom: 1em; +} + +.line-block .line-block { + margin-top: 0; + margin-bottom: 0; + margin-left: 1.5em; +} + +.guilabel, .menuselection { + font-family: sans-serif; +} + +.accelerator { + text-decoration: underline; +} + +.classifier { + font-style: oblique; +} + +.classifier:before { + font-style: normal; + margin: 0.5em; + content: ":"; +} + +abbr, acronym { + border-bottom: dotted 1px; + cursor: help; +} + +/* -- code displays --------------------------------------------------------- */ + +pre { + overflow: auto; + overflow-y: hidden; /* fixes display issues on Chrome browsers */ +} + +span.pre { + -moz-hyphens: none; + -ms-hyphens: none; + -webkit-hyphens: none; + hyphens: none; +} + +td.linenos pre { + padding: 5px 0px; + border: 0; + background-color: transparent; + color: #aaa; +} + +table.highlighttable { + margin-left: 0.5em; +} + +table.highlighttable td { + padding: 0 0.5em 0 0.5em; +} + +div.code-block-caption { + padding: 2px 5px; + font-size: small; +} + +div.code-block-caption code { + background-color: transparent; +} + +div.code-block-caption + div > div.highlight > pre { + margin-top: 0; +} + +div.code-block-caption span.caption-number { + padding: 0.1em 0.3em; + font-style: italic; +} + +div.code-block-caption span.caption-text { +} + +div.literal-block-wrapper { + padding: 1em 1em 0; +} + +div.literal-block-wrapper div.highlight { + margin: 0; +} + +code.descname { + background-color: transparent; + font-weight: bold; + font-size: 1.2em; +} + +code.descclassname { + background-color: transparent; +} + +code.xref, a code { + background-color: transparent; + font-weight: bold; +} + +h1 code, h2 code, h3 code, h4 code, h5 code, h6 code { + background-color: transparent; +} + +.viewcode-link { + float: right; +} + +.viewcode-back { + float: right; + font-family: sans-serif; +} + +div.viewcode-block:target { + margin: -1px -10px; + padding: 0 10px; +} + +/* -- math display ---------------------------------------------------------- */ + +img.math { + vertical-align: middle; +} + +div.body div.math p { + text-align: center; +} + +span.eqno { + float: right; +} + +span.eqno a.headerlink { + position: relative; + left: 0px; + z-index: 1; +} + +div.math:hover a.headerlink { + visibility: visible; +} + +/* -- printout stylesheet --------------------------------------------------- */ + +@media print { + div.document, + div.documentwrapper, + div.bodywrapper { + margin: 0 !important; + width: 100%; + } + + div.sphinxsidebar, + div.related, + div.footer, + #top-link { + display: none; + } +} \ No newline at end of file diff --git a/docs/build/html/_static/copybutton.js b/docs/build/html/_static/copybutton.js new file mode 100644 index 0000000..9f7b1be --- /dev/null +++ b/docs/build/html/_static/copybutton.js @@ -0,0 +1,61 @@ +$(document).ready(function() { + /* Add a [>>>] button on the top-right corner of code samples to hide + * the >>> and ... prompts and the output and thus make the code + * copyable. */ + var div = $('.highlight-default > .highlight') + var pre = div.find('pre'); + + // get the styles from the current theme + pre.parent().parent().css('position', 'relative'); + var hide_text = 'Hide the prompts and output'; + var show_text = 'Show the prompts and output'; + var border_width = pre.css('border-top-width'); + var border_style = pre.css('border-top-style'); + var border_color = pre.css('border-top-color'); + var button_styles = { + 'cursor':'pointer', 'position': 'absolute', 'top': '0', 'right': '2em', + 'border-color': border_color, 'border-style': border_style, + 'border-width': border_width, 'color': border_color, 'text-size': '75%', + 'font-family': 'monospace', 'padding-left': '0.2em', 'padding-right': '0.2em', + 'border-radius': '0 3px 0 0' + } + + // create and add the button to all the code blocks that contain >>> + div.each(function(index) { + var jthis = $(this); + if (jthis.find('.gp').length > 0) { + var button = $('>>>'); + button.css(button_styles) + button.attr('title', hide_text); + button.data('hidden', 'false'); + jthis.prepend(button); + } + // tracebacks (.gt) contain bare text elements that need to be + // wrapped in a span to work with .nextUntil() (see later) + jthis.find('pre:has(.gt)').contents().filter(function() { + return ((this.nodeType == 3) && (this.data.trim().length > 0)); + }).wrap(''); + }); + + // define the behavior of the button when it's clicked + $('.copybutton').click(function(e){ + e.preventDefault(); + var button = $(this); + if (button.data('hidden') === 'false') { + // hide the code output + button.parent().find('.go, .gp, .gt').hide(); + button.next('pre').find('.gt').nextUntil('.gp, .go').css('visibility', 'hidden'); + button.css('text-decoration', 'line-through'); + button.attr('title', show_text); + button.data('hidden', 'true'); + } else { + // show the code output + button.parent().find('.go, .gp, .gt').show(); + button.next('pre').find('.gt').nextUntil('.gp, .go').css('visibility', 'visible'); + button.css('text-decoration', 'none'); + button.attr('title', hide_text); + button.data('hidden', 'false'); + } + }); +}); + diff --git a/docs/build/html/_static/custom.css b/docs/build/html/_static/custom.css new file mode 100644 index 0000000..9e4c609 --- /dev/null +++ b/docs/build/html/_static/custom.css @@ -0,0 +1,25 @@ +/* Copy buttons */ +button.copybtn { + webkit-transition: opacity .3s ease-in-out; + -o-transition: opacity .3s ease-in-out; + transition: opacity .3s ease-in-out; + opacity: 0; + padding: 2px 6px; + position: absolute; + right: 4px; + top: 4px; +} +div.highlight:hover .copybtn, div.highlight .copybtn:focus { + opacity: .3; +} +div.highlight .copybtn:hover { + opacity: 1; +} +div.highlight { + position: relative; +} + +div.sphinxsidebar { + max-height: 100%; + overflow-y: auto; +} diff --git a/docs/build/html/_static/custom.js b/docs/build/html/_static/custom.js new file mode 100644 index 0000000..2cfab49 --- /dev/null +++ b/docs/build/html/_static/custom.js @@ -0,0 +1,26 @@ + function addCopyButtonToCode(){ + // get all code elements + var allCodeBlocksElements = $( "div.highlight pre" ); + + // For each element, do the following steps + allCodeBlocksElements.each(function(ii) { + // define a unique id for this element and add it + var currentId = "codeblock" + (ii + 1); + $(this).attr('id', currentId); + + // create a button that's configured for clipboard.js + // point it to the text that's in this code block + // add the button just after the text in the code block w/ jquery + var clipButton = ''; + $(this).after(clipButton); + }); + + // tell clipboard.js to look for clicks that match this query + new Clipboard('.btn'); + } + + $(document).ready(function () { + // Once the DOM is loaded for the page, attach clipboard buttons + addCopyButtonToCode(); + }); + diff --git a/docs/build/html/_static/doctools.js b/docs/build/html/_static/doctools.js new file mode 100644 index 0000000..b33f87f --- /dev/null +++ b/docs/build/html/_static/doctools.js @@ -0,0 +1,314 @@ +/* + * doctools.js + * ~~~~~~~~~~~ + * + * Sphinx JavaScript utilities for all documentation. + * + * :copyright: Copyright 2007-2019 by the Sphinx team, see AUTHORS. + * :license: BSD, see LICENSE for details. + * + */ + +/** + * select a different prefix for underscore + */ +$u = _.noConflict(); + +/** + * make the code below compatible with browsers without + * an installed firebug like debugger +if (!window.console || !console.firebug) { + var names = ["log", "debug", "info", "warn", "error", "assert", "dir", + "dirxml", "group", "groupEnd", "time", "timeEnd", "count", "trace", + "profile", "profileEnd"]; + window.console = {}; + for (var i = 0; i < names.length; ++i) + window.console[names[i]] = function() {}; +} + */ + +/** + * small helper function to urldecode strings + */ +jQuery.urldecode = function(x) { + return decodeURIComponent(x).replace(/\+/g, ' '); +}; + +/** + * small helper function to urlencode strings + */ +jQuery.urlencode = encodeURIComponent; + +/** + * This function returns the parsed url parameters of the + * current request. Multiple values per key are supported, + * it will always return arrays of strings for the value parts. + */ +jQuery.getQueryParameters = function(s) { + if (typeof s === 'undefined') + s = document.location.search; + var parts = s.substr(s.indexOf('?') + 1).split('&'); + var result = {}; + for (var i = 0; i < parts.length; i++) { + var tmp = parts[i].split('=', 2); + var key = jQuery.urldecode(tmp[0]); + var value = jQuery.urldecode(tmp[1]); + if (key in result) + result[key].push(value); + else + result[key] = [value]; + } + return result; +}; + +/** + * highlight a given string on a jquery object by wrapping it in + * span elements with the given class name. + */ +jQuery.fn.highlightText = function(text, className) { + function highlight(node, addItems) { + if (node.nodeType === 3) { + var val = node.nodeValue; + var pos = val.toLowerCase().indexOf(text); + if (pos >= 0 && + !jQuery(node.parentNode).hasClass(className) && + !jQuery(node.parentNode).hasClass("nohighlight")) { + var span; + var isInSVG = jQuery(node).closest("body, svg, foreignObject").is("svg"); + if (isInSVG) { + span = document.createElementNS("http://www.w3.org/2000/svg", "tspan"); + } else { + span = document.createElement("span"); + span.className = className; + } + span.appendChild(document.createTextNode(val.substr(pos, text.length))); + node.parentNode.insertBefore(span, node.parentNode.insertBefore( + document.createTextNode(val.substr(pos + text.length)), + node.nextSibling)); + node.nodeValue = val.substr(0, pos); + if (isInSVG) { + var rect = document.createElementNS("http://www.w3.org/2000/svg", "rect"); + var bbox = node.parentElement.getBBox(); + rect.x.baseVal.value = bbox.x; + rect.y.baseVal.value = bbox.y; + rect.width.baseVal.value = bbox.width; + rect.height.baseVal.value = bbox.height; + rect.setAttribute('class', className); + addItems.push({ + "parent": node.parentNode, + "target": rect}); + } + } + } + else if (!jQuery(node).is("button, select, textarea")) { + jQuery.each(node.childNodes, function() { + highlight(this, addItems); + }); + } + } + var addItems = []; + var result = this.each(function() { + highlight(this, addItems); + }); + for (var i = 0; i < addItems.length; ++i) { + jQuery(addItems[i].parent).before(addItems[i].target); + } + return result; +}; + +/* + * backward compatibility for jQuery.browser + * This will be supported until firefox bug is fixed. + */ +if (!jQuery.browser) { + jQuery.uaMatch = function(ua) { + ua = ua.toLowerCase(); + + var match = /(chrome)[ \/]([\w.]+)/.exec(ua) || + /(webkit)[ \/]([\w.]+)/.exec(ua) || + /(opera)(?:.*version|)[ \/]([\w.]+)/.exec(ua) || + /(msie) ([\w.]+)/.exec(ua) || + ua.indexOf("compatible") < 0 && /(mozilla)(?:.*? rv:([\w.]+)|)/.exec(ua) || + []; + + return { + browser: match[ 1 ] || "", + version: match[ 2 ] || "0" + }; + }; + jQuery.browser = {}; + jQuery.browser[jQuery.uaMatch(navigator.userAgent).browser] = true; +} + +/** + * Small JavaScript module for the documentation. + */ +var Documentation = { + + init : function() { + this.fixFirefoxAnchorBug(); + this.highlightSearchWords(); + this.initIndexTable(); + if (DOCUMENTATION_OPTIONS.NAVIGATION_WITH_KEYS) { + this.initOnKeyListeners(); + } + }, + + /** + * i18n support + */ + TRANSLATIONS : {}, + PLURAL_EXPR : function(n) { return n === 1 ? 0 : 1; }, + LOCALE : 'unknown', + + // gettext and ngettext don't access this so that the functions + // can safely bound to a different name (_ = Documentation.gettext) + gettext : function(string) { + var translated = Documentation.TRANSLATIONS[string]; + if (typeof translated === 'undefined') + return string; + return (typeof translated === 'string') ? translated : translated[0]; + }, + + ngettext : function(singular, plural, n) { + var translated = Documentation.TRANSLATIONS[singular]; + if (typeof translated === 'undefined') + return (n == 1) ? singular : plural; + return translated[Documentation.PLURALEXPR(n)]; + }, + + addTranslations : function(catalog) { + for (var key in catalog.messages) + this.TRANSLATIONS[key] = catalog.messages[key]; + this.PLURAL_EXPR = new Function('n', 'return +(' + catalog.plural_expr + ')'); + this.LOCALE = catalog.locale; + }, + + /** + * add context elements like header anchor links + */ + addContextElements : function() { + $('div[id] > :header:first').each(function() { + $('\u00B6'). + attr('href', '#' + this.id). + attr('title', _('Permalink to this headline')). + appendTo(this); + }); + $('dt[id]').each(function() { + $('\u00B6'). + attr('href', '#' + this.id). + attr('title', _('Permalink to this definition')). + appendTo(this); + }); + }, + + /** + * workaround a firefox stupidity + * see: https://bugzilla.mozilla.org/show_bug.cgi?id=645075 + */ + fixFirefoxAnchorBug : function() { + if (document.location.hash && $.browser.mozilla) + window.setTimeout(function() { + document.location.href += ''; + }, 10); + }, + + /** + * highlight the search words provided in the url in the text + */ + highlightSearchWords : function() { + var params = $.getQueryParameters(); + var terms = (params.highlight) ? params.highlight[0].split(/\s+/) : []; + if (terms.length) { + var body = $('div.body'); + if (!body.length) { + body = $('body'); + } + window.setTimeout(function() { + $.each(terms, function() { + body.highlightText(this.toLowerCase(), 'highlighted'); + }); + }, 10); + $('') + .appendTo($('#searchbox')); + } + }, + + /** + * init the domain index toggle buttons + */ + initIndexTable : function() { + var togglers = $('img.toggler').click(function() { + var src = $(this).attr('src'); + var idnum = $(this).attr('id').substr(7); + $('tr.cg-' + idnum).toggle(); + if (src.substr(-9) === 'minus.png') + $(this).attr('src', src.substr(0, src.length-9) + 'plus.png'); + else + $(this).attr('src', src.substr(0, src.length-8) + 'minus.png'); + }).css('display', ''); + if (DOCUMENTATION_OPTIONS.COLLAPSE_INDEX) { + togglers.click(); + } + }, + + /** + * helper function to hide the search marks again + */ + hideSearchWords : function() { + $('#searchbox .highlight-link').fadeOut(300); + $('span.highlighted').removeClass('highlighted'); + }, + + /** + * make the url absolute + */ + makeURL : function(relativeURL) { + return DOCUMENTATION_OPTIONS.URL_ROOT + '/' + relativeURL; + }, + + /** + * get the current relative url + */ + getCurrentURL : function() { + var path = document.location.pathname; + var parts = path.split(/\//); + $.each(DOCUMENTATION_OPTIONS.URL_ROOT.split(/\//), function() { + if (this === '..') + parts.pop(); + }); + var url = parts.join('/'); + return path.substring(url.lastIndexOf('/') + 1, path.length - 1); + }, + + initOnKeyListeners: function() { + $(document).keyup(function(event) { + var activeElementType = document.activeElement.tagName; + // don't navigate when in search box or textarea + if (activeElementType !== 'TEXTAREA' && activeElementType !== 'INPUT' && activeElementType !== 'SELECT') { + switch (event.keyCode) { + case 37: // left + var prevHref = $('link[rel="prev"]').prop('href'); + if (prevHref) { + window.location.href = prevHref; + return false; + } + case 39: // right + var nextHref = $('link[rel="next"]').prop('href'); + if (nextHref) { + window.location.href = nextHref; + return false; + } + } + } + }); + } +}; + +// quick alias for translations +_ = Documentation.gettext; + +$(document).ready(function() { + Documentation.init(); +}); diff --git a/docs/build/html/_static/documentation_options.js b/docs/build/html/_static/documentation_options.js new file mode 100644 index 0000000..6d86510 --- /dev/null +++ b/docs/build/html/_static/documentation_options.js @@ -0,0 +1,10 @@ +var DOCUMENTATION_OPTIONS = { + URL_ROOT: document.getElementById("documentation_options").getAttribute('data-url_root'), + VERSION: '', + LANGUAGE: 'None', + COLLAPSE_INDEX: false, + FILE_SUFFIX: '.html', + HAS_SOURCE: true, + SOURCELINK_SUFFIX: '.txt', + NAVIGATION_WITH_KEYS: false +}; \ No newline at end of file diff --git a/docs/build/html/_static/file.png b/docs/build/html/_static/file.png new file mode 100644 index 0000000..a858a41 Binary files /dev/null and b/docs/build/html/_static/file.png differ diff --git a/docs/build/html/_static/jquery-3.4.1.js b/docs/build/html/_static/jquery-3.4.1.js new file mode 100644 index 0000000..773ad95 --- /dev/null +++ b/docs/build/html/_static/jquery-3.4.1.js @@ -0,0 +1,10598 @@ +/*! + * jQuery JavaScript Library v3.4.1 + * https://jquery.com/ + * + * Includes Sizzle.js + * https://sizzlejs.com/ + * + * Copyright JS Foundation and other contributors + * Released under the MIT license + * https://jquery.org/license + * + * Date: 2019-05-01T21:04Z + */ +( function( global, factory ) { + + "use strict"; + + if ( typeof module === "object" && typeof module.exports === "object" ) { + + // For CommonJS and CommonJS-like environments where a proper `window` + // is present, execute the factory and get jQuery. + // For environments that do not have a `window` with a `document` + // (such as Node.js), expose a factory as module.exports. + // This accentuates the need for the creation of a real `window`. + // e.g. var jQuery = require("jquery")(window); + // See ticket #14549 for more info. + module.exports = global.document ? + factory( global, true ) : + function( w ) { + if ( !w.document ) { + throw new Error( "jQuery requires a window with a document" ); + } + return factory( w ); + }; + } else { + factory( global ); + } + +// Pass this if window is not defined yet +} )( typeof window !== "undefined" ? window : this, function( window, noGlobal ) { + +// Edge <= 12 - 13+, Firefox <=18 - 45+, IE 10 - 11, Safari 5.1 - 9+, iOS 6 - 9.1 +// throw exceptions when non-strict code (e.g., ASP.NET 4.5) accesses strict mode +// arguments.callee.caller (trac-13335). But as of jQuery 3.0 (2016), strict mode should be common +// enough that all such attempts are guarded in a try block. +"use strict"; + +var arr = []; + +var document = window.document; + +var getProto = Object.getPrototypeOf; + +var slice = arr.slice; + +var concat = arr.concat; + +var push = arr.push; + +var indexOf = arr.indexOf; + +var class2type = {}; + +var toString = class2type.toString; + +var hasOwn = class2type.hasOwnProperty; + +var fnToString = hasOwn.toString; + +var ObjectFunctionString = fnToString.call( Object ); + +var support = {}; + +var isFunction = function isFunction( obj ) { + + // Support: Chrome <=57, Firefox <=52 + // In some browsers, typeof returns "function" for HTML elements + // (i.e., `typeof document.createElement( "object" ) === "function"`). + // We don't want to classify *any* DOM node as a function. + return typeof obj === "function" && typeof obj.nodeType !== "number"; + }; + + +var isWindow = function isWindow( obj ) { + return obj != null && obj === obj.window; + }; + + + + + var preservedScriptAttributes = { + type: true, + src: true, + nonce: true, + noModule: true + }; + + function DOMEval( code, node, doc ) { + doc = doc || document; + + var i, val, + script = doc.createElement( "script" ); + + script.text = code; + if ( node ) { + for ( i in preservedScriptAttributes ) { + + // Support: Firefox 64+, Edge 18+ + // Some browsers don't support the "nonce" property on scripts. + // On the other hand, just using `getAttribute` is not enough as + // the `nonce` attribute is reset to an empty string whenever it + // becomes browsing-context connected. + // See https://github.com/whatwg/html/issues/2369 + // See https://html.spec.whatwg.org/#nonce-attributes + // The `node.getAttribute` check was added for the sake of + // `jQuery.globalEval` so that it can fake a nonce-containing node + // via an object. + val = node[ i ] || node.getAttribute && node.getAttribute( i ); + if ( val ) { + script.setAttribute( i, val ); + } + } + } + doc.head.appendChild( script ).parentNode.removeChild( script ); + } + + +function toType( obj ) { + if ( obj == null ) { + return obj + ""; + } + + // Support: Android <=2.3 only (functionish RegExp) + return typeof obj === "object" || typeof obj === "function" ? + class2type[ toString.call( obj ) ] || "object" : + typeof obj; +} +/* global Symbol */ +// Defining this global in .eslintrc.json would create a danger of using the global +// unguarded in another place, it seems safer to define global only for this module + + + +var + version = "3.4.1", + + // Define a local copy of jQuery + jQuery = function( selector, context ) { + + // The jQuery object is actually just the init constructor 'enhanced' + // Need init if jQuery is called (just allow error to be thrown if not included) + return new jQuery.fn.init( selector, context ); + }, + + // Support: Android <=4.0 only + // Make sure we trim BOM and NBSP + rtrim = /^[\s\uFEFF\xA0]+|[\s\uFEFF\xA0]+$/g; + +jQuery.fn = jQuery.prototype = { + + // The current version of jQuery being used + jquery: version, + + constructor: jQuery, + + // The default length of a jQuery object is 0 + length: 0, + + toArray: function() { + return slice.call( this ); + }, + + // Get the Nth element in the matched element set OR + // Get the whole matched element set as a clean array + get: function( num ) { + + // Return all the elements in a clean array + if ( num == null ) { + return slice.call( this ); + } + + // Return just the one element from the set + return num < 0 ? this[ num + this.length ] : this[ num ]; + }, + + // Take an array of elements and push it onto the stack + // (returning the new matched element set) + pushStack: function( elems ) { + + // Build a new jQuery matched element set + var ret = jQuery.merge( this.constructor(), elems ); + + // Add the old object onto the stack (as a reference) + ret.prevObject = this; + + // Return the newly-formed element set + return ret; + }, + + // Execute a callback for every element in the matched set. + each: function( callback ) { + return jQuery.each( this, callback ); + }, + + map: function( callback ) { + return this.pushStack( jQuery.map( this, function( elem, i ) { + return callback.call( elem, i, elem ); + } ) ); + }, + + slice: function() { + return this.pushStack( slice.apply( this, arguments ) ); + }, + + first: function() { + return this.eq( 0 ); + }, + + last: function() { + return this.eq( -1 ); + }, + + eq: function( i ) { + var len = this.length, + j = +i + ( i < 0 ? len : 0 ); + return this.pushStack( j >= 0 && j < len ? [ this[ j ] ] : [] ); + }, + + end: function() { + return this.prevObject || this.constructor(); + }, + + // For internal use only. + // Behaves like an Array's method, not like a jQuery method. + push: push, + sort: arr.sort, + splice: arr.splice +}; + +jQuery.extend = jQuery.fn.extend = function() { + var options, name, src, copy, copyIsArray, clone, + target = arguments[ 0 ] || {}, + i = 1, + length = arguments.length, + deep = false; + + // Handle a deep copy situation + if ( typeof target === "boolean" ) { + deep = target; + + // Skip the boolean and the target + target = arguments[ i ] || {}; + i++; + } + + // Handle case when target is a string or something (possible in deep copy) + if ( typeof target !== "object" && !isFunction( target ) ) { + target = {}; + } + + // Extend jQuery itself if only one argument is passed + if ( i === length ) { + target = this; + i--; + } + + for ( ; i < length; i++ ) { + + // Only deal with non-null/undefined values + if ( ( options = arguments[ i ] ) != null ) { + + // Extend the base object + for ( name in options ) { + copy = options[ name ]; + + // Prevent Object.prototype pollution + // Prevent never-ending loop + if ( name === "__proto__" || target === copy ) { + continue; + } + + // Recurse if we're merging plain objects or arrays + if ( deep && copy && ( jQuery.isPlainObject( copy ) || + ( copyIsArray = Array.isArray( copy ) ) ) ) { + src = target[ name ]; + + // Ensure proper type for the source value + if ( copyIsArray && !Array.isArray( src ) ) { + clone = []; + } else if ( !copyIsArray && !jQuery.isPlainObject( src ) ) { + clone = {}; + } else { + clone = src; + } + copyIsArray = false; + + // Never move original objects, clone them + target[ name ] = jQuery.extend( deep, clone, copy ); + + // Don't bring in undefined values + } else if ( copy !== undefined ) { + target[ name ] = copy; + } + } + } + } + + // Return the modified object + return target; +}; + +jQuery.extend( { + + // Unique for each copy of jQuery on the page + expando: "jQuery" + ( version + Math.random() ).replace( /\D/g, "" ), + + // Assume jQuery is ready without the ready module + isReady: true, + + error: function( msg ) { + throw new Error( msg ); + }, + + noop: function() {}, + + isPlainObject: function( obj ) { + var proto, Ctor; + + // Detect obvious negatives + // Use toString instead of jQuery.type to catch host objects + if ( !obj || toString.call( obj ) !== "[object Object]" ) { + return false; + } + + proto = getProto( obj ); + + // Objects with no prototype (e.g., `Object.create( null )`) are plain + if ( !proto ) { + return true; + } + + // Objects with prototype are plain iff they were constructed by a global Object function + Ctor = hasOwn.call( proto, "constructor" ) && proto.constructor; + return typeof Ctor === "function" && fnToString.call( Ctor ) === ObjectFunctionString; + }, + + isEmptyObject: function( obj ) { + var name; + + for ( name in obj ) { + return false; + } + return true; + }, + + // Evaluates a script in a global context + globalEval: function( code, options ) { + DOMEval( code, { nonce: options && options.nonce } ); + }, + + each: function( obj, callback ) { + var length, i = 0; + + if ( isArrayLike( obj ) ) { + length = obj.length; + for ( ; i < length; i++ ) { + if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { + break; + } + } + } else { + for ( i in obj ) { + if ( callback.call( obj[ i ], i, obj[ i ] ) === false ) { + break; + } + } + } + + return obj; + }, + + // Support: Android <=4.0 only + trim: function( text ) { + return text == null ? + "" : + ( text + "" ).replace( rtrim, "" ); + }, + + // results is for internal usage only + makeArray: function( arr, results ) { + var ret = results || []; + + if ( arr != null ) { + if ( isArrayLike( Object( arr ) ) ) { + jQuery.merge( ret, + typeof arr === "string" ? + [ arr ] : arr + ); + } else { + push.call( ret, arr ); + } + } + + return ret; + }, + + inArray: function( elem, arr, i ) { + return arr == null ? -1 : indexOf.call( arr, elem, i ); + }, + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + merge: function( first, second ) { + var len = +second.length, + j = 0, + i = first.length; + + for ( ; j < len; j++ ) { + first[ i++ ] = second[ j ]; + } + + first.length = i; + + return first; + }, + + grep: function( elems, callback, invert ) { + var callbackInverse, + matches = [], + i = 0, + length = elems.length, + callbackExpect = !invert; + + // Go through the array, only saving the items + // that pass the validator function + for ( ; i < length; i++ ) { + callbackInverse = !callback( elems[ i ], i ); + if ( callbackInverse !== callbackExpect ) { + matches.push( elems[ i ] ); + } + } + + return matches; + }, + + // arg is for internal usage only + map: function( elems, callback, arg ) { + var length, value, + i = 0, + ret = []; + + // Go through the array, translating each of the items to their new values + if ( isArrayLike( elems ) ) { + length = elems.length; + for ( ; i < length; i++ ) { + value = callback( elems[ i ], i, arg ); + + if ( value != null ) { + ret.push( value ); + } + } + + // Go through every key on the object, + } else { + for ( i in elems ) { + value = callback( elems[ i ], i, arg ); + + if ( value != null ) { + ret.push( value ); + } + } + } + + // Flatten any nested arrays + return concat.apply( [], ret ); + }, + + // A global GUID counter for objects + guid: 1, + + // jQuery.support is not used in Core but other projects attach their + // properties to it so it needs to exist. + support: support +} ); + +if ( typeof Symbol === "function" ) { + jQuery.fn[ Symbol.iterator ] = arr[ Symbol.iterator ]; +} + +// Populate the class2type map +jQuery.each( "Boolean Number String Function Array Date RegExp Object Error Symbol".split( " " ), +function( i, name ) { + class2type[ "[object " + name + "]" ] = name.toLowerCase(); +} ); + +function isArrayLike( obj ) { + + // Support: real iOS 8.2 only (not reproducible in simulator) + // `in` check used to prevent JIT error (gh-2145) + // hasOwn isn't used here due to false negatives + // regarding Nodelist length in IE + var length = !!obj && "length" in obj && obj.length, + type = toType( obj ); + + if ( isFunction( obj ) || isWindow( obj ) ) { + return false; + } + + return type === "array" || length === 0 || + typeof length === "number" && length > 0 && ( length - 1 ) in obj; +} +var Sizzle = +/*! + * Sizzle CSS Selector Engine v2.3.4 + * https://sizzlejs.com/ + * + * Copyright JS Foundation and other contributors + * Released under the MIT license + * https://js.foundation/ + * + * Date: 2019-04-08 + */ +(function( window ) { + +var i, + support, + Expr, + getText, + isXML, + tokenize, + compile, + select, + outermostContext, + sortInput, + hasDuplicate, + + // Local document vars + setDocument, + document, + docElem, + documentIsHTML, + rbuggyQSA, + rbuggyMatches, + matches, + contains, + + // Instance-specific data + expando = "sizzle" + 1 * new Date(), + preferredDoc = window.document, + dirruns = 0, + done = 0, + classCache = createCache(), + tokenCache = createCache(), + compilerCache = createCache(), + nonnativeSelectorCache = createCache(), + sortOrder = function( a, b ) { + if ( a === b ) { + hasDuplicate = true; + } + return 0; + }, + + // Instance methods + hasOwn = ({}).hasOwnProperty, + arr = [], + pop = arr.pop, + push_native = arr.push, + push = arr.push, + slice = arr.slice, + // Use a stripped-down indexOf as it's faster than native + // https://jsperf.com/thor-indexof-vs-for/5 + indexOf = function( list, elem ) { + var i = 0, + len = list.length; + for ( ; i < len; i++ ) { + if ( list[i] === elem ) { + return i; + } + } + return -1; + }, + + booleans = "checked|selected|async|autofocus|autoplay|controls|defer|disabled|hidden|ismap|loop|multiple|open|readonly|required|scoped", + + // Regular expressions + + // http://www.w3.org/TR/css3-selectors/#whitespace + whitespace = "[\\x20\\t\\r\\n\\f]", + + // http://www.w3.org/TR/CSS21/syndata.html#value-def-identifier + identifier = "(?:\\\\.|[\\w-]|[^\0-\\xa0])+", + + // Attribute selectors: http://www.w3.org/TR/selectors/#attribute-selectors + attributes = "\\[" + whitespace + "*(" + identifier + ")(?:" + whitespace + + // Operator (capture 2) + "*([*^$|!~]?=)" + whitespace + + // "Attribute values must be CSS identifiers [capture 5] or strings [capture 3 or capture 4]" + "*(?:'((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\"|(" + identifier + "))|)" + whitespace + + "*\\]", + + pseudos = ":(" + identifier + ")(?:\\((" + + // To reduce the number of selectors needing tokenize in the preFilter, prefer arguments: + // 1. quoted (capture 3; capture 4 or capture 5) + "('((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\")|" + + // 2. simple (capture 6) + "((?:\\\\.|[^\\\\()[\\]]|" + attributes + ")*)|" + + // 3. anything else (capture 2) + ".*" + + ")\\)|)", + + // Leading and non-escaped trailing whitespace, capturing some non-whitespace characters preceding the latter + rwhitespace = new RegExp( whitespace + "+", "g" ), + rtrim = new RegExp( "^" + whitespace + "+|((?:^|[^\\\\])(?:\\\\.)*)" + whitespace + "+$", "g" ), + + rcomma = new RegExp( "^" + whitespace + "*," + whitespace + "*" ), + rcombinators = new RegExp( "^" + whitespace + "*([>+~]|" + whitespace + ")" + whitespace + "*" ), + rdescend = new RegExp( whitespace + "|>" ), + + rpseudo = new RegExp( pseudos ), + ridentifier = new RegExp( "^" + identifier + "$" ), + + matchExpr = { + "ID": new RegExp( "^#(" + identifier + ")" ), + "CLASS": new RegExp( "^\\.(" + identifier + ")" ), + "TAG": new RegExp( "^(" + identifier + "|[*])" ), + "ATTR": new RegExp( "^" + attributes ), + "PSEUDO": new RegExp( "^" + pseudos ), + "CHILD": new RegExp( "^:(only|first|last|nth|nth-last)-(child|of-type)(?:\\(" + whitespace + + "*(even|odd|(([+-]|)(\\d*)n|)" + whitespace + "*(?:([+-]|)" + whitespace + + "*(\\d+)|))" + whitespace + "*\\)|)", "i" ), + "bool": new RegExp( "^(?:" + booleans + ")$", "i" ), + // For use in libraries implementing .is() + // We use this for POS matching in `select` + "needsContext": new RegExp( "^" + whitespace + "*[>+~]|:(even|odd|eq|gt|lt|nth|first|last)(?:\\(" + + whitespace + "*((?:-\\d)?\\d*)" + whitespace + "*\\)|)(?=[^-]|$)", "i" ) + }, + + rhtml = /HTML$/i, + rinputs = /^(?:input|select|textarea|button)$/i, + rheader = /^h\d$/i, + + rnative = /^[^{]+\{\s*\[native \w/, + + // Easily-parseable/retrievable ID or TAG or CLASS selectors + rquickExpr = /^(?:#([\w-]+)|(\w+)|\.([\w-]+))$/, + + rsibling = /[+~]/, + + // CSS escapes + // http://www.w3.org/TR/CSS21/syndata.html#escaped-characters + runescape = new RegExp( "\\\\([\\da-f]{1,6}" + whitespace + "?|(" + whitespace + ")|.)", "ig" ), + funescape = function( _, escaped, escapedWhitespace ) { + var high = "0x" + escaped - 0x10000; + // NaN means non-codepoint + // Support: Firefox<24 + // Workaround erroneous numeric interpretation of +"0x" + return high !== high || escapedWhitespace ? + escaped : + high < 0 ? + // BMP codepoint + String.fromCharCode( high + 0x10000 ) : + // Supplemental Plane codepoint (surrogate pair) + String.fromCharCode( high >> 10 | 0xD800, high & 0x3FF | 0xDC00 ); + }, + + // CSS string/identifier serialization + // https://drafts.csswg.org/cssom/#common-serializing-idioms + rcssescape = /([\0-\x1f\x7f]|^-?\d)|^-$|[^\0-\x1f\x7f-\uFFFF\w-]/g, + fcssescape = function( ch, asCodePoint ) { + if ( asCodePoint ) { + + // U+0000 NULL becomes U+FFFD REPLACEMENT CHARACTER + if ( ch === "\0" ) { + return "\uFFFD"; + } + + // Control characters and (dependent upon position) numbers get escaped as code points + return ch.slice( 0, -1 ) + "\\" + ch.charCodeAt( ch.length - 1 ).toString( 16 ) + " "; + } + + // Other potentially-special ASCII characters get backslash-escaped + return "\\" + ch; + }, + + // Used for iframes + // See setDocument() + // Removing the function wrapper causes a "Permission Denied" + // error in IE + unloadHandler = function() { + setDocument(); + }, + + inDisabledFieldset = addCombinator( + function( elem ) { + return elem.disabled === true && elem.nodeName.toLowerCase() === "fieldset"; + }, + { dir: "parentNode", next: "legend" } + ); + +// Optimize for push.apply( _, NodeList ) +try { + push.apply( + (arr = slice.call( preferredDoc.childNodes )), + preferredDoc.childNodes + ); + // Support: Android<4.0 + // Detect silently failing push.apply + arr[ preferredDoc.childNodes.length ].nodeType; +} catch ( e ) { + push = { apply: arr.length ? + + // Leverage slice if possible + function( target, els ) { + push_native.apply( target, slice.call(els) ); + } : + + // Support: IE<9 + // Otherwise append directly + function( target, els ) { + var j = target.length, + i = 0; + // Can't trust NodeList.length + while ( (target[j++] = els[i++]) ) {} + target.length = j - 1; + } + }; +} + +function Sizzle( selector, context, results, seed ) { + var m, i, elem, nid, match, groups, newSelector, + newContext = context && context.ownerDocument, + + // nodeType defaults to 9, since context defaults to document + nodeType = context ? context.nodeType : 9; + + results = results || []; + + // Return early from calls with invalid selector or context + if ( typeof selector !== "string" || !selector || + nodeType !== 1 && nodeType !== 9 && nodeType !== 11 ) { + + return results; + } + + // Try to shortcut find operations (as opposed to filters) in HTML documents + if ( !seed ) { + + if ( ( context ? context.ownerDocument || context : preferredDoc ) !== document ) { + setDocument( context ); + } + context = context || document; + + if ( documentIsHTML ) { + + // If the selector is sufficiently simple, try using a "get*By*" DOM method + // (excepting DocumentFragment context, where the methods don't exist) + if ( nodeType !== 11 && (match = rquickExpr.exec( selector )) ) { + + // ID selector + if ( (m = match[1]) ) { + + // Document context + if ( nodeType === 9 ) { + if ( (elem = context.getElementById( m )) ) { + + // Support: IE, Opera, Webkit + // TODO: identify versions + // getElementById can match elements by name instead of ID + if ( elem.id === m ) { + results.push( elem ); + return results; + } + } else { + return results; + } + + // Element context + } else { + + // Support: IE, Opera, Webkit + // TODO: identify versions + // getElementById can match elements by name instead of ID + if ( newContext && (elem = newContext.getElementById( m )) && + contains( context, elem ) && + elem.id === m ) { + + results.push( elem ); + return results; + } + } + + // Type selector + } else if ( match[2] ) { + push.apply( results, context.getElementsByTagName( selector ) ); + return results; + + // Class selector + } else if ( (m = match[3]) && support.getElementsByClassName && + context.getElementsByClassName ) { + + push.apply( results, context.getElementsByClassName( m ) ); + return results; + } + } + + // Take advantage of querySelectorAll + if ( support.qsa && + !nonnativeSelectorCache[ selector + " " ] && + (!rbuggyQSA || !rbuggyQSA.test( selector )) && + + // Support: IE 8 only + // Exclude object elements + (nodeType !== 1 || context.nodeName.toLowerCase() !== "object") ) { + + newSelector = selector; + newContext = context; + + // qSA considers elements outside a scoping root when evaluating child or + // descendant combinators, which is not what we want. + // In such cases, we work around the behavior by prefixing every selector in the + // list with an ID selector referencing the scope context. + // Thanks to Andrew Dupont for this technique. + if ( nodeType === 1 && rdescend.test( selector ) ) { + + // Capture the context ID, setting it first if necessary + if ( (nid = context.getAttribute( "id" )) ) { + nid = nid.replace( rcssescape, fcssescape ); + } else { + context.setAttribute( "id", (nid = expando) ); + } + + // Prefix every selector in the list + groups = tokenize( selector ); + i = groups.length; + while ( i-- ) { + groups[i] = "#" + nid + " " + toSelector( groups[i] ); + } + newSelector = groups.join( "," ); + + // Expand context for sibling selectors + newContext = rsibling.test( selector ) && testContext( context.parentNode ) || + context; + } + + try { + push.apply( results, + newContext.querySelectorAll( newSelector ) + ); + return results; + } catch ( qsaError ) { + nonnativeSelectorCache( selector, true ); + } finally { + if ( nid === expando ) { + context.removeAttribute( "id" ); + } + } + } + } + } + + // All others + return select( selector.replace( rtrim, "$1" ), context, results, seed ); +} + +/** + * Create key-value caches of limited size + * @returns {function(string, object)} Returns the Object data after storing it on itself with + * property name the (space-suffixed) string and (if the cache is larger than Expr.cacheLength) + * deleting the oldest entry + */ +function createCache() { + var keys = []; + + function cache( key, value ) { + // Use (key + " ") to avoid collision with native prototype properties (see Issue #157) + if ( keys.push( key + " " ) > Expr.cacheLength ) { + // Only keep the most recent entries + delete cache[ keys.shift() ]; + } + return (cache[ key + " " ] = value); + } + return cache; +} + +/** + * Mark a function for special use by Sizzle + * @param {Function} fn The function to mark + */ +function markFunction( fn ) { + fn[ expando ] = true; + return fn; +} + +/** + * Support testing using an element + * @param {Function} fn Passed the created element and returns a boolean result + */ +function assert( fn ) { + var el = document.createElement("fieldset"); + + try { + return !!fn( el ); + } catch (e) { + return false; + } finally { + // Remove from its parent by default + if ( el.parentNode ) { + el.parentNode.removeChild( el ); + } + // release memory in IE + el = null; + } +} + +/** + * Adds the same handler for all of the specified attrs + * @param {String} attrs Pipe-separated list of attributes + * @param {Function} handler The method that will be applied + */ +function addHandle( attrs, handler ) { + var arr = attrs.split("|"), + i = arr.length; + + while ( i-- ) { + Expr.attrHandle[ arr[i] ] = handler; + } +} + +/** + * Checks document order of two siblings + * @param {Element} a + * @param {Element} b + * @returns {Number} Returns less than 0 if a precedes b, greater than 0 if a follows b + */ +function siblingCheck( a, b ) { + var cur = b && a, + diff = cur && a.nodeType === 1 && b.nodeType === 1 && + a.sourceIndex - b.sourceIndex; + + // Use IE sourceIndex if available on both nodes + if ( diff ) { + return diff; + } + + // Check if b follows a + if ( cur ) { + while ( (cur = cur.nextSibling) ) { + if ( cur === b ) { + return -1; + } + } + } + + return a ? 1 : -1; +} + +/** + * Returns a function to use in pseudos for input types + * @param {String} type + */ +function createInputPseudo( type ) { + return function( elem ) { + var name = elem.nodeName.toLowerCase(); + return name === "input" && elem.type === type; + }; +} + +/** + * Returns a function to use in pseudos for buttons + * @param {String} type + */ +function createButtonPseudo( type ) { + return function( elem ) { + var name = elem.nodeName.toLowerCase(); + return (name === "input" || name === "button") && elem.type === type; + }; +} + +/** + * Returns a function to use in pseudos for :enabled/:disabled + * @param {Boolean} disabled true for :disabled; false for :enabled + */ +function createDisabledPseudo( disabled ) { + + // Known :disabled false positives: fieldset[disabled] > legend:nth-of-type(n+2) :can-disable + return function( elem ) { + + // Only certain elements can match :enabled or :disabled + // https://html.spec.whatwg.org/multipage/scripting.html#selector-enabled + // https://html.spec.whatwg.org/multipage/scripting.html#selector-disabled + if ( "form" in elem ) { + + // Check for inherited disabledness on relevant non-disabled elements: + // * listed form-associated elements in a disabled fieldset + // https://html.spec.whatwg.org/multipage/forms.html#category-listed + // https://html.spec.whatwg.org/multipage/forms.html#concept-fe-disabled + // * option elements in a disabled optgroup + // https://html.spec.whatwg.org/multipage/forms.html#concept-option-disabled + // All such elements have a "form" property. + if ( elem.parentNode && elem.disabled === false ) { + + // Option elements defer to a parent optgroup if present + if ( "label" in elem ) { + if ( "label" in elem.parentNode ) { + return elem.parentNode.disabled === disabled; + } else { + return elem.disabled === disabled; + } + } + + // Support: IE 6 - 11 + // Use the isDisabled shortcut property to check for disabled fieldset ancestors + return elem.isDisabled === disabled || + + // Where there is no isDisabled, check manually + /* jshint -W018 */ + elem.isDisabled !== !disabled && + inDisabledFieldset( elem ) === disabled; + } + + return elem.disabled === disabled; + + // Try to winnow out elements that can't be disabled before trusting the disabled property. + // Some victims get caught in our net (label, legend, menu, track), but it shouldn't + // even exist on them, let alone have a boolean value. + } else if ( "label" in elem ) { + return elem.disabled === disabled; + } + + // Remaining elements are neither :enabled nor :disabled + return false; + }; +} + +/** + * Returns a function to use in pseudos for positionals + * @param {Function} fn + */ +function createPositionalPseudo( fn ) { + return markFunction(function( argument ) { + argument = +argument; + return markFunction(function( seed, matches ) { + var j, + matchIndexes = fn( [], seed.length, argument ), + i = matchIndexes.length; + + // Match elements found at the specified indexes + while ( i-- ) { + if ( seed[ (j = matchIndexes[i]) ] ) { + seed[j] = !(matches[j] = seed[j]); + } + } + }); + }); +} + +/** + * Checks a node for validity as a Sizzle context + * @param {Element|Object=} context + * @returns {Element|Object|Boolean} The input node if acceptable, otherwise a falsy value + */ +function testContext( context ) { + return context && typeof context.getElementsByTagName !== "undefined" && context; +} + +// Expose support vars for convenience +support = Sizzle.support = {}; + +/** + * Detects XML nodes + * @param {Element|Object} elem An element or a document + * @returns {Boolean} True iff elem is a non-HTML XML node + */ +isXML = Sizzle.isXML = function( elem ) { + var namespace = elem.namespaceURI, + docElem = (elem.ownerDocument || elem).documentElement; + + // Support: IE <=8 + // Assume HTML when documentElement doesn't yet exist, such as inside loading iframes + // https://bugs.jquery.com/ticket/4833 + return !rhtml.test( namespace || docElem && docElem.nodeName || "HTML" ); +}; + +/** + * Sets document-related variables once based on the current document + * @param {Element|Object} [doc] An element or document object to use to set the document + * @returns {Object} Returns the current document + */ +setDocument = Sizzle.setDocument = function( node ) { + var hasCompare, subWindow, + doc = node ? node.ownerDocument || node : preferredDoc; + + // Return early if doc is invalid or already selected + if ( doc === document || doc.nodeType !== 9 || !doc.documentElement ) { + return document; + } + + // Update global variables + document = doc; + docElem = document.documentElement; + documentIsHTML = !isXML( document ); + + // Support: IE 9-11, Edge + // Accessing iframe documents after unload throws "permission denied" errors (jQuery #13936) + if ( preferredDoc !== document && + (subWindow = document.defaultView) && subWindow.top !== subWindow ) { + + // Support: IE 11, Edge + if ( subWindow.addEventListener ) { + subWindow.addEventListener( "unload", unloadHandler, false ); + + // Support: IE 9 - 10 only + } else if ( subWindow.attachEvent ) { + subWindow.attachEvent( "onunload", unloadHandler ); + } + } + + /* Attributes + ---------------------------------------------------------------------- */ + + // Support: IE<8 + // Verify that getAttribute really returns attributes and not properties + // (excepting IE8 booleans) + support.attributes = assert(function( el ) { + el.className = "i"; + return !el.getAttribute("className"); + }); + + /* getElement(s)By* + ---------------------------------------------------------------------- */ + + // Check if getElementsByTagName("*") returns only elements + support.getElementsByTagName = assert(function( el ) { + el.appendChild( document.createComment("") ); + return !el.getElementsByTagName("*").length; + }); + + // Support: IE<9 + support.getElementsByClassName = rnative.test( document.getElementsByClassName ); + + // Support: IE<10 + // Check if getElementById returns elements by name + // The broken getElementById methods don't pick up programmatically-set names, + // so use a roundabout getElementsByName test + support.getById = assert(function( el ) { + docElem.appendChild( el ).id = expando; + return !document.getElementsByName || !document.getElementsByName( expando ).length; + }); + + // ID filter and find + if ( support.getById ) { + Expr.filter["ID"] = function( id ) { + var attrId = id.replace( runescape, funescape ); + return function( elem ) { + return elem.getAttribute("id") === attrId; + }; + }; + Expr.find["ID"] = function( id, context ) { + if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { + var elem = context.getElementById( id ); + return elem ? [ elem ] : []; + } + }; + } else { + Expr.filter["ID"] = function( id ) { + var attrId = id.replace( runescape, funescape ); + return function( elem ) { + var node = typeof elem.getAttributeNode !== "undefined" && + elem.getAttributeNode("id"); + return node && node.value === attrId; + }; + }; + + // Support: IE 6 - 7 only + // getElementById is not reliable as a find shortcut + Expr.find["ID"] = function( id, context ) { + if ( typeof context.getElementById !== "undefined" && documentIsHTML ) { + var node, i, elems, + elem = context.getElementById( id ); + + if ( elem ) { + + // Verify the id attribute + node = elem.getAttributeNode("id"); + if ( node && node.value === id ) { + return [ elem ]; + } + + // Fall back on getElementsByName + elems = context.getElementsByName( id ); + i = 0; + while ( (elem = elems[i++]) ) { + node = elem.getAttributeNode("id"); + if ( node && node.value === id ) { + return [ elem ]; + } + } + } + + return []; + } + }; + } + + // Tag + Expr.find["TAG"] = support.getElementsByTagName ? + function( tag, context ) { + if ( typeof context.getElementsByTagName !== "undefined" ) { + return context.getElementsByTagName( tag ); + + // DocumentFragment nodes don't have gEBTN + } else if ( support.qsa ) { + return context.querySelectorAll( tag ); + } + } : + + function( tag, context ) { + var elem, + tmp = [], + i = 0, + // By happy coincidence, a (broken) gEBTN appears on DocumentFragment nodes too + results = context.getElementsByTagName( tag ); + + // Filter out possible comments + if ( tag === "*" ) { + while ( (elem = results[i++]) ) { + if ( elem.nodeType === 1 ) { + tmp.push( elem ); + } + } + + return tmp; + } + return results; + }; + + // Class + Expr.find["CLASS"] = support.getElementsByClassName && function( className, context ) { + if ( typeof context.getElementsByClassName !== "undefined" && documentIsHTML ) { + return context.getElementsByClassName( className ); + } + }; + + /* QSA/matchesSelector + ---------------------------------------------------------------------- */ + + // QSA and matchesSelector support + + // matchesSelector(:active) reports false when true (IE9/Opera 11.5) + rbuggyMatches = []; + + // qSa(:focus) reports false when true (Chrome 21) + // We allow this because of a bug in IE8/9 that throws an error + // whenever `document.activeElement` is accessed on an iframe + // So, we allow :focus to pass through QSA all the time to avoid the IE error + // See https://bugs.jquery.com/ticket/13378 + rbuggyQSA = []; + + if ( (support.qsa = rnative.test( document.querySelectorAll )) ) { + // Build QSA regex + // Regex strategy adopted from Diego Perini + assert(function( el ) { + // Select is set to empty string on purpose + // This is to test IE's treatment of not explicitly + // setting a boolean content attribute, + // since its presence should be enough + // https://bugs.jquery.com/ticket/12359 + docElem.appendChild( el ).innerHTML = "" + + ""; + + // Support: IE8, Opera 11-12.16 + // Nothing should be selected when empty strings follow ^= or $= or *= + // The test attribute must be unknown in Opera but "safe" for WinRT + // https://msdn.microsoft.com/en-us/library/ie/hh465388.aspx#attribute_section + if ( el.querySelectorAll("[msallowcapture^='']").length ) { + rbuggyQSA.push( "[*^$]=" + whitespace + "*(?:''|\"\")" ); + } + + // Support: IE8 + // Boolean attributes and "value" are not treated correctly + if ( !el.querySelectorAll("[selected]").length ) { + rbuggyQSA.push( "\\[" + whitespace + "*(?:value|" + booleans + ")" ); + } + + // Support: Chrome<29, Android<4.4, Safari<7.0+, iOS<7.0+, PhantomJS<1.9.8+ + if ( !el.querySelectorAll( "[id~=" + expando + "-]" ).length ) { + rbuggyQSA.push("~="); + } + + // Webkit/Opera - :checked should return selected option elements + // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked + // IE8 throws error here and will not see later tests + if ( !el.querySelectorAll(":checked").length ) { + rbuggyQSA.push(":checked"); + } + + // Support: Safari 8+, iOS 8+ + // https://bugs.webkit.org/show_bug.cgi?id=136851 + // In-page `selector#id sibling-combinator selector` fails + if ( !el.querySelectorAll( "a#" + expando + "+*" ).length ) { + rbuggyQSA.push(".#.+[+~]"); + } + }); + + assert(function( el ) { + el.innerHTML = "" + + ""; + + // Support: Windows 8 Native Apps + // The type and name attributes are restricted during .innerHTML assignment + var input = document.createElement("input"); + input.setAttribute( "type", "hidden" ); + el.appendChild( input ).setAttribute( "name", "D" ); + + // Support: IE8 + // Enforce case-sensitivity of name attribute + if ( el.querySelectorAll("[name=d]").length ) { + rbuggyQSA.push( "name" + whitespace + "*[*^$|!~]?=" ); + } + + // FF 3.5 - :enabled/:disabled and hidden elements (hidden elements are still enabled) + // IE8 throws error here and will not see later tests + if ( el.querySelectorAll(":enabled").length !== 2 ) { + rbuggyQSA.push( ":enabled", ":disabled" ); + } + + // Support: IE9-11+ + // IE's :disabled selector does not pick up the children of disabled fieldsets + docElem.appendChild( el ).disabled = true; + if ( el.querySelectorAll(":disabled").length !== 2 ) { + rbuggyQSA.push( ":enabled", ":disabled" ); + } + + // Opera 10-11 does not throw on post-comma invalid pseudos + el.querySelectorAll("*,:x"); + rbuggyQSA.push(",.*:"); + }); + } + + if ( (support.matchesSelector = rnative.test( (matches = docElem.matches || + docElem.webkitMatchesSelector || + docElem.mozMatchesSelector || + docElem.oMatchesSelector || + docElem.msMatchesSelector) )) ) { + + assert(function( el ) { + // Check to see if it's possible to do matchesSelector + // on a disconnected node (IE 9) + support.disconnectedMatch = matches.call( el, "*" ); + + // This should fail with an exception + // Gecko does not error, returns false instead + matches.call( el, "[s!='']:x" ); + rbuggyMatches.push( "!=", pseudos ); + }); + } + + rbuggyQSA = rbuggyQSA.length && new RegExp( rbuggyQSA.join("|") ); + rbuggyMatches = rbuggyMatches.length && new RegExp( rbuggyMatches.join("|") ); + + /* Contains + ---------------------------------------------------------------------- */ + hasCompare = rnative.test( docElem.compareDocumentPosition ); + + // Element contains another + // Purposefully self-exclusive + // As in, an element does not contain itself + contains = hasCompare || rnative.test( docElem.contains ) ? + function( a, b ) { + var adown = a.nodeType === 9 ? a.documentElement : a, + bup = b && b.parentNode; + return a === bup || !!( bup && bup.nodeType === 1 && ( + adown.contains ? + adown.contains( bup ) : + a.compareDocumentPosition && a.compareDocumentPosition( bup ) & 16 + )); + } : + function( a, b ) { + if ( b ) { + while ( (b = b.parentNode) ) { + if ( b === a ) { + return true; + } + } + } + return false; + }; + + /* Sorting + ---------------------------------------------------------------------- */ + + // Document order sorting + sortOrder = hasCompare ? + function( a, b ) { + + // Flag for duplicate removal + if ( a === b ) { + hasDuplicate = true; + return 0; + } + + // Sort on method existence if only one input has compareDocumentPosition + var compare = !a.compareDocumentPosition - !b.compareDocumentPosition; + if ( compare ) { + return compare; + } + + // Calculate position if both inputs belong to the same document + compare = ( a.ownerDocument || a ) === ( b.ownerDocument || b ) ? + a.compareDocumentPosition( b ) : + + // Otherwise we know they are disconnected + 1; + + // Disconnected nodes + if ( compare & 1 || + (!support.sortDetached && b.compareDocumentPosition( a ) === compare) ) { + + // Choose the first element that is related to our preferred document + if ( a === document || a.ownerDocument === preferredDoc && contains(preferredDoc, a) ) { + return -1; + } + if ( b === document || b.ownerDocument === preferredDoc && contains(preferredDoc, b) ) { + return 1; + } + + // Maintain original order + return sortInput ? + ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : + 0; + } + + return compare & 4 ? -1 : 1; + } : + function( a, b ) { + // Exit early if the nodes are identical + if ( a === b ) { + hasDuplicate = true; + return 0; + } + + var cur, + i = 0, + aup = a.parentNode, + bup = b.parentNode, + ap = [ a ], + bp = [ b ]; + + // Parentless nodes are either documents or disconnected + if ( !aup || !bup ) { + return a === document ? -1 : + b === document ? 1 : + aup ? -1 : + bup ? 1 : + sortInput ? + ( indexOf( sortInput, a ) - indexOf( sortInput, b ) ) : + 0; + + // If the nodes are siblings, we can do a quick check + } else if ( aup === bup ) { + return siblingCheck( a, b ); + } + + // Otherwise we need full lists of their ancestors for comparison + cur = a; + while ( (cur = cur.parentNode) ) { + ap.unshift( cur ); + } + cur = b; + while ( (cur = cur.parentNode) ) { + bp.unshift( cur ); + } + + // Walk down the tree looking for a discrepancy + while ( ap[i] === bp[i] ) { + i++; + } + + return i ? + // Do a sibling check if the nodes have a common ancestor + siblingCheck( ap[i], bp[i] ) : + + // Otherwise nodes in our document sort first + ap[i] === preferredDoc ? -1 : + bp[i] === preferredDoc ? 1 : + 0; + }; + + return document; +}; + +Sizzle.matches = function( expr, elements ) { + return Sizzle( expr, null, null, elements ); +}; + +Sizzle.matchesSelector = function( elem, expr ) { + // Set document vars if needed + if ( ( elem.ownerDocument || elem ) !== document ) { + setDocument( elem ); + } + + if ( support.matchesSelector && documentIsHTML && + !nonnativeSelectorCache[ expr + " " ] && + ( !rbuggyMatches || !rbuggyMatches.test( expr ) ) && + ( !rbuggyQSA || !rbuggyQSA.test( expr ) ) ) { + + try { + var ret = matches.call( elem, expr ); + + // IE 9's matchesSelector returns false on disconnected nodes + if ( ret || support.disconnectedMatch || + // As well, disconnected nodes are said to be in a document + // fragment in IE 9 + elem.document && elem.document.nodeType !== 11 ) { + return ret; + } + } catch (e) { + nonnativeSelectorCache( expr, true ); + } + } + + return Sizzle( expr, document, null, [ elem ] ).length > 0; +}; + +Sizzle.contains = function( context, elem ) { + // Set document vars if needed + if ( ( context.ownerDocument || context ) !== document ) { + setDocument( context ); + } + return contains( context, elem ); +}; + +Sizzle.attr = function( elem, name ) { + // Set document vars if needed + if ( ( elem.ownerDocument || elem ) !== document ) { + setDocument( elem ); + } + + var fn = Expr.attrHandle[ name.toLowerCase() ], + // Don't get fooled by Object.prototype properties (jQuery #13807) + val = fn && hasOwn.call( Expr.attrHandle, name.toLowerCase() ) ? + fn( elem, name, !documentIsHTML ) : + undefined; + + return val !== undefined ? + val : + support.attributes || !documentIsHTML ? + elem.getAttribute( name ) : + (val = elem.getAttributeNode(name)) && val.specified ? + val.value : + null; +}; + +Sizzle.escape = function( sel ) { + return (sel + "").replace( rcssescape, fcssescape ); +}; + +Sizzle.error = function( msg ) { + throw new Error( "Syntax error, unrecognized expression: " + msg ); +}; + +/** + * Document sorting and removing duplicates + * @param {ArrayLike} results + */ +Sizzle.uniqueSort = function( results ) { + var elem, + duplicates = [], + j = 0, + i = 0; + + // Unless we *know* we can detect duplicates, assume their presence + hasDuplicate = !support.detectDuplicates; + sortInput = !support.sortStable && results.slice( 0 ); + results.sort( sortOrder ); + + if ( hasDuplicate ) { + while ( (elem = results[i++]) ) { + if ( elem === results[ i ] ) { + j = duplicates.push( i ); + } + } + while ( j-- ) { + results.splice( duplicates[ j ], 1 ); + } + } + + // Clear input after sorting to release objects + // See https://github.com/jquery/sizzle/pull/225 + sortInput = null; + + return results; +}; + +/** + * Utility function for retrieving the text value of an array of DOM nodes + * @param {Array|Element} elem + */ +getText = Sizzle.getText = function( elem ) { + var node, + ret = "", + i = 0, + nodeType = elem.nodeType; + + if ( !nodeType ) { + // If no nodeType, this is expected to be an array + while ( (node = elem[i++]) ) { + // Do not traverse comment nodes + ret += getText( node ); + } + } else if ( nodeType === 1 || nodeType === 9 || nodeType === 11 ) { + // Use textContent for elements + // innerText usage removed for consistency of new lines (jQuery #11153) + if ( typeof elem.textContent === "string" ) { + return elem.textContent; + } else { + // Traverse its children + for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { + ret += getText( elem ); + } + } + } else if ( nodeType === 3 || nodeType === 4 ) { + return elem.nodeValue; + } + // Do not include comment or processing instruction nodes + + return ret; +}; + +Expr = Sizzle.selectors = { + + // Can be adjusted by the user + cacheLength: 50, + + createPseudo: markFunction, + + match: matchExpr, + + attrHandle: {}, + + find: {}, + + relative: { + ">": { dir: "parentNode", first: true }, + " ": { dir: "parentNode" }, + "+": { dir: "previousSibling", first: true }, + "~": { dir: "previousSibling" } + }, + + preFilter: { + "ATTR": function( match ) { + match[1] = match[1].replace( runescape, funescape ); + + // Move the given value to match[3] whether quoted or unquoted + match[3] = ( match[3] || match[4] || match[5] || "" ).replace( runescape, funescape ); + + if ( match[2] === "~=" ) { + match[3] = " " + match[3] + " "; + } + + return match.slice( 0, 4 ); + }, + + "CHILD": function( match ) { + /* matches from matchExpr["CHILD"] + 1 type (only|nth|...) + 2 what (child|of-type) + 3 argument (even|odd|\d*|\d*n([+-]\d+)?|...) + 4 xn-component of xn+y argument ([+-]?\d*n|) + 5 sign of xn-component + 6 x of xn-component + 7 sign of y-component + 8 y of y-component + */ + match[1] = match[1].toLowerCase(); + + if ( match[1].slice( 0, 3 ) === "nth" ) { + // nth-* requires argument + if ( !match[3] ) { + Sizzle.error( match[0] ); + } + + // numeric x and y parameters for Expr.filter.CHILD + // remember that false/true cast respectively to 0/1 + match[4] = +( match[4] ? match[5] + (match[6] || 1) : 2 * ( match[3] === "even" || match[3] === "odd" ) ); + match[5] = +( ( match[7] + match[8] ) || match[3] === "odd" ); + + // other types prohibit arguments + } else if ( match[3] ) { + Sizzle.error( match[0] ); + } + + return match; + }, + + "PSEUDO": function( match ) { + var excess, + unquoted = !match[6] && match[2]; + + if ( matchExpr["CHILD"].test( match[0] ) ) { + return null; + } + + // Accept quoted arguments as-is + if ( match[3] ) { + match[2] = match[4] || match[5] || ""; + + // Strip excess characters from unquoted arguments + } else if ( unquoted && rpseudo.test( unquoted ) && + // Get excess from tokenize (recursively) + (excess = tokenize( unquoted, true )) && + // advance to the next closing parenthesis + (excess = unquoted.indexOf( ")", unquoted.length - excess ) - unquoted.length) ) { + + // excess is a negative index + match[0] = match[0].slice( 0, excess ); + match[2] = unquoted.slice( 0, excess ); + } + + // Return only captures needed by the pseudo filter method (type and argument) + return match.slice( 0, 3 ); + } + }, + + filter: { + + "TAG": function( nodeNameSelector ) { + var nodeName = nodeNameSelector.replace( runescape, funescape ).toLowerCase(); + return nodeNameSelector === "*" ? + function() { return true; } : + function( elem ) { + return elem.nodeName && elem.nodeName.toLowerCase() === nodeName; + }; + }, + + "CLASS": function( className ) { + var pattern = classCache[ className + " " ]; + + return pattern || + (pattern = new RegExp( "(^|" + whitespace + ")" + className + "(" + whitespace + "|$)" )) && + classCache( className, function( elem ) { + return pattern.test( typeof elem.className === "string" && elem.className || typeof elem.getAttribute !== "undefined" && elem.getAttribute("class") || "" ); + }); + }, + + "ATTR": function( name, operator, check ) { + return function( elem ) { + var result = Sizzle.attr( elem, name ); + + if ( result == null ) { + return operator === "!="; + } + if ( !operator ) { + return true; + } + + result += ""; + + return operator === "=" ? result === check : + operator === "!=" ? result !== check : + operator === "^=" ? check && result.indexOf( check ) === 0 : + operator === "*=" ? check && result.indexOf( check ) > -1 : + operator === "$=" ? check && result.slice( -check.length ) === check : + operator === "~=" ? ( " " + result.replace( rwhitespace, " " ) + " " ).indexOf( check ) > -1 : + operator === "|=" ? result === check || result.slice( 0, check.length + 1 ) === check + "-" : + false; + }; + }, + + "CHILD": function( type, what, argument, first, last ) { + var simple = type.slice( 0, 3 ) !== "nth", + forward = type.slice( -4 ) !== "last", + ofType = what === "of-type"; + + return first === 1 && last === 0 ? + + // Shortcut for :nth-*(n) + function( elem ) { + return !!elem.parentNode; + } : + + function( elem, context, xml ) { + var cache, uniqueCache, outerCache, node, nodeIndex, start, + dir = simple !== forward ? "nextSibling" : "previousSibling", + parent = elem.parentNode, + name = ofType && elem.nodeName.toLowerCase(), + useCache = !xml && !ofType, + diff = false; + + if ( parent ) { + + // :(first|last|only)-(child|of-type) + if ( simple ) { + while ( dir ) { + node = elem; + while ( (node = node[ dir ]) ) { + if ( ofType ? + node.nodeName.toLowerCase() === name : + node.nodeType === 1 ) { + + return false; + } + } + // Reverse direction for :only-* (if we haven't yet done so) + start = dir = type === "only" && !start && "nextSibling"; + } + return true; + } + + start = [ forward ? parent.firstChild : parent.lastChild ]; + + // non-xml :nth-child(...) stores cache data on `parent` + if ( forward && useCache ) { + + // Seek `elem` from a previously-cached index + + // ...in a gzip-friendly way + node = parent; + outerCache = node[ expando ] || (node[ expando ] = {}); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + (outerCache[ node.uniqueID ] = {}); + + cache = uniqueCache[ type ] || []; + nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; + diff = nodeIndex && cache[ 2 ]; + node = nodeIndex && parent.childNodes[ nodeIndex ]; + + while ( (node = ++nodeIndex && node && node[ dir ] || + + // Fallback to seeking `elem` from the start + (diff = nodeIndex = 0) || start.pop()) ) { + + // When found, cache indexes on `parent` and break + if ( node.nodeType === 1 && ++diff && node === elem ) { + uniqueCache[ type ] = [ dirruns, nodeIndex, diff ]; + break; + } + } + + } else { + // Use previously-cached element index if available + if ( useCache ) { + // ...in a gzip-friendly way + node = elem; + outerCache = node[ expando ] || (node[ expando ] = {}); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + (outerCache[ node.uniqueID ] = {}); + + cache = uniqueCache[ type ] || []; + nodeIndex = cache[ 0 ] === dirruns && cache[ 1 ]; + diff = nodeIndex; + } + + // xml :nth-child(...) + // or :nth-last-child(...) or :nth(-last)?-of-type(...) + if ( diff === false ) { + // Use the same loop as above to seek `elem` from the start + while ( (node = ++nodeIndex && node && node[ dir ] || + (diff = nodeIndex = 0) || start.pop()) ) { + + if ( ( ofType ? + node.nodeName.toLowerCase() === name : + node.nodeType === 1 ) && + ++diff ) { + + // Cache the index of each encountered element + if ( useCache ) { + outerCache = node[ expando ] || (node[ expando ] = {}); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ node.uniqueID ] || + (outerCache[ node.uniqueID ] = {}); + + uniqueCache[ type ] = [ dirruns, diff ]; + } + + if ( node === elem ) { + break; + } + } + } + } + } + + // Incorporate the offset, then check against cycle size + diff -= last; + return diff === first || ( diff % first === 0 && diff / first >= 0 ); + } + }; + }, + + "PSEUDO": function( pseudo, argument ) { + // pseudo-class names are case-insensitive + // http://www.w3.org/TR/selectors/#pseudo-classes + // Prioritize by case sensitivity in case custom pseudos are added with uppercase letters + // Remember that setFilters inherits from pseudos + var args, + fn = Expr.pseudos[ pseudo ] || Expr.setFilters[ pseudo.toLowerCase() ] || + Sizzle.error( "unsupported pseudo: " + pseudo ); + + // The user may use createPseudo to indicate that + // arguments are needed to create the filter function + // just as Sizzle does + if ( fn[ expando ] ) { + return fn( argument ); + } + + // But maintain support for old signatures + if ( fn.length > 1 ) { + args = [ pseudo, pseudo, "", argument ]; + return Expr.setFilters.hasOwnProperty( pseudo.toLowerCase() ) ? + markFunction(function( seed, matches ) { + var idx, + matched = fn( seed, argument ), + i = matched.length; + while ( i-- ) { + idx = indexOf( seed, matched[i] ); + seed[ idx ] = !( matches[ idx ] = matched[i] ); + } + }) : + function( elem ) { + return fn( elem, 0, args ); + }; + } + + return fn; + } + }, + + pseudos: { + // Potentially complex pseudos + "not": markFunction(function( selector ) { + // Trim the selector passed to compile + // to avoid treating leading and trailing + // spaces as combinators + var input = [], + results = [], + matcher = compile( selector.replace( rtrim, "$1" ) ); + + return matcher[ expando ] ? + markFunction(function( seed, matches, context, xml ) { + var elem, + unmatched = matcher( seed, null, xml, [] ), + i = seed.length; + + // Match elements unmatched by `matcher` + while ( i-- ) { + if ( (elem = unmatched[i]) ) { + seed[i] = !(matches[i] = elem); + } + } + }) : + function( elem, context, xml ) { + input[0] = elem; + matcher( input, null, xml, results ); + // Don't keep the element (issue #299) + input[0] = null; + return !results.pop(); + }; + }), + + "has": markFunction(function( selector ) { + return function( elem ) { + return Sizzle( selector, elem ).length > 0; + }; + }), + + "contains": markFunction(function( text ) { + text = text.replace( runescape, funescape ); + return function( elem ) { + return ( elem.textContent || getText( elem ) ).indexOf( text ) > -1; + }; + }), + + // "Whether an element is represented by a :lang() selector + // is based solely on the element's language value + // being equal to the identifier C, + // or beginning with the identifier C immediately followed by "-". + // The matching of C against the element's language value is performed case-insensitively. + // The identifier C does not have to be a valid language name." + // http://www.w3.org/TR/selectors/#lang-pseudo + "lang": markFunction( function( lang ) { + // lang value must be a valid identifier + if ( !ridentifier.test(lang || "") ) { + Sizzle.error( "unsupported lang: " + lang ); + } + lang = lang.replace( runescape, funescape ).toLowerCase(); + return function( elem ) { + var elemLang; + do { + if ( (elemLang = documentIsHTML ? + elem.lang : + elem.getAttribute("xml:lang") || elem.getAttribute("lang")) ) { + + elemLang = elemLang.toLowerCase(); + return elemLang === lang || elemLang.indexOf( lang + "-" ) === 0; + } + } while ( (elem = elem.parentNode) && elem.nodeType === 1 ); + return false; + }; + }), + + // Miscellaneous + "target": function( elem ) { + var hash = window.location && window.location.hash; + return hash && hash.slice( 1 ) === elem.id; + }, + + "root": function( elem ) { + return elem === docElem; + }, + + "focus": function( elem ) { + return elem === document.activeElement && (!document.hasFocus || document.hasFocus()) && !!(elem.type || elem.href || ~elem.tabIndex); + }, + + // Boolean properties + "enabled": createDisabledPseudo( false ), + "disabled": createDisabledPseudo( true ), + + "checked": function( elem ) { + // In CSS3, :checked should return both checked and selected elements + // http://www.w3.org/TR/2011/REC-css3-selectors-20110929/#checked + var nodeName = elem.nodeName.toLowerCase(); + return (nodeName === "input" && !!elem.checked) || (nodeName === "option" && !!elem.selected); + }, + + "selected": function( elem ) { + // Accessing this property makes selected-by-default + // options in Safari work properly + if ( elem.parentNode ) { + elem.parentNode.selectedIndex; + } + + return elem.selected === true; + }, + + // Contents + "empty": function( elem ) { + // http://www.w3.org/TR/selectors/#empty-pseudo + // :empty is negated by element (1) or content nodes (text: 3; cdata: 4; entity ref: 5), + // but not by others (comment: 8; processing instruction: 7; etc.) + // nodeType < 6 works because attributes (2) do not appear as children + for ( elem = elem.firstChild; elem; elem = elem.nextSibling ) { + if ( elem.nodeType < 6 ) { + return false; + } + } + return true; + }, + + "parent": function( elem ) { + return !Expr.pseudos["empty"]( elem ); + }, + + // Element/input types + "header": function( elem ) { + return rheader.test( elem.nodeName ); + }, + + "input": function( elem ) { + return rinputs.test( elem.nodeName ); + }, + + "button": function( elem ) { + var name = elem.nodeName.toLowerCase(); + return name === "input" && elem.type === "button" || name === "button"; + }, + + "text": function( elem ) { + var attr; + return elem.nodeName.toLowerCase() === "input" && + elem.type === "text" && + + // Support: IE<8 + // New HTML5 attribute values (e.g., "search") appear with elem.type === "text" + ( (attr = elem.getAttribute("type")) == null || attr.toLowerCase() === "text" ); + }, + + // Position-in-collection + "first": createPositionalPseudo(function() { + return [ 0 ]; + }), + + "last": createPositionalPseudo(function( matchIndexes, length ) { + return [ length - 1 ]; + }), + + "eq": createPositionalPseudo(function( matchIndexes, length, argument ) { + return [ argument < 0 ? argument + length : argument ]; + }), + + "even": createPositionalPseudo(function( matchIndexes, length ) { + var i = 0; + for ( ; i < length; i += 2 ) { + matchIndexes.push( i ); + } + return matchIndexes; + }), + + "odd": createPositionalPseudo(function( matchIndexes, length ) { + var i = 1; + for ( ; i < length; i += 2 ) { + matchIndexes.push( i ); + } + return matchIndexes; + }), + + "lt": createPositionalPseudo(function( matchIndexes, length, argument ) { + var i = argument < 0 ? + argument + length : + argument > length ? + length : + argument; + for ( ; --i >= 0; ) { + matchIndexes.push( i ); + } + return matchIndexes; + }), + + "gt": createPositionalPseudo(function( matchIndexes, length, argument ) { + var i = argument < 0 ? argument + length : argument; + for ( ; ++i < length; ) { + matchIndexes.push( i ); + } + return matchIndexes; + }) + } +}; + +Expr.pseudos["nth"] = Expr.pseudos["eq"]; + +// Add button/input type pseudos +for ( i in { radio: true, checkbox: true, file: true, password: true, image: true } ) { + Expr.pseudos[ i ] = createInputPseudo( i ); +} +for ( i in { submit: true, reset: true } ) { + Expr.pseudos[ i ] = createButtonPseudo( i ); +} + +// Easy API for creating new setFilters +function setFilters() {} +setFilters.prototype = Expr.filters = Expr.pseudos; +Expr.setFilters = new setFilters(); + +tokenize = Sizzle.tokenize = function( selector, parseOnly ) { + var matched, match, tokens, type, + soFar, groups, preFilters, + cached = tokenCache[ selector + " " ]; + + if ( cached ) { + return parseOnly ? 0 : cached.slice( 0 ); + } + + soFar = selector; + groups = []; + preFilters = Expr.preFilter; + + while ( soFar ) { + + // Comma and first run + if ( !matched || (match = rcomma.exec( soFar )) ) { + if ( match ) { + // Don't consume trailing commas as valid + soFar = soFar.slice( match[0].length ) || soFar; + } + groups.push( (tokens = []) ); + } + + matched = false; + + // Combinators + if ( (match = rcombinators.exec( soFar )) ) { + matched = match.shift(); + tokens.push({ + value: matched, + // Cast descendant combinators to space + type: match[0].replace( rtrim, " " ) + }); + soFar = soFar.slice( matched.length ); + } + + // Filters + for ( type in Expr.filter ) { + if ( (match = matchExpr[ type ].exec( soFar )) && (!preFilters[ type ] || + (match = preFilters[ type ]( match ))) ) { + matched = match.shift(); + tokens.push({ + value: matched, + type: type, + matches: match + }); + soFar = soFar.slice( matched.length ); + } + } + + if ( !matched ) { + break; + } + } + + // Return the length of the invalid excess + // if we're just parsing + // Otherwise, throw an error or return tokens + return parseOnly ? + soFar.length : + soFar ? + Sizzle.error( selector ) : + // Cache the tokens + tokenCache( selector, groups ).slice( 0 ); +}; + +function toSelector( tokens ) { + var i = 0, + len = tokens.length, + selector = ""; + for ( ; i < len; i++ ) { + selector += tokens[i].value; + } + return selector; +} + +function addCombinator( matcher, combinator, base ) { + var dir = combinator.dir, + skip = combinator.next, + key = skip || dir, + checkNonElements = base && key === "parentNode", + doneName = done++; + + return combinator.first ? + // Check against closest ancestor/preceding element + function( elem, context, xml ) { + while ( (elem = elem[ dir ]) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + return matcher( elem, context, xml ); + } + } + return false; + } : + + // Check against all ancestor/preceding elements + function( elem, context, xml ) { + var oldCache, uniqueCache, outerCache, + newCache = [ dirruns, doneName ]; + + // We can't set arbitrary data on XML nodes, so they don't benefit from combinator caching + if ( xml ) { + while ( (elem = elem[ dir ]) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + if ( matcher( elem, context, xml ) ) { + return true; + } + } + } + } else { + while ( (elem = elem[ dir ]) ) { + if ( elem.nodeType === 1 || checkNonElements ) { + outerCache = elem[ expando ] || (elem[ expando ] = {}); + + // Support: IE <9 only + // Defend against cloned attroperties (jQuery gh-1709) + uniqueCache = outerCache[ elem.uniqueID ] || (outerCache[ elem.uniqueID ] = {}); + + if ( skip && skip === elem.nodeName.toLowerCase() ) { + elem = elem[ dir ] || elem; + } else if ( (oldCache = uniqueCache[ key ]) && + oldCache[ 0 ] === dirruns && oldCache[ 1 ] === doneName ) { + + // Assign to newCache so results back-propagate to previous elements + return (newCache[ 2 ] = oldCache[ 2 ]); + } else { + // Reuse newcache so results back-propagate to previous elements + uniqueCache[ key ] = newCache; + + // A match means we're done; a fail means we have to keep checking + if ( (newCache[ 2 ] = matcher( elem, context, xml )) ) { + return true; + } + } + } + } + } + return false; + }; +} + +function elementMatcher( matchers ) { + return matchers.length > 1 ? + function( elem, context, xml ) { + var i = matchers.length; + while ( i-- ) { + if ( !matchers[i]( elem, context, xml ) ) { + return false; + } + } + return true; + } : + matchers[0]; +} + +function multipleContexts( selector, contexts, results ) { + var i = 0, + len = contexts.length; + for ( ; i < len; i++ ) { + Sizzle( selector, contexts[i], results ); + } + return results; +} + +function condense( unmatched, map, filter, context, xml ) { + var elem, + newUnmatched = [], + i = 0, + len = unmatched.length, + mapped = map != null; + + for ( ; i < len; i++ ) { + if ( (elem = unmatched[i]) ) { + if ( !filter || filter( elem, context, xml ) ) { + newUnmatched.push( elem ); + if ( mapped ) { + map.push( i ); + } + } + } + } + + return newUnmatched; +} + +function setMatcher( preFilter, selector, matcher, postFilter, postFinder, postSelector ) { + if ( postFilter && !postFilter[ expando ] ) { + postFilter = setMatcher( postFilter ); + } + if ( postFinder && !postFinder[ expando ] ) { + postFinder = setMatcher( postFinder, postSelector ); + } + return markFunction(function( seed, results, context, xml ) { + var temp, i, elem, + preMap = [], + postMap = [], + preexisting = results.length, + + // Get initial elements from seed or context + elems = seed || multipleContexts( selector || "*", context.nodeType ? [ context ] : context, [] ), + + // Prefilter to get matcher input, preserving a map for seed-results synchronization + matcherIn = preFilter && ( seed || !selector ) ? + condense( elems, preMap, preFilter, context, xml ) : + elems, + + matcherOut = matcher ? + // If we have a postFinder, or filtered seed, or non-seed postFilter or preexisting results, + postFinder || ( seed ? preFilter : preexisting || postFilter ) ? + + // ...intermediate processing is necessary + [] : + + // ...otherwise use results directly + results : + matcherIn; + + // Find primary matches + if ( matcher ) { + matcher( matcherIn, matcherOut, context, xml ); + } + + // Apply postFilter + if ( postFilter ) { + temp = condense( matcherOut, postMap ); + postFilter( temp, [], context, xml ); + + // Un-match failing elements by moving them back to matcherIn + i = temp.length; + while ( i-- ) { + if ( (elem = temp[i]) ) { + matcherOut[ postMap[i] ] = !(matcherIn[ postMap[i] ] = elem); + } + } + } + + if ( seed ) { + if ( postFinder || preFilter ) { + if ( postFinder ) { + // Get the final matcherOut by condensing this intermediate into postFinder contexts + temp = []; + i = matcherOut.length; + while ( i-- ) { + if ( (elem = matcherOut[i]) ) { + // Restore matcherIn since elem is not yet a final match + temp.push( (matcherIn[i] = elem) ); + } + } + postFinder( null, (matcherOut = []), temp, xml ); + } + + // Move matched elements from seed to results to keep them synchronized + i = matcherOut.length; + while ( i-- ) { + if ( (elem = matcherOut[i]) && + (temp = postFinder ? indexOf( seed, elem ) : preMap[i]) > -1 ) { + + seed[temp] = !(results[temp] = elem); + } + } + } + + // Add elements to results, through postFinder if defined + } else { + matcherOut = condense( + matcherOut === results ? + matcherOut.splice( preexisting, matcherOut.length ) : + matcherOut + ); + if ( postFinder ) { + postFinder( null, results, matcherOut, xml ); + } else { + push.apply( results, matcherOut ); + } + } + }); +} + +function matcherFromTokens( tokens ) { + var checkContext, matcher, j, + len = tokens.length, + leadingRelative = Expr.relative[ tokens[0].type ], + implicitRelative = leadingRelative || Expr.relative[" "], + i = leadingRelative ? 1 : 0, + + // The foundational matcher ensures that elements are reachable from top-level context(s) + matchContext = addCombinator( function( elem ) { + return elem === checkContext; + }, implicitRelative, true ), + matchAnyContext = addCombinator( function( elem ) { + return indexOf( checkContext, elem ) > -1; + }, implicitRelative, true ), + matchers = [ function( elem, context, xml ) { + var ret = ( !leadingRelative && ( xml || context !== outermostContext ) ) || ( + (checkContext = context).nodeType ? + matchContext( elem, context, xml ) : + matchAnyContext( elem, context, xml ) ); + // Avoid hanging onto element (issue #299) + checkContext = null; + return ret; + } ]; + + for ( ; i < len; i++ ) { + if ( (matcher = Expr.relative[ tokens[i].type ]) ) { + matchers = [ addCombinator(elementMatcher( matchers ), matcher) ]; + } else { + matcher = Expr.filter[ tokens[i].type ].apply( null, tokens[i].matches ); + + // Return special upon seeing a positional matcher + if ( matcher[ expando ] ) { + // Find the next relative operator (if any) for proper handling + j = ++i; + for ( ; j < len; j++ ) { + if ( Expr.relative[ tokens[j].type ] ) { + break; + } + } + return setMatcher( + i > 1 && elementMatcher( matchers ), + i > 1 && toSelector( + // If the preceding token was a descendant combinator, insert an implicit any-element `*` + tokens.slice( 0, i - 1 ).concat({ value: tokens[ i - 2 ].type === " " ? "*" : "" }) + ).replace( rtrim, "$1" ), + matcher, + i < j && matcherFromTokens( tokens.slice( i, j ) ), + j < len && matcherFromTokens( (tokens = tokens.slice( j )) ), + j < len && toSelector( tokens ) + ); + } + matchers.push( matcher ); + } + } + + return elementMatcher( matchers ); +} + +function matcherFromGroupMatchers( elementMatchers, setMatchers ) { + var bySet = setMatchers.length > 0, + byElement = elementMatchers.length > 0, + superMatcher = function( seed, context, xml, results, outermost ) { + var elem, j, matcher, + matchedCount = 0, + i = "0", + unmatched = seed && [], + setMatched = [], + contextBackup = outermostContext, + // We must always have either seed elements or outermost context + elems = seed || byElement && Expr.find["TAG"]( "*", outermost ), + // Use integer dirruns iff this is the outermost matcher + dirrunsUnique = (dirruns += contextBackup == null ? 1 : Math.random() || 0.1), + len = elems.length; + + if ( outermost ) { + outermostContext = context === document || context || outermost; + } + + // Add elements passing elementMatchers directly to results + // Support: IE<9, Safari + // Tolerate NodeList properties (IE: "length"; Safari: ) matching elements by id + for ( ; i !== len && (elem = elems[i]) != null; i++ ) { + if ( byElement && elem ) { + j = 0; + if ( !context && elem.ownerDocument !== document ) { + setDocument( elem ); + xml = !documentIsHTML; + } + while ( (matcher = elementMatchers[j++]) ) { + if ( matcher( elem, context || document, xml) ) { + results.push( elem ); + break; + } + } + if ( outermost ) { + dirruns = dirrunsUnique; + } + } + + // Track unmatched elements for set filters + if ( bySet ) { + // They will have gone through all possible matchers + if ( (elem = !matcher && elem) ) { + matchedCount--; + } + + // Lengthen the array for every element, matched or not + if ( seed ) { + unmatched.push( elem ); + } + } + } + + // `i` is now the count of elements visited above, and adding it to `matchedCount` + // makes the latter nonnegative. + matchedCount += i; + + // Apply set filters to unmatched elements + // NOTE: This can be skipped if there are no unmatched elements (i.e., `matchedCount` + // equals `i`), unless we didn't visit _any_ elements in the above loop because we have + // no element matchers and no seed. + // Incrementing an initially-string "0" `i` allows `i` to remain a string only in that + // case, which will result in a "00" `matchedCount` that differs from `i` but is also + // numerically zero. + if ( bySet && i !== matchedCount ) { + j = 0; + while ( (matcher = setMatchers[j++]) ) { + matcher( unmatched, setMatched, context, xml ); + } + + if ( seed ) { + // Reintegrate element matches to eliminate the need for sorting + if ( matchedCount > 0 ) { + while ( i-- ) { + if ( !(unmatched[i] || setMatched[i]) ) { + setMatched[i] = pop.call( results ); + } + } + } + + // Discard index placeholder values to get only actual matches + setMatched = condense( setMatched ); + } + + // Add matches to results + push.apply( results, setMatched ); + + // Seedless set matches succeeding multiple successful matchers stipulate sorting + if ( outermost && !seed && setMatched.length > 0 && + ( matchedCount + setMatchers.length ) > 1 ) { + + Sizzle.uniqueSort( results ); + } + } + + // Override manipulation of globals by nested matchers + if ( outermost ) { + dirruns = dirrunsUnique; + outermostContext = contextBackup; + } + + return unmatched; + }; + + return bySet ? + markFunction( superMatcher ) : + superMatcher; +} + +compile = Sizzle.compile = function( selector, match /* Internal Use Only */ ) { + var i, + setMatchers = [], + elementMatchers = [], + cached = compilerCache[ selector + " " ]; + + if ( !cached ) { + // Generate a function of recursive functions that can be used to check each element + if ( !match ) { + match = tokenize( selector ); + } + i = match.length; + while ( i-- ) { + cached = matcherFromTokens( match[i] ); + if ( cached[ expando ] ) { + setMatchers.push( cached ); + } else { + elementMatchers.push( cached ); + } + } + + // Cache the compiled function + cached = compilerCache( selector, matcherFromGroupMatchers( elementMatchers, setMatchers ) ); + + // Save selector and tokenization + cached.selector = selector; + } + return cached; +}; + +/** + * A low-level selection function that works with Sizzle's compiled + * selector functions + * @param {String|Function} selector A selector or a pre-compiled + * selector function built with Sizzle.compile + * @param {Element} context + * @param {Array} [results] + * @param {Array} [seed] A set of elements to match against + */ +select = Sizzle.select = function( selector, context, results, seed ) { + var i, tokens, token, type, find, + compiled = typeof selector === "function" && selector, + match = !seed && tokenize( (selector = compiled.selector || selector) ); + + results = results || []; + + // Try to minimize operations if there is only one selector in the list and no seed + // (the latter of which guarantees us context) + if ( match.length === 1 ) { + + // Reduce context if the leading compound selector is an ID + tokens = match[0] = match[0].slice( 0 ); + if ( tokens.length > 2 && (token = tokens[0]).type === "ID" && + context.nodeType === 9 && documentIsHTML && Expr.relative[ tokens[1].type ] ) { + + context = ( Expr.find["ID"]( token.matches[0].replace(runescape, funescape), context ) || [] )[0]; + if ( !context ) { + return results; + + // Precompiled matchers will still verify ancestry, so step up a level + } else if ( compiled ) { + context = context.parentNode; + } + + selector = selector.slice( tokens.shift().value.length ); + } + + // Fetch a seed set for right-to-left matching + i = matchExpr["needsContext"].test( selector ) ? 0 : tokens.length; + while ( i-- ) { + token = tokens[i]; + + // Abort if we hit a combinator + if ( Expr.relative[ (type = token.type) ] ) { + break; + } + if ( (find = Expr.find[ type ]) ) { + // Search, expanding context for leading sibling combinators + if ( (seed = find( + token.matches[0].replace( runescape, funescape ), + rsibling.test( tokens[0].type ) && testContext( context.parentNode ) || context + )) ) { + + // If seed is empty or no tokens remain, we can return early + tokens.splice( i, 1 ); + selector = seed.length && toSelector( tokens ); + if ( !selector ) { + push.apply( results, seed ); + return results; + } + + break; + } + } + } + } + + // Compile and execute a filtering function if one is not provided + // Provide `match` to avoid retokenization if we modified the selector above + ( compiled || compile( selector, match ) )( + seed, + context, + !documentIsHTML, + results, + !context || rsibling.test( selector ) && testContext( context.parentNode ) || context + ); + return results; +}; + +// One-time assignments + +// Sort stability +support.sortStable = expando.split("").sort( sortOrder ).join("") === expando; + +// Support: Chrome 14-35+ +// Always assume duplicates if they aren't passed to the comparison function +support.detectDuplicates = !!hasDuplicate; + +// Initialize against the default document +setDocument(); + +// Support: Webkit<537.32 - Safari 6.0.3/Chrome 25 (fixed in Chrome 27) +// Detached nodes confoundingly follow *each other* +support.sortDetached = assert(function( el ) { + // Should return 1, but returns 4 (following) + return el.compareDocumentPosition( document.createElement("fieldset") ) & 1; +}); + +// Support: IE<8 +// Prevent attribute/property "interpolation" +// https://msdn.microsoft.com/en-us/library/ms536429%28VS.85%29.aspx +if ( !assert(function( el ) { + el.innerHTML = ""; + return el.firstChild.getAttribute("href") === "#" ; +}) ) { + addHandle( "type|href|height|width", function( elem, name, isXML ) { + if ( !isXML ) { + return elem.getAttribute( name, name.toLowerCase() === "type" ? 1 : 2 ); + } + }); +} + +// Support: IE<9 +// Use defaultValue in place of getAttribute("value") +if ( !support.attributes || !assert(function( el ) { + el.innerHTML = ""; + el.firstChild.setAttribute( "value", "" ); + return el.firstChild.getAttribute( "value" ) === ""; +}) ) { + addHandle( "value", function( elem, name, isXML ) { + if ( !isXML && elem.nodeName.toLowerCase() === "input" ) { + return elem.defaultValue; + } + }); +} + +// Support: IE<9 +// Use getAttributeNode to fetch booleans when getAttribute lies +if ( !assert(function( el ) { + return el.getAttribute("disabled") == null; +}) ) { + addHandle( booleans, function( elem, name, isXML ) { + var val; + if ( !isXML ) { + return elem[ name ] === true ? name.toLowerCase() : + (val = elem.getAttributeNode( name )) && val.specified ? + val.value : + null; + } + }); +} + +return Sizzle; + +})( window ); + + + +jQuery.find = Sizzle; +jQuery.expr = Sizzle.selectors; + +// Deprecated +jQuery.expr[ ":" ] = jQuery.expr.pseudos; +jQuery.uniqueSort = jQuery.unique = Sizzle.uniqueSort; +jQuery.text = Sizzle.getText; +jQuery.isXMLDoc = Sizzle.isXML; +jQuery.contains = Sizzle.contains; +jQuery.escapeSelector = Sizzle.escape; + + + + +var dir = function( elem, dir, until ) { + var matched = [], + truncate = until !== undefined; + + while ( ( elem = elem[ dir ] ) && elem.nodeType !== 9 ) { + if ( elem.nodeType === 1 ) { + if ( truncate && jQuery( elem ).is( until ) ) { + break; + } + matched.push( elem ); + } + } + return matched; +}; + + +var siblings = function( n, elem ) { + var matched = []; + + for ( ; n; n = n.nextSibling ) { + if ( n.nodeType === 1 && n !== elem ) { + matched.push( n ); + } + } + + return matched; +}; + + +var rneedsContext = jQuery.expr.match.needsContext; + + + +function nodeName( elem, name ) { + + return elem.nodeName && elem.nodeName.toLowerCase() === name.toLowerCase(); + +}; +var rsingleTag = ( /^<([a-z][^\/\0>:\x20\t\r\n\f]*)[\x20\t\r\n\f]*\/?>(?:<\/\1>|)$/i ); + + + +// Implement the identical functionality for filter and not +function winnow( elements, qualifier, not ) { + if ( isFunction( qualifier ) ) { + return jQuery.grep( elements, function( elem, i ) { + return !!qualifier.call( elem, i, elem ) !== not; + } ); + } + + // Single element + if ( qualifier.nodeType ) { + return jQuery.grep( elements, function( elem ) { + return ( elem === qualifier ) !== not; + } ); + } + + // Arraylike of elements (jQuery, arguments, Array) + if ( typeof qualifier !== "string" ) { + return jQuery.grep( elements, function( elem ) { + return ( indexOf.call( qualifier, elem ) > -1 ) !== not; + } ); + } + + // Filtered directly for both simple and complex selectors + return jQuery.filter( qualifier, elements, not ); +} + +jQuery.filter = function( expr, elems, not ) { + var elem = elems[ 0 ]; + + if ( not ) { + expr = ":not(" + expr + ")"; + } + + if ( elems.length === 1 && elem.nodeType === 1 ) { + return jQuery.find.matchesSelector( elem, expr ) ? [ elem ] : []; + } + + return jQuery.find.matches( expr, jQuery.grep( elems, function( elem ) { + return elem.nodeType === 1; + } ) ); +}; + +jQuery.fn.extend( { + find: function( selector ) { + var i, ret, + len = this.length, + self = this; + + if ( typeof selector !== "string" ) { + return this.pushStack( jQuery( selector ).filter( function() { + for ( i = 0; i < len; i++ ) { + if ( jQuery.contains( self[ i ], this ) ) { + return true; + } + } + } ) ); + } + + ret = this.pushStack( [] ); + + for ( i = 0; i < len; i++ ) { + jQuery.find( selector, self[ i ], ret ); + } + + return len > 1 ? jQuery.uniqueSort( ret ) : ret; + }, + filter: function( selector ) { + return this.pushStack( winnow( this, selector || [], false ) ); + }, + not: function( selector ) { + return this.pushStack( winnow( this, selector || [], true ) ); + }, + is: function( selector ) { + return !!winnow( + this, + + // If this is a positional/relative selector, check membership in the returned set + // so $("p:first").is("p:last") won't return true for a doc with two "p". + typeof selector === "string" && rneedsContext.test( selector ) ? + jQuery( selector ) : + selector || [], + false + ).length; + } +} ); + + +// Initialize a jQuery object + + +// A central reference to the root jQuery(document) +var rootjQuery, + + // A simple way to check for HTML strings + // Prioritize #id over to avoid XSS via location.hash (#9521) + // Strict HTML recognition (#11290: must start with <) + // Shortcut simple #id case for speed + rquickExpr = /^(?:\s*(<[\w\W]+>)[^>]*|#([\w-]+))$/, + + init = jQuery.fn.init = function( selector, context, root ) { + var match, elem; + + // HANDLE: $(""), $(null), $(undefined), $(false) + if ( !selector ) { + return this; + } + + // Method init() accepts an alternate rootjQuery + // so migrate can support jQuery.sub (gh-2101) + root = root || rootjQuery; + + // Handle HTML strings + if ( typeof selector === "string" ) { + if ( selector[ 0 ] === "<" && + selector[ selector.length - 1 ] === ">" && + selector.length >= 3 ) { + + // Assume that strings that start and end with <> are HTML and skip the regex check + match = [ null, selector, null ]; + + } else { + match = rquickExpr.exec( selector ); + } + + // Match html or make sure no context is specified for #id + if ( match && ( match[ 1 ] || !context ) ) { + + // HANDLE: $(html) -> $(array) + if ( match[ 1 ] ) { + context = context instanceof jQuery ? context[ 0 ] : context; + + // Option to run scripts is true for back-compat + // Intentionally let the error be thrown if parseHTML is not present + jQuery.merge( this, jQuery.parseHTML( + match[ 1 ], + context && context.nodeType ? context.ownerDocument || context : document, + true + ) ); + + // HANDLE: $(html, props) + if ( rsingleTag.test( match[ 1 ] ) && jQuery.isPlainObject( context ) ) { + for ( match in context ) { + + // Properties of context are called as methods if possible + if ( isFunction( this[ match ] ) ) { + this[ match ]( context[ match ] ); + + // ...and otherwise set as attributes + } else { + this.attr( match, context[ match ] ); + } + } + } + + return this; + + // HANDLE: $(#id) + } else { + elem = document.getElementById( match[ 2 ] ); + + if ( elem ) { + + // Inject the element directly into the jQuery object + this[ 0 ] = elem; + this.length = 1; + } + return this; + } + + // HANDLE: $(expr, $(...)) + } else if ( !context || context.jquery ) { + return ( context || root ).find( selector ); + + // HANDLE: $(expr, context) + // (which is just equivalent to: $(context).find(expr) + } else { + return this.constructor( context ).find( selector ); + } + + // HANDLE: $(DOMElement) + } else if ( selector.nodeType ) { + this[ 0 ] = selector; + this.length = 1; + return this; + + // HANDLE: $(function) + // Shortcut for document ready + } else if ( isFunction( selector ) ) { + return root.ready !== undefined ? + root.ready( selector ) : + + // Execute immediately if ready is not present + selector( jQuery ); + } + + return jQuery.makeArray( selector, this ); + }; + +// Give the init function the jQuery prototype for later instantiation +init.prototype = jQuery.fn; + +// Initialize central reference +rootjQuery = jQuery( document ); + + +var rparentsprev = /^(?:parents|prev(?:Until|All))/, + + // Methods guaranteed to produce a unique set when starting from a unique set + guaranteedUnique = { + children: true, + contents: true, + next: true, + prev: true + }; + +jQuery.fn.extend( { + has: function( target ) { + var targets = jQuery( target, this ), + l = targets.length; + + return this.filter( function() { + var i = 0; + for ( ; i < l; i++ ) { + if ( jQuery.contains( this, targets[ i ] ) ) { + return true; + } + } + } ); + }, + + closest: function( selectors, context ) { + var cur, + i = 0, + l = this.length, + matched = [], + targets = typeof selectors !== "string" && jQuery( selectors ); + + // Positional selectors never match, since there's no _selection_ context + if ( !rneedsContext.test( selectors ) ) { + for ( ; i < l; i++ ) { + for ( cur = this[ i ]; cur && cur !== context; cur = cur.parentNode ) { + + // Always skip document fragments + if ( cur.nodeType < 11 && ( targets ? + targets.index( cur ) > -1 : + + // Don't pass non-elements to Sizzle + cur.nodeType === 1 && + jQuery.find.matchesSelector( cur, selectors ) ) ) { + + matched.push( cur ); + break; + } + } + } + } + + return this.pushStack( matched.length > 1 ? jQuery.uniqueSort( matched ) : matched ); + }, + + // Determine the position of an element within the set + index: function( elem ) { + + // No argument, return index in parent + if ( !elem ) { + return ( this[ 0 ] && this[ 0 ].parentNode ) ? this.first().prevAll().length : -1; + } + + // Index in selector + if ( typeof elem === "string" ) { + return indexOf.call( jQuery( elem ), this[ 0 ] ); + } + + // Locate the position of the desired element + return indexOf.call( this, + + // If it receives a jQuery object, the first element is used + elem.jquery ? elem[ 0 ] : elem + ); + }, + + add: function( selector, context ) { + return this.pushStack( + jQuery.uniqueSort( + jQuery.merge( this.get(), jQuery( selector, context ) ) + ) + ); + }, + + addBack: function( selector ) { + return this.add( selector == null ? + this.prevObject : this.prevObject.filter( selector ) + ); + } +} ); + +function sibling( cur, dir ) { + while ( ( cur = cur[ dir ] ) && cur.nodeType !== 1 ) {} + return cur; +} + +jQuery.each( { + parent: function( elem ) { + var parent = elem.parentNode; + return parent && parent.nodeType !== 11 ? parent : null; + }, + parents: function( elem ) { + return dir( elem, "parentNode" ); + }, + parentsUntil: function( elem, i, until ) { + return dir( elem, "parentNode", until ); + }, + next: function( elem ) { + return sibling( elem, "nextSibling" ); + }, + prev: function( elem ) { + return sibling( elem, "previousSibling" ); + }, + nextAll: function( elem ) { + return dir( elem, "nextSibling" ); + }, + prevAll: function( elem ) { + return dir( elem, "previousSibling" ); + }, + nextUntil: function( elem, i, until ) { + return dir( elem, "nextSibling", until ); + }, + prevUntil: function( elem, i, until ) { + return dir( elem, "previousSibling", until ); + }, + siblings: function( elem ) { + return siblings( ( elem.parentNode || {} ).firstChild, elem ); + }, + children: function( elem ) { + return siblings( elem.firstChild ); + }, + contents: function( elem ) { + if ( typeof elem.contentDocument !== "undefined" ) { + return elem.contentDocument; + } + + // Support: IE 9 - 11 only, iOS 7 only, Android Browser <=4.3 only + // Treat the template element as a regular one in browsers that + // don't support it. + if ( nodeName( elem, "template" ) ) { + elem = elem.content || elem; + } + + return jQuery.merge( [], elem.childNodes ); + } +}, function( name, fn ) { + jQuery.fn[ name ] = function( until, selector ) { + var matched = jQuery.map( this, fn, until ); + + if ( name.slice( -5 ) !== "Until" ) { + selector = until; + } + + if ( selector && typeof selector === "string" ) { + matched = jQuery.filter( selector, matched ); + } + + if ( this.length > 1 ) { + + // Remove duplicates + if ( !guaranteedUnique[ name ] ) { + jQuery.uniqueSort( matched ); + } + + // Reverse order for parents* and prev-derivatives + if ( rparentsprev.test( name ) ) { + matched.reverse(); + } + } + + return this.pushStack( matched ); + }; +} ); +var rnothtmlwhite = ( /[^\x20\t\r\n\f]+/g ); + + + +// Convert String-formatted options into Object-formatted ones +function createOptions( options ) { + var object = {}; + jQuery.each( options.match( rnothtmlwhite ) || [], function( _, flag ) { + object[ flag ] = true; + } ); + return object; +} + +/* + * Create a callback list using the following parameters: + * + * options: an optional list of space-separated options that will change how + * the callback list behaves or a more traditional option object + * + * By default a callback list will act like an event callback list and can be + * "fired" multiple times. + * + * Possible options: + * + * once: will ensure the callback list can only be fired once (like a Deferred) + * + * memory: will keep track of previous values and will call any callback added + * after the list has been fired right away with the latest "memorized" + * values (like a Deferred) + * + * unique: will ensure a callback can only be added once (no duplicate in the list) + * + * stopOnFalse: interrupt callings when a callback returns false + * + */ +jQuery.Callbacks = function( options ) { + + // Convert options from String-formatted to Object-formatted if needed + // (we check in cache first) + options = typeof options === "string" ? + createOptions( options ) : + jQuery.extend( {}, options ); + + var // Flag to know if list is currently firing + firing, + + // Last fire value for non-forgettable lists + memory, + + // Flag to know if list was already fired + fired, + + // Flag to prevent firing + locked, + + // Actual callback list + list = [], + + // Queue of execution data for repeatable lists + queue = [], + + // Index of currently firing callback (modified by add/remove as needed) + firingIndex = -1, + + // Fire callbacks + fire = function() { + + // Enforce single-firing + locked = locked || options.once; + + // Execute callbacks for all pending executions, + // respecting firingIndex overrides and runtime changes + fired = firing = true; + for ( ; queue.length; firingIndex = -1 ) { + memory = queue.shift(); + while ( ++firingIndex < list.length ) { + + // Run callback and check for early termination + if ( list[ firingIndex ].apply( memory[ 0 ], memory[ 1 ] ) === false && + options.stopOnFalse ) { + + // Jump to end and forget the data so .add doesn't re-fire + firingIndex = list.length; + memory = false; + } + } + } + + // Forget the data if we're done with it + if ( !options.memory ) { + memory = false; + } + + firing = false; + + // Clean up if we're done firing for good + if ( locked ) { + + // Keep an empty list if we have data for future add calls + if ( memory ) { + list = []; + + // Otherwise, this object is spent + } else { + list = ""; + } + } + }, + + // Actual Callbacks object + self = { + + // Add a callback or a collection of callbacks to the list + add: function() { + if ( list ) { + + // If we have memory from a past run, we should fire after adding + if ( memory && !firing ) { + firingIndex = list.length - 1; + queue.push( memory ); + } + + ( function add( args ) { + jQuery.each( args, function( _, arg ) { + if ( isFunction( arg ) ) { + if ( !options.unique || !self.has( arg ) ) { + list.push( arg ); + } + } else if ( arg && arg.length && toType( arg ) !== "string" ) { + + // Inspect recursively + add( arg ); + } + } ); + } )( arguments ); + + if ( memory && !firing ) { + fire(); + } + } + return this; + }, + + // Remove a callback from the list + remove: function() { + jQuery.each( arguments, function( _, arg ) { + var index; + while ( ( index = jQuery.inArray( arg, list, index ) ) > -1 ) { + list.splice( index, 1 ); + + // Handle firing indexes + if ( index <= firingIndex ) { + firingIndex--; + } + } + } ); + return this; + }, + + // Check if a given callback is in the list. + // If no argument is given, return whether or not list has callbacks attached. + has: function( fn ) { + return fn ? + jQuery.inArray( fn, list ) > -1 : + list.length > 0; + }, + + // Remove all callbacks from the list + empty: function() { + if ( list ) { + list = []; + } + return this; + }, + + // Disable .fire and .add + // Abort any current/pending executions + // Clear all callbacks and values + disable: function() { + locked = queue = []; + list = memory = ""; + return this; + }, + disabled: function() { + return !list; + }, + + // Disable .fire + // Also disable .add unless we have memory (since it would have no effect) + // Abort any pending executions + lock: function() { + locked = queue = []; + if ( !memory && !firing ) { + list = memory = ""; + } + return this; + }, + locked: function() { + return !!locked; + }, + + // Call all callbacks with the given context and arguments + fireWith: function( context, args ) { + if ( !locked ) { + args = args || []; + args = [ context, args.slice ? args.slice() : args ]; + queue.push( args ); + if ( !firing ) { + fire(); + } + } + return this; + }, + + // Call all the callbacks with the given arguments + fire: function() { + self.fireWith( this, arguments ); + return this; + }, + + // To know if the callbacks have already been called at least once + fired: function() { + return !!fired; + } + }; + + return self; +}; + + +function Identity( v ) { + return v; +} +function Thrower( ex ) { + throw ex; +} + +function adoptValue( value, resolve, reject, noValue ) { + var method; + + try { + + // Check for promise aspect first to privilege synchronous behavior + if ( value && isFunction( ( method = value.promise ) ) ) { + method.call( value ).done( resolve ).fail( reject ); + + // Other thenables + } else if ( value && isFunction( ( method = value.then ) ) ) { + method.call( value, resolve, reject ); + + // Other non-thenables + } else { + + // Control `resolve` arguments by letting Array#slice cast boolean `noValue` to integer: + // * false: [ value ].slice( 0 ) => resolve( value ) + // * true: [ value ].slice( 1 ) => resolve() + resolve.apply( undefined, [ value ].slice( noValue ) ); + } + + // For Promises/A+, convert exceptions into rejections + // Since jQuery.when doesn't unwrap thenables, we can skip the extra checks appearing in + // Deferred#then to conditionally suppress rejection. + } catch ( value ) { + + // Support: Android 4.0 only + // Strict mode functions invoked without .call/.apply get global-object context + reject.apply( undefined, [ value ] ); + } +} + +jQuery.extend( { + + Deferred: function( func ) { + var tuples = [ + + // action, add listener, callbacks, + // ... .then handlers, argument index, [final state] + [ "notify", "progress", jQuery.Callbacks( "memory" ), + jQuery.Callbacks( "memory" ), 2 ], + [ "resolve", "done", jQuery.Callbacks( "once memory" ), + jQuery.Callbacks( "once memory" ), 0, "resolved" ], + [ "reject", "fail", jQuery.Callbacks( "once memory" ), + jQuery.Callbacks( "once memory" ), 1, "rejected" ] + ], + state = "pending", + promise = { + state: function() { + return state; + }, + always: function() { + deferred.done( arguments ).fail( arguments ); + return this; + }, + "catch": function( fn ) { + return promise.then( null, fn ); + }, + + // Keep pipe for back-compat + pipe: function( /* fnDone, fnFail, fnProgress */ ) { + var fns = arguments; + + return jQuery.Deferred( function( newDefer ) { + jQuery.each( tuples, function( i, tuple ) { + + // Map tuples (progress, done, fail) to arguments (done, fail, progress) + var fn = isFunction( fns[ tuple[ 4 ] ] ) && fns[ tuple[ 4 ] ]; + + // deferred.progress(function() { bind to newDefer or newDefer.notify }) + // deferred.done(function() { bind to newDefer or newDefer.resolve }) + // deferred.fail(function() { bind to newDefer or newDefer.reject }) + deferred[ tuple[ 1 ] ]( function() { + var returned = fn && fn.apply( this, arguments ); + if ( returned && isFunction( returned.promise ) ) { + returned.promise() + .progress( newDefer.notify ) + .done( newDefer.resolve ) + .fail( newDefer.reject ); + } else { + newDefer[ tuple[ 0 ] + "With" ]( + this, + fn ? [ returned ] : arguments + ); + } + } ); + } ); + fns = null; + } ).promise(); + }, + then: function( onFulfilled, onRejected, onProgress ) { + var maxDepth = 0; + function resolve( depth, deferred, handler, special ) { + return function() { + var that = this, + args = arguments, + mightThrow = function() { + var returned, then; + + // Support: Promises/A+ section 2.3.3.3.3 + // https://promisesaplus.com/#point-59 + // Ignore double-resolution attempts + if ( depth < maxDepth ) { + return; + } + + returned = handler.apply( that, args ); + + // Support: Promises/A+ section 2.3.1 + // https://promisesaplus.com/#point-48 + if ( returned === deferred.promise() ) { + throw new TypeError( "Thenable self-resolution" ); + } + + // Support: Promises/A+ sections 2.3.3.1, 3.5 + // https://promisesaplus.com/#point-54 + // https://promisesaplus.com/#point-75 + // Retrieve `then` only once + then = returned && + + // Support: Promises/A+ section 2.3.4 + // https://promisesaplus.com/#point-64 + // Only check objects and functions for thenability + ( typeof returned === "object" || + typeof returned === "function" ) && + returned.then; + + // Handle a returned thenable + if ( isFunction( then ) ) { + + // Special processors (notify) just wait for resolution + if ( special ) { + then.call( + returned, + resolve( maxDepth, deferred, Identity, special ), + resolve( maxDepth, deferred, Thrower, special ) + ); + + // Normal processors (resolve) also hook into progress + } else { + + // ...and disregard older resolution values + maxDepth++; + + then.call( + returned, + resolve( maxDepth, deferred, Identity, special ), + resolve( maxDepth, deferred, Thrower, special ), + resolve( maxDepth, deferred, Identity, + deferred.notifyWith ) + ); + } + + // Handle all other returned values + } else { + + // Only substitute handlers pass on context + // and multiple values (non-spec behavior) + if ( handler !== Identity ) { + that = undefined; + args = [ returned ]; + } + + // Process the value(s) + // Default process is resolve + ( special || deferred.resolveWith )( that, args ); + } + }, + + // Only normal processors (resolve) catch and reject exceptions + process = special ? + mightThrow : + function() { + try { + mightThrow(); + } catch ( e ) { + + if ( jQuery.Deferred.exceptionHook ) { + jQuery.Deferred.exceptionHook( e, + process.stackTrace ); + } + + // Support: Promises/A+ section 2.3.3.3.4.1 + // https://promisesaplus.com/#point-61 + // Ignore post-resolution exceptions + if ( depth + 1 >= maxDepth ) { + + // Only substitute handlers pass on context + // and multiple values (non-spec behavior) + if ( handler !== Thrower ) { + that = undefined; + args = [ e ]; + } + + deferred.rejectWith( that, args ); + } + } + }; + + // Support: Promises/A+ section 2.3.3.3.1 + // https://promisesaplus.com/#point-57 + // Re-resolve promises immediately to dodge false rejection from + // subsequent errors + if ( depth ) { + process(); + } else { + + // Call an optional hook to record the stack, in case of exception + // since it's otherwise lost when execution goes async + if ( jQuery.Deferred.getStackHook ) { + process.stackTrace = jQuery.Deferred.getStackHook(); + } + window.setTimeout( process ); + } + }; + } + + return jQuery.Deferred( function( newDefer ) { + + // progress_handlers.add( ... ) + tuples[ 0 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onProgress ) ? + onProgress : + Identity, + newDefer.notifyWith + ) + ); + + // fulfilled_handlers.add( ... ) + tuples[ 1 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onFulfilled ) ? + onFulfilled : + Identity + ) + ); + + // rejected_handlers.add( ... ) + tuples[ 2 ][ 3 ].add( + resolve( + 0, + newDefer, + isFunction( onRejected ) ? + onRejected : + Thrower + ) + ); + } ).promise(); + }, + + // Get a promise for this deferred + // If obj is provided, the promise aspect is added to the object + promise: function( obj ) { + return obj != null ? jQuery.extend( obj, promise ) : promise; + } + }, + deferred = {}; + + // Add list-specific methods + jQuery.each( tuples, function( i, tuple ) { + var list = tuple[ 2 ], + stateString = tuple[ 5 ]; + + // promise.progress = list.add + // promise.done = list.add + // promise.fail = list.add + promise[ tuple[ 1 ] ] = list.add; + + // Handle state + if ( stateString ) { + list.add( + function() { + + // state = "resolved" (i.e., fulfilled) + // state = "rejected" + state = stateString; + }, + + // rejected_callbacks.disable + // fulfilled_callbacks.disable + tuples[ 3 - i ][ 2 ].disable, + + // rejected_handlers.disable + // fulfilled_handlers.disable + tuples[ 3 - i ][ 3 ].disable, + + // progress_callbacks.lock + tuples[ 0 ][ 2 ].lock, + + // progress_handlers.lock + tuples[ 0 ][ 3 ].lock + ); + } + + // progress_handlers.fire + // fulfilled_handlers.fire + // rejected_handlers.fire + list.add( tuple[ 3 ].fire ); + + // deferred.notify = function() { deferred.notifyWith(...) } + // deferred.resolve = function() { deferred.resolveWith(...) } + // deferred.reject = function() { deferred.rejectWith(...) } + deferred[ tuple[ 0 ] ] = function() { + deferred[ tuple[ 0 ] + "With" ]( this === deferred ? undefined : this, arguments ); + return this; + }; + + // deferred.notifyWith = list.fireWith + // deferred.resolveWith = list.fireWith + // deferred.rejectWith = list.fireWith + deferred[ tuple[ 0 ] + "With" ] = list.fireWith; + } ); + + // Make the deferred a promise + promise.promise( deferred ); + + // Call given func if any + if ( func ) { + func.call( deferred, deferred ); + } + + // All done! + return deferred; + }, + + // Deferred helper + when: function( singleValue ) { + var + + // count of uncompleted subordinates + remaining = arguments.length, + + // count of unprocessed arguments + i = remaining, + + // subordinate fulfillment data + resolveContexts = Array( i ), + resolveValues = slice.call( arguments ), + + // the master Deferred + master = jQuery.Deferred(), + + // subordinate callback factory + updateFunc = function( i ) { + return function( value ) { + resolveContexts[ i ] = this; + resolveValues[ i ] = arguments.length > 1 ? slice.call( arguments ) : value; + if ( !( --remaining ) ) { + master.resolveWith( resolveContexts, resolveValues ); + } + }; + }; + + // Single- and empty arguments are adopted like Promise.resolve + if ( remaining <= 1 ) { + adoptValue( singleValue, master.done( updateFunc( i ) ).resolve, master.reject, + !remaining ); + + // Use .then() to unwrap secondary thenables (cf. gh-3000) + if ( master.state() === "pending" || + isFunction( resolveValues[ i ] && resolveValues[ i ].then ) ) { + + return master.then(); + } + } + + // Multiple arguments are aggregated like Promise.all array elements + while ( i-- ) { + adoptValue( resolveValues[ i ], updateFunc( i ), master.reject ); + } + + return master.promise(); + } +} ); + + +// These usually indicate a programmer mistake during development, +// warn about them ASAP rather than swallowing them by default. +var rerrorNames = /^(Eval|Internal|Range|Reference|Syntax|Type|URI)Error$/; + +jQuery.Deferred.exceptionHook = function( error, stack ) { + + // Support: IE 8 - 9 only + // Console exists when dev tools are open, which can happen at any time + if ( window.console && window.console.warn && error && rerrorNames.test( error.name ) ) { + window.console.warn( "jQuery.Deferred exception: " + error.message, error.stack, stack ); + } +}; + + + + +jQuery.readyException = function( error ) { + window.setTimeout( function() { + throw error; + } ); +}; + + + + +// The deferred used on DOM ready +var readyList = jQuery.Deferred(); + +jQuery.fn.ready = function( fn ) { + + readyList + .then( fn ) + + // Wrap jQuery.readyException in a function so that the lookup + // happens at the time of error handling instead of callback + // registration. + .catch( function( error ) { + jQuery.readyException( error ); + } ); + + return this; +}; + +jQuery.extend( { + + // Is the DOM ready to be used? Set to true once it occurs. + isReady: false, + + // A counter to track how many items to wait for before + // the ready event fires. See #6781 + readyWait: 1, + + // Handle when the DOM is ready + ready: function( wait ) { + + // Abort if there are pending holds or we're already ready + if ( wait === true ? --jQuery.readyWait : jQuery.isReady ) { + return; + } + + // Remember that the DOM is ready + jQuery.isReady = true; + + // If a normal DOM Ready event fired, decrement, and wait if need be + if ( wait !== true && --jQuery.readyWait > 0 ) { + return; + } + + // If there are functions bound, to execute + readyList.resolveWith( document, [ jQuery ] ); + } +} ); + +jQuery.ready.then = readyList.then; + +// The ready event handler and self cleanup method +function completed() { + document.removeEventListener( "DOMContentLoaded", completed ); + window.removeEventListener( "load", completed ); + jQuery.ready(); +} + +// Catch cases where $(document).ready() is called +// after the browser event has already occurred. +// Support: IE <=9 - 10 only +// Older IE sometimes signals "interactive" too soon +if ( document.readyState === "complete" || + ( document.readyState !== "loading" && !document.documentElement.doScroll ) ) { + + // Handle it asynchronously to allow scripts the opportunity to delay ready + window.setTimeout( jQuery.ready ); + +} else { + + // Use the handy event callback + document.addEventListener( "DOMContentLoaded", completed ); + + // A fallback to window.onload, that will always work + window.addEventListener( "load", completed ); +} + + + + +// Multifunctional method to get and set values of a collection +// The value/s can optionally be executed if it's a function +var access = function( elems, fn, key, value, chainable, emptyGet, raw ) { + var i = 0, + len = elems.length, + bulk = key == null; + + // Sets many values + if ( toType( key ) === "object" ) { + chainable = true; + for ( i in key ) { + access( elems, fn, i, key[ i ], true, emptyGet, raw ); + } + + // Sets one value + } else if ( value !== undefined ) { + chainable = true; + + if ( !isFunction( value ) ) { + raw = true; + } + + if ( bulk ) { + + // Bulk operations run against the entire set + if ( raw ) { + fn.call( elems, value ); + fn = null; + + // ...except when executing function values + } else { + bulk = fn; + fn = function( elem, key, value ) { + return bulk.call( jQuery( elem ), value ); + }; + } + } + + if ( fn ) { + for ( ; i < len; i++ ) { + fn( + elems[ i ], key, raw ? + value : + value.call( elems[ i ], i, fn( elems[ i ], key ) ) + ); + } + } + } + + if ( chainable ) { + return elems; + } + + // Gets + if ( bulk ) { + return fn.call( elems ); + } + + return len ? fn( elems[ 0 ], key ) : emptyGet; +}; + + +// Matches dashed string for camelizing +var rmsPrefix = /^-ms-/, + rdashAlpha = /-([a-z])/g; + +// Used by camelCase as callback to replace() +function fcamelCase( all, letter ) { + return letter.toUpperCase(); +} + +// Convert dashed to camelCase; used by the css and data modules +// Support: IE <=9 - 11, Edge 12 - 15 +// Microsoft forgot to hump their vendor prefix (#9572) +function camelCase( string ) { + return string.replace( rmsPrefix, "ms-" ).replace( rdashAlpha, fcamelCase ); +} +var acceptData = function( owner ) { + + // Accepts only: + // - Node + // - Node.ELEMENT_NODE + // - Node.DOCUMENT_NODE + // - Object + // - Any + return owner.nodeType === 1 || owner.nodeType === 9 || !( +owner.nodeType ); +}; + + + + +function Data() { + this.expando = jQuery.expando + Data.uid++; +} + +Data.uid = 1; + +Data.prototype = { + + cache: function( owner ) { + + // Check if the owner object already has a cache + var value = owner[ this.expando ]; + + // If not, create one + if ( !value ) { + value = {}; + + // We can accept data for non-element nodes in modern browsers, + // but we should not, see #8335. + // Always return an empty object. + if ( acceptData( owner ) ) { + + // If it is a node unlikely to be stringify-ed or looped over + // use plain assignment + if ( owner.nodeType ) { + owner[ this.expando ] = value; + + // Otherwise secure it in a non-enumerable property + // configurable must be true to allow the property to be + // deleted when data is removed + } else { + Object.defineProperty( owner, this.expando, { + value: value, + configurable: true + } ); + } + } + } + + return value; + }, + set: function( owner, data, value ) { + var prop, + cache = this.cache( owner ); + + // Handle: [ owner, key, value ] args + // Always use camelCase key (gh-2257) + if ( typeof data === "string" ) { + cache[ camelCase( data ) ] = value; + + // Handle: [ owner, { properties } ] args + } else { + + // Copy the properties one-by-one to the cache object + for ( prop in data ) { + cache[ camelCase( prop ) ] = data[ prop ]; + } + } + return cache; + }, + get: function( owner, key ) { + return key === undefined ? + this.cache( owner ) : + + // Always use camelCase key (gh-2257) + owner[ this.expando ] && owner[ this.expando ][ camelCase( key ) ]; + }, + access: function( owner, key, value ) { + + // In cases where either: + // + // 1. No key was specified + // 2. A string key was specified, but no value provided + // + // Take the "read" path and allow the get method to determine + // which value to return, respectively either: + // + // 1. The entire cache object + // 2. The data stored at the key + // + if ( key === undefined || + ( ( key && typeof key === "string" ) && value === undefined ) ) { + + return this.get( owner, key ); + } + + // When the key is not a string, or both a key and value + // are specified, set or extend (existing objects) with either: + // + // 1. An object of properties + // 2. A key and value + // + this.set( owner, key, value ); + + // Since the "set" path can have two possible entry points + // return the expected data based on which path was taken[*] + return value !== undefined ? value : key; + }, + remove: function( owner, key ) { + var i, + cache = owner[ this.expando ]; + + if ( cache === undefined ) { + return; + } + + if ( key !== undefined ) { + + // Support array or space separated string of keys + if ( Array.isArray( key ) ) { + + // If key is an array of keys... + // We always set camelCase keys, so remove that. + key = key.map( camelCase ); + } else { + key = camelCase( key ); + + // If a key with the spaces exists, use it. + // Otherwise, create an array by matching non-whitespace + key = key in cache ? + [ key ] : + ( key.match( rnothtmlwhite ) || [] ); + } + + i = key.length; + + while ( i-- ) { + delete cache[ key[ i ] ]; + } + } + + // Remove the expando if there's no more data + if ( key === undefined || jQuery.isEmptyObject( cache ) ) { + + // Support: Chrome <=35 - 45 + // Webkit & Blink performance suffers when deleting properties + // from DOM nodes, so set to undefined instead + // https://bugs.chromium.org/p/chromium/issues/detail?id=378607 (bug restricted) + if ( owner.nodeType ) { + owner[ this.expando ] = undefined; + } else { + delete owner[ this.expando ]; + } + } + }, + hasData: function( owner ) { + var cache = owner[ this.expando ]; + return cache !== undefined && !jQuery.isEmptyObject( cache ); + } +}; +var dataPriv = new Data(); + +var dataUser = new Data(); + + + +// Implementation Summary +// +// 1. Enforce API surface and semantic compatibility with 1.9.x branch +// 2. Improve the module's maintainability by reducing the storage +// paths to a single mechanism. +// 3. Use the same single mechanism to support "private" and "user" data. +// 4. _Never_ expose "private" data to user code (TODO: Drop _data, _removeData) +// 5. Avoid exposing implementation details on user objects (eg. expando properties) +// 6. Provide a clear path for implementation upgrade to WeakMap in 2014 + +var rbrace = /^(?:\{[\w\W]*\}|\[[\w\W]*\])$/, + rmultiDash = /[A-Z]/g; + +function getData( data ) { + if ( data === "true" ) { + return true; + } + + if ( data === "false" ) { + return false; + } + + if ( data === "null" ) { + return null; + } + + // Only convert to a number if it doesn't change the string + if ( data === +data + "" ) { + return +data; + } + + if ( rbrace.test( data ) ) { + return JSON.parse( data ); + } + + return data; +} + +function dataAttr( elem, key, data ) { + var name; + + // If nothing was found internally, try to fetch any + // data from the HTML5 data-* attribute + if ( data === undefined && elem.nodeType === 1 ) { + name = "data-" + key.replace( rmultiDash, "-$&" ).toLowerCase(); + data = elem.getAttribute( name ); + + if ( typeof data === "string" ) { + try { + data = getData( data ); + } catch ( e ) {} + + // Make sure we set the data so it isn't changed later + dataUser.set( elem, key, data ); + } else { + data = undefined; + } + } + return data; +} + +jQuery.extend( { + hasData: function( elem ) { + return dataUser.hasData( elem ) || dataPriv.hasData( elem ); + }, + + data: function( elem, name, data ) { + return dataUser.access( elem, name, data ); + }, + + removeData: function( elem, name ) { + dataUser.remove( elem, name ); + }, + + // TODO: Now that all calls to _data and _removeData have been replaced + // with direct calls to dataPriv methods, these can be deprecated. + _data: function( elem, name, data ) { + return dataPriv.access( elem, name, data ); + }, + + _removeData: function( elem, name ) { + dataPriv.remove( elem, name ); + } +} ); + +jQuery.fn.extend( { + data: function( key, value ) { + var i, name, data, + elem = this[ 0 ], + attrs = elem && elem.attributes; + + // Gets all values + if ( key === undefined ) { + if ( this.length ) { + data = dataUser.get( elem ); + + if ( elem.nodeType === 1 && !dataPriv.get( elem, "hasDataAttrs" ) ) { + i = attrs.length; + while ( i-- ) { + + // Support: IE 11 only + // The attrs elements can be null (#14894) + if ( attrs[ i ] ) { + name = attrs[ i ].name; + if ( name.indexOf( "data-" ) === 0 ) { + name = camelCase( name.slice( 5 ) ); + dataAttr( elem, name, data[ name ] ); + } + } + } + dataPriv.set( elem, "hasDataAttrs", true ); + } + } + + return data; + } + + // Sets multiple values + if ( typeof key === "object" ) { + return this.each( function() { + dataUser.set( this, key ); + } ); + } + + return access( this, function( value ) { + var data; + + // The calling jQuery object (element matches) is not empty + // (and therefore has an element appears at this[ 0 ]) and the + // `value` parameter was not undefined. An empty jQuery object + // will result in `undefined` for elem = this[ 0 ] which will + // throw an exception if an attempt to read a data cache is made. + if ( elem && value === undefined ) { + + // Attempt to get data from the cache + // The key will always be camelCased in Data + data = dataUser.get( elem, key ); + if ( data !== undefined ) { + return data; + } + + // Attempt to "discover" the data in + // HTML5 custom data-* attrs + data = dataAttr( elem, key ); + if ( data !== undefined ) { + return data; + } + + // We tried really hard, but the data doesn't exist. + return; + } + + // Set the data... + this.each( function() { + + // We always store the camelCased key + dataUser.set( this, key, value ); + } ); + }, null, value, arguments.length > 1, null, true ); + }, + + removeData: function( key ) { + return this.each( function() { + dataUser.remove( this, key ); + } ); + } +} ); + + +jQuery.extend( { + queue: function( elem, type, data ) { + var queue; + + if ( elem ) { + type = ( type || "fx" ) + "queue"; + queue = dataPriv.get( elem, type ); + + // Speed up dequeue by getting out quickly if this is just a lookup + if ( data ) { + if ( !queue || Array.isArray( data ) ) { + queue = dataPriv.access( elem, type, jQuery.makeArray( data ) ); + } else { + queue.push( data ); + } + } + return queue || []; + } + }, + + dequeue: function( elem, type ) { + type = type || "fx"; + + var queue = jQuery.queue( elem, type ), + startLength = queue.length, + fn = queue.shift(), + hooks = jQuery._queueHooks( elem, type ), + next = function() { + jQuery.dequeue( elem, type ); + }; + + // If the fx queue is dequeued, always remove the progress sentinel + if ( fn === "inprogress" ) { + fn = queue.shift(); + startLength--; + } + + if ( fn ) { + + // Add a progress sentinel to prevent the fx queue from being + // automatically dequeued + if ( type === "fx" ) { + queue.unshift( "inprogress" ); + } + + // Clear up the last queue stop function + delete hooks.stop; + fn.call( elem, next, hooks ); + } + + if ( !startLength && hooks ) { + hooks.empty.fire(); + } + }, + + // Not public - generate a queueHooks object, or return the current one + _queueHooks: function( elem, type ) { + var key = type + "queueHooks"; + return dataPriv.get( elem, key ) || dataPriv.access( elem, key, { + empty: jQuery.Callbacks( "once memory" ).add( function() { + dataPriv.remove( elem, [ type + "queue", key ] ); + } ) + } ); + } +} ); + +jQuery.fn.extend( { + queue: function( type, data ) { + var setter = 2; + + if ( typeof type !== "string" ) { + data = type; + type = "fx"; + setter--; + } + + if ( arguments.length < setter ) { + return jQuery.queue( this[ 0 ], type ); + } + + return data === undefined ? + this : + this.each( function() { + var queue = jQuery.queue( this, type, data ); + + // Ensure a hooks for this queue + jQuery._queueHooks( this, type ); + + if ( type === "fx" && queue[ 0 ] !== "inprogress" ) { + jQuery.dequeue( this, type ); + } + } ); + }, + dequeue: function( type ) { + return this.each( function() { + jQuery.dequeue( this, type ); + } ); + }, + clearQueue: function( type ) { + return this.queue( type || "fx", [] ); + }, + + // Get a promise resolved when queues of a certain type + // are emptied (fx is the type by default) + promise: function( type, obj ) { + var tmp, + count = 1, + defer = jQuery.Deferred(), + elements = this, + i = this.length, + resolve = function() { + if ( !( --count ) ) { + defer.resolveWith( elements, [ elements ] ); + } + }; + + if ( typeof type !== "string" ) { + obj = type; + type = undefined; + } + type = type || "fx"; + + while ( i-- ) { + tmp = dataPriv.get( elements[ i ], type + "queueHooks" ); + if ( tmp && tmp.empty ) { + count++; + tmp.empty.add( resolve ); + } + } + resolve(); + return defer.promise( obj ); + } +} ); +var pnum = ( /[+-]?(?:\d*\.|)\d+(?:[eE][+-]?\d+|)/ ).source; + +var rcssNum = new RegExp( "^(?:([+-])=|)(" + pnum + ")([a-z%]*)$", "i" ); + + +var cssExpand = [ "Top", "Right", "Bottom", "Left" ]; + +var documentElement = document.documentElement; + + + + var isAttached = function( elem ) { + return jQuery.contains( elem.ownerDocument, elem ); + }, + composed = { composed: true }; + + // Support: IE 9 - 11+, Edge 12 - 18+, iOS 10.0 - 10.2 only + // Check attachment across shadow DOM boundaries when possible (gh-3504) + // Support: iOS 10.0-10.2 only + // Early iOS 10 versions support `attachShadow` but not `getRootNode`, + // leading to errors. We need to check for `getRootNode`. + if ( documentElement.getRootNode ) { + isAttached = function( elem ) { + return jQuery.contains( elem.ownerDocument, elem ) || + elem.getRootNode( composed ) === elem.ownerDocument; + }; + } +var isHiddenWithinTree = function( elem, el ) { + + // isHiddenWithinTree might be called from jQuery#filter function; + // in that case, element will be second argument + elem = el || elem; + + // Inline style trumps all + return elem.style.display === "none" || + elem.style.display === "" && + + // Otherwise, check computed style + // Support: Firefox <=43 - 45 + // Disconnected elements can have computed display: none, so first confirm that elem is + // in the document. + isAttached( elem ) && + + jQuery.css( elem, "display" ) === "none"; + }; + +var swap = function( elem, options, callback, args ) { + var ret, name, + old = {}; + + // Remember the old values, and insert the new ones + for ( name in options ) { + old[ name ] = elem.style[ name ]; + elem.style[ name ] = options[ name ]; + } + + ret = callback.apply( elem, args || [] ); + + // Revert the old values + for ( name in options ) { + elem.style[ name ] = old[ name ]; + } + + return ret; +}; + + + + +function adjustCSS( elem, prop, valueParts, tween ) { + var adjusted, scale, + maxIterations = 20, + currentValue = tween ? + function() { + return tween.cur(); + } : + function() { + return jQuery.css( elem, prop, "" ); + }, + initial = currentValue(), + unit = valueParts && valueParts[ 3 ] || ( jQuery.cssNumber[ prop ] ? "" : "px" ), + + // Starting value computation is required for potential unit mismatches + initialInUnit = elem.nodeType && + ( jQuery.cssNumber[ prop ] || unit !== "px" && +initial ) && + rcssNum.exec( jQuery.css( elem, prop ) ); + + if ( initialInUnit && initialInUnit[ 3 ] !== unit ) { + + // Support: Firefox <=54 + // Halve the iteration target value to prevent interference from CSS upper bounds (gh-2144) + initial = initial / 2; + + // Trust units reported by jQuery.css + unit = unit || initialInUnit[ 3 ]; + + // Iteratively approximate from a nonzero starting point + initialInUnit = +initial || 1; + + while ( maxIterations-- ) { + + // Evaluate and update our best guess (doubling guesses that zero out). + // Finish if the scale equals or crosses 1 (making the old*new product non-positive). + jQuery.style( elem, prop, initialInUnit + unit ); + if ( ( 1 - scale ) * ( 1 - ( scale = currentValue() / initial || 0.5 ) ) <= 0 ) { + maxIterations = 0; + } + initialInUnit = initialInUnit / scale; + + } + + initialInUnit = initialInUnit * 2; + jQuery.style( elem, prop, initialInUnit + unit ); + + // Make sure we update the tween properties later on + valueParts = valueParts || []; + } + + if ( valueParts ) { + initialInUnit = +initialInUnit || +initial || 0; + + // Apply relative offset (+=/-=) if specified + adjusted = valueParts[ 1 ] ? + initialInUnit + ( valueParts[ 1 ] + 1 ) * valueParts[ 2 ] : + +valueParts[ 2 ]; + if ( tween ) { + tween.unit = unit; + tween.start = initialInUnit; + tween.end = adjusted; + } + } + return adjusted; +} + + +var defaultDisplayMap = {}; + +function getDefaultDisplay( elem ) { + var temp, + doc = elem.ownerDocument, + nodeName = elem.nodeName, + display = defaultDisplayMap[ nodeName ]; + + if ( display ) { + return display; + } + + temp = doc.body.appendChild( doc.createElement( nodeName ) ); + display = jQuery.css( temp, "display" ); + + temp.parentNode.removeChild( temp ); + + if ( display === "none" ) { + display = "block"; + } + defaultDisplayMap[ nodeName ] = display; + + return display; +} + +function showHide( elements, show ) { + var display, elem, + values = [], + index = 0, + length = elements.length; + + // Determine new display value for elements that need to change + for ( ; index < length; index++ ) { + elem = elements[ index ]; + if ( !elem.style ) { + continue; + } + + display = elem.style.display; + if ( show ) { + + // Since we force visibility upon cascade-hidden elements, an immediate (and slow) + // check is required in this first loop unless we have a nonempty display value (either + // inline or about-to-be-restored) + if ( display === "none" ) { + values[ index ] = dataPriv.get( elem, "display" ) || null; + if ( !values[ index ] ) { + elem.style.display = ""; + } + } + if ( elem.style.display === "" && isHiddenWithinTree( elem ) ) { + values[ index ] = getDefaultDisplay( elem ); + } + } else { + if ( display !== "none" ) { + values[ index ] = "none"; + + // Remember what we're overwriting + dataPriv.set( elem, "display", display ); + } + } + } + + // Set the display of the elements in a second loop to avoid constant reflow + for ( index = 0; index < length; index++ ) { + if ( values[ index ] != null ) { + elements[ index ].style.display = values[ index ]; + } + } + + return elements; +} + +jQuery.fn.extend( { + show: function() { + return showHide( this, true ); + }, + hide: function() { + return showHide( this ); + }, + toggle: function( state ) { + if ( typeof state === "boolean" ) { + return state ? this.show() : this.hide(); + } + + return this.each( function() { + if ( isHiddenWithinTree( this ) ) { + jQuery( this ).show(); + } else { + jQuery( this ).hide(); + } + } ); + } +} ); +var rcheckableType = ( /^(?:checkbox|radio)$/i ); + +var rtagName = ( /<([a-z][^\/\0>\x20\t\r\n\f]*)/i ); + +var rscriptType = ( /^$|^module$|\/(?:java|ecma)script/i ); + + + +// We have to close these tags to support XHTML (#13200) +var wrapMap = { + + // Support: IE <=9 only + option: [ 1, "" ], + + // XHTML parsers do not magically insert elements in the + // same way that tag soup parsers do. So we cannot shorten + // this by omitting or other required elements. + thead: [ 1, "", "
" ], + col: [ 2, "", "
" ], + tr: [ 2, "", "
" ], + td: [ 3, "", "
" ], + + _default: [ 0, "", "" ] +}; + +// Support: IE <=9 only +wrapMap.optgroup = wrapMap.option; + +wrapMap.tbody = wrapMap.tfoot = wrapMap.colgroup = wrapMap.caption = wrapMap.thead; +wrapMap.th = wrapMap.td; + + +function getAll( context, tag ) { + + // Support: IE <=9 - 11 only + // Use typeof to avoid zero-argument method invocation on host objects (#15151) + var ret; + + if ( typeof context.getElementsByTagName !== "undefined" ) { + ret = context.getElementsByTagName( tag || "*" ); + + } else if ( typeof context.querySelectorAll !== "undefined" ) { + ret = context.querySelectorAll( tag || "*" ); + + } else { + ret = []; + } + + if ( tag === undefined || tag && nodeName( context, tag ) ) { + return jQuery.merge( [ context ], ret ); + } + + return ret; +} + + +// Mark scripts as having already been evaluated +function setGlobalEval( elems, refElements ) { + var i = 0, + l = elems.length; + + for ( ; i < l; i++ ) { + dataPriv.set( + elems[ i ], + "globalEval", + !refElements || dataPriv.get( refElements[ i ], "globalEval" ) + ); + } +} + + +var rhtml = /<|&#?\w+;/; + +function buildFragment( elems, context, scripts, selection, ignored ) { + var elem, tmp, tag, wrap, attached, j, + fragment = context.createDocumentFragment(), + nodes = [], + i = 0, + l = elems.length; + + for ( ; i < l; i++ ) { + elem = elems[ i ]; + + if ( elem || elem === 0 ) { + + // Add nodes directly + if ( toType( elem ) === "object" ) { + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( nodes, elem.nodeType ? [ elem ] : elem ); + + // Convert non-html into a text node + } else if ( !rhtml.test( elem ) ) { + nodes.push( context.createTextNode( elem ) ); + + // Convert html into DOM nodes + } else { + tmp = tmp || fragment.appendChild( context.createElement( "div" ) ); + + // Deserialize a standard representation + tag = ( rtagName.exec( elem ) || [ "", "" ] )[ 1 ].toLowerCase(); + wrap = wrapMap[ tag ] || wrapMap._default; + tmp.innerHTML = wrap[ 1 ] + jQuery.htmlPrefilter( elem ) + wrap[ 2 ]; + + // Descend through wrappers to the right content + j = wrap[ 0 ]; + while ( j-- ) { + tmp = tmp.lastChild; + } + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( nodes, tmp.childNodes ); + + // Remember the top-level container + tmp = fragment.firstChild; + + // Ensure the created nodes are orphaned (#12392) + tmp.textContent = ""; + } + } + } + + // Remove wrapper from fragment + fragment.textContent = ""; + + i = 0; + while ( ( elem = nodes[ i++ ] ) ) { + + // Skip elements already in the context collection (trac-4087) + if ( selection && jQuery.inArray( elem, selection ) > -1 ) { + if ( ignored ) { + ignored.push( elem ); + } + continue; + } + + attached = isAttached( elem ); + + // Append to fragment + tmp = getAll( fragment.appendChild( elem ), "script" ); + + // Preserve script evaluation history + if ( attached ) { + setGlobalEval( tmp ); + } + + // Capture executables + if ( scripts ) { + j = 0; + while ( ( elem = tmp[ j++ ] ) ) { + if ( rscriptType.test( elem.type || "" ) ) { + scripts.push( elem ); + } + } + } + } + + return fragment; +} + + +( function() { + var fragment = document.createDocumentFragment(), + div = fragment.appendChild( document.createElement( "div" ) ), + input = document.createElement( "input" ); + + // Support: Android 4.0 - 4.3 only + // Check state lost if the name is set (#11217) + // Support: Windows Web Apps (WWA) + // `name` and `type` must use .setAttribute for WWA (#14901) + input.setAttribute( "type", "radio" ); + input.setAttribute( "checked", "checked" ); + input.setAttribute( "name", "t" ); + + div.appendChild( input ); + + // Support: Android <=4.1 only + // Older WebKit doesn't clone checked state correctly in fragments + support.checkClone = div.cloneNode( true ).cloneNode( true ).lastChild.checked; + + // Support: IE <=11 only + // Make sure textarea (and checkbox) defaultValue is properly cloned + div.innerHTML = ""; + support.noCloneChecked = !!div.cloneNode( true ).lastChild.defaultValue; +} )(); + + +var + rkeyEvent = /^key/, + rmouseEvent = /^(?:mouse|pointer|contextmenu|drag|drop)|click/, + rtypenamespace = /^([^.]*)(?:\.(.+)|)/; + +function returnTrue() { + return true; +} + +function returnFalse() { + return false; +} + +// Support: IE <=9 - 11+ +// focus() and blur() are asynchronous, except when they are no-op. +// So expect focus to be synchronous when the element is already active, +// and blur to be synchronous when the element is not already active. +// (focus and blur are always synchronous in other supported browsers, +// this just defines when we can count on it). +function expectSync( elem, type ) { + return ( elem === safeActiveElement() ) === ( type === "focus" ); +} + +// Support: IE <=9 only +// Accessing document.activeElement can throw unexpectedly +// https://bugs.jquery.com/ticket/13393 +function safeActiveElement() { + try { + return document.activeElement; + } catch ( err ) { } +} + +function on( elem, types, selector, data, fn, one ) { + var origFn, type; + + // Types can be a map of types/handlers + if ( typeof types === "object" ) { + + // ( types-Object, selector, data ) + if ( typeof selector !== "string" ) { + + // ( types-Object, data ) + data = data || selector; + selector = undefined; + } + for ( type in types ) { + on( elem, type, selector, data, types[ type ], one ); + } + return elem; + } + + if ( data == null && fn == null ) { + + // ( types, fn ) + fn = selector; + data = selector = undefined; + } else if ( fn == null ) { + if ( typeof selector === "string" ) { + + // ( types, selector, fn ) + fn = data; + data = undefined; + } else { + + // ( types, data, fn ) + fn = data; + data = selector; + selector = undefined; + } + } + if ( fn === false ) { + fn = returnFalse; + } else if ( !fn ) { + return elem; + } + + if ( one === 1 ) { + origFn = fn; + fn = function( event ) { + + // Can use an empty set, since event contains the info + jQuery().off( event ); + return origFn.apply( this, arguments ); + }; + + // Use same guid so caller can remove using origFn + fn.guid = origFn.guid || ( origFn.guid = jQuery.guid++ ); + } + return elem.each( function() { + jQuery.event.add( this, types, fn, data, selector ); + } ); +} + +/* + * Helper functions for managing events -- not part of the public interface. + * Props to Dean Edwards' addEvent library for many of the ideas. + */ +jQuery.event = { + + global: {}, + + add: function( elem, types, handler, data, selector ) { + + var handleObjIn, eventHandle, tmp, + events, t, handleObj, + special, handlers, type, namespaces, origType, + elemData = dataPriv.get( elem ); + + // Don't attach events to noData or text/comment nodes (but allow plain objects) + if ( !elemData ) { + return; + } + + // Caller can pass in an object of custom data in lieu of the handler + if ( handler.handler ) { + handleObjIn = handler; + handler = handleObjIn.handler; + selector = handleObjIn.selector; + } + + // Ensure that invalid selectors throw exceptions at attach time + // Evaluate against documentElement in case elem is a non-element node (e.g., document) + if ( selector ) { + jQuery.find.matchesSelector( documentElement, selector ); + } + + // Make sure that the handler has a unique ID, used to find/remove it later + if ( !handler.guid ) { + handler.guid = jQuery.guid++; + } + + // Init the element's event structure and main handler, if this is the first + if ( !( events = elemData.events ) ) { + events = elemData.events = {}; + } + if ( !( eventHandle = elemData.handle ) ) { + eventHandle = elemData.handle = function( e ) { + + // Discard the second event of a jQuery.event.trigger() and + // when an event is called after a page has unloaded + return typeof jQuery !== "undefined" && jQuery.event.triggered !== e.type ? + jQuery.event.dispatch.apply( elem, arguments ) : undefined; + }; + } + + // Handle multiple events separated by a space + types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; + t = types.length; + while ( t-- ) { + tmp = rtypenamespace.exec( types[ t ] ) || []; + type = origType = tmp[ 1 ]; + namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); + + // There *must* be a type, no attaching namespace-only handlers + if ( !type ) { + continue; + } + + // If event changes its type, use the special event handlers for the changed type + special = jQuery.event.special[ type ] || {}; + + // If selector defined, determine special event api type, otherwise given type + type = ( selector ? special.delegateType : special.bindType ) || type; + + // Update special based on newly reset type + special = jQuery.event.special[ type ] || {}; + + // handleObj is passed to all event handlers + handleObj = jQuery.extend( { + type: type, + origType: origType, + data: data, + handler: handler, + guid: handler.guid, + selector: selector, + needsContext: selector && jQuery.expr.match.needsContext.test( selector ), + namespace: namespaces.join( "." ) + }, handleObjIn ); + + // Init the event handler queue if we're the first + if ( !( handlers = events[ type ] ) ) { + handlers = events[ type ] = []; + handlers.delegateCount = 0; + + // Only use addEventListener if the special events handler returns false + if ( !special.setup || + special.setup.call( elem, data, namespaces, eventHandle ) === false ) { + + if ( elem.addEventListener ) { + elem.addEventListener( type, eventHandle ); + } + } + } + + if ( special.add ) { + special.add.call( elem, handleObj ); + + if ( !handleObj.handler.guid ) { + handleObj.handler.guid = handler.guid; + } + } + + // Add to the element's handler list, delegates in front + if ( selector ) { + handlers.splice( handlers.delegateCount++, 0, handleObj ); + } else { + handlers.push( handleObj ); + } + + // Keep track of which events have ever been used, for event optimization + jQuery.event.global[ type ] = true; + } + + }, + + // Detach an event or set of events from an element + remove: function( elem, types, handler, selector, mappedTypes ) { + + var j, origCount, tmp, + events, t, handleObj, + special, handlers, type, namespaces, origType, + elemData = dataPriv.hasData( elem ) && dataPriv.get( elem ); + + if ( !elemData || !( events = elemData.events ) ) { + return; + } + + // Once for each type.namespace in types; type may be omitted + types = ( types || "" ).match( rnothtmlwhite ) || [ "" ]; + t = types.length; + while ( t-- ) { + tmp = rtypenamespace.exec( types[ t ] ) || []; + type = origType = tmp[ 1 ]; + namespaces = ( tmp[ 2 ] || "" ).split( "." ).sort(); + + // Unbind all events (on this namespace, if provided) for the element + if ( !type ) { + for ( type in events ) { + jQuery.event.remove( elem, type + types[ t ], handler, selector, true ); + } + continue; + } + + special = jQuery.event.special[ type ] || {}; + type = ( selector ? special.delegateType : special.bindType ) || type; + handlers = events[ type ] || []; + tmp = tmp[ 2 ] && + new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ); + + // Remove matching events + origCount = j = handlers.length; + while ( j-- ) { + handleObj = handlers[ j ]; + + if ( ( mappedTypes || origType === handleObj.origType ) && + ( !handler || handler.guid === handleObj.guid ) && + ( !tmp || tmp.test( handleObj.namespace ) ) && + ( !selector || selector === handleObj.selector || + selector === "**" && handleObj.selector ) ) { + handlers.splice( j, 1 ); + + if ( handleObj.selector ) { + handlers.delegateCount--; + } + if ( special.remove ) { + special.remove.call( elem, handleObj ); + } + } + } + + // Remove generic event handler if we removed something and no more handlers exist + // (avoids potential for endless recursion during removal of special event handlers) + if ( origCount && !handlers.length ) { + if ( !special.teardown || + special.teardown.call( elem, namespaces, elemData.handle ) === false ) { + + jQuery.removeEvent( elem, type, elemData.handle ); + } + + delete events[ type ]; + } + } + + // Remove data and the expando if it's no longer used + if ( jQuery.isEmptyObject( events ) ) { + dataPriv.remove( elem, "handle events" ); + } + }, + + dispatch: function( nativeEvent ) { + + // Make a writable jQuery.Event from the native event object + var event = jQuery.event.fix( nativeEvent ); + + var i, j, ret, matched, handleObj, handlerQueue, + args = new Array( arguments.length ), + handlers = ( dataPriv.get( this, "events" ) || {} )[ event.type ] || [], + special = jQuery.event.special[ event.type ] || {}; + + // Use the fix-ed jQuery.Event rather than the (read-only) native event + args[ 0 ] = event; + + for ( i = 1; i < arguments.length; i++ ) { + args[ i ] = arguments[ i ]; + } + + event.delegateTarget = this; + + // Call the preDispatch hook for the mapped type, and let it bail if desired + if ( special.preDispatch && special.preDispatch.call( this, event ) === false ) { + return; + } + + // Determine handlers + handlerQueue = jQuery.event.handlers.call( this, event, handlers ); + + // Run delegates first; they may want to stop propagation beneath us + i = 0; + while ( ( matched = handlerQueue[ i++ ] ) && !event.isPropagationStopped() ) { + event.currentTarget = matched.elem; + + j = 0; + while ( ( handleObj = matched.handlers[ j++ ] ) && + !event.isImmediatePropagationStopped() ) { + + // If the event is namespaced, then each handler is only invoked if it is + // specially universal or its namespaces are a superset of the event's. + if ( !event.rnamespace || handleObj.namespace === false || + event.rnamespace.test( handleObj.namespace ) ) { + + event.handleObj = handleObj; + event.data = handleObj.data; + + ret = ( ( jQuery.event.special[ handleObj.origType ] || {} ).handle || + handleObj.handler ).apply( matched.elem, args ); + + if ( ret !== undefined ) { + if ( ( event.result = ret ) === false ) { + event.preventDefault(); + event.stopPropagation(); + } + } + } + } + } + + // Call the postDispatch hook for the mapped type + if ( special.postDispatch ) { + special.postDispatch.call( this, event ); + } + + return event.result; + }, + + handlers: function( event, handlers ) { + var i, handleObj, sel, matchedHandlers, matchedSelectors, + handlerQueue = [], + delegateCount = handlers.delegateCount, + cur = event.target; + + // Find delegate handlers + if ( delegateCount && + + // Support: IE <=9 + // Black-hole SVG instance trees (trac-13180) + cur.nodeType && + + // Support: Firefox <=42 + // Suppress spec-violating clicks indicating a non-primary pointer button (trac-3861) + // https://www.w3.org/TR/DOM-Level-3-Events/#event-type-click + // Support: IE 11 only + // ...but not arrow key "clicks" of radio inputs, which can have `button` -1 (gh-2343) + !( event.type === "click" && event.button >= 1 ) ) { + + for ( ; cur !== this; cur = cur.parentNode || this ) { + + // Don't check non-elements (#13208) + // Don't process clicks on disabled elements (#6911, #8165, #11382, #11764) + if ( cur.nodeType === 1 && !( event.type === "click" && cur.disabled === true ) ) { + matchedHandlers = []; + matchedSelectors = {}; + for ( i = 0; i < delegateCount; i++ ) { + handleObj = handlers[ i ]; + + // Don't conflict with Object.prototype properties (#13203) + sel = handleObj.selector + " "; + + if ( matchedSelectors[ sel ] === undefined ) { + matchedSelectors[ sel ] = handleObj.needsContext ? + jQuery( sel, this ).index( cur ) > -1 : + jQuery.find( sel, this, null, [ cur ] ).length; + } + if ( matchedSelectors[ sel ] ) { + matchedHandlers.push( handleObj ); + } + } + if ( matchedHandlers.length ) { + handlerQueue.push( { elem: cur, handlers: matchedHandlers } ); + } + } + } + } + + // Add the remaining (directly-bound) handlers + cur = this; + if ( delegateCount < handlers.length ) { + handlerQueue.push( { elem: cur, handlers: handlers.slice( delegateCount ) } ); + } + + return handlerQueue; + }, + + addProp: function( name, hook ) { + Object.defineProperty( jQuery.Event.prototype, name, { + enumerable: true, + configurable: true, + + get: isFunction( hook ) ? + function() { + if ( this.originalEvent ) { + return hook( this.originalEvent ); + } + } : + function() { + if ( this.originalEvent ) { + return this.originalEvent[ name ]; + } + }, + + set: function( value ) { + Object.defineProperty( this, name, { + enumerable: true, + configurable: true, + writable: true, + value: value + } ); + } + } ); + }, + + fix: function( originalEvent ) { + return originalEvent[ jQuery.expando ] ? + originalEvent : + new jQuery.Event( originalEvent ); + }, + + special: { + load: { + + // Prevent triggered image.load events from bubbling to window.load + noBubble: true + }, + click: { + + // Utilize native event to ensure correct state for checkable inputs + setup: function( data ) { + + // For mutual compressibility with _default, replace `this` access with a local var. + // `|| data` is dead code meant only to preserve the variable through minification. + var el = this || data; + + // Claim the first handler + if ( rcheckableType.test( el.type ) && + el.click && nodeName( el, "input" ) ) { + + // dataPriv.set( el, "click", ... ) + leverageNative( el, "click", returnTrue ); + } + + // Return false to allow normal processing in the caller + return false; + }, + trigger: function( data ) { + + // For mutual compressibility with _default, replace `this` access with a local var. + // `|| data` is dead code meant only to preserve the variable through minification. + var el = this || data; + + // Force setup before triggering a click + if ( rcheckableType.test( el.type ) && + el.click && nodeName( el, "input" ) ) { + + leverageNative( el, "click" ); + } + + // Return non-false to allow normal event-path propagation + return true; + }, + + // For cross-browser consistency, suppress native .click() on links + // Also prevent it if we're currently inside a leveraged native-event stack + _default: function( event ) { + var target = event.target; + return rcheckableType.test( target.type ) && + target.click && nodeName( target, "input" ) && + dataPriv.get( target, "click" ) || + nodeName( target, "a" ); + } + }, + + beforeunload: { + postDispatch: function( event ) { + + // Support: Firefox 20+ + // Firefox doesn't alert if the returnValue field is not set. + if ( event.result !== undefined && event.originalEvent ) { + event.originalEvent.returnValue = event.result; + } + } + } + } +}; + +// Ensure the presence of an event listener that handles manually-triggered +// synthetic events by interrupting progress until reinvoked in response to +// *native* events that it fires directly, ensuring that state changes have +// already occurred before other listeners are invoked. +function leverageNative( el, type, expectSync ) { + + // Missing expectSync indicates a trigger call, which must force setup through jQuery.event.add + if ( !expectSync ) { + if ( dataPriv.get( el, type ) === undefined ) { + jQuery.event.add( el, type, returnTrue ); + } + return; + } + + // Register the controller as a special universal handler for all event namespaces + dataPriv.set( el, type, false ); + jQuery.event.add( el, type, { + namespace: false, + handler: function( event ) { + var notAsync, result, + saved = dataPriv.get( this, type ); + + if ( ( event.isTrigger & 1 ) && this[ type ] ) { + + // Interrupt processing of the outer synthetic .trigger()ed event + // Saved data should be false in such cases, but might be a leftover capture object + // from an async native handler (gh-4350) + if ( !saved.length ) { + + // Store arguments for use when handling the inner native event + // There will always be at least one argument (an event object), so this array + // will not be confused with a leftover capture object. + saved = slice.call( arguments ); + dataPriv.set( this, type, saved ); + + // Trigger the native event and capture its result + // Support: IE <=9 - 11+ + // focus() and blur() are asynchronous + notAsync = expectSync( this, type ); + this[ type ](); + result = dataPriv.get( this, type ); + if ( saved !== result || notAsync ) { + dataPriv.set( this, type, false ); + } else { + result = {}; + } + if ( saved !== result ) { + + // Cancel the outer synthetic event + event.stopImmediatePropagation(); + event.preventDefault(); + return result.value; + } + + // If this is an inner synthetic event for an event with a bubbling surrogate + // (focus or blur), assume that the surrogate already propagated from triggering the + // native event and prevent that from happening again here. + // This technically gets the ordering wrong w.r.t. to `.trigger()` (in which the + // bubbling surrogate propagates *after* the non-bubbling base), but that seems + // less bad than duplication. + } else if ( ( jQuery.event.special[ type ] || {} ).delegateType ) { + event.stopPropagation(); + } + + // If this is a native event triggered above, everything is now in order + // Fire an inner synthetic event with the original arguments + } else if ( saved.length ) { + + // ...and capture the result + dataPriv.set( this, type, { + value: jQuery.event.trigger( + + // Support: IE <=9 - 11+ + // Extend with the prototype to reset the above stopImmediatePropagation() + jQuery.extend( saved[ 0 ], jQuery.Event.prototype ), + saved.slice( 1 ), + this + ) + } ); + + // Abort handling of the native event + event.stopImmediatePropagation(); + } + } + } ); +} + +jQuery.removeEvent = function( elem, type, handle ) { + + // This "if" is needed for plain objects + if ( elem.removeEventListener ) { + elem.removeEventListener( type, handle ); + } +}; + +jQuery.Event = function( src, props ) { + + // Allow instantiation without the 'new' keyword + if ( !( this instanceof jQuery.Event ) ) { + return new jQuery.Event( src, props ); + } + + // Event object + if ( src && src.type ) { + this.originalEvent = src; + this.type = src.type; + + // Events bubbling up the document may have been marked as prevented + // by a handler lower down the tree; reflect the correct value. + this.isDefaultPrevented = src.defaultPrevented || + src.defaultPrevented === undefined && + + // Support: Android <=2.3 only + src.returnValue === false ? + returnTrue : + returnFalse; + + // Create target properties + // Support: Safari <=6 - 7 only + // Target should not be a text node (#504, #13143) + this.target = ( src.target && src.target.nodeType === 3 ) ? + src.target.parentNode : + src.target; + + this.currentTarget = src.currentTarget; + this.relatedTarget = src.relatedTarget; + + // Event type + } else { + this.type = src; + } + + // Put explicitly provided properties onto the event object + if ( props ) { + jQuery.extend( this, props ); + } + + // Create a timestamp if incoming event doesn't have one + this.timeStamp = src && src.timeStamp || Date.now(); + + // Mark it as fixed + this[ jQuery.expando ] = true; +}; + +// jQuery.Event is based on DOM3 Events as specified by the ECMAScript Language Binding +// https://www.w3.org/TR/2003/WD-DOM-Level-3-Events-20030331/ecma-script-binding.html +jQuery.Event.prototype = { + constructor: jQuery.Event, + isDefaultPrevented: returnFalse, + isPropagationStopped: returnFalse, + isImmediatePropagationStopped: returnFalse, + isSimulated: false, + + preventDefault: function() { + var e = this.originalEvent; + + this.isDefaultPrevented = returnTrue; + + if ( e && !this.isSimulated ) { + e.preventDefault(); + } + }, + stopPropagation: function() { + var e = this.originalEvent; + + this.isPropagationStopped = returnTrue; + + if ( e && !this.isSimulated ) { + e.stopPropagation(); + } + }, + stopImmediatePropagation: function() { + var e = this.originalEvent; + + this.isImmediatePropagationStopped = returnTrue; + + if ( e && !this.isSimulated ) { + e.stopImmediatePropagation(); + } + + this.stopPropagation(); + } +}; + +// Includes all common event props including KeyEvent and MouseEvent specific props +jQuery.each( { + altKey: true, + bubbles: true, + cancelable: true, + changedTouches: true, + ctrlKey: true, + detail: true, + eventPhase: true, + metaKey: true, + pageX: true, + pageY: true, + shiftKey: true, + view: true, + "char": true, + code: true, + charCode: true, + key: true, + keyCode: true, + button: true, + buttons: true, + clientX: true, + clientY: true, + offsetX: true, + offsetY: true, + pointerId: true, + pointerType: true, + screenX: true, + screenY: true, + targetTouches: true, + toElement: true, + touches: true, + + which: function( event ) { + var button = event.button; + + // Add which for key events + if ( event.which == null && rkeyEvent.test( event.type ) ) { + return event.charCode != null ? event.charCode : event.keyCode; + } + + // Add which for click: 1 === left; 2 === middle; 3 === right + if ( !event.which && button !== undefined && rmouseEvent.test( event.type ) ) { + if ( button & 1 ) { + return 1; + } + + if ( button & 2 ) { + return 3; + } + + if ( button & 4 ) { + return 2; + } + + return 0; + } + + return event.which; + } +}, jQuery.event.addProp ); + +jQuery.each( { focus: "focusin", blur: "focusout" }, function( type, delegateType ) { + jQuery.event.special[ type ] = { + + // Utilize native event if possible so blur/focus sequence is correct + setup: function() { + + // Claim the first handler + // dataPriv.set( this, "focus", ... ) + // dataPriv.set( this, "blur", ... ) + leverageNative( this, type, expectSync ); + + // Return false to allow normal processing in the caller + return false; + }, + trigger: function() { + + // Force setup before trigger + leverageNative( this, type ); + + // Return non-false to allow normal event-path propagation + return true; + }, + + delegateType: delegateType + }; +} ); + +// Create mouseenter/leave events using mouseover/out and event-time checks +// so that event delegation works in jQuery. +// Do the same for pointerenter/pointerleave and pointerover/pointerout +// +// Support: Safari 7 only +// Safari sends mouseenter too often; see: +// https://bugs.chromium.org/p/chromium/issues/detail?id=470258 +// for the description of the bug (it existed in older Chrome versions as well). +jQuery.each( { + mouseenter: "mouseover", + mouseleave: "mouseout", + pointerenter: "pointerover", + pointerleave: "pointerout" +}, function( orig, fix ) { + jQuery.event.special[ orig ] = { + delegateType: fix, + bindType: fix, + + handle: function( event ) { + var ret, + target = this, + related = event.relatedTarget, + handleObj = event.handleObj; + + // For mouseenter/leave call the handler if related is outside the target. + // NB: No relatedTarget if the mouse left/entered the browser window + if ( !related || ( related !== target && !jQuery.contains( target, related ) ) ) { + event.type = handleObj.origType; + ret = handleObj.handler.apply( this, arguments ); + event.type = fix; + } + return ret; + } + }; +} ); + +jQuery.fn.extend( { + + on: function( types, selector, data, fn ) { + return on( this, types, selector, data, fn ); + }, + one: function( types, selector, data, fn ) { + return on( this, types, selector, data, fn, 1 ); + }, + off: function( types, selector, fn ) { + var handleObj, type; + if ( types && types.preventDefault && types.handleObj ) { + + // ( event ) dispatched jQuery.Event + handleObj = types.handleObj; + jQuery( types.delegateTarget ).off( + handleObj.namespace ? + handleObj.origType + "." + handleObj.namespace : + handleObj.origType, + handleObj.selector, + handleObj.handler + ); + return this; + } + if ( typeof types === "object" ) { + + // ( types-object [, selector] ) + for ( type in types ) { + this.off( type, selector, types[ type ] ); + } + return this; + } + if ( selector === false || typeof selector === "function" ) { + + // ( types [, fn] ) + fn = selector; + selector = undefined; + } + if ( fn === false ) { + fn = returnFalse; + } + return this.each( function() { + jQuery.event.remove( this, types, fn, selector ); + } ); + } +} ); + + +var + + /* eslint-disable max-len */ + + // See https://github.com/eslint/eslint/issues/3229 + rxhtmlTag = /<(?!area|br|col|embed|hr|img|input|link|meta|param)(([a-z][^\/\0>\x20\t\r\n\f]*)[^>]*)\/>/gi, + + /* eslint-enable */ + + // Support: IE <=10 - 11, Edge 12 - 13 only + // In IE/Edge using regex groups here causes severe slowdowns. + // See https://connect.microsoft.com/IE/feedback/details/1736512/ + rnoInnerhtml = /\s*$/g; + +// Prefer a tbody over its parent table for containing new rows +function manipulationTarget( elem, content ) { + if ( nodeName( elem, "table" ) && + nodeName( content.nodeType !== 11 ? content : content.firstChild, "tr" ) ) { + + return jQuery( elem ).children( "tbody" )[ 0 ] || elem; + } + + return elem; +} + +// Replace/restore the type attribute of script elements for safe DOM manipulation +function disableScript( elem ) { + elem.type = ( elem.getAttribute( "type" ) !== null ) + "/" + elem.type; + return elem; +} +function restoreScript( elem ) { + if ( ( elem.type || "" ).slice( 0, 5 ) === "true/" ) { + elem.type = elem.type.slice( 5 ); + } else { + elem.removeAttribute( "type" ); + } + + return elem; +} + +function cloneCopyEvent( src, dest ) { + var i, l, type, pdataOld, pdataCur, udataOld, udataCur, events; + + if ( dest.nodeType !== 1 ) { + return; + } + + // 1. Copy private data: events, handlers, etc. + if ( dataPriv.hasData( src ) ) { + pdataOld = dataPriv.access( src ); + pdataCur = dataPriv.set( dest, pdataOld ); + events = pdataOld.events; + + if ( events ) { + delete pdataCur.handle; + pdataCur.events = {}; + + for ( type in events ) { + for ( i = 0, l = events[ type ].length; i < l; i++ ) { + jQuery.event.add( dest, type, events[ type ][ i ] ); + } + } + } + } + + // 2. Copy user data + if ( dataUser.hasData( src ) ) { + udataOld = dataUser.access( src ); + udataCur = jQuery.extend( {}, udataOld ); + + dataUser.set( dest, udataCur ); + } +} + +// Fix IE bugs, see support tests +function fixInput( src, dest ) { + var nodeName = dest.nodeName.toLowerCase(); + + // Fails to persist the checked state of a cloned checkbox or radio button. + if ( nodeName === "input" && rcheckableType.test( src.type ) ) { + dest.checked = src.checked; + + // Fails to return the selected option to the default selected state when cloning options + } else if ( nodeName === "input" || nodeName === "textarea" ) { + dest.defaultValue = src.defaultValue; + } +} + +function domManip( collection, args, callback, ignored ) { + + // Flatten any nested arrays + args = concat.apply( [], args ); + + var fragment, first, scripts, hasScripts, node, doc, + i = 0, + l = collection.length, + iNoClone = l - 1, + value = args[ 0 ], + valueIsFunction = isFunction( value ); + + // We can't cloneNode fragments that contain checked, in WebKit + if ( valueIsFunction || + ( l > 1 && typeof value === "string" && + !support.checkClone && rchecked.test( value ) ) ) { + return collection.each( function( index ) { + var self = collection.eq( index ); + if ( valueIsFunction ) { + args[ 0 ] = value.call( this, index, self.html() ); + } + domManip( self, args, callback, ignored ); + } ); + } + + if ( l ) { + fragment = buildFragment( args, collection[ 0 ].ownerDocument, false, collection, ignored ); + first = fragment.firstChild; + + if ( fragment.childNodes.length === 1 ) { + fragment = first; + } + + // Require either new content or an interest in ignored elements to invoke the callback + if ( first || ignored ) { + scripts = jQuery.map( getAll( fragment, "script" ), disableScript ); + hasScripts = scripts.length; + + // Use the original fragment for the last item + // instead of the first because it can end up + // being emptied incorrectly in certain situations (#8070). + for ( ; i < l; i++ ) { + node = fragment; + + if ( i !== iNoClone ) { + node = jQuery.clone( node, true, true ); + + // Keep references to cloned scripts for later restoration + if ( hasScripts ) { + + // Support: Android <=4.0 only, PhantomJS 1 only + // push.apply(_, arraylike) throws on ancient WebKit + jQuery.merge( scripts, getAll( node, "script" ) ); + } + } + + callback.call( collection[ i ], node, i ); + } + + if ( hasScripts ) { + doc = scripts[ scripts.length - 1 ].ownerDocument; + + // Reenable scripts + jQuery.map( scripts, restoreScript ); + + // Evaluate executable scripts on first document insertion + for ( i = 0; i < hasScripts; i++ ) { + node = scripts[ i ]; + if ( rscriptType.test( node.type || "" ) && + !dataPriv.access( node, "globalEval" ) && + jQuery.contains( doc, node ) ) { + + if ( node.src && ( node.type || "" ).toLowerCase() !== "module" ) { + + // Optional AJAX dependency, but won't run scripts if not present + if ( jQuery._evalUrl && !node.noModule ) { + jQuery._evalUrl( node.src, { + nonce: node.nonce || node.getAttribute( "nonce" ) + } ); + } + } else { + DOMEval( node.textContent.replace( rcleanScript, "" ), node, doc ); + } + } + } + } + } + } + + return collection; +} + +function remove( elem, selector, keepData ) { + var node, + nodes = selector ? jQuery.filter( selector, elem ) : elem, + i = 0; + + for ( ; ( node = nodes[ i ] ) != null; i++ ) { + if ( !keepData && node.nodeType === 1 ) { + jQuery.cleanData( getAll( node ) ); + } + + if ( node.parentNode ) { + if ( keepData && isAttached( node ) ) { + setGlobalEval( getAll( node, "script" ) ); + } + node.parentNode.removeChild( node ); + } + } + + return elem; +} + +jQuery.extend( { + htmlPrefilter: function( html ) { + return html.replace( rxhtmlTag, "<$1>" ); + }, + + clone: function( elem, dataAndEvents, deepDataAndEvents ) { + var i, l, srcElements, destElements, + clone = elem.cloneNode( true ), + inPage = isAttached( elem ); + + // Fix IE cloning issues + if ( !support.noCloneChecked && ( elem.nodeType === 1 || elem.nodeType === 11 ) && + !jQuery.isXMLDoc( elem ) ) { + + // We eschew Sizzle here for performance reasons: https://jsperf.com/getall-vs-sizzle/2 + destElements = getAll( clone ); + srcElements = getAll( elem ); + + for ( i = 0, l = srcElements.length; i < l; i++ ) { + fixInput( srcElements[ i ], destElements[ i ] ); + } + } + + // Copy the events from the original to the clone + if ( dataAndEvents ) { + if ( deepDataAndEvents ) { + srcElements = srcElements || getAll( elem ); + destElements = destElements || getAll( clone ); + + for ( i = 0, l = srcElements.length; i < l; i++ ) { + cloneCopyEvent( srcElements[ i ], destElements[ i ] ); + } + } else { + cloneCopyEvent( elem, clone ); + } + } + + // Preserve script evaluation history + destElements = getAll( clone, "script" ); + if ( destElements.length > 0 ) { + setGlobalEval( destElements, !inPage && getAll( elem, "script" ) ); + } + + // Return the cloned set + return clone; + }, + + cleanData: function( elems ) { + var data, elem, type, + special = jQuery.event.special, + i = 0; + + for ( ; ( elem = elems[ i ] ) !== undefined; i++ ) { + if ( acceptData( elem ) ) { + if ( ( data = elem[ dataPriv.expando ] ) ) { + if ( data.events ) { + for ( type in data.events ) { + if ( special[ type ] ) { + jQuery.event.remove( elem, type ); + + // This is a shortcut to avoid jQuery.event.remove's overhead + } else { + jQuery.removeEvent( elem, type, data.handle ); + } + } + } + + // Support: Chrome <=35 - 45+ + // Assign undefined instead of using delete, see Data#remove + elem[ dataPriv.expando ] = undefined; + } + if ( elem[ dataUser.expando ] ) { + + // Support: Chrome <=35 - 45+ + // Assign undefined instead of using delete, see Data#remove + elem[ dataUser.expando ] = undefined; + } + } + } + } +} ); + +jQuery.fn.extend( { + detach: function( selector ) { + return remove( this, selector, true ); + }, + + remove: function( selector ) { + return remove( this, selector ); + }, + + text: function( value ) { + return access( this, function( value ) { + return value === undefined ? + jQuery.text( this ) : + this.empty().each( function() { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + this.textContent = value; + } + } ); + }, null, value, arguments.length ); + }, + + append: function() { + return domManip( this, arguments, function( elem ) { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + var target = manipulationTarget( this, elem ); + target.appendChild( elem ); + } + } ); + }, + + prepend: function() { + return domManip( this, arguments, function( elem ) { + if ( this.nodeType === 1 || this.nodeType === 11 || this.nodeType === 9 ) { + var target = manipulationTarget( this, elem ); + target.insertBefore( elem, target.firstChild ); + } + } ); + }, + + before: function() { + return domManip( this, arguments, function( elem ) { + if ( this.parentNode ) { + this.parentNode.insertBefore( elem, this ); + } + } ); + }, + + after: function() { + return domManip( this, arguments, function( elem ) { + if ( this.parentNode ) { + this.parentNode.insertBefore( elem, this.nextSibling ); + } + } ); + }, + + empty: function() { + var elem, + i = 0; + + for ( ; ( elem = this[ i ] ) != null; i++ ) { + if ( elem.nodeType === 1 ) { + + // Prevent memory leaks + jQuery.cleanData( getAll( elem, false ) ); + + // Remove any remaining nodes + elem.textContent = ""; + } + } + + return this; + }, + + clone: function( dataAndEvents, deepDataAndEvents ) { + dataAndEvents = dataAndEvents == null ? false : dataAndEvents; + deepDataAndEvents = deepDataAndEvents == null ? dataAndEvents : deepDataAndEvents; + + return this.map( function() { + return jQuery.clone( this, dataAndEvents, deepDataAndEvents ); + } ); + }, + + html: function( value ) { + return access( this, function( value ) { + var elem = this[ 0 ] || {}, + i = 0, + l = this.length; + + if ( value === undefined && elem.nodeType === 1 ) { + return elem.innerHTML; + } + + // See if we can take a shortcut and just use innerHTML + if ( typeof value === "string" && !rnoInnerhtml.test( value ) && + !wrapMap[ ( rtagName.exec( value ) || [ "", "" ] )[ 1 ].toLowerCase() ] ) { + + value = jQuery.htmlPrefilter( value ); + + try { + for ( ; i < l; i++ ) { + elem = this[ i ] || {}; + + // Remove element nodes and prevent memory leaks + if ( elem.nodeType === 1 ) { + jQuery.cleanData( getAll( elem, false ) ); + elem.innerHTML = value; + } + } + + elem = 0; + + // If using innerHTML throws an exception, use the fallback method + } catch ( e ) {} + } + + if ( elem ) { + this.empty().append( value ); + } + }, null, value, arguments.length ); + }, + + replaceWith: function() { + var ignored = []; + + // Make the changes, replacing each non-ignored context element with the new content + return domManip( this, arguments, function( elem ) { + var parent = this.parentNode; + + if ( jQuery.inArray( this, ignored ) < 0 ) { + jQuery.cleanData( getAll( this ) ); + if ( parent ) { + parent.replaceChild( elem, this ); + } + } + + // Force callback invocation + }, ignored ); + } +} ); + +jQuery.each( { + appendTo: "append", + prependTo: "prepend", + insertBefore: "before", + insertAfter: "after", + replaceAll: "replaceWith" +}, function( name, original ) { + jQuery.fn[ name ] = function( selector ) { + var elems, + ret = [], + insert = jQuery( selector ), + last = insert.length - 1, + i = 0; + + for ( ; i <= last; i++ ) { + elems = i === last ? this : this.clone( true ); + jQuery( insert[ i ] )[ original ]( elems ); + + // Support: Android <=4.0 only, PhantomJS 1 only + // .get() because push.apply(_, arraylike) throws on ancient WebKit + push.apply( ret, elems.get() ); + } + + return this.pushStack( ret ); + }; +} ); +var rnumnonpx = new RegExp( "^(" + pnum + ")(?!px)[a-z%]+$", "i" ); + +var getStyles = function( elem ) { + + // Support: IE <=11 only, Firefox <=30 (#15098, #14150) + // IE throws on elements created in popups + // FF meanwhile throws on frame elements through "defaultView.getComputedStyle" + var view = elem.ownerDocument.defaultView; + + if ( !view || !view.opener ) { + view = window; + } + + return view.getComputedStyle( elem ); + }; + +var rboxStyle = new RegExp( cssExpand.join( "|" ), "i" ); + + + +( function() { + + // Executing both pixelPosition & boxSizingReliable tests require only one layout + // so they're executed at the same time to save the second computation. + function computeStyleTests() { + + // This is a singleton, we need to execute it only once + if ( !div ) { + return; + } + + container.style.cssText = "position:absolute;left:-11111px;width:60px;" + + "margin-top:1px;padding:0;border:0"; + div.style.cssText = + "position:relative;display:block;box-sizing:border-box;overflow:scroll;" + + "margin:auto;border:1px;padding:1px;" + + "width:60%;top:1%"; + documentElement.appendChild( container ).appendChild( div ); + + var divStyle = window.getComputedStyle( div ); + pixelPositionVal = divStyle.top !== "1%"; + + // Support: Android 4.0 - 4.3 only, Firefox <=3 - 44 + reliableMarginLeftVal = roundPixelMeasures( divStyle.marginLeft ) === 12; + + // Support: Android 4.0 - 4.3 only, Safari <=9.1 - 10.1, iOS <=7.0 - 9.3 + // Some styles come back with percentage values, even though they shouldn't + div.style.right = "60%"; + pixelBoxStylesVal = roundPixelMeasures( divStyle.right ) === 36; + + // Support: IE 9 - 11 only + // Detect misreporting of content dimensions for box-sizing:border-box elements + boxSizingReliableVal = roundPixelMeasures( divStyle.width ) === 36; + + // Support: IE 9 only + // Detect overflow:scroll screwiness (gh-3699) + // Support: Chrome <=64 + // Don't get tricked when zoom affects offsetWidth (gh-4029) + div.style.position = "absolute"; + scrollboxSizeVal = roundPixelMeasures( div.offsetWidth / 3 ) === 12; + + documentElement.removeChild( container ); + + // Nullify the div so it wouldn't be stored in the memory and + // it will also be a sign that checks already performed + div = null; + } + + function roundPixelMeasures( measure ) { + return Math.round( parseFloat( measure ) ); + } + + var pixelPositionVal, boxSizingReliableVal, scrollboxSizeVal, pixelBoxStylesVal, + reliableMarginLeftVal, + container = document.createElement( "div" ), + div = document.createElement( "div" ); + + // Finish early in limited (non-browser) environments + if ( !div.style ) { + return; + } + + // Support: IE <=9 - 11 only + // Style of cloned element affects source element cloned (#8908) + div.style.backgroundClip = "content-box"; + div.cloneNode( true ).style.backgroundClip = ""; + support.clearCloneStyle = div.style.backgroundClip === "content-box"; + + jQuery.extend( support, { + boxSizingReliable: function() { + computeStyleTests(); + return boxSizingReliableVal; + }, + pixelBoxStyles: function() { + computeStyleTests(); + return pixelBoxStylesVal; + }, + pixelPosition: function() { + computeStyleTests(); + return pixelPositionVal; + }, + reliableMarginLeft: function() { + computeStyleTests(); + return reliableMarginLeftVal; + }, + scrollboxSize: function() { + computeStyleTests(); + return scrollboxSizeVal; + } + } ); +} )(); + + +function curCSS( elem, name, computed ) { + var width, minWidth, maxWidth, ret, + + // Support: Firefox 51+ + // Retrieving style before computed somehow + // fixes an issue with getting wrong values + // on detached elements + style = elem.style; + + computed = computed || getStyles( elem ); + + // getPropertyValue is needed for: + // .css('filter') (IE 9 only, #12537) + // .css('--customProperty) (#3144) + if ( computed ) { + ret = computed.getPropertyValue( name ) || computed[ name ]; + + if ( ret === "" && !isAttached( elem ) ) { + ret = jQuery.style( elem, name ); + } + + // A tribute to the "awesome hack by Dean Edwards" + // Android Browser returns percentage for some values, + // but width seems to be reliably pixels. + // This is against the CSSOM draft spec: + // https://drafts.csswg.org/cssom/#resolved-values + if ( !support.pixelBoxStyles() && rnumnonpx.test( ret ) && rboxStyle.test( name ) ) { + + // Remember the original values + width = style.width; + minWidth = style.minWidth; + maxWidth = style.maxWidth; + + // Put in the new values to get a computed value out + style.minWidth = style.maxWidth = style.width = ret; + ret = computed.width; + + // Revert the changed values + style.width = width; + style.minWidth = minWidth; + style.maxWidth = maxWidth; + } + } + + return ret !== undefined ? + + // Support: IE <=9 - 11 only + // IE returns zIndex value as an integer. + ret + "" : + ret; +} + + +function addGetHookIf( conditionFn, hookFn ) { + + // Define the hook, we'll check on the first run if it's really needed. + return { + get: function() { + if ( conditionFn() ) { + + // Hook not needed (or it's not possible to use it due + // to missing dependency), remove it. + delete this.get; + return; + } + + // Hook needed; redefine it so that the support test is not executed again. + return ( this.get = hookFn ).apply( this, arguments ); + } + }; +} + + +var cssPrefixes = [ "Webkit", "Moz", "ms" ], + emptyStyle = document.createElement( "div" ).style, + vendorProps = {}; + +// Return a vendor-prefixed property or undefined +function vendorPropName( name ) { + + // Check for vendor prefixed names + var capName = name[ 0 ].toUpperCase() + name.slice( 1 ), + i = cssPrefixes.length; + + while ( i-- ) { + name = cssPrefixes[ i ] + capName; + if ( name in emptyStyle ) { + return name; + } + } +} + +// Return a potentially-mapped jQuery.cssProps or vendor prefixed property +function finalPropName( name ) { + var final = jQuery.cssProps[ name ] || vendorProps[ name ]; + + if ( final ) { + return final; + } + if ( name in emptyStyle ) { + return name; + } + return vendorProps[ name ] = vendorPropName( name ) || name; +} + + +var + + // Swappable if display is none or starts with table + // except "table", "table-cell", or "table-caption" + // See here for display values: https://developer.mozilla.org/en-US/docs/CSS/display + rdisplayswap = /^(none|table(?!-c[ea]).+)/, + rcustomProp = /^--/, + cssShow = { position: "absolute", visibility: "hidden", display: "block" }, + cssNormalTransform = { + letterSpacing: "0", + fontWeight: "400" + }; + +function setPositiveNumber( elem, value, subtract ) { + + // Any relative (+/-) values have already been + // normalized at this point + var matches = rcssNum.exec( value ); + return matches ? + + // Guard against undefined "subtract", e.g., when used as in cssHooks + Math.max( 0, matches[ 2 ] - ( subtract || 0 ) ) + ( matches[ 3 ] || "px" ) : + value; +} + +function boxModelAdjustment( elem, dimension, box, isBorderBox, styles, computedVal ) { + var i = dimension === "width" ? 1 : 0, + extra = 0, + delta = 0; + + // Adjustment may not be necessary + if ( box === ( isBorderBox ? "border" : "content" ) ) { + return 0; + } + + for ( ; i < 4; i += 2 ) { + + // Both box models exclude margin + if ( box === "margin" ) { + delta += jQuery.css( elem, box + cssExpand[ i ], true, styles ); + } + + // If we get here with a content-box, we're seeking "padding" or "border" or "margin" + if ( !isBorderBox ) { + + // Add padding + delta += jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); + + // For "border" or "margin", add border + if ( box !== "padding" ) { + delta += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + + // But still keep track of it otherwise + } else { + extra += jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + } + + // If we get here with a border-box (content + padding + border), we're seeking "content" or + // "padding" or "margin" + } else { + + // For "content", subtract padding + if ( box === "content" ) { + delta -= jQuery.css( elem, "padding" + cssExpand[ i ], true, styles ); + } + + // For "content" or "padding", subtract border + if ( box !== "margin" ) { + delta -= jQuery.css( elem, "border" + cssExpand[ i ] + "Width", true, styles ); + } + } + } + + // Account for positive content-box scroll gutter when requested by providing computedVal + if ( !isBorderBox && computedVal >= 0 ) { + + // offsetWidth/offsetHeight is a rounded sum of content, padding, scroll gutter, and border + // Assuming integer scroll gutter, subtract the rest and round down + delta += Math.max( 0, Math.ceil( + elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - + computedVal - + delta - + extra - + 0.5 + + // If offsetWidth/offsetHeight is unknown, then we can't determine content-box scroll gutter + // Use an explicit zero to avoid NaN (gh-3964) + ) ) || 0; + } + + return delta; +} + +function getWidthOrHeight( elem, dimension, extra ) { + + // Start with computed style + var styles = getStyles( elem ), + + // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-4322). + // Fake content-box until we know it's needed to know the true value. + boxSizingNeeded = !support.boxSizingReliable() || extra, + isBorderBox = boxSizingNeeded && + jQuery.css( elem, "boxSizing", false, styles ) === "border-box", + valueIsBorderBox = isBorderBox, + + val = curCSS( elem, dimension, styles ), + offsetProp = "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ); + + // Support: Firefox <=54 + // Return a confounding non-pixel value or feign ignorance, as appropriate. + if ( rnumnonpx.test( val ) ) { + if ( !extra ) { + return val; + } + val = "auto"; + } + + + // Fall back to offsetWidth/offsetHeight when value is "auto" + // This happens for inline elements with no explicit setting (gh-3571) + // Support: Android <=4.1 - 4.3 only + // Also use offsetWidth/offsetHeight for misreported inline dimensions (gh-3602) + // Support: IE 9-11 only + // Also use offsetWidth/offsetHeight for when box sizing is unreliable + // We use getClientRects() to check for hidden/disconnected. + // In those cases, the computed value can be trusted to be border-box + if ( ( !support.boxSizingReliable() && isBorderBox || + val === "auto" || + !parseFloat( val ) && jQuery.css( elem, "display", false, styles ) === "inline" ) && + elem.getClientRects().length ) { + + isBorderBox = jQuery.css( elem, "boxSizing", false, styles ) === "border-box"; + + // Where available, offsetWidth/offsetHeight approximate border box dimensions. + // Where not available (e.g., SVG), assume unreliable box-sizing and interpret the + // retrieved value as a content box dimension. + valueIsBorderBox = offsetProp in elem; + if ( valueIsBorderBox ) { + val = elem[ offsetProp ]; + } + } + + // Normalize "" and auto + val = parseFloat( val ) || 0; + + // Adjust for the element's box model + return ( val + + boxModelAdjustment( + elem, + dimension, + extra || ( isBorderBox ? "border" : "content" ), + valueIsBorderBox, + styles, + + // Provide the current computed size to request scroll gutter calculation (gh-3589) + val + ) + ) + "px"; +} + +jQuery.extend( { + + // Add in style property hooks for overriding the default + // behavior of getting and setting a style property + cssHooks: { + opacity: { + get: function( elem, computed ) { + if ( computed ) { + + // We should always get a number back from opacity + var ret = curCSS( elem, "opacity" ); + return ret === "" ? "1" : ret; + } + } + } + }, + + // Don't automatically add "px" to these possibly-unitless properties + cssNumber: { + "animationIterationCount": true, + "columnCount": true, + "fillOpacity": true, + "flexGrow": true, + "flexShrink": true, + "fontWeight": true, + "gridArea": true, + "gridColumn": true, + "gridColumnEnd": true, + "gridColumnStart": true, + "gridRow": true, + "gridRowEnd": true, + "gridRowStart": true, + "lineHeight": true, + "opacity": true, + "order": true, + "orphans": true, + "widows": true, + "zIndex": true, + "zoom": true + }, + + // Add in properties whose names you wish to fix before + // setting or getting the value + cssProps: {}, + + // Get and set the style property on a DOM Node + style: function( elem, name, value, extra ) { + + // Don't set styles on text and comment nodes + if ( !elem || elem.nodeType === 3 || elem.nodeType === 8 || !elem.style ) { + return; + } + + // Make sure that we're working with the right name + var ret, type, hooks, + origName = camelCase( name ), + isCustomProp = rcustomProp.test( name ), + style = elem.style; + + // Make sure that we're working with the right name. We don't + // want to query the value if it is a CSS custom property + // since they are user-defined. + if ( !isCustomProp ) { + name = finalPropName( origName ); + } + + // Gets hook for the prefixed version, then unprefixed version + hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; + + // Check if we're setting a value + if ( value !== undefined ) { + type = typeof value; + + // Convert "+=" or "-=" to relative numbers (#7345) + if ( type === "string" && ( ret = rcssNum.exec( value ) ) && ret[ 1 ] ) { + value = adjustCSS( elem, name, ret ); + + // Fixes bug #9237 + type = "number"; + } + + // Make sure that null and NaN values aren't set (#7116) + if ( value == null || value !== value ) { + return; + } + + // If a number was passed in, add the unit (except for certain CSS properties) + // The isCustomProp check can be removed in jQuery 4.0 when we only auto-append + // "px" to a few hardcoded values. + if ( type === "number" && !isCustomProp ) { + value += ret && ret[ 3 ] || ( jQuery.cssNumber[ origName ] ? "" : "px" ); + } + + // background-* props affect original clone's values + if ( !support.clearCloneStyle && value === "" && name.indexOf( "background" ) === 0 ) { + style[ name ] = "inherit"; + } + + // If a hook was provided, use that value, otherwise just set the specified value + if ( !hooks || !( "set" in hooks ) || + ( value = hooks.set( elem, value, extra ) ) !== undefined ) { + + if ( isCustomProp ) { + style.setProperty( name, value ); + } else { + style[ name ] = value; + } + } + + } else { + + // If a hook was provided get the non-computed value from there + if ( hooks && "get" in hooks && + ( ret = hooks.get( elem, false, extra ) ) !== undefined ) { + + return ret; + } + + // Otherwise just get the value from the style object + return style[ name ]; + } + }, + + css: function( elem, name, extra, styles ) { + var val, num, hooks, + origName = camelCase( name ), + isCustomProp = rcustomProp.test( name ); + + // Make sure that we're working with the right name. We don't + // want to modify the value if it is a CSS custom property + // since they are user-defined. + if ( !isCustomProp ) { + name = finalPropName( origName ); + } + + // Try prefixed name followed by the unprefixed name + hooks = jQuery.cssHooks[ name ] || jQuery.cssHooks[ origName ]; + + // If a hook was provided get the computed value from there + if ( hooks && "get" in hooks ) { + val = hooks.get( elem, true, extra ); + } + + // Otherwise, if a way to get the computed value exists, use that + if ( val === undefined ) { + val = curCSS( elem, name, styles ); + } + + // Convert "normal" to computed value + if ( val === "normal" && name in cssNormalTransform ) { + val = cssNormalTransform[ name ]; + } + + // Make numeric if forced or a qualifier was provided and val looks numeric + if ( extra === "" || extra ) { + num = parseFloat( val ); + return extra === true || isFinite( num ) ? num || 0 : val; + } + + return val; + } +} ); + +jQuery.each( [ "height", "width" ], function( i, dimension ) { + jQuery.cssHooks[ dimension ] = { + get: function( elem, computed, extra ) { + if ( computed ) { + + // Certain elements can have dimension info if we invisibly show them + // but it must have a current display style that would benefit + return rdisplayswap.test( jQuery.css( elem, "display" ) ) && + + // Support: Safari 8+ + // Table columns in Safari have non-zero offsetWidth & zero + // getBoundingClientRect().width unless display is changed. + // Support: IE <=11 only + // Running getBoundingClientRect on a disconnected node + // in IE throws an error. + ( !elem.getClientRects().length || !elem.getBoundingClientRect().width ) ? + swap( elem, cssShow, function() { + return getWidthOrHeight( elem, dimension, extra ); + } ) : + getWidthOrHeight( elem, dimension, extra ); + } + }, + + set: function( elem, value, extra ) { + var matches, + styles = getStyles( elem ), + + // Only read styles.position if the test has a chance to fail + // to avoid forcing a reflow. + scrollboxSizeBuggy = !support.scrollboxSize() && + styles.position === "absolute", + + // To avoid forcing a reflow, only fetch boxSizing if we need it (gh-3991) + boxSizingNeeded = scrollboxSizeBuggy || extra, + isBorderBox = boxSizingNeeded && + jQuery.css( elem, "boxSizing", false, styles ) === "border-box", + subtract = extra ? + boxModelAdjustment( + elem, + dimension, + extra, + isBorderBox, + styles + ) : + 0; + + // Account for unreliable border-box dimensions by comparing offset* to computed and + // faking a content-box to get border and padding (gh-3699) + if ( isBorderBox && scrollboxSizeBuggy ) { + subtract -= Math.ceil( + elem[ "offset" + dimension[ 0 ].toUpperCase() + dimension.slice( 1 ) ] - + parseFloat( styles[ dimension ] ) - + boxModelAdjustment( elem, dimension, "border", false, styles ) - + 0.5 + ); + } + + // Convert to pixels if value adjustment is needed + if ( subtract && ( matches = rcssNum.exec( value ) ) && + ( matches[ 3 ] || "px" ) !== "px" ) { + + elem.style[ dimension ] = value; + value = jQuery.css( elem, dimension ); + } + + return setPositiveNumber( elem, value, subtract ); + } + }; +} ); + +jQuery.cssHooks.marginLeft = addGetHookIf( support.reliableMarginLeft, + function( elem, computed ) { + if ( computed ) { + return ( parseFloat( curCSS( elem, "marginLeft" ) ) || + elem.getBoundingClientRect().left - + swap( elem, { marginLeft: 0 }, function() { + return elem.getBoundingClientRect().left; + } ) + ) + "px"; + } + } +); + +// These hooks are used by animate to expand properties +jQuery.each( { + margin: "", + padding: "", + border: "Width" +}, function( prefix, suffix ) { + jQuery.cssHooks[ prefix + suffix ] = { + expand: function( value ) { + var i = 0, + expanded = {}, + + // Assumes a single number if not a string + parts = typeof value === "string" ? value.split( " " ) : [ value ]; + + for ( ; i < 4; i++ ) { + expanded[ prefix + cssExpand[ i ] + suffix ] = + parts[ i ] || parts[ i - 2 ] || parts[ 0 ]; + } + + return expanded; + } + }; + + if ( prefix !== "margin" ) { + jQuery.cssHooks[ prefix + suffix ].set = setPositiveNumber; + } +} ); + +jQuery.fn.extend( { + css: function( name, value ) { + return access( this, function( elem, name, value ) { + var styles, len, + map = {}, + i = 0; + + if ( Array.isArray( name ) ) { + styles = getStyles( elem ); + len = name.length; + + for ( ; i < len; i++ ) { + map[ name[ i ] ] = jQuery.css( elem, name[ i ], false, styles ); + } + + return map; + } + + return value !== undefined ? + jQuery.style( elem, name, value ) : + jQuery.css( elem, name ); + }, name, value, arguments.length > 1 ); + } +} ); + + +function Tween( elem, options, prop, end, easing ) { + return new Tween.prototype.init( elem, options, prop, end, easing ); +} +jQuery.Tween = Tween; + +Tween.prototype = { + constructor: Tween, + init: function( elem, options, prop, end, easing, unit ) { + this.elem = elem; + this.prop = prop; + this.easing = easing || jQuery.easing._default; + this.options = options; + this.start = this.now = this.cur(); + this.end = end; + this.unit = unit || ( jQuery.cssNumber[ prop ] ? "" : "px" ); + }, + cur: function() { + var hooks = Tween.propHooks[ this.prop ]; + + return hooks && hooks.get ? + hooks.get( this ) : + Tween.propHooks._default.get( this ); + }, + run: function( percent ) { + var eased, + hooks = Tween.propHooks[ this.prop ]; + + if ( this.options.duration ) { + this.pos = eased = jQuery.easing[ this.easing ]( + percent, this.options.duration * percent, 0, 1, this.options.duration + ); + } else { + this.pos = eased = percent; + } + this.now = ( this.end - this.start ) * eased + this.start; + + if ( this.options.step ) { + this.options.step.call( this.elem, this.now, this ); + } + + if ( hooks && hooks.set ) { + hooks.set( this ); + } else { + Tween.propHooks._default.set( this ); + } + return this; + } +}; + +Tween.prototype.init.prototype = Tween.prototype; + +Tween.propHooks = { + _default: { + get: function( tween ) { + var result; + + // Use a property on the element directly when it is not a DOM element, + // or when there is no matching style property that exists. + if ( tween.elem.nodeType !== 1 || + tween.elem[ tween.prop ] != null && tween.elem.style[ tween.prop ] == null ) { + return tween.elem[ tween.prop ]; + } + + // Passing an empty string as a 3rd parameter to .css will automatically + // attempt a parseFloat and fallback to a string if the parse fails. + // Simple values such as "10px" are parsed to Float; + // complex values such as "rotate(1rad)" are returned as-is. + result = jQuery.css( tween.elem, tween.prop, "" ); + + // Empty strings, null, undefined and "auto" are converted to 0. + return !result || result === "auto" ? 0 : result; + }, + set: function( tween ) { + + // Use step hook for back compat. + // Use cssHook if its there. + // Use .style if available and use plain properties where available. + if ( jQuery.fx.step[ tween.prop ] ) { + jQuery.fx.step[ tween.prop ]( tween ); + } else if ( tween.elem.nodeType === 1 && ( + jQuery.cssHooks[ tween.prop ] || + tween.elem.style[ finalPropName( tween.prop ) ] != null ) ) { + jQuery.style( tween.elem, tween.prop, tween.now + tween.unit ); + } else { + tween.elem[ tween.prop ] = tween.now; + } + } + } +}; + +// Support: IE <=9 only +// Panic based approach to setting things on disconnected nodes +Tween.propHooks.scrollTop = Tween.propHooks.scrollLeft = { + set: function( tween ) { + if ( tween.elem.nodeType && tween.elem.parentNode ) { + tween.elem[ tween.prop ] = tween.now; + } + } +}; + +jQuery.easing = { + linear: function( p ) { + return p; + }, + swing: function( p ) { + return 0.5 - Math.cos( p * Math.PI ) / 2; + }, + _default: "swing" +}; + +jQuery.fx = Tween.prototype.init; + +// Back compat <1.8 extension point +jQuery.fx.step = {}; + + + + +var + fxNow, inProgress, + rfxtypes = /^(?:toggle|show|hide)$/, + rrun = /queueHooks$/; + +function schedule() { + if ( inProgress ) { + if ( document.hidden === false && window.requestAnimationFrame ) { + window.requestAnimationFrame( schedule ); + } else { + window.setTimeout( schedule, jQuery.fx.interval ); + } + + jQuery.fx.tick(); + } +} + +// Animations created synchronously will run synchronously +function createFxNow() { + window.setTimeout( function() { + fxNow = undefined; + } ); + return ( fxNow = Date.now() ); +} + +// Generate parameters to create a standard animation +function genFx( type, includeWidth ) { + var which, + i = 0, + attrs = { height: type }; + + // If we include width, step value is 1 to do all cssExpand values, + // otherwise step value is 2 to skip over Left and Right + includeWidth = includeWidth ? 1 : 0; + for ( ; i < 4; i += 2 - includeWidth ) { + which = cssExpand[ i ]; + attrs[ "margin" + which ] = attrs[ "padding" + which ] = type; + } + + if ( includeWidth ) { + attrs.opacity = attrs.width = type; + } + + return attrs; +} + +function createTween( value, prop, animation ) { + var tween, + collection = ( Animation.tweeners[ prop ] || [] ).concat( Animation.tweeners[ "*" ] ), + index = 0, + length = collection.length; + for ( ; index < length; index++ ) { + if ( ( tween = collection[ index ].call( animation, prop, value ) ) ) { + + // We're done with this property + return tween; + } + } +} + +function defaultPrefilter( elem, props, opts ) { + var prop, value, toggle, hooks, oldfire, propTween, restoreDisplay, display, + isBox = "width" in props || "height" in props, + anim = this, + orig = {}, + style = elem.style, + hidden = elem.nodeType && isHiddenWithinTree( elem ), + dataShow = dataPriv.get( elem, "fxshow" ); + + // Queue-skipping animations hijack the fx hooks + if ( !opts.queue ) { + hooks = jQuery._queueHooks( elem, "fx" ); + if ( hooks.unqueued == null ) { + hooks.unqueued = 0; + oldfire = hooks.empty.fire; + hooks.empty.fire = function() { + if ( !hooks.unqueued ) { + oldfire(); + } + }; + } + hooks.unqueued++; + + anim.always( function() { + + // Ensure the complete handler is called before this completes + anim.always( function() { + hooks.unqueued--; + if ( !jQuery.queue( elem, "fx" ).length ) { + hooks.empty.fire(); + } + } ); + } ); + } + + // Detect show/hide animations + for ( prop in props ) { + value = props[ prop ]; + if ( rfxtypes.test( value ) ) { + delete props[ prop ]; + toggle = toggle || value === "toggle"; + if ( value === ( hidden ? "hide" : "show" ) ) { + + // Pretend to be hidden if this is a "show" and + // there is still data from a stopped show/hide + if ( value === "show" && dataShow && dataShow[ prop ] !== undefined ) { + hidden = true; + + // Ignore all other no-op show/hide data + } else { + continue; + } + } + orig[ prop ] = dataShow && dataShow[ prop ] || jQuery.style( elem, prop ); + } + } + + // Bail out if this is a no-op like .hide().hide() + propTween = !jQuery.isEmptyObject( props ); + if ( !propTween && jQuery.isEmptyObject( orig ) ) { + return; + } + + // Restrict "overflow" and "display" styles during box animations + if ( isBox && elem.nodeType === 1 ) { + + // Support: IE <=9 - 11, Edge 12 - 15 + // Record all 3 overflow attributes because IE does not infer the shorthand + // from identically-valued overflowX and overflowY and Edge just mirrors + // the overflowX value there. + opts.overflow = [ style.overflow, style.overflowX, style.overflowY ]; + + // Identify a display type, preferring old show/hide data over the CSS cascade + restoreDisplay = dataShow && dataShow.display; + if ( restoreDisplay == null ) { + restoreDisplay = dataPriv.get( elem, "display" ); + } + display = jQuery.css( elem, "display" ); + if ( display === "none" ) { + if ( restoreDisplay ) { + display = restoreDisplay; + } else { + + // Get nonempty value(s) by temporarily forcing visibility + showHide( [ elem ], true ); + restoreDisplay = elem.style.display || restoreDisplay; + display = jQuery.css( elem, "display" ); + showHide( [ elem ] ); + } + } + + // Animate inline elements as inline-block + if ( display === "inline" || display === "inline-block" && restoreDisplay != null ) { + if ( jQuery.css( elem, "float" ) === "none" ) { + + // Restore the original display value at the end of pure show/hide animations + if ( !propTween ) { + anim.done( function() { + style.display = restoreDisplay; + } ); + if ( restoreDisplay == null ) { + display = style.display; + restoreDisplay = display === "none" ? "" : display; + } + } + style.display = "inline-block"; + } + } + } + + if ( opts.overflow ) { + style.overflow = "hidden"; + anim.always( function() { + style.overflow = opts.overflow[ 0 ]; + style.overflowX = opts.overflow[ 1 ]; + style.overflowY = opts.overflow[ 2 ]; + } ); + } + + // Implement show/hide animations + propTween = false; + for ( prop in orig ) { + + // General show/hide setup for this element animation + if ( !propTween ) { + if ( dataShow ) { + if ( "hidden" in dataShow ) { + hidden = dataShow.hidden; + } + } else { + dataShow = dataPriv.access( elem, "fxshow", { display: restoreDisplay } ); + } + + // Store hidden/visible for toggle so `.stop().toggle()` "reverses" + if ( toggle ) { + dataShow.hidden = !hidden; + } + + // Show elements before animating them + if ( hidden ) { + showHide( [ elem ], true ); + } + + /* eslint-disable no-loop-func */ + + anim.done( function() { + + /* eslint-enable no-loop-func */ + + // The final step of a "hide" animation is actually hiding the element + if ( !hidden ) { + showHide( [ elem ] ); + } + dataPriv.remove( elem, "fxshow" ); + for ( prop in orig ) { + jQuery.style( elem, prop, orig[ prop ] ); + } + } ); + } + + // Per-property setup + propTween = createTween( hidden ? dataShow[ prop ] : 0, prop, anim ); + if ( !( prop in dataShow ) ) { + dataShow[ prop ] = propTween.start; + if ( hidden ) { + propTween.end = propTween.start; + propTween.start = 0; + } + } + } +} + +function propFilter( props, specialEasing ) { + var index, name, easing, value, hooks; + + // camelCase, specialEasing and expand cssHook pass + for ( index in props ) { + name = camelCase( index ); + easing = specialEasing[ name ]; + value = props[ index ]; + if ( Array.isArray( value ) ) { + easing = value[ 1 ]; + value = props[ index ] = value[ 0 ]; + } + + if ( index !== name ) { + props[ name ] = value; + delete props[ index ]; + } + + hooks = jQuery.cssHooks[ name ]; + if ( hooks && "expand" in hooks ) { + value = hooks.expand( value ); + delete props[ name ]; + + // Not quite $.extend, this won't overwrite existing keys. + // Reusing 'index' because we have the correct "name" + for ( index in value ) { + if ( !( index in props ) ) { + props[ index ] = value[ index ]; + specialEasing[ index ] = easing; + } + } + } else { + specialEasing[ name ] = easing; + } + } +} + +function Animation( elem, properties, options ) { + var result, + stopped, + index = 0, + length = Animation.prefilters.length, + deferred = jQuery.Deferred().always( function() { + + // Don't match elem in the :animated selector + delete tick.elem; + } ), + tick = function() { + if ( stopped ) { + return false; + } + var currentTime = fxNow || createFxNow(), + remaining = Math.max( 0, animation.startTime + animation.duration - currentTime ), + + // Support: Android 2.3 only + // Archaic crash bug won't allow us to use `1 - ( 0.5 || 0 )` (#12497) + temp = remaining / animation.duration || 0, + percent = 1 - temp, + index = 0, + length = animation.tweens.length; + + for ( ; index < length; index++ ) { + animation.tweens[ index ].run( percent ); + } + + deferred.notifyWith( elem, [ animation, percent, remaining ] ); + + // If there's more to do, yield + if ( percent < 1 && length ) { + return remaining; + } + + // If this was an empty animation, synthesize a final progress notification + if ( !length ) { + deferred.notifyWith( elem, [ animation, 1, 0 ] ); + } + + // Resolve the animation and report its conclusion + deferred.resolveWith( elem, [ animation ] ); + return false; + }, + animation = deferred.promise( { + elem: elem, + props: jQuery.extend( {}, properties ), + opts: jQuery.extend( true, { + specialEasing: {}, + easing: jQuery.easing._default + }, options ), + originalProperties: properties, + originalOptions: options, + startTime: fxNow || createFxNow(), + duration: options.duration, + tweens: [], + createTween: function( prop, end ) { + var tween = jQuery.Tween( elem, animation.opts, prop, end, + animation.opts.specialEasing[ prop ] || animation.opts.easing ); + animation.tweens.push( tween ); + return tween; + }, + stop: function( gotoEnd ) { + var index = 0, + + // If we are going to the end, we want to run all the tweens + // otherwise we skip this part + length = gotoEnd ? animation.tweens.length : 0; + if ( stopped ) { + return this; + } + stopped = true; + for ( ; index < length; index++ ) { + animation.tweens[ index ].run( 1 ); + } + + // Resolve when we played the last frame; otherwise, reject + if ( gotoEnd ) { + deferred.notifyWith( elem, [ animation, 1, 0 ] ); + deferred.resolveWith( elem, [ animation, gotoEnd ] ); + } else { + deferred.rejectWith( elem, [ animation, gotoEnd ] ); + } + return this; + } + } ), + props = animation.props; + + propFilter( props, animation.opts.specialEasing ); + + for ( ; index < length; index++ ) { + result = Animation.prefilters[ index ].call( animation, elem, props, animation.opts ); + if ( result ) { + if ( isFunction( result.stop ) ) { + jQuery._queueHooks( animation.elem, animation.opts.queue ).stop = + result.stop.bind( result ); + } + return result; + } + } + + jQuery.map( props, createTween, animation ); + + if ( isFunction( animation.opts.start ) ) { + animation.opts.start.call( elem, animation ); + } + + // Attach callbacks from options + animation + .progress( animation.opts.progress ) + .done( animation.opts.done, animation.opts.complete ) + .fail( animation.opts.fail ) + .always( animation.opts.always ); + + jQuery.fx.timer( + jQuery.extend( tick, { + elem: elem, + anim: animation, + queue: animation.opts.queue + } ) + ); + + return animation; +} + +jQuery.Animation = jQuery.extend( Animation, { + + tweeners: { + "*": [ function( prop, value ) { + var tween = this.createTween( prop, value ); + adjustCSS( tween.elem, prop, rcssNum.exec( value ), tween ); + return tween; + } ] + }, + + tweener: function( props, callback ) { + if ( isFunction( props ) ) { + callback = props; + props = [ "*" ]; + } else { + props = props.match( rnothtmlwhite ); + } + + var prop, + index = 0, + length = props.length; + + for ( ; index < length; index++ ) { + prop = props[ index ]; + Animation.tweeners[ prop ] = Animation.tweeners[ prop ] || []; + Animation.tweeners[ prop ].unshift( callback ); + } + }, + + prefilters: [ defaultPrefilter ], + + prefilter: function( callback, prepend ) { + if ( prepend ) { + Animation.prefilters.unshift( callback ); + } else { + Animation.prefilters.push( callback ); + } + } +} ); + +jQuery.speed = function( speed, easing, fn ) { + var opt = speed && typeof speed === "object" ? jQuery.extend( {}, speed ) : { + complete: fn || !fn && easing || + isFunction( speed ) && speed, + duration: speed, + easing: fn && easing || easing && !isFunction( easing ) && easing + }; + + // Go to the end state if fx are off + if ( jQuery.fx.off ) { + opt.duration = 0; + + } else { + if ( typeof opt.duration !== "number" ) { + if ( opt.duration in jQuery.fx.speeds ) { + opt.duration = jQuery.fx.speeds[ opt.duration ]; + + } else { + opt.duration = jQuery.fx.speeds._default; + } + } + } + + // Normalize opt.queue - true/undefined/null -> "fx" + if ( opt.queue == null || opt.queue === true ) { + opt.queue = "fx"; + } + + // Queueing + opt.old = opt.complete; + + opt.complete = function() { + if ( isFunction( opt.old ) ) { + opt.old.call( this ); + } + + if ( opt.queue ) { + jQuery.dequeue( this, opt.queue ); + } + }; + + return opt; +}; + +jQuery.fn.extend( { + fadeTo: function( speed, to, easing, callback ) { + + // Show any hidden elements after setting opacity to 0 + return this.filter( isHiddenWithinTree ).css( "opacity", 0 ).show() + + // Animate to the value specified + .end().animate( { opacity: to }, speed, easing, callback ); + }, + animate: function( prop, speed, easing, callback ) { + var empty = jQuery.isEmptyObject( prop ), + optall = jQuery.speed( speed, easing, callback ), + doAnimation = function() { + + // Operate on a copy of prop so per-property easing won't be lost + var anim = Animation( this, jQuery.extend( {}, prop ), optall ); + + // Empty animations, or finishing resolves immediately + if ( empty || dataPriv.get( this, "finish" ) ) { + anim.stop( true ); + } + }; + doAnimation.finish = doAnimation; + + return empty || optall.queue === false ? + this.each( doAnimation ) : + this.queue( optall.queue, doAnimation ); + }, + stop: function( type, clearQueue, gotoEnd ) { + var stopQueue = function( hooks ) { + var stop = hooks.stop; + delete hooks.stop; + stop( gotoEnd ); + }; + + if ( typeof type !== "string" ) { + gotoEnd = clearQueue; + clearQueue = type; + type = undefined; + } + if ( clearQueue && type !== false ) { + this.queue( type || "fx", [] ); + } + + return this.each( function() { + var dequeue = true, + index = type != null && type + "queueHooks", + timers = jQuery.timers, + data = dataPriv.get( this ); + + if ( index ) { + if ( data[ index ] && data[ index ].stop ) { + stopQueue( data[ index ] ); + } + } else { + for ( index in data ) { + if ( data[ index ] && data[ index ].stop && rrun.test( index ) ) { + stopQueue( data[ index ] ); + } + } + } + + for ( index = timers.length; index--; ) { + if ( timers[ index ].elem === this && + ( type == null || timers[ index ].queue === type ) ) { + + timers[ index ].anim.stop( gotoEnd ); + dequeue = false; + timers.splice( index, 1 ); + } + } + + // Start the next in the queue if the last step wasn't forced. + // Timers currently will call their complete callbacks, which + // will dequeue but only if they were gotoEnd. + if ( dequeue || !gotoEnd ) { + jQuery.dequeue( this, type ); + } + } ); + }, + finish: function( type ) { + if ( type !== false ) { + type = type || "fx"; + } + return this.each( function() { + var index, + data = dataPriv.get( this ), + queue = data[ type + "queue" ], + hooks = data[ type + "queueHooks" ], + timers = jQuery.timers, + length = queue ? queue.length : 0; + + // Enable finishing flag on private data + data.finish = true; + + // Empty the queue first + jQuery.queue( this, type, [] ); + + if ( hooks && hooks.stop ) { + hooks.stop.call( this, true ); + } + + // Look for any active animations, and finish them + for ( index = timers.length; index--; ) { + if ( timers[ index ].elem === this && timers[ index ].queue === type ) { + timers[ index ].anim.stop( true ); + timers.splice( index, 1 ); + } + } + + // Look for any animations in the old queue and finish them + for ( index = 0; index < length; index++ ) { + if ( queue[ index ] && queue[ index ].finish ) { + queue[ index ].finish.call( this ); + } + } + + // Turn off finishing flag + delete data.finish; + } ); + } +} ); + +jQuery.each( [ "toggle", "show", "hide" ], function( i, name ) { + var cssFn = jQuery.fn[ name ]; + jQuery.fn[ name ] = function( speed, easing, callback ) { + return speed == null || typeof speed === "boolean" ? + cssFn.apply( this, arguments ) : + this.animate( genFx( name, true ), speed, easing, callback ); + }; +} ); + +// Generate shortcuts for custom animations +jQuery.each( { + slideDown: genFx( "show" ), + slideUp: genFx( "hide" ), + slideToggle: genFx( "toggle" ), + fadeIn: { opacity: "show" }, + fadeOut: { opacity: "hide" }, + fadeToggle: { opacity: "toggle" } +}, function( name, props ) { + jQuery.fn[ name ] = function( speed, easing, callback ) { + return this.animate( props, speed, easing, callback ); + }; +} ); + +jQuery.timers = []; +jQuery.fx.tick = function() { + var timer, + i = 0, + timers = jQuery.timers; + + fxNow = Date.now(); + + for ( ; i < timers.length; i++ ) { + timer = timers[ i ]; + + // Run the timer and safely remove it when done (allowing for external removal) + if ( !timer() && timers[ i ] === timer ) { + timers.splice( i--, 1 ); + } + } + + if ( !timers.length ) { + jQuery.fx.stop(); + } + fxNow = undefined; +}; + +jQuery.fx.timer = function( timer ) { + jQuery.timers.push( timer ); + jQuery.fx.start(); +}; + +jQuery.fx.interval = 13; +jQuery.fx.start = function() { + if ( inProgress ) { + return; + } + + inProgress = true; + schedule(); +}; + +jQuery.fx.stop = function() { + inProgress = null; +}; + +jQuery.fx.speeds = { + slow: 600, + fast: 200, + + // Default speed + _default: 400 +}; + + +// Based off of the plugin by Clint Helfers, with permission. +// https://web.archive.org/web/20100324014747/http://blindsignals.com/index.php/2009/07/jquery-delay/ +jQuery.fn.delay = function( time, type ) { + time = jQuery.fx ? jQuery.fx.speeds[ time ] || time : time; + type = type || "fx"; + + return this.queue( type, function( next, hooks ) { + var timeout = window.setTimeout( next, time ); + hooks.stop = function() { + window.clearTimeout( timeout ); + }; + } ); +}; + + +( function() { + var input = document.createElement( "input" ), + select = document.createElement( "select" ), + opt = select.appendChild( document.createElement( "option" ) ); + + input.type = "checkbox"; + + // Support: Android <=4.3 only + // Default value for a checkbox should be "on" + support.checkOn = input.value !== ""; + + // Support: IE <=11 only + // Must access selectedIndex to make default options select + support.optSelected = opt.selected; + + // Support: IE <=11 only + // An input loses its value after becoming a radio + input = document.createElement( "input" ); + input.value = "t"; + input.type = "radio"; + support.radioValue = input.value === "t"; +} )(); + + +var boolHook, + attrHandle = jQuery.expr.attrHandle; + +jQuery.fn.extend( { + attr: function( name, value ) { + return access( this, jQuery.attr, name, value, arguments.length > 1 ); + }, + + removeAttr: function( name ) { + return this.each( function() { + jQuery.removeAttr( this, name ); + } ); + } +} ); + +jQuery.extend( { + attr: function( elem, name, value ) { + var ret, hooks, + nType = elem.nodeType; + + // Don't get/set attributes on text, comment and attribute nodes + if ( nType === 3 || nType === 8 || nType === 2 ) { + return; + } + + // Fallback to prop when attributes are not supported + if ( typeof elem.getAttribute === "undefined" ) { + return jQuery.prop( elem, name, value ); + } + + // Attribute hooks are determined by the lowercase version + // Grab necessary hook if one is defined + if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { + hooks = jQuery.attrHooks[ name.toLowerCase() ] || + ( jQuery.expr.match.bool.test( name ) ? boolHook : undefined ); + } + + if ( value !== undefined ) { + if ( value === null ) { + jQuery.removeAttr( elem, name ); + return; + } + + if ( hooks && "set" in hooks && + ( ret = hooks.set( elem, value, name ) ) !== undefined ) { + return ret; + } + + elem.setAttribute( name, value + "" ); + return value; + } + + if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { + return ret; + } + + ret = jQuery.find.attr( elem, name ); + + // Non-existent attributes return null, we normalize to undefined + return ret == null ? undefined : ret; + }, + + attrHooks: { + type: { + set: function( elem, value ) { + if ( !support.radioValue && value === "radio" && + nodeName( elem, "input" ) ) { + var val = elem.value; + elem.setAttribute( "type", value ); + if ( val ) { + elem.value = val; + } + return value; + } + } + } + }, + + removeAttr: function( elem, value ) { + var name, + i = 0, + + // Attribute names can contain non-HTML whitespace characters + // https://html.spec.whatwg.org/multipage/syntax.html#attributes-2 + attrNames = value && value.match( rnothtmlwhite ); + + if ( attrNames && elem.nodeType === 1 ) { + while ( ( name = attrNames[ i++ ] ) ) { + elem.removeAttribute( name ); + } + } + } +} ); + +// Hooks for boolean attributes +boolHook = { + set: function( elem, value, name ) { + if ( value === false ) { + + // Remove boolean attributes when set to false + jQuery.removeAttr( elem, name ); + } else { + elem.setAttribute( name, name ); + } + return name; + } +}; + +jQuery.each( jQuery.expr.match.bool.source.match( /\w+/g ), function( i, name ) { + var getter = attrHandle[ name ] || jQuery.find.attr; + + attrHandle[ name ] = function( elem, name, isXML ) { + var ret, handle, + lowercaseName = name.toLowerCase(); + + if ( !isXML ) { + + // Avoid an infinite loop by temporarily removing this function from the getter + handle = attrHandle[ lowercaseName ]; + attrHandle[ lowercaseName ] = ret; + ret = getter( elem, name, isXML ) != null ? + lowercaseName : + null; + attrHandle[ lowercaseName ] = handle; + } + return ret; + }; +} ); + + + + +var rfocusable = /^(?:input|select|textarea|button)$/i, + rclickable = /^(?:a|area)$/i; + +jQuery.fn.extend( { + prop: function( name, value ) { + return access( this, jQuery.prop, name, value, arguments.length > 1 ); + }, + + removeProp: function( name ) { + return this.each( function() { + delete this[ jQuery.propFix[ name ] || name ]; + } ); + } +} ); + +jQuery.extend( { + prop: function( elem, name, value ) { + var ret, hooks, + nType = elem.nodeType; + + // Don't get/set properties on text, comment and attribute nodes + if ( nType === 3 || nType === 8 || nType === 2 ) { + return; + } + + if ( nType !== 1 || !jQuery.isXMLDoc( elem ) ) { + + // Fix name and attach hooks + name = jQuery.propFix[ name ] || name; + hooks = jQuery.propHooks[ name ]; + } + + if ( value !== undefined ) { + if ( hooks && "set" in hooks && + ( ret = hooks.set( elem, value, name ) ) !== undefined ) { + return ret; + } + + return ( elem[ name ] = value ); + } + + if ( hooks && "get" in hooks && ( ret = hooks.get( elem, name ) ) !== null ) { + return ret; + } + + return elem[ name ]; + }, + + propHooks: { + tabIndex: { + get: function( elem ) { + + // Support: IE <=9 - 11 only + // elem.tabIndex doesn't always return the + // correct value when it hasn't been explicitly set + // https://web.archive.org/web/20141116233347/http://fluidproject.org/blog/2008/01/09/getting-setting-and-removing-tabindex-values-with-javascript/ + // Use proper attribute retrieval(#12072) + var tabindex = jQuery.find.attr( elem, "tabindex" ); + + if ( tabindex ) { + return parseInt( tabindex, 10 ); + } + + if ( + rfocusable.test( elem.nodeName ) || + rclickable.test( elem.nodeName ) && + elem.href + ) { + return 0; + } + + return -1; + } + } + }, + + propFix: { + "for": "htmlFor", + "class": "className" + } +} ); + +// Support: IE <=11 only +// Accessing the selectedIndex property +// forces the browser to respect setting selected +// on the option +// The getter ensures a default option is selected +// when in an optgroup +// eslint rule "no-unused-expressions" is disabled for this code +// since it considers such accessions noop +if ( !support.optSelected ) { + jQuery.propHooks.selected = { + get: function( elem ) { + + /* eslint no-unused-expressions: "off" */ + + var parent = elem.parentNode; + if ( parent && parent.parentNode ) { + parent.parentNode.selectedIndex; + } + return null; + }, + set: function( elem ) { + + /* eslint no-unused-expressions: "off" */ + + var parent = elem.parentNode; + if ( parent ) { + parent.selectedIndex; + + if ( parent.parentNode ) { + parent.parentNode.selectedIndex; + } + } + } + }; +} + +jQuery.each( [ + "tabIndex", + "readOnly", + "maxLength", + "cellSpacing", + "cellPadding", + "rowSpan", + "colSpan", + "useMap", + "frameBorder", + "contentEditable" +], function() { + jQuery.propFix[ this.toLowerCase() ] = this; +} ); + + + + + // Strip and collapse whitespace according to HTML spec + // https://infra.spec.whatwg.org/#strip-and-collapse-ascii-whitespace + function stripAndCollapse( value ) { + var tokens = value.match( rnothtmlwhite ) || []; + return tokens.join( " " ); + } + + +function getClass( elem ) { + return elem.getAttribute && elem.getAttribute( "class" ) || ""; +} + +function classesToArray( value ) { + if ( Array.isArray( value ) ) { + return value; + } + if ( typeof value === "string" ) { + return value.match( rnothtmlwhite ) || []; + } + return []; +} + +jQuery.fn.extend( { + addClass: function( value ) { + var classes, elem, cur, curValue, clazz, j, finalValue, + i = 0; + + if ( isFunction( value ) ) { + return this.each( function( j ) { + jQuery( this ).addClass( value.call( this, j, getClass( this ) ) ); + } ); + } + + classes = classesToArray( value ); + + if ( classes.length ) { + while ( ( elem = this[ i++ ] ) ) { + curValue = getClass( elem ); + cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); + + if ( cur ) { + j = 0; + while ( ( clazz = classes[ j++ ] ) ) { + if ( cur.indexOf( " " + clazz + " " ) < 0 ) { + cur += clazz + " "; + } + } + + // Only assign if different to avoid unneeded rendering. + finalValue = stripAndCollapse( cur ); + if ( curValue !== finalValue ) { + elem.setAttribute( "class", finalValue ); + } + } + } + } + + return this; + }, + + removeClass: function( value ) { + var classes, elem, cur, curValue, clazz, j, finalValue, + i = 0; + + if ( isFunction( value ) ) { + return this.each( function( j ) { + jQuery( this ).removeClass( value.call( this, j, getClass( this ) ) ); + } ); + } + + if ( !arguments.length ) { + return this.attr( "class", "" ); + } + + classes = classesToArray( value ); + + if ( classes.length ) { + while ( ( elem = this[ i++ ] ) ) { + curValue = getClass( elem ); + + // This expression is here for better compressibility (see addClass) + cur = elem.nodeType === 1 && ( " " + stripAndCollapse( curValue ) + " " ); + + if ( cur ) { + j = 0; + while ( ( clazz = classes[ j++ ] ) ) { + + // Remove *all* instances + while ( cur.indexOf( " " + clazz + " " ) > -1 ) { + cur = cur.replace( " " + clazz + " ", " " ); + } + } + + // Only assign if different to avoid unneeded rendering. + finalValue = stripAndCollapse( cur ); + if ( curValue !== finalValue ) { + elem.setAttribute( "class", finalValue ); + } + } + } + } + + return this; + }, + + toggleClass: function( value, stateVal ) { + var type = typeof value, + isValidValue = type === "string" || Array.isArray( value ); + + if ( typeof stateVal === "boolean" && isValidValue ) { + return stateVal ? this.addClass( value ) : this.removeClass( value ); + } + + if ( isFunction( value ) ) { + return this.each( function( i ) { + jQuery( this ).toggleClass( + value.call( this, i, getClass( this ), stateVal ), + stateVal + ); + } ); + } + + return this.each( function() { + var className, i, self, classNames; + + if ( isValidValue ) { + + // Toggle individual class names + i = 0; + self = jQuery( this ); + classNames = classesToArray( value ); + + while ( ( className = classNames[ i++ ] ) ) { + + // Check each className given, space separated list + if ( self.hasClass( className ) ) { + self.removeClass( className ); + } else { + self.addClass( className ); + } + } + + // Toggle whole class name + } else if ( value === undefined || type === "boolean" ) { + className = getClass( this ); + if ( className ) { + + // Store className if set + dataPriv.set( this, "__className__", className ); + } + + // If the element has a class name or if we're passed `false`, + // then remove the whole classname (if there was one, the above saved it). + // Otherwise bring back whatever was previously saved (if anything), + // falling back to the empty string if nothing was stored. + if ( this.setAttribute ) { + this.setAttribute( "class", + className || value === false ? + "" : + dataPriv.get( this, "__className__" ) || "" + ); + } + } + } ); + }, + + hasClass: function( selector ) { + var className, elem, + i = 0; + + className = " " + selector + " "; + while ( ( elem = this[ i++ ] ) ) { + if ( elem.nodeType === 1 && + ( " " + stripAndCollapse( getClass( elem ) ) + " " ).indexOf( className ) > -1 ) { + return true; + } + } + + return false; + } +} ); + + + + +var rreturn = /\r/g; + +jQuery.fn.extend( { + val: function( value ) { + var hooks, ret, valueIsFunction, + elem = this[ 0 ]; + + if ( !arguments.length ) { + if ( elem ) { + hooks = jQuery.valHooks[ elem.type ] || + jQuery.valHooks[ elem.nodeName.toLowerCase() ]; + + if ( hooks && + "get" in hooks && + ( ret = hooks.get( elem, "value" ) ) !== undefined + ) { + return ret; + } + + ret = elem.value; + + // Handle most common string cases + if ( typeof ret === "string" ) { + return ret.replace( rreturn, "" ); + } + + // Handle cases where value is null/undef or number + return ret == null ? "" : ret; + } + + return; + } + + valueIsFunction = isFunction( value ); + + return this.each( function( i ) { + var val; + + if ( this.nodeType !== 1 ) { + return; + } + + if ( valueIsFunction ) { + val = value.call( this, i, jQuery( this ).val() ); + } else { + val = value; + } + + // Treat null/undefined as ""; convert numbers to string + if ( val == null ) { + val = ""; + + } else if ( typeof val === "number" ) { + val += ""; + + } else if ( Array.isArray( val ) ) { + val = jQuery.map( val, function( value ) { + return value == null ? "" : value + ""; + } ); + } + + hooks = jQuery.valHooks[ this.type ] || jQuery.valHooks[ this.nodeName.toLowerCase() ]; + + // If set returns undefined, fall back to normal setting + if ( !hooks || !( "set" in hooks ) || hooks.set( this, val, "value" ) === undefined ) { + this.value = val; + } + } ); + } +} ); + +jQuery.extend( { + valHooks: { + option: { + get: function( elem ) { + + var val = jQuery.find.attr( elem, "value" ); + return val != null ? + val : + + // Support: IE <=10 - 11 only + // option.text throws exceptions (#14686, #14858) + // Strip and collapse whitespace + // https://html.spec.whatwg.org/#strip-and-collapse-whitespace + stripAndCollapse( jQuery.text( elem ) ); + } + }, + select: { + get: function( elem ) { + var value, option, i, + options = elem.options, + index = elem.selectedIndex, + one = elem.type === "select-one", + values = one ? null : [], + max = one ? index + 1 : options.length; + + if ( index < 0 ) { + i = max; + + } else { + i = one ? index : 0; + } + + // Loop through all the selected options + for ( ; i < max; i++ ) { + option = options[ i ]; + + // Support: IE <=9 only + // IE8-9 doesn't update selected after form reset (#2551) + if ( ( option.selected || i === index ) && + + // Don't return options that are disabled or in a disabled optgroup + !option.disabled && + ( !option.parentNode.disabled || + !nodeName( option.parentNode, "optgroup" ) ) ) { + + // Get the specific value for the option + value = jQuery( option ).val(); + + // We don't need an array for one selects + if ( one ) { + return value; + } + + // Multi-Selects return an array + values.push( value ); + } + } + + return values; + }, + + set: function( elem, value ) { + var optionSet, option, + options = elem.options, + values = jQuery.makeArray( value ), + i = options.length; + + while ( i-- ) { + option = options[ i ]; + + /* eslint-disable no-cond-assign */ + + if ( option.selected = + jQuery.inArray( jQuery.valHooks.option.get( option ), values ) > -1 + ) { + optionSet = true; + } + + /* eslint-enable no-cond-assign */ + } + + // Force browsers to behave consistently when non-matching value is set + if ( !optionSet ) { + elem.selectedIndex = -1; + } + return values; + } + } + } +} ); + +// Radios and checkboxes getter/setter +jQuery.each( [ "radio", "checkbox" ], function() { + jQuery.valHooks[ this ] = { + set: function( elem, value ) { + if ( Array.isArray( value ) ) { + return ( elem.checked = jQuery.inArray( jQuery( elem ).val(), value ) > -1 ); + } + } + }; + if ( !support.checkOn ) { + jQuery.valHooks[ this ].get = function( elem ) { + return elem.getAttribute( "value" ) === null ? "on" : elem.value; + }; + } +} ); + + + + +// Return jQuery for attributes-only inclusion + + +support.focusin = "onfocusin" in window; + + +var rfocusMorph = /^(?:focusinfocus|focusoutblur)$/, + stopPropagationCallback = function( e ) { + e.stopPropagation(); + }; + +jQuery.extend( jQuery.event, { + + trigger: function( event, data, elem, onlyHandlers ) { + + var i, cur, tmp, bubbleType, ontype, handle, special, lastElement, + eventPath = [ elem || document ], + type = hasOwn.call( event, "type" ) ? event.type : event, + namespaces = hasOwn.call( event, "namespace" ) ? event.namespace.split( "." ) : []; + + cur = lastElement = tmp = elem = elem || document; + + // Don't do events on text and comment nodes + if ( elem.nodeType === 3 || elem.nodeType === 8 ) { + return; + } + + // focus/blur morphs to focusin/out; ensure we're not firing them right now + if ( rfocusMorph.test( type + jQuery.event.triggered ) ) { + return; + } + + if ( type.indexOf( "." ) > -1 ) { + + // Namespaced trigger; create a regexp to match event type in handle() + namespaces = type.split( "." ); + type = namespaces.shift(); + namespaces.sort(); + } + ontype = type.indexOf( ":" ) < 0 && "on" + type; + + // Caller can pass in a jQuery.Event object, Object, or just an event type string + event = event[ jQuery.expando ] ? + event : + new jQuery.Event( type, typeof event === "object" && event ); + + // Trigger bitmask: & 1 for native handlers; & 2 for jQuery (always true) + event.isTrigger = onlyHandlers ? 2 : 3; + event.namespace = namespaces.join( "." ); + event.rnamespace = event.namespace ? + new RegExp( "(^|\\.)" + namespaces.join( "\\.(?:.*\\.|)" ) + "(\\.|$)" ) : + null; + + // Clean up the event in case it is being reused + event.result = undefined; + if ( !event.target ) { + event.target = elem; + } + + // Clone any incoming data and prepend the event, creating the handler arg list + data = data == null ? + [ event ] : + jQuery.makeArray( data, [ event ] ); + + // Allow special events to draw outside the lines + special = jQuery.event.special[ type ] || {}; + if ( !onlyHandlers && special.trigger && special.trigger.apply( elem, data ) === false ) { + return; + } + + // Determine event propagation path in advance, per W3C events spec (#9951) + // Bubble up to document, then to window; watch for a global ownerDocument var (#9724) + if ( !onlyHandlers && !special.noBubble && !isWindow( elem ) ) { + + bubbleType = special.delegateType || type; + if ( !rfocusMorph.test( bubbleType + type ) ) { + cur = cur.parentNode; + } + for ( ; cur; cur = cur.parentNode ) { + eventPath.push( cur ); + tmp = cur; + } + + // Only add window if we got to document (e.g., not plain obj or detached DOM) + if ( tmp === ( elem.ownerDocument || document ) ) { + eventPath.push( tmp.defaultView || tmp.parentWindow || window ); + } + } + + // Fire handlers on the event path + i = 0; + while ( ( cur = eventPath[ i++ ] ) && !event.isPropagationStopped() ) { + lastElement = cur; + event.type = i > 1 ? + bubbleType : + special.bindType || type; + + // jQuery handler + handle = ( dataPriv.get( cur, "events" ) || {} )[ event.type ] && + dataPriv.get( cur, "handle" ); + if ( handle ) { + handle.apply( cur, data ); + } + + // Native handler + handle = ontype && cur[ ontype ]; + if ( handle && handle.apply && acceptData( cur ) ) { + event.result = handle.apply( cur, data ); + if ( event.result === false ) { + event.preventDefault(); + } + } + } + event.type = type; + + // If nobody prevented the default action, do it now + if ( !onlyHandlers && !event.isDefaultPrevented() ) { + + if ( ( !special._default || + special._default.apply( eventPath.pop(), data ) === false ) && + acceptData( elem ) ) { + + // Call a native DOM method on the target with the same name as the event. + // Don't do default actions on window, that's where global variables be (#6170) + if ( ontype && isFunction( elem[ type ] ) && !isWindow( elem ) ) { + + // Don't re-trigger an onFOO event when we call its FOO() method + tmp = elem[ ontype ]; + + if ( tmp ) { + elem[ ontype ] = null; + } + + // Prevent re-triggering of the same event, since we already bubbled it above + jQuery.event.triggered = type; + + if ( event.isPropagationStopped() ) { + lastElement.addEventListener( type, stopPropagationCallback ); + } + + elem[ type ](); + + if ( event.isPropagationStopped() ) { + lastElement.removeEventListener( type, stopPropagationCallback ); + } + + jQuery.event.triggered = undefined; + + if ( tmp ) { + elem[ ontype ] = tmp; + } + } + } + } + + return event.result; + }, + + // Piggyback on a donor event to simulate a different one + // Used only for `focus(in | out)` events + simulate: function( type, elem, event ) { + var e = jQuery.extend( + new jQuery.Event(), + event, + { + type: type, + isSimulated: true + } + ); + + jQuery.event.trigger( e, null, elem ); + } + +} ); + +jQuery.fn.extend( { + + trigger: function( type, data ) { + return this.each( function() { + jQuery.event.trigger( type, data, this ); + } ); + }, + triggerHandler: function( type, data ) { + var elem = this[ 0 ]; + if ( elem ) { + return jQuery.event.trigger( type, data, elem, true ); + } + } +} ); + + +// Support: Firefox <=44 +// Firefox doesn't have focus(in | out) events +// Related ticket - https://bugzilla.mozilla.org/show_bug.cgi?id=687787 +// +// Support: Chrome <=48 - 49, Safari <=9.0 - 9.1 +// focus(in | out) events fire after focus & blur events, +// which is spec violation - http://www.w3.org/TR/DOM-Level-3-Events/#events-focusevent-event-order +// Related ticket - https://bugs.chromium.org/p/chromium/issues/detail?id=449857 +if ( !support.focusin ) { + jQuery.each( { focus: "focusin", blur: "focusout" }, function( orig, fix ) { + + // Attach a single capturing handler on the document while someone wants focusin/focusout + var handler = function( event ) { + jQuery.event.simulate( fix, event.target, jQuery.event.fix( event ) ); + }; + + jQuery.event.special[ fix ] = { + setup: function() { + var doc = this.ownerDocument || this, + attaches = dataPriv.access( doc, fix ); + + if ( !attaches ) { + doc.addEventListener( orig, handler, true ); + } + dataPriv.access( doc, fix, ( attaches || 0 ) + 1 ); + }, + teardown: function() { + var doc = this.ownerDocument || this, + attaches = dataPriv.access( doc, fix ) - 1; + + if ( !attaches ) { + doc.removeEventListener( orig, handler, true ); + dataPriv.remove( doc, fix ); + + } else { + dataPriv.access( doc, fix, attaches ); + } + } + }; + } ); +} +var location = window.location; + +var nonce = Date.now(); + +var rquery = ( /\?/ ); + + + +// Cross-browser xml parsing +jQuery.parseXML = function( data ) { + var xml; + if ( !data || typeof data !== "string" ) { + return null; + } + + // Support: IE 9 - 11 only + // IE throws on parseFromString with invalid input. + try { + xml = ( new window.DOMParser() ).parseFromString( data, "text/xml" ); + } catch ( e ) { + xml = undefined; + } + + if ( !xml || xml.getElementsByTagName( "parsererror" ).length ) { + jQuery.error( "Invalid XML: " + data ); + } + return xml; +}; + + +var + rbracket = /\[\]$/, + rCRLF = /\r?\n/g, + rsubmitterTypes = /^(?:submit|button|image|reset|file)$/i, + rsubmittable = /^(?:input|select|textarea|keygen)/i; + +function buildParams( prefix, obj, traditional, add ) { + var name; + + if ( Array.isArray( obj ) ) { + + // Serialize array item. + jQuery.each( obj, function( i, v ) { + if ( traditional || rbracket.test( prefix ) ) { + + // Treat each array item as a scalar. + add( prefix, v ); + + } else { + + // Item is non-scalar (array or object), encode its numeric index. + buildParams( + prefix + "[" + ( typeof v === "object" && v != null ? i : "" ) + "]", + v, + traditional, + add + ); + } + } ); + + } else if ( !traditional && toType( obj ) === "object" ) { + + // Serialize object item. + for ( name in obj ) { + buildParams( prefix + "[" + name + "]", obj[ name ], traditional, add ); + } + + } else { + + // Serialize scalar item. + add( prefix, obj ); + } +} + +// Serialize an array of form elements or a set of +// key/values into a query string +jQuery.param = function( a, traditional ) { + var prefix, + s = [], + add = function( key, valueOrFunction ) { + + // If value is a function, invoke it and use its return value + var value = isFunction( valueOrFunction ) ? + valueOrFunction() : + valueOrFunction; + + s[ s.length ] = encodeURIComponent( key ) + "=" + + encodeURIComponent( value == null ? "" : value ); + }; + + if ( a == null ) { + return ""; + } + + // If an array was passed in, assume that it is an array of form elements. + if ( Array.isArray( a ) || ( a.jquery && !jQuery.isPlainObject( a ) ) ) { + + // Serialize the form elements + jQuery.each( a, function() { + add( this.name, this.value ); + } ); + + } else { + + // If traditional, encode the "old" way (the way 1.3.2 or older + // did it), otherwise encode params recursively. + for ( prefix in a ) { + buildParams( prefix, a[ prefix ], traditional, add ); + } + } + + // Return the resulting serialization + return s.join( "&" ); +}; + +jQuery.fn.extend( { + serialize: function() { + return jQuery.param( this.serializeArray() ); + }, + serializeArray: function() { + return this.map( function() { + + // Can add propHook for "elements" to filter or add form elements + var elements = jQuery.prop( this, "elements" ); + return elements ? jQuery.makeArray( elements ) : this; + } ) + .filter( function() { + var type = this.type; + + // Use .is( ":disabled" ) so that fieldset[disabled] works + return this.name && !jQuery( this ).is( ":disabled" ) && + rsubmittable.test( this.nodeName ) && !rsubmitterTypes.test( type ) && + ( this.checked || !rcheckableType.test( type ) ); + } ) + .map( function( i, elem ) { + var val = jQuery( this ).val(); + + if ( val == null ) { + return null; + } + + if ( Array.isArray( val ) ) { + return jQuery.map( val, function( val ) { + return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; + } ); + } + + return { name: elem.name, value: val.replace( rCRLF, "\r\n" ) }; + } ).get(); + } +} ); + + +var + r20 = /%20/g, + rhash = /#.*$/, + rantiCache = /([?&])_=[^&]*/, + rheaders = /^(.*?):[ \t]*([^\r\n]*)$/mg, + + // #7653, #8125, #8152: local protocol detection + rlocalProtocol = /^(?:about|app|app-storage|.+-extension|file|res|widget):$/, + rnoContent = /^(?:GET|HEAD)$/, + rprotocol = /^\/\//, + + /* Prefilters + * 1) They are useful to introduce custom dataTypes (see ajax/jsonp.js for an example) + * 2) These are called: + * - BEFORE asking for a transport + * - AFTER param serialization (s.data is a string if s.processData is true) + * 3) key is the dataType + * 4) the catchall symbol "*" can be used + * 5) execution will start with transport dataType and THEN continue down to "*" if needed + */ + prefilters = {}, + + /* Transports bindings + * 1) key is the dataType + * 2) the catchall symbol "*" can be used + * 3) selection will start with transport dataType and THEN go to "*" if needed + */ + transports = {}, + + // Avoid comment-prolog char sequence (#10098); must appease lint and evade compression + allTypes = "*/".concat( "*" ), + + // Anchor tag for parsing the document origin + originAnchor = document.createElement( "a" ); + originAnchor.href = location.href; + +// Base "constructor" for jQuery.ajaxPrefilter and jQuery.ajaxTransport +function addToPrefiltersOrTransports( structure ) { + + // dataTypeExpression is optional and defaults to "*" + return function( dataTypeExpression, func ) { + + if ( typeof dataTypeExpression !== "string" ) { + func = dataTypeExpression; + dataTypeExpression = "*"; + } + + var dataType, + i = 0, + dataTypes = dataTypeExpression.toLowerCase().match( rnothtmlwhite ) || []; + + if ( isFunction( func ) ) { + + // For each dataType in the dataTypeExpression + while ( ( dataType = dataTypes[ i++ ] ) ) { + + // Prepend if requested + if ( dataType[ 0 ] === "+" ) { + dataType = dataType.slice( 1 ) || "*"; + ( structure[ dataType ] = structure[ dataType ] || [] ).unshift( func ); + + // Otherwise append + } else { + ( structure[ dataType ] = structure[ dataType ] || [] ).push( func ); + } + } + } + }; +} + +// Base inspection function for prefilters and transports +function inspectPrefiltersOrTransports( structure, options, originalOptions, jqXHR ) { + + var inspected = {}, + seekingTransport = ( structure === transports ); + + function inspect( dataType ) { + var selected; + inspected[ dataType ] = true; + jQuery.each( structure[ dataType ] || [], function( _, prefilterOrFactory ) { + var dataTypeOrTransport = prefilterOrFactory( options, originalOptions, jqXHR ); + if ( typeof dataTypeOrTransport === "string" && + !seekingTransport && !inspected[ dataTypeOrTransport ] ) { + + options.dataTypes.unshift( dataTypeOrTransport ); + inspect( dataTypeOrTransport ); + return false; + } else if ( seekingTransport ) { + return !( selected = dataTypeOrTransport ); + } + } ); + return selected; + } + + return inspect( options.dataTypes[ 0 ] ) || !inspected[ "*" ] && inspect( "*" ); +} + +// A special extend for ajax options +// that takes "flat" options (not to be deep extended) +// Fixes #9887 +function ajaxExtend( target, src ) { + var key, deep, + flatOptions = jQuery.ajaxSettings.flatOptions || {}; + + for ( key in src ) { + if ( src[ key ] !== undefined ) { + ( flatOptions[ key ] ? target : ( deep || ( deep = {} ) ) )[ key ] = src[ key ]; + } + } + if ( deep ) { + jQuery.extend( true, target, deep ); + } + + return target; +} + +/* Handles responses to an ajax request: + * - finds the right dataType (mediates between content-type and expected dataType) + * - returns the corresponding response + */ +function ajaxHandleResponses( s, jqXHR, responses ) { + + var ct, type, finalDataType, firstDataType, + contents = s.contents, + dataTypes = s.dataTypes; + + // Remove auto dataType and get content-type in the process + while ( dataTypes[ 0 ] === "*" ) { + dataTypes.shift(); + if ( ct === undefined ) { + ct = s.mimeType || jqXHR.getResponseHeader( "Content-Type" ); + } + } + + // Check if we're dealing with a known content-type + if ( ct ) { + for ( type in contents ) { + if ( contents[ type ] && contents[ type ].test( ct ) ) { + dataTypes.unshift( type ); + break; + } + } + } + + // Check to see if we have a response for the expected dataType + if ( dataTypes[ 0 ] in responses ) { + finalDataType = dataTypes[ 0 ]; + } else { + + // Try convertible dataTypes + for ( type in responses ) { + if ( !dataTypes[ 0 ] || s.converters[ type + " " + dataTypes[ 0 ] ] ) { + finalDataType = type; + break; + } + if ( !firstDataType ) { + firstDataType = type; + } + } + + // Or just use first one + finalDataType = finalDataType || firstDataType; + } + + // If we found a dataType + // We add the dataType to the list if needed + // and return the corresponding response + if ( finalDataType ) { + if ( finalDataType !== dataTypes[ 0 ] ) { + dataTypes.unshift( finalDataType ); + } + return responses[ finalDataType ]; + } +} + +/* Chain conversions given the request and the original response + * Also sets the responseXXX fields on the jqXHR instance + */ +function ajaxConvert( s, response, jqXHR, isSuccess ) { + var conv2, current, conv, tmp, prev, + converters = {}, + + // Work with a copy of dataTypes in case we need to modify it for conversion + dataTypes = s.dataTypes.slice(); + + // Create converters map with lowercased keys + if ( dataTypes[ 1 ] ) { + for ( conv in s.converters ) { + converters[ conv.toLowerCase() ] = s.converters[ conv ]; + } + } + + current = dataTypes.shift(); + + // Convert to each sequential dataType + while ( current ) { + + if ( s.responseFields[ current ] ) { + jqXHR[ s.responseFields[ current ] ] = response; + } + + // Apply the dataFilter if provided + if ( !prev && isSuccess && s.dataFilter ) { + response = s.dataFilter( response, s.dataType ); + } + + prev = current; + current = dataTypes.shift(); + + if ( current ) { + + // There's only work to do if current dataType is non-auto + if ( current === "*" ) { + + current = prev; + + // Convert response if prev dataType is non-auto and differs from current + } else if ( prev !== "*" && prev !== current ) { + + // Seek a direct converter + conv = converters[ prev + " " + current ] || converters[ "* " + current ]; + + // If none found, seek a pair + if ( !conv ) { + for ( conv2 in converters ) { + + // If conv2 outputs current + tmp = conv2.split( " " ); + if ( tmp[ 1 ] === current ) { + + // If prev can be converted to accepted input + conv = converters[ prev + " " + tmp[ 0 ] ] || + converters[ "* " + tmp[ 0 ] ]; + if ( conv ) { + + // Condense equivalence converters + if ( conv === true ) { + conv = converters[ conv2 ]; + + // Otherwise, insert the intermediate dataType + } else if ( converters[ conv2 ] !== true ) { + current = tmp[ 0 ]; + dataTypes.unshift( tmp[ 1 ] ); + } + break; + } + } + } + } + + // Apply converter (if not an equivalence) + if ( conv !== true ) { + + // Unless errors are allowed to bubble, catch and return them + if ( conv && s.throws ) { + response = conv( response ); + } else { + try { + response = conv( response ); + } catch ( e ) { + return { + state: "parsererror", + error: conv ? e : "No conversion from " + prev + " to " + current + }; + } + } + } + } + } + } + + return { state: "success", data: response }; +} + +jQuery.extend( { + + // Counter for holding the number of active queries + active: 0, + + // Last-Modified header cache for next request + lastModified: {}, + etag: {}, + + ajaxSettings: { + url: location.href, + type: "GET", + isLocal: rlocalProtocol.test( location.protocol ), + global: true, + processData: true, + async: true, + contentType: "application/x-www-form-urlencoded; charset=UTF-8", + + /* + timeout: 0, + data: null, + dataType: null, + username: null, + password: null, + cache: null, + throws: false, + traditional: false, + headers: {}, + */ + + accepts: { + "*": allTypes, + text: "text/plain", + html: "text/html", + xml: "application/xml, text/xml", + json: "application/json, text/javascript" + }, + + contents: { + xml: /\bxml\b/, + html: /\bhtml/, + json: /\bjson\b/ + }, + + responseFields: { + xml: "responseXML", + text: "responseText", + json: "responseJSON" + }, + + // Data converters + // Keys separate source (or catchall "*") and destination types with a single space + converters: { + + // Convert anything to text + "* text": String, + + // Text to html (true = no transformation) + "text html": true, + + // Evaluate text as a json expression + "text json": JSON.parse, + + // Parse text as xml + "text xml": jQuery.parseXML + }, + + // For options that shouldn't be deep extended: + // you can add your own custom options here if + // and when you create one that shouldn't be + // deep extended (see ajaxExtend) + flatOptions: { + url: true, + context: true + } + }, + + // Creates a full fledged settings object into target + // with both ajaxSettings and settings fields. + // If target is omitted, writes into ajaxSettings. + ajaxSetup: function( target, settings ) { + return settings ? + + // Building a settings object + ajaxExtend( ajaxExtend( target, jQuery.ajaxSettings ), settings ) : + + // Extending ajaxSettings + ajaxExtend( jQuery.ajaxSettings, target ); + }, + + ajaxPrefilter: addToPrefiltersOrTransports( prefilters ), + ajaxTransport: addToPrefiltersOrTransports( transports ), + + // Main method + ajax: function( url, options ) { + + // If url is an object, simulate pre-1.5 signature + if ( typeof url === "object" ) { + options = url; + url = undefined; + } + + // Force options to be an object + options = options || {}; + + var transport, + + // URL without anti-cache param + cacheURL, + + // Response headers + responseHeadersString, + responseHeaders, + + // timeout handle + timeoutTimer, + + // Url cleanup var + urlAnchor, + + // Request state (becomes false upon send and true upon completion) + completed, + + // To know if global events are to be dispatched + fireGlobals, + + // Loop variable + i, + + // uncached part of the url + uncached, + + // Create the final options object + s = jQuery.ajaxSetup( {}, options ), + + // Callbacks context + callbackContext = s.context || s, + + // Context for global events is callbackContext if it is a DOM node or jQuery collection + globalEventContext = s.context && + ( callbackContext.nodeType || callbackContext.jquery ) ? + jQuery( callbackContext ) : + jQuery.event, + + // Deferreds + deferred = jQuery.Deferred(), + completeDeferred = jQuery.Callbacks( "once memory" ), + + // Status-dependent callbacks + statusCode = s.statusCode || {}, + + // Headers (they are sent all at once) + requestHeaders = {}, + requestHeadersNames = {}, + + // Default abort message + strAbort = "canceled", + + // Fake xhr + jqXHR = { + readyState: 0, + + // Builds headers hashtable if needed + getResponseHeader: function( key ) { + var match; + if ( completed ) { + if ( !responseHeaders ) { + responseHeaders = {}; + while ( ( match = rheaders.exec( responseHeadersString ) ) ) { + responseHeaders[ match[ 1 ].toLowerCase() + " " ] = + ( responseHeaders[ match[ 1 ].toLowerCase() + " " ] || [] ) + .concat( match[ 2 ] ); + } + } + match = responseHeaders[ key.toLowerCase() + " " ]; + } + return match == null ? null : match.join( ", " ); + }, + + // Raw string + getAllResponseHeaders: function() { + return completed ? responseHeadersString : null; + }, + + // Caches the header + setRequestHeader: function( name, value ) { + if ( completed == null ) { + name = requestHeadersNames[ name.toLowerCase() ] = + requestHeadersNames[ name.toLowerCase() ] || name; + requestHeaders[ name ] = value; + } + return this; + }, + + // Overrides response content-type header + overrideMimeType: function( type ) { + if ( completed == null ) { + s.mimeType = type; + } + return this; + }, + + // Status-dependent callbacks + statusCode: function( map ) { + var code; + if ( map ) { + if ( completed ) { + + // Execute the appropriate callbacks + jqXHR.always( map[ jqXHR.status ] ); + } else { + + // Lazy-add the new callbacks in a way that preserves old ones + for ( code in map ) { + statusCode[ code ] = [ statusCode[ code ], map[ code ] ]; + } + } + } + return this; + }, + + // Cancel the request + abort: function( statusText ) { + var finalText = statusText || strAbort; + if ( transport ) { + transport.abort( finalText ); + } + done( 0, finalText ); + return this; + } + }; + + // Attach deferreds + deferred.promise( jqXHR ); + + // Add protocol if not provided (prefilters might expect it) + // Handle falsy url in the settings object (#10093: consistency with old signature) + // We also use the url parameter if available + s.url = ( ( url || s.url || location.href ) + "" ) + .replace( rprotocol, location.protocol + "//" ); + + // Alias method option to type as per ticket #12004 + s.type = options.method || options.type || s.method || s.type; + + // Extract dataTypes list + s.dataTypes = ( s.dataType || "*" ).toLowerCase().match( rnothtmlwhite ) || [ "" ]; + + // A cross-domain request is in order when the origin doesn't match the current origin. + if ( s.crossDomain == null ) { + urlAnchor = document.createElement( "a" ); + + // Support: IE <=8 - 11, Edge 12 - 15 + // IE throws exception on accessing the href property if url is malformed, + // e.g. http://example.com:80x/ + try { + urlAnchor.href = s.url; + + // Support: IE <=8 - 11 only + // Anchor's host property isn't correctly set when s.url is relative + urlAnchor.href = urlAnchor.href; + s.crossDomain = originAnchor.protocol + "//" + originAnchor.host !== + urlAnchor.protocol + "//" + urlAnchor.host; + } catch ( e ) { + + // If there is an error parsing the URL, assume it is crossDomain, + // it can be rejected by the transport if it is invalid + s.crossDomain = true; + } + } + + // Convert data if not already a string + if ( s.data && s.processData && typeof s.data !== "string" ) { + s.data = jQuery.param( s.data, s.traditional ); + } + + // Apply prefilters + inspectPrefiltersOrTransports( prefilters, s, options, jqXHR ); + + // If request was aborted inside a prefilter, stop there + if ( completed ) { + return jqXHR; + } + + // We can fire global events as of now if asked to + // Don't fire events if jQuery.event is undefined in an AMD-usage scenario (#15118) + fireGlobals = jQuery.event && s.global; + + // Watch for a new set of requests + if ( fireGlobals && jQuery.active++ === 0 ) { + jQuery.event.trigger( "ajaxStart" ); + } + + // Uppercase the type + s.type = s.type.toUpperCase(); + + // Determine if request has content + s.hasContent = !rnoContent.test( s.type ); + + // Save the URL in case we're toying with the If-Modified-Since + // and/or If-None-Match header later on + // Remove hash to simplify url manipulation + cacheURL = s.url.replace( rhash, "" ); + + // More options handling for requests with no content + if ( !s.hasContent ) { + + // Remember the hash so we can put it back + uncached = s.url.slice( cacheURL.length ); + + // If data is available and should be processed, append data to url + if ( s.data && ( s.processData || typeof s.data === "string" ) ) { + cacheURL += ( rquery.test( cacheURL ) ? "&" : "?" ) + s.data; + + // #9682: remove data so that it's not used in an eventual retry + delete s.data; + } + + // Add or update anti-cache param if needed + if ( s.cache === false ) { + cacheURL = cacheURL.replace( rantiCache, "$1" ); + uncached = ( rquery.test( cacheURL ) ? "&" : "?" ) + "_=" + ( nonce++ ) + uncached; + } + + // Put hash and anti-cache on the URL that will be requested (gh-1732) + s.url = cacheURL + uncached; + + // Change '%20' to '+' if this is encoded form body content (gh-2658) + } else if ( s.data && s.processData && + ( s.contentType || "" ).indexOf( "application/x-www-form-urlencoded" ) === 0 ) { + s.data = s.data.replace( r20, "+" ); + } + + // Set the If-Modified-Since and/or If-None-Match header, if in ifModified mode. + if ( s.ifModified ) { + if ( jQuery.lastModified[ cacheURL ] ) { + jqXHR.setRequestHeader( "If-Modified-Since", jQuery.lastModified[ cacheURL ] ); + } + if ( jQuery.etag[ cacheURL ] ) { + jqXHR.setRequestHeader( "If-None-Match", jQuery.etag[ cacheURL ] ); + } + } + + // Set the correct header, if data is being sent + if ( s.data && s.hasContent && s.contentType !== false || options.contentType ) { + jqXHR.setRequestHeader( "Content-Type", s.contentType ); + } + + // Set the Accepts header for the server, depending on the dataType + jqXHR.setRequestHeader( + "Accept", + s.dataTypes[ 0 ] && s.accepts[ s.dataTypes[ 0 ] ] ? + s.accepts[ s.dataTypes[ 0 ] ] + + ( s.dataTypes[ 0 ] !== "*" ? ", " + allTypes + "; q=0.01" : "" ) : + s.accepts[ "*" ] + ); + + // Check for headers option + for ( i in s.headers ) { + jqXHR.setRequestHeader( i, s.headers[ i ] ); + } + + // Allow custom headers/mimetypes and early abort + if ( s.beforeSend && + ( s.beforeSend.call( callbackContext, jqXHR, s ) === false || completed ) ) { + + // Abort if not done already and return + return jqXHR.abort(); + } + + // Aborting is no longer a cancellation + strAbort = "abort"; + + // Install callbacks on deferreds + completeDeferred.add( s.complete ); + jqXHR.done( s.success ); + jqXHR.fail( s.error ); + + // Get transport + transport = inspectPrefiltersOrTransports( transports, s, options, jqXHR ); + + // If no transport, we auto-abort + if ( !transport ) { + done( -1, "No Transport" ); + } else { + jqXHR.readyState = 1; + + // Send global event + if ( fireGlobals ) { + globalEventContext.trigger( "ajaxSend", [ jqXHR, s ] ); + } + + // If request was aborted inside ajaxSend, stop there + if ( completed ) { + return jqXHR; + } + + // Timeout + if ( s.async && s.timeout > 0 ) { + timeoutTimer = window.setTimeout( function() { + jqXHR.abort( "timeout" ); + }, s.timeout ); + } + + try { + completed = false; + transport.send( requestHeaders, done ); + } catch ( e ) { + + // Rethrow post-completion exceptions + if ( completed ) { + throw e; + } + + // Propagate others as results + done( -1, e ); + } + } + + // Callback for when everything is done + function done( status, nativeStatusText, responses, headers ) { + var isSuccess, success, error, response, modified, + statusText = nativeStatusText; + + // Ignore repeat invocations + if ( completed ) { + return; + } + + completed = true; + + // Clear timeout if it exists + if ( timeoutTimer ) { + window.clearTimeout( timeoutTimer ); + } + + // Dereference transport for early garbage collection + // (no matter how long the jqXHR object will be used) + transport = undefined; + + // Cache response headers + responseHeadersString = headers || ""; + + // Set readyState + jqXHR.readyState = status > 0 ? 4 : 0; + + // Determine if successful + isSuccess = status >= 200 && status < 300 || status === 304; + + // Get response data + if ( responses ) { + response = ajaxHandleResponses( s, jqXHR, responses ); + } + + // Convert no matter what (that way responseXXX fields are always set) + response = ajaxConvert( s, response, jqXHR, isSuccess ); + + // If successful, handle type chaining + if ( isSuccess ) { + + // Set the If-Modified-Since and/or If-None-Match header, if in ifModified mode. + if ( s.ifModified ) { + modified = jqXHR.getResponseHeader( "Last-Modified" ); + if ( modified ) { + jQuery.lastModified[ cacheURL ] = modified; + } + modified = jqXHR.getResponseHeader( "etag" ); + if ( modified ) { + jQuery.etag[ cacheURL ] = modified; + } + } + + // if no content + if ( status === 204 || s.type === "HEAD" ) { + statusText = "nocontent"; + + // if not modified + } else if ( status === 304 ) { + statusText = "notmodified"; + + // If we have data, let's convert it + } else { + statusText = response.state; + success = response.data; + error = response.error; + isSuccess = !error; + } + } else { + + // Extract error from statusText and normalize for non-aborts + error = statusText; + if ( status || !statusText ) { + statusText = "error"; + if ( status < 0 ) { + status = 0; + } + } + } + + // Set data for the fake xhr object + jqXHR.status = status; + jqXHR.statusText = ( nativeStatusText || statusText ) + ""; + + // Success/Error + if ( isSuccess ) { + deferred.resolveWith( callbackContext, [ success, statusText, jqXHR ] ); + } else { + deferred.rejectWith( callbackContext, [ jqXHR, statusText, error ] ); + } + + // Status-dependent callbacks + jqXHR.statusCode( statusCode ); + statusCode = undefined; + + if ( fireGlobals ) { + globalEventContext.trigger( isSuccess ? "ajaxSuccess" : "ajaxError", + [ jqXHR, s, isSuccess ? success : error ] ); + } + + // Complete + completeDeferred.fireWith( callbackContext, [ jqXHR, statusText ] ); + + if ( fireGlobals ) { + globalEventContext.trigger( "ajaxComplete", [ jqXHR, s ] ); + + // Handle the global AJAX counter + if ( !( --jQuery.active ) ) { + jQuery.event.trigger( "ajaxStop" ); + } + } + } + + return jqXHR; + }, + + getJSON: function( url, data, callback ) { + return jQuery.get( url, data, callback, "json" ); + }, + + getScript: function( url, callback ) { + return jQuery.get( url, undefined, callback, "script" ); + } +} ); + +jQuery.each( [ "get", "post" ], function( i, method ) { + jQuery[ method ] = function( url, data, callback, type ) { + + // Shift arguments if data argument was omitted + if ( isFunction( data ) ) { + type = type || callback; + callback = data; + data = undefined; + } + + // The url can be an options object (which then must have .url) + return jQuery.ajax( jQuery.extend( { + url: url, + type: method, + dataType: type, + data: data, + success: callback + }, jQuery.isPlainObject( url ) && url ) ); + }; +} ); + + +jQuery._evalUrl = function( url, options ) { + return jQuery.ajax( { + url: url, + + // Make this explicit, since user can override this through ajaxSetup (#11264) + type: "GET", + dataType: "script", + cache: true, + async: false, + global: false, + + // Only evaluate the response if it is successful (gh-4126) + // dataFilter is not invoked for failure responses, so using it instead + // of the default converter is kludgy but it works. + converters: { + "text script": function() {} + }, + dataFilter: function( response ) { + jQuery.globalEval( response, options ); + } + } ); +}; + + +jQuery.fn.extend( { + wrapAll: function( html ) { + var wrap; + + if ( this[ 0 ] ) { + if ( isFunction( html ) ) { + html = html.call( this[ 0 ] ); + } + + // The elements to wrap the target around + wrap = jQuery( html, this[ 0 ].ownerDocument ).eq( 0 ).clone( true ); + + if ( this[ 0 ].parentNode ) { + wrap.insertBefore( this[ 0 ] ); + } + + wrap.map( function() { + var elem = this; + + while ( elem.firstElementChild ) { + elem = elem.firstElementChild; + } + + return elem; + } ).append( this ); + } + + return this; + }, + + wrapInner: function( html ) { + if ( isFunction( html ) ) { + return this.each( function( i ) { + jQuery( this ).wrapInner( html.call( this, i ) ); + } ); + } + + return this.each( function() { + var self = jQuery( this ), + contents = self.contents(); + + if ( contents.length ) { + contents.wrapAll( html ); + + } else { + self.append( html ); + } + } ); + }, + + wrap: function( html ) { + var htmlIsFunction = isFunction( html ); + + return this.each( function( i ) { + jQuery( this ).wrapAll( htmlIsFunction ? html.call( this, i ) : html ); + } ); + }, + + unwrap: function( selector ) { + this.parent( selector ).not( "body" ).each( function() { + jQuery( this ).replaceWith( this.childNodes ); + } ); + return this; + } +} ); + + +jQuery.expr.pseudos.hidden = function( elem ) { + return !jQuery.expr.pseudos.visible( elem ); +}; +jQuery.expr.pseudos.visible = function( elem ) { + return !!( elem.offsetWidth || elem.offsetHeight || elem.getClientRects().length ); +}; + + + + +jQuery.ajaxSettings.xhr = function() { + try { + return new window.XMLHttpRequest(); + } catch ( e ) {} +}; + +var xhrSuccessStatus = { + + // File protocol always yields status code 0, assume 200 + 0: 200, + + // Support: IE <=9 only + // #1450: sometimes IE returns 1223 when it should be 204 + 1223: 204 + }, + xhrSupported = jQuery.ajaxSettings.xhr(); + +support.cors = !!xhrSupported && ( "withCredentials" in xhrSupported ); +support.ajax = xhrSupported = !!xhrSupported; + +jQuery.ajaxTransport( function( options ) { + var callback, errorCallback; + + // Cross domain only allowed if supported through XMLHttpRequest + if ( support.cors || xhrSupported && !options.crossDomain ) { + return { + send: function( headers, complete ) { + var i, + xhr = options.xhr(); + + xhr.open( + options.type, + options.url, + options.async, + options.username, + options.password + ); + + // Apply custom fields if provided + if ( options.xhrFields ) { + for ( i in options.xhrFields ) { + xhr[ i ] = options.xhrFields[ i ]; + } + } + + // Override mime type if needed + if ( options.mimeType && xhr.overrideMimeType ) { + xhr.overrideMimeType( options.mimeType ); + } + + // X-Requested-With header + // For cross-domain requests, seeing as conditions for a preflight are + // akin to a jigsaw puzzle, we simply never set it to be sure. + // (it can always be set on a per-request basis or even using ajaxSetup) + // For same-domain requests, won't change header if already provided. + if ( !options.crossDomain && !headers[ "X-Requested-With" ] ) { + headers[ "X-Requested-With" ] = "XMLHttpRequest"; + } + + // Set headers + for ( i in headers ) { + xhr.setRequestHeader( i, headers[ i ] ); + } + + // Callback + callback = function( type ) { + return function() { + if ( callback ) { + callback = errorCallback = xhr.onload = + xhr.onerror = xhr.onabort = xhr.ontimeout = + xhr.onreadystatechange = null; + + if ( type === "abort" ) { + xhr.abort(); + } else if ( type === "error" ) { + + // Support: IE <=9 only + // On a manual native abort, IE9 throws + // errors on any property access that is not readyState + if ( typeof xhr.status !== "number" ) { + complete( 0, "error" ); + } else { + complete( + + // File: protocol always yields status 0; see #8605, #14207 + xhr.status, + xhr.statusText + ); + } + } else { + complete( + xhrSuccessStatus[ xhr.status ] || xhr.status, + xhr.statusText, + + // Support: IE <=9 only + // IE9 has no XHR2 but throws on binary (trac-11426) + // For XHR2 non-text, let the caller handle it (gh-2498) + ( xhr.responseType || "text" ) !== "text" || + typeof xhr.responseText !== "string" ? + { binary: xhr.response } : + { text: xhr.responseText }, + xhr.getAllResponseHeaders() + ); + } + } + }; + }; + + // Listen to events + xhr.onload = callback(); + errorCallback = xhr.onerror = xhr.ontimeout = callback( "error" ); + + // Support: IE 9 only + // Use onreadystatechange to replace onabort + // to handle uncaught aborts + if ( xhr.onabort !== undefined ) { + xhr.onabort = errorCallback; + } else { + xhr.onreadystatechange = function() { + + // Check readyState before timeout as it changes + if ( xhr.readyState === 4 ) { + + // Allow onerror to be called first, + // but that will not handle a native abort + // Also, save errorCallback to a variable + // as xhr.onerror cannot be accessed + window.setTimeout( function() { + if ( callback ) { + errorCallback(); + } + } ); + } + }; + } + + // Create the abort callback + callback = callback( "abort" ); + + try { + + // Do send the request (this may raise an exception) + xhr.send( options.hasContent && options.data || null ); + } catch ( e ) { + + // #14683: Only rethrow if this hasn't been notified as an error yet + if ( callback ) { + throw e; + } + } + }, + + abort: function() { + if ( callback ) { + callback(); + } + } + }; + } +} ); + + + + +// Prevent auto-execution of scripts when no explicit dataType was provided (See gh-2432) +jQuery.ajaxPrefilter( function( s ) { + if ( s.crossDomain ) { + s.contents.script = false; + } +} ); + +// Install script dataType +jQuery.ajaxSetup( { + accepts: { + script: "text/javascript, application/javascript, " + + "application/ecmascript, application/x-ecmascript" + }, + contents: { + script: /\b(?:java|ecma)script\b/ + }, + converters: { + "text script": function( text ) { + jQuery.globalEval( text ); + return text; + } + } +} ); + +// Handle cache's special case and crossDomain +jQuery.ajaxPrefilter( "script", function( s ) { + if ( s.cache === undefined ) { + s.cache = false; + } + if ( s.crossDomain ) { + s.type = "GET"; + } +} ); + +// Bind script tag hack transport +jQuery.ajaxTransport( "script", function( s ) { + + // This transport only deals with cross domain or forced-by-attrs requests + if ( s.crossDomain || s.scriptAttrs ) { + var script, callback; + return { + send: function( _, complete ) { + script = jQuery( " + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +
+

API Reference

+ +
+

Classes

+
+

Data

+
+
+class prms_python.Data(base_file=None, na_rep=-999)[source]
+

Object to access or create a PRMS data file with ability to load/assign it to a +date-time indexed pandas.DataFrame for data management, analysis and visualization. +It can be used to build a new PRMS data file from user defined metadata and a +pandas.DataFrame of PRMS datetime-indexed climatic forcing and observation +variables.

+

The class properties metadata and data_frame can be later assigned if no +base_file is given on initialization, allowing for the creation of PRMS climatic +forcing file in a Python environment.

+
+
Keyword Arguments
+
    +
  • base_file (str, optional) – path to standard PRMS data file

  • +
  • na_rep (int, optional) – how to represent missing values default = -999

  • +
+
+
+
+
+date_header
+

date and time header for PRMS data file

+
+
Type
+

list

+
+
+
+ +
+
+valid_input_variables
+

valid hydro-climate variables for PRMS data file

+
+
Type
+

tuple

+
+
+
+ +
+

Note

+

If using the Data class to create a new data file, it is up to the user +to ensure that the metadata and pandas.DataFrame assigned are correct +and compatible.

+
+
+
+property data_frame
+

A property that gets and sets the climatic forcing data for a standard PRMS +climate input data file as a pandas.DataFrame.

+

Example

+

d is a Data instance, calling

+
>>> d.data_frame
+    input variables runoff 1 runoff 2 runoff 3 precip tmax tmin
+    date
+    1996-12-27      0.54    1.6     NaN     0.0     46      32.0
+    1996-12-28      0.65    1.6     NaN     0.0     45      24.0
+    1996-12-29      0.80    1.6     NaN     0.0     44      28.0
+    1996-12-30      0.90    1.6     NaN     0.0     51      33.0
+    1996-12-31      1.00    1.7     NaN     0.0     47      32.0
+
+
+

shows the date-indexed pd.DataFrame of the input data that is created +when a Data object is initiated if given a valid base_file, i.e. +file path to a PRMS climate data file.

+
+
Raises
+
    +
  • ValueError – if attribute is accessed before either assigning a PRMS data + file on Data initialization or not assigning a compatabile + date-indexed pandas.DataFrame of hydro-climate variables.

  • +
  • TypeError – if a data type other than pandas.DataFrame is assigned.

  • +
+
+
+
+ +
+
+property metadata
+

A property that gets and sets the header information from +a standard PRMS climate input data file held in a Python dictionary. As +a property it can be assigned directly to overwrite or create a new PRMS +data file. As such the user is in control and must supply the correct +syntax for PRMS standard data files, e.g. text lines before header should +begin with “//”. Here is an example of the information gathered and held in +this attribute:

+

Example

+
>>> data.metadata
+    {
+     'data_startline' : 6,
+     'data_variables' : ['runoff 1', 'runoff 2', 'tmin', 'tmax', 'ppt']
+     'text_before_header' : "Title of data file \n //some comments\nrunoff 2
+                             \ntmin 1\ntmax 1\nppt 1\nrunoff 2\ntmin 1
+                             \ntmax 1\nppt 1\n
+                             ########################################\n"
+    }
+
+
+
+

Note

+

When assigning or creating a new data file, the Data.write method will +assign the appropriate date header that follows the line of number signs “#”.

+
+
+
Raises
+
    +
  • ValueError – if data in metadata is accessed before data is assigned, + e.g. if accessed to write a PRMS data file from a Data instance + that was initialized without a valid PRMS data file.

  • +
  • TypeError – if an object that is not a Python dictionary is assigned.

  • +
+
+
Type
+

dict

+
+
+
+ +
+
+modify(func, vars_to_adjust)[source]
+

Apply a user defined function to one or more variable(s) in the data file.

+

The modify method allows for inplace modification of one or more +time series inputs in the data file based on a user defined function.

+
+
Parameters
+
    +
  • func (function) – function to apply to each variable in vars_to_adjust

  • +
  • vars_to_adjust (list or tuple) – collection of variable names to apply func to.

  • +
+
+
Returns
+

None

+
+
+

Example

+

Here is an example of loading a data file, modifying the temperature inputs +(tmin and tmax) by adding two degrees to each element, and rewritting the +modified data to disk,

+
>>> d = Data('path_to_data_file')
+>>> def f(x):
+        return x + 2
+>>> d.modify(f,['tmax','tmin'])
+>>> d.write('data_temp_plus_2')
+
+
+
+ +
+
+write(out_path)[source]
+

Writes the current state of the Data to PRMS text format +utilizing the Data.metadata and Data.data_frame instance +properties. If Data.data_frame was never accessed or assigned +new values then this method simply copies the original PRMS +data file to out_path.

+
+
Parameters
+

out_path (str) – full path to save or copy the current PRMS data +in PRMS text format.

+
+
Returns
+

None

+
+
Raises
+

ValueError – if the write method is called without assigning either + an initial data (base_file) path or assigning correct metadata + and data_frame properties.

+
+
+
+ +
+ +
+
+

Parameters

+
+
+class prms_python.Parameters(base_file)[source]
+

Disk-based representation of a PRMS parameter file.

+

For the sake of memory efficiency, we only load parameters from +base_file that get modified through item assignment or accessed directly. +Internally, a reference is kept to only previously accessed parameter data, +so when write is called most copying is from base_file directly. +When parameters are accessed or modified using the dictionary-like syntax, +a np.ndarray representation of the parameter is returned. As a result +numpy mathematical rules including efficient vectorization of math applied +to arrays can be applied to modify parameters directly. The Parameter +objects user methods allow for visualization of most PRMS parameters, function +based modification of parameters, and a write function that writes the data +back to PRMS text format.

+
+
Parameters
+

base_file (str) – path to PRMS parameters file

+
+
+
+
+base_file
+

path to PRMS parameters file

+
+
Type
+

str

+
+
+
+ +
+
+base_file_reader
+

file handle of PRMS parameters file

+
+
Type
+

file

+
+
+
+ +
+
+dimensions
+

dictionary with +parameter dimensions as defined in parameters file loaded on +initialization

+
+
Type
+

collections.OrderedDict

+
+
+
+ +
+
+base_params
+

list of dictionaries of parameter +metadata loaded on initialization e.g. name, dimension(s), data +type, length of data array, and lines where data starts and ends +in file

+
+
Type
+

list of dicts

+
+
+
+ +
+
+param_arrays
+

dictionary with parameteter names as keys and +numpy.array and numpy.ndarray representations of parameter +values as keys. Initially empty, uses getter and setter functions.

+
+
Type
+

dict

+
+
+
+ +

Example

+
>>> p = Parameters('path/to/a/parameter/file')
+>>> p['jh_coef'] = p['jh_coef']*1.1
+>>> p.write('example_modified_params')
+
+
+

will read parameter information from the params file to check that +jh_coef is present in the parameter file, read the lines corresponding +to jh_coef data and assign the new value as requested. Calling +the write method next will copy all parameters except jh_coef +to the new parameter file and append the newly modified jh_coef +to the end of the new file from the modified values stored in the +parameter instance p.

+
+
+plot(nrows, which='all', out_dir=None, xlabel=None, ylabel=None, cbar_label=None, title=None, mpl_style=None)[source]
+

Versatile method that plots most parameters in a standard PRMS parameter +file assuming the PRMS model was built on a uniform spatial grid.

+

Plots parameters as line plots for series or 2D spatial grid depending on +parameter dimension. The PRMS parameter file is assumed to hold parameters +for a model that was set up on a uniform rectangular grid with the spatial +index of HRUs starting in the upper left corner and moving left to +right across columns and down rows. Default function is to print four +files, each with plots of varying parameter dimensions as explained +under Kwargs which and more detailed explanation in the example +Jupyter notebook.

+
+
Parameters
+

nrows (int) – The number of rows in the PRMS model grid for plotting +spatial parameters. Will only work correctly for rectangular gridded models +with HRU indices starting in the upper left cell moving left to right +across columns and down across rows.

+
+
Keyword Arguments
+
    +
  • which (str) – name of PRMS parameter to plot or ‘all’. If ‘all’ then +the function will print 3 multipage pdfs, one for nhru +dimensional parameters, one for nhru by monthly parameters, one +for other parameters of length > 1, and one html file containing +single valued parameters.

  • +
  • out_dir (str) – path to an output dir, default current directory

  • +
  • xlabel (str) – x label for plot(s)

  • +
  • ylabel (str) – y label for plot(s)

  • +
  • cbar_label (str) – label for colorbar on spatial plot(s)

  • +
  • title (str) – plot title

  • +
  • mpl_style (str, list) – name or list of names of matplotlib style sheets to +use for plot(s).

  • +
+
+
Returns
+

None

+
+
+

Examples

+

If the plot method is called with the keyword argument which set +to a parameter that has length one, i.e. single valued it will simply +print out the value e.g.:

+
>>> p = Parameters('path/to/parameters')
+>>> p.plot(nrows=10, which='radj_sppt')
+    radj_sppt is single valued with value: 0.4924942352224324
+
+
+

The default action is particularly useful which makes four multi-page +pdfs of most PRMS parameters where each file contains parameters +of different dimensions e.g.:

+
>>> p.plot(nrows=10, which='all', mpl_style='ggplot')
+
+
+

will produce the following four files named by parameters of certain +dimensions:

+
>>> import os
+>>> os.listdir(os.getcwd()) # list files in current directory
+    nhru_param_maps.pdf
+    nhru_by_nmonths_param_maps.pdf
+    non_spatial_param_plots.pdf
+    single_valued_params.html
+
+
+
+ +
+
+write(out_name)[source]
+

Writes current state of Parameters to disk in PRMS text format

+

To reduce memory usage the write method copies parameters +from the initial base_file parameter file for all parameters +that were never modified.

+
+
Parameters
+

out_name (str) – path to write Parameters data to PRMS text +format.

+
+
Returns
+

None

+
+
+
+ +
+ +
+
+

Simulation

+
+
+class prms_python.Simulation(input_dir=None, simulation_dir=None)[source]
+

Class that runs and manages file structure for a single PRMS simulation.

+

The Simulation class provides low-level managment of a PRMS simulation +by copying model input files from input_dir argument to an output dir +simulation_dir. The file stucture for an individual simulation after +calling the run method is simple, two subdirectories “inputs” and +“outputs” are created under simulation_dir and the respective input +and output files from the current PRMS simulation are transfered there after +the Simulation.run() method is called which executes the PRMS model, +(see examples below in Simulation.run()).

+

A Simulation instance checks that all required PRMS inputs (control, +parameters, data) exist in the expected locations. If simulation_dir is +provided and does not exist, it will be created. If it does exist it will +be overwritten.

+
+
Keyword Arguments
+
    +
  • input_dir (str) – path to directory that contains control, parameter, +and data files for the simulation

  • +
  • simulation_dir (str) – directory path to bundle inputs and outputs

  • +
+
+
+

Example

+

see Simulation.run()

+
+
Raises
+

RuntimeError – if input directory does not contain a PRMS data, + parameters, and control file.

+
+
+
+
+classmethod from_data(data, parameters, control_path, simulation_dir)[source]
+

Create a Simulation from a Data and Parameter object, +plus a path to the control file, and providing a simulation_dir +where the simulation should be run.

+
+
Parameters
+
    +
  • data (Data) – Data object for simulation

  • +
  • parameters (Parameters) – Parameters object for simulation

  • +
  • control_path (str) – path to control file

  • +
  • simulation_dir (str) – path to directory where simulations will be +run and where input and output will be stored. If it exists it will +be overwritten.

  • +
+
+
Returns
+

+
Simulation ready to be run using simulation_dir for

inputs and outputs

+
+
+

+
+
+

Example

+
>>> d = Data('path_to_data_file')
+>>> p = Parameters('path_to_parameters_file')
+>>> c = 'path_to_control_file'
+>>> sim_dir = 'path_to_create_simulation'
+>>> sim = Simulation.from_data(d, p, c, sim_dir)
+>>> sim.run()
+
+
+
+
Raises
+

TypeError – if data and parameters arguments are not of type + Data and Parameters

+
+
+
+ +
+
+run(prms_exec='prms')[source]
+

Run a Simulation instance using PRMS input files from input_dir +and copy to the Simulation file structure under simulation_dir if +given, otherwise leave PRMS input output unstructured and in input_dir

+

This method runs a single PRMS simulation from a Simulation instance, +waits until the process has completed and then transfers model input and +output files to respective newly created directories. See example of the +file structure that is created under different workflows of the run +method below.

+
+
Keyword Arguments
+

prms_exec (str) – name of PRMS executable on $PATH or path to executable

+
+
+

Examples

+

If we create a Simulation instance by only assigning the +input_dir argument and call its run method the model will be +run in the input_dir and all model input and output files will +remain in input_dir,

+
>>> import os
+>>> input_dir = os.path.join(
+                              'PRMS-Python',
+                              'prms_python',
+                              'models',
+                              'lbcd'
+                            )
+>>> os.listdir(input_dir)
+    ['data',
+     'data_3deg_upshift',
+     'parameters',
+     'parameters_adjusted',
+     'control']
+>>> sim = Simulation(input_dir)
+>>> sim.run()
+>>> os.listdir(input_dir) # all input and outputs in input_dir
+    ['data',
+     'data_3deg_upshift',
+     'parameters',
+     'parameters_adjusted',
+     'control',
+     'statvar.dat',
+     'prms_ic.out',
+     'prms.out' ]
+
+
+

Instead if we assigned a path for simulation_dir keyword +argument and then called run, i.e.

+
>>> sim = Simulation(input_dir, 'path_simulation')
+>>> sim.run()
+
+
+

the files structure for the PRMS simulation created by Simulation.run() +would be:

+
path_simulation
+├── inputs
+│   ├── control
+│   ├── data
+│   └── parameters
+└── outputs
+    ├── data_3deg_upshift
+    ├── parameters_adjusted
+    ├── prms_ic.out
+    ├── prms.out
+    └── statvar.dat
+
+
+
+

Note

+

As shown in the last example, currently the Simulation.run routine only +recognizes the data, parameters. and control file as PRMS inputs, +all other files found in input_dir before and after normal completion +of the PRMS simulation will be transferred to simulation_dir/outputs/.

+
+
+ +
+ +
+
+

SimulationSeries

+
+
+class prms_python.SimulationSeries(simulations)[source]
+

Series of simulations all to be run through a common interface.

+

Utilizes multiprocessing.Pool class to parallelize the +execution of series of PRMS simulations. SimulationSeries also +allows the user to define the PRMS executable command which is +set to “prms” as default. It is best to add the prms executable to +your $PATH environment variable. Each simulation that is run through +SimulationSeries will follow the strict file structure as defined +by Simulation.run(). This class is useful particularly for +creating new programatic workflows not provided yet by PRMS-Python.

+
+
Parameters
+

simulations (list or tuple) – list of Simulation objects +to be run.

+
+
+

Example

+

Lets say you have already created a series of PRMS models by modifying +the input climatic forcing data, e.g. you have 100 data files and +you want to run each using the same control and parameters file. +For simplicity lets say there is a directory that contains all 100 +data files e.g. data1, data2, … or whatever they are named and +nothing else. This example also assumes that you want each simulation +to be run and stored in directories named after the data files as +shown.

+
>>> data_dir = 'dir_that_contains_all_data_files'
+>>> params = Parameters('path_to_parameter_file')
+>>> control_path = 'path_to_control'
+>>> # a list comprehension to make multiple simulations with
+>>> # different data files, alternatively you could use a for loop
+>>> sims = [
+            Simulation.from_data
+              (
+                Data(data_file),
+                params,
+                control_path,
+                simulation_dir='sim_{}'.format(data_file)
+              )
+            for data_file in os.listdir(data_dir)
+            ]
+
+
+

Next we can use SimulationSeries to run all of these +simulations in parrallel. For example we may use 8 logical cores +on a common desktop computer.

+
>>> sim_series = SimulationSeries(sims)
+>>> sim_series.run(nprocs=8)
+
+
+

The SimulationSeries.run() method will run all 100 simulations +where chunks of 8 at a time will be run in parrallel. Inputs and +outputs of each simulation will be sent to each simulation’s +simulation_dir following the file structure of +Simulation.run().

+
+

Note

+

The Simulation and SimulationSeries classes +are low-level in that they alone do not create metadata for +PRMS simulation scenarios. In other words they do not produce +any additional files that may help the user know what differs +between individual simulations.

+
+
+
+outputs_iter()[source]
+

Return a generator of directories with the path to the +simulation_dir as well as paths to the statvar.dat output +file, and data and parameters input files used in the simulation.

+
+
Yields
+

dict

+
+
dictionary of paths to simulation directory,

input, and output files.

+
+
+
+
+

Example

+
>>> ser = SimulationSeries(simulations)
+>>> ser.run()
+>>> g = ser.outputs_iter()
+
+
+

Would return something like

+
>>> print(g.next())
+    {
+       'simulation_dir': 'path/to/sim/',
+       'statvar': 'path/to/statvar',
+       'data': 'path/to/data',
+       'parameters': 'path/to/parameters'
+     }
+
+
+
+ +
+
+run(prms_exec='prms', nproc=None)[source]
+

Method to run multiple Simulation objects in parrallel.

+
+
Keyword Arguments
+
    +
  • prms_exec (str) – name of PRMS executable on $PATH or path to +executable

  • +
  • nproc (int or None) – number of logical or physical processors +for parrallel execution of PRMS simulations.

  • +
+
+
+

Example

+

see SimulationSeries

+
+

Note

+

If nproc is not assigned the deault action is to use half +of the available processecors on the machine using the Python +multiprocessing module.

+
+
+ +
+ +
+
+

Scenario

+
+
+class prms_python.Scenario(base_dir, scenario_dir, title=None, description=None)[source]
+

Container for the process in which one modifies input parameters then +runs a simulation while tracking metadata.

+

Metadata includes a title and description, if provided, plus start/end +datetime, and parameter names of parameters that were modified including +string representations of the Python modification functions that were +applied to each parameter. The metadata file is in json format +making it conveniently read as a Python dictionary.

+
+
Parameters
+
    +
  • base_dir (str) – path to directory that contains initial control, +parameter, and data files to be used for Scenario. +The parameters file in base_dir will not be modifed +instead will be copied to scenario_dir and them modified.

  • +
  • scenario_dir (str) – directory path to bundle inputs and outputs

  • +
  • title (str, optional) – title of Scenario, if given will be +added to Scenario.metadata attribute as well as the +metadata.json file in scenario_dir written after +calling the Scenario.build() and Scenario.run() +methods.

  • +
  • description (str, optional) – description of Scenario, also +is added to Scenario.metadata as title.

  • +
+
+
+
+
+metadata
+

a dictionary-like +class in prms_python.scenario that tracks Scenario and +ScenarioSeries imformation including user-defined parameter +modifications and descriptions, and file structure.

+
+
Type
+

scenario.ScenarioMetadata

+
+
+
+ +

Examples

+

This example is kept simple for clarity, here we adjust a +single PRMS parameter tmin_lapse by using a single arbitrary +mathematical function. We use the example PRMS model included +with PRMS-Python for this example,

+
>>> input_dir = 'PRMS-Python/test/data/models/lbcd'
+>>> scenario_directory = 'scenario_testing'
+>>> title = 'Scenario example'
+>>> desc = 'adjust tmin_lapse using sine wave function'
+>>> # create Scenario instance
+>>> scenario_obj = Scenario
+        (
+          base_dir=input_dir,
+          scenario_dir=scenario_directory,
+          title=title,
+          description=desc
+        )
+
+
+

Next we need to build a dictionary to modify, in this case +tmin_lapse, here we use a vectorized sine function

+
>>> # build the modification function and dictionary
+>>> def a_func(arr):
+        return 4 + np.sin(np.linspace(0,2*np.pi,num=len(arr)))
+>>> # make dictionary with parameter names as keys and modification
+>>> # function as values
+>>> param_mod_dic = dict(tmin_lapse=a_func)
+>>> scenario_obj.build(param_mod_funs=param_mod_dic)
+
+
+

After building a Scenario instance the input files are +copied to scenario_dir which was assigned ‘scenario_testing’:

+
scenario_testing
+├── control
+├── data
+└── parameters
+
+
+

After calling build the input files from input_dir were +first copied to scenario_dir and then the functions in +param_mod_dic are applied the the parameters names (key) +in param_mod_dic. To run the Scenario use the the run +method

+
>>> scenario_obj.run()
+
+
+

Now the simulation is run and the metadata.json file is created, +the final file structure will be similar to this:

+
scenario_testing
+├── inputs
+│   ├── control
+│   ├── data
+│   └── parameters
+├── metadata.json
+└── outputs
+    ├── prms_ic.out
+    ├── prms.out
+    └── statvar.dat
+
+
+

Finally, here is what is contained in metadata.json for this example +which is also updates in the Scenario.metadata

+
>>> scenario_obj.metadata
+    {
+      'title': 'Scenario example',
+      'description': 'adjust tmin_lapse using sine wave function',
+      'start_datetime': '2018-09-01T19:20:21.723003',
+      'end_datetime': '2018-09-01T19:20:31.117004',
+      'mod_funs_dict': {
+                         'tmin_lapse': 'def parab(arr):
+                                            return 4 + np.sin(np.linspace(0,2*np.pi,num=len(arr)))'
+                       }
+    }
+
+
+

As shown the metadata retirieved the parameter modification function +as a string representation of the exact Python function(s) used for +modifying the user-defined parameter(s).

+
+

Note

+

The main differentiator between Scenario and +ScenarioSeries is that Scenario is designed for modifying +one or more parameters of a single parameters file whereas +ScenarioSeries is designed for modifying and tracking the +modification of one or more parameters in multiple PRMS +parameters files, therefore resulting in multiple PRMS simulations.

+
+
+
+build(param_mod_funs=None)[source]
+

Take a user-defined dictionary with param names as keys and Python +functions as values, copy the original input files as given when +initializing a Scenario instance to the simulation_dir +then apply the functions in the user-defined dictionary to the +parameters there. The build method must be called before running +the Scenario (calling Scenario.run() ).

+
+
Keyword Arguments
+

param_mod_funs (dict) – dictionary with parameter names as keys +and Python functions as values to apply to the names (key)

+
+
Returns
+

None

+
+
+

Example

+

see Scenario for a full example.

+
+

Note

+

If the scenario_dir that was assigned for the current +instance already exists, it will be overwritten when build +is invoked.

+
+
+ +
+
+run(prms_exec='prms')[source]
+

Run the PRMS simulation for a built Scenario instance.

+
+
Keyword Arguments
+

prms_exec (str) – name of PRMS executable on $PATH or path to +executable

+
+
Returns
+

None

+
+
+

Examples

+

see Scenario for full example

+
+
Raises
+

RuntimeError – if the Scenario.build() method has not yet + been called.

+
+
+
+ +
+ +
+
+

ScenarioSeries

+
+
+class prms_python.ScenarioSeries(base_dir, scenarios_dir, title=None, description=None)[source]
+

Create and manage a series of model runs where parameters are modified.

+

First initialize the series with an optional title and description. +Then to build the series the user provides a list of dictionaries with +parameter-function key-value pairs, and optionally a title and +description for each dictionary defining the individual scenario.

+

The ScenarioSeries’ build method creates a file structure under +the series directory (scenarios_dir) where each subdirectory is +named with a uuid which can be later matched to its title using +the metadata in scenario_dir/series_metadata.json (see json). +In the future we may add a way for the user to access the results of +the scenario simulations directly through the ScenarioSeries +instance, but for now the results are written to disk. Therefore each +scenario’s title metadata can be used to refer to which parmaters were +modified and how for post-processing and analysis. One could also use +the description metadata for this purpose.

+
+
Parameters
+
    +
  • base_dir (str) – path to base inputs; ‘control’, ‘parameters’, +and ‘data’ must be present there

  • +
  • scenarios_dir (str) – directory where scenario data will be written +to; will be overwritten or created if it does not exist

  • +
+
+
Keyword Arguments
+
    +
  • title (str, optional) – title of the ScenarioSeries instance

  • +
  • description (str, optional) – description of the ScenarioSeries +instance

  • +
+
+
+
+
+metadata
+

dictionary with title, description, and UUID map +dictionary for individiual Scenario output directories, +the UUID dictionary (uuid_title_map)is left empty until +calling ScenarioSeries.build().

+
+
Type
+

dict

+
+
+
+ +
+
+scenarios
+

empty list that will be filled with ``Scenario``s +after defining them by calling ScenarioSeries.build().

+
+
Type
+

list

+
+
+
+ +

Example

+

There are three steps to both Scenario and ScenarioSeries, +first we initialize the object

+
>>> series = ScenarioSeries(
+>>>      base_dir = 'dir_with_input_files',
+>>>      scenarios_dir = 'dir_to_run_series',
+>>>      title = 'title_for_group_of_scenarios',
+>>>      description = 'description_for_scenarios'
+>>> )
+
+
+

The next step is to “build” the ScenarioSeries by calling the +ScenarioSeries.build() method which defines which parameters +to modify, how to modify them, and then performs the modification +which readies the series to be “run” (the last step). See the +ScenarioSeries.build() method for the next step example.

+

Also see Scenario & ScenarioSeries for full example

+
+
+build(scenarios_list)[source]
+

Build the scenarios from a list of scenario definitions in dicitonary +form.

+

Each element of scenarios_list can have any number of parameters +as keys with a function for each value. The other two acceptable keys +are title and description which will be passed on to each +individual Scenario’s metadata in series_metadata.json for future +lookups. The build method also creates a file structure that uses +UUID values as individiual Scenario subdirectories as shown below.

+
+
Parameters
+

scenarios_list (list) – list of dictionaries with key-value +pairs being parameter-function definition pairs or +title-title string or description-description string.

+
+
Returns
+

None

+
+
+

Examples

+

Following the initialization of a ScenarioSeries instance as +shown the example docstring there, we “build” the series by +defining a list of param named-keyed function-valued +dictionaries. This example uses arbitrary functions on two +PRMS parameters snowinfil_max and snow_adj,

+
>>> def _function1(x): #Note, function must start with underscore
+        return x * 0.5
+>>> def _function2(x):
+        return x + 5
+>>> dic1 = {'snowinfil_max': _function1, 'title': 'scenario1'}
+>>> dic2 = {'snowinfil_max': _function2,
+            'snow_adj': function1,
+            'title': 'scenario2',
+            'description': 'we adjusted two snow parameters'
+           }
+>>> example_scenario_list = [dic1, dic2]
+>>> # now we can build the series
+>>> series.build(example_scenario_list)
+
+
+

In this example that follows from ScenarioSeries example the +file structure that is created by the build method is as follows:

+
dir_to_run_series
+├── 670d6352-2852-400a-997e-7b12ba34f0b0
+│   ├── control
+│   ├── data
+│   └── parameters
+├── base_inputs
+│   ├── control
+│   ├── data
+│   └── parameters
+├── ee9526a9-8fe6-4e88-b357-7dfd7111208a
+│   ├── control
+│   ├── data
+│   └── parameters
+└── series_metadata.json
+
+
+

As shown the build method has copied the original inputs from the +base_dir given on initialization of ScenarioSeries to a new +subdirectory of the scenarios_dir, it also applied the +modifications to the parameters for both scenarios above and move the +input files to their respective directories. At this stage the +metadata will not have updated the UUID map dictionary to each +scenarios subdirectory because they have not yet been run. See the +ScenarioSeries.run() method for further explanation including +the final file structure and metadata file contents.

+
+ +
+
+classmethod from_parameters_iter(base_directory, parameters_iter, title=None, description=None)[source]
+

Alternative way to initialize and build a ScenarioSeries in one +step.

+

Create and build a ScenarioSeries by including the param-keyed- +function-valued dictionary (parameters_iter) that is otherwise +passed in ScenarioSeries.build().

+
+
Parameters
+
    +
  • base_directory (str) – directory that contains model input files

  • +
  • parameters_iter (list of dicts) – list of dictionaries for each +Scenario as described in Scenario and +ScenarioSeries.build().

  • +
  • title (str) – title for group of scenarios

  • +
  • description (str) – description for group of scenarios

  • +
+
+
Returns
+

None

+
+
+
+ +
+
+run(prms_exec='prms', nproc=None)[source]
+

Run a “built” ScenarioSeries and make final updates +to file structure and metadata.

+
+
Keyword Arguments
+
    +
  • prms_exec (str) – name of PRMS executable on $PATH or path to +executable. Default = ‘prms’

  • +
  • nproc (int or None) – number of processceors available to +parallelize PRMS simulations, if None (default) then use +half of what the multiprocessing detects on the +machine.

  • +
+
+
Returns
+

None

+
+
+

Examples

+

This example starts where the example ends in +ScenarioSeries.build(), calling run will run the +models for all scenarios and then update the file structure

+

as well as create individual Scenario metadata files as such:

+
dir_to_run_series
+├── 5498c21d-d064-45f4-9912-044734fd230e
+│   ├── inputs
+│   │   ├── control
+│   │   ├── data
+│   │   └── parameters
+│   ├── metadata.json
+│   └── outputs
+│       ├── prms_ic.out
+│       ├── prms.out
+│       └── statvar.dat
+├── 9d28ec5a-b570-4abb-8000-8dac113cbed3
+│   ├── inputs
+│   │   ├── control
+│   │   ├── data
+│   │   └── parameters
+│   ├── metadata.json
+│   └── outputs
+│       ├── prms_ic.out
+│       ├── prms.out
+│       └── statvar.dat
+├── base_inputs
+│   ├── control
+│   ├── data
+│   └── parameters
+└── series_metadata.json
+
+
+

As we can see the file structure follows the combined structures +as defined by Simulation and Scenario. The content +of the top-level metadata file series_metadata.json is as such:

+
{
+  "title": "title_for_group_of_scenarios",
+  "description": "description_for_scenarios",
+  "uuid_title_map": {
+    "5498c21d-d064-45f4-9912-044734fd230e": "scenario1",
+    "9d28ec5a-b570-4abb-8000-8dac113cbed3": "scenario2"
+  }
+}
+
+
+

Therefore one can use the json file to track between UUID’s and +individual scenario titles. The json files are read as a Python +dictionary which makes them particularly convenient. The contents of +an individual scenarios metadata.json file included a string +representation of the function(s) that were applied to the +paramter(s):

+
{
+    "description": null,
+    "end_datetime": "2018-09-03T00:00:40.793817",
+    "mod_funs_dict": {
+        "snowinfil_max": "def _function1(x):
+                              return x * 0.5"
+    },
+    "start_datetime": "2018-09-03T00:00:30.421353",
+    "title": "scenario1"
+}
+
+
+
+

Note

+

As shown, it is important to give appropriate scenario titles when +building a ScenarioSeries dictionary in order to later +understand how parameters were modified in each scenario. If not +one would have to rely on the individual metadata.json files +in each scenario directory which may be more cumbersome.

+
+
+ +
+ +
+
+

Optimizer

+
+
+class prms_python.Optimizer(parameters, data, control_file, working_dir, title, description=None)[source]
+

Container for PRMS parameter optimization and related routines.

+

Currently the monte_carlo method provides random parameter +resampling routines using uniform and normal random variables.

+

Example

+
>>> from prms_python import Data, Optimizer, Parameters
+>>> params = Parameters('path/to/parameters')
+>>> data = Data('path/to/data')
+>>> control = 'path/to/control'
+>>> work_directory = 'path/to/create/simulations'
+>>> optr = Optimizer(
+                     params,
+                     data,
+                     control,
+                     work_directory,
+                     title='the title',
+                     description='desc')
+>>> measured = 'path/to/measured/csv'
+>>> statvar_name = 'basin_cfs' # or any other valid statvar
+>>> params_to_resample = ['dday_intcp', 'dday_slope'] # list of params
+>>> optr.monte_carlo(measured, params_to_resample, statvar_name)
+
+
+
+
+monte_carlo(reference_path, param_names, statvar_name, stage, n_sims=10, method='uniform', mu_factor=1, noise_factor=0.1, nproc=None)[source]
+

The monte_carlo method of Optimizer performs parameter +random resampling techniques to a set of PRMS parameters and +executes and manages the corresponding simulations.

+
+
Parameters
+
    +
  • reference_path (str) – path to measured data for optimization

  • +
  • param_names (list) – list of parameter names to resample

  • +
  • statvar_name (str) – name of statisical variable output name for +optimization

  • +
  • stage (str) – custom name of optimization stage e.g. ‘ddsolrad’

  • +
+
+
Keyword Arguments
+
    +
  • n_sims (int) – number of simulations to conduct +parameter optimization/uncertaitnty analysis.

  • +
  • method (str) – resampling method for parameters (normal or uniform)

  • +
  • mu_factor (float) – coefficient to scale mean of the parameter(s) +to resample from when using the normal distribution to resample +i.e. a value of 1.5 will sample from a normal rv with mean +50% higher than the original parameter mean

  • +
  • noise_factor (float) – scales the variance of noise to add to +parameter values when using normal rv (method=’normal’)

  • +
  • nproc (int) – number of processors available to run PRMS simulations

  • +
+
+
Returns
+

None

+
+
+
+ +
+
+plot_optimization(freq='daily', method='time_series', plot_vars='both', plot_1to1=True, return_fig=False, n_plots=4)[source]
+

Basic plotting of current optimization results with limited options. +Plots measured, original simluated, and optimization simulated variabes +Not recommended for plotting results when n_sims is very large, instead +use options from an OptimizationResult object, or employ a user-defined +method using the result data.

+
+
Keyword Arguments
+
    +
  • freq (str) – frequency of time series plots, value can be ‘daily’ +or ‘monthly’ for solar radiation

  • +
  • method (str) – ‘time_series’ for time series sub plot of each +simulation alongside measured radiation. Another choice is +‘correlation’ which plots each measured daily solar radiation +value versus the corresponding simulated variable as subplots +one for each simulation in the optimization. With coefficients +of determiniationi i.e. square of pearson correlation coef.

  • +
  • plot_vars (str) – what to plot alongside simulated srad: +‘meas’: plot simulated along with measured swrad +‘orig’: plot simulated along with the original simulated swrad +‘both’: plot simulated, with original simulation and measured

  • +
  • plot_1to1 (bool) – if True plot one to one line on correlation +scatter plot, otherwise exclude.

  • +
  • return_fig (bool) – flag whether to return matplotlib figure

  • +
+
+
Returns
+

+
If kwarg return_fig=True, then return

copy of the figure that is generated to the user.

+
+
+

+
+
Return type
+

f (matplotlib.figure.Figure)

+
+
+
+ +
+ +
+
+

OptimizationResult

+
+
+class prms_python.OptimizationResult(working_dir, stage)[source]
+

The OptimizationResult object serves to collect and manage output +from an Optimizer method. Upon initialization and a given optimization +stage that was used when running the Optimizer method, e.g. monte_carlo, +the class gathers all JSON metadata that was produced for the given stage. +The OptimizationResult has three main user methods: first result_table +which returns the top n simulations according to four model performance +metrics (Nash-Sutcliffe efficiency (NSE), root-mean squared-error (RMSE), +percent bias (PBIAS), and the coefficient of determination (COEF_DET) as +calculated against measured data. For example the table may look like:

+
>>> ddsolrad_res = OptimizationResult(work_directory, stage=stage)
+>>> top10 = ddsolrad_res.result_table(freq='monthly',top_n=10)
+>>> top10
+    ========================  ========  =======  =========   ========
+    ddsolrad parameters       NSE       RMSE     PBIAS       COEF_DET
+    ========================  ========  =======  =========   ========
+    orig_params               0.956267  39.4725  -0.885715   0.963116
+    tmax_index_54.2224631748  0.921626  47.6092  -0.849256   0.94402
+    tmax_index_44.8823940703  0.879965  58.9194  5.79603     0.922021
+    tmax_index_47.6835387480  0.764133  82.5918  -4.78896    0.837582
+    ========================  ========  =======  =========   ========
+
+
+

Second, the get_top_ranked_sims which returns a dictionary that map +key information about the top n ranked simulations, an example returned +dictionary may look like:

+
>>> {
+      'dir_name' : ['pathToSim1', 'pathToSim2'],
+      'param_path' : ['pathToSim1/input/parameters', 'pathToSim2/input/parameters'],
+      'statvar_path' : ['pathToSim1/output/statvar.dat', 'pathToSim2/output/statvar.dat'],
+      'params_adjusted' : [[param_names_sim1], [param_names_sim2]]
+    }
+
+
+

The third method of OptimizationResult is archive which essentially +opens all parameter and statvar files from each simulation of the given +stage and archives the parameters that were modified and their modified values +and the statistical variable (PRMS time series output) that is associated with +the optimization stage. Other Optimizer simulation metadata is also gathered +and new JSON metadata containing only this information is created and written +within a newly created “archived” subdirectory within the same directory that +the Optimizer routine managed simulations. The OptimizationResult.archive +method then recursively deletes the simulation data for each of the given stage.

+
+
+archive(remove_sims=True, remove_meta=False, metric_freq='daily')[source]
+

Create archive directory to hold json files that contain +information of adjusted parameters, model output, and performance +metrics for each Optimizer simulation of the +OptimizationResult.stage in the OptimizationResult.working_dir.

+
+
Keyword Arguments
+
    +
  • remove_sims (bool) – If True recursively delete all folders +and files associated with original simulations of the +OptimizationResult.stage in the +OptimizationResult.working_dir, if False do not delete +simulations.

  • +
  • remove_meta (bool) – Whether to delete original Optimizer +JSON metadata files, default is False.

  • +
  • metric_freq (Str) – Frequency of output metric computation +for recording of model performance. Can be ‘daily’ +(default) or ‘monthly’. Note, other results can be computed +later with archived results.

  • +
+
+
Returns
+

None

+
+
+
+ +
+ +
+
+
+

Select helper functions

+
+

load_data

+
+
+prms_python.load_data(data_file)[source]
+

Read the data file and load into a datetime indexed Pandas dataframe object.

+
+
Parameters
+

data_file (str) – data file path

+
+
Returns
+

+
Pandas dataframe of input time series data

from data file with datetime index

+
+
+

+
+
Return type
+

df (pandas.DataFrame)

+
+
+
+ +
+
+

load_statvar

+
+
+prms_python.load_statvar(statvar_file)[source]
+

Read the statvar file and load into a datetime indexed +Pandas dataframe object

+
+
Parameters
+

statvar_file (str) – statvar file path

+
+
Returns
+

+
(pandas.DataFrame) Pandas DataFrame of PRMS variables date indexed

from statvar file

+
+
+

+
+
+
+ +
+
+

modify_params

+
+
+prms_python.modify_params(params_in, params_out, param_mods=None)[source]
+

Given a parameter file in and a dictionary of param_mods, write modified +parameters to params_out.

+
+
Parameters
+
    +
  • params_in (str) – location on disk of the base parameter file

  • +
  • params_out (str) – location on disk where the modified parameters will +be written

  • +
+
+
Keyword Arguments
+

param_mods (dict) – param name-keyed, param modification function-valued

+
+
Returns
+

None

+
+
+

Example

+

Below we modify the monthly jh_coef parameter by increasing it 10% +for every month,

+
>>> params_in = 'models/lbcd/parameters'
+>>> params_out = 'scenarios/jh_coef_1.1/params'
+>>> scale_10pct = lambda x: x * 1.1
+>>> modify_params(params_in, params_out, {'jh_coef': scale_10pct})
+
+
+

So param_mods is a dictionary of with keys being parameter names and +values a function that operates on a single value. Currently we only +accept functions that operate without reference to any other +parameters. The function will be applied to every cell, month, or +cascade routing rule for which the parameter is defined.

+
+ +
+
+

resample_param

+
+
+prms_python.optimizer.resample_param(params, param_name, how='uniform', mu_factor=1, noise_factor=0.1)[source]
+

Resample PRMS parameter by shifting all values by a constant that is +taken from a uniform distribution, where the range of the uniform +values is equal to the difference between the min and max of the allowable +range. The parameter min and max are set in Optimizer.param_ranges. +If the resampling method (how argument) is set to ‘normal’, randomly +sample a normal distribution with mean = mean(parameter) X mu_factor and +sigma = param allowable range multiplied by noise_factor. If parameters have +array length <= 366 then individual parameter values are resampled otherwise +resample all param values at once, e.g. by taking a single random value +from the uniform distribution. If they are taking all at once using the +normal method then the original values are scaled by mu_factor and a normal +random variable with mean=0 and std dev = parameter range X noise_factor.

+
+
Parameters
+
+
+
Keyword Arguments
+
    +
  • how (str) – distribution to resample parameters from in the case +that each parameter element can be resampled (len <=366) +Currently works for uniform and normal distributions.

  • +
  • noise_factor (float) – factor to multiply parameter range by, +use the result as the standard deviation for the normal rand. +variable used to add element wise noise. i.e. higher +noise_factor will result in higher variance. Must be > 0.

  • +
+
+
Returns
+

ndarray of param after resampling

+
+
Return type
+

ret (numpy.ndarry)

+
+
Raises
+
    +
  • KeyError – if param_name not a valid parameter name

  • +
  • ValueError – if the parameter range has not been set in + Optimizer.param_ranges

  • +
+
+
+
+ +
+
+

nash_sutcliffe

+
+
+prms_python.nash_sutcliffe(observed, modeled)[source]
+

Calculates the Nash-Sutcliffe Goodness-of-fit

+
+
Parameters
+
+
+
+
+ +
+
+
+
+

Indices and tables

+ +
+ + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/changelog.html b/docs/build/html/changelog.html new file mode 100644 index 0000000..cc2a9f1 --- /dev/null +++ b/docs/build/html/changelog.html @@ -0,0 +1,183 @@ + + + + + + + Change log — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +
+

Change log

+
+

Version 1.0.1

+

Substantial improvements and updates to online documentation. Renamed two util +module functions to align with PEP style conventions specifically: +Kolmogorov_Smirnov became kolmogorov_smirnov and calc_emp_CDF +became calc_emp_cdf, also renamed util.load_data_file to +util.load_data for consistency with util.load_statvar. Name changes +are backwards compatible. Add interactive code snippets in online documentation, +add conda environment file.

+
+

Bug Fixes

+
    +
  • Fix prmspy script errors after prms-python installation with Python 2

  • +
+
+
+
+

Version 1.0.0

+

Stable version and first numbered release on PyPI. All functionality tested +and passed on multiple platforms using several PRMS models.

+
+

Major submodules, classes and functions

+
    +
  • data +- Data

  • +
  • parameters +- Parameters, modify_params

  • +
  • simulation +- Simulation, SimulationSeries

  • +
  • scenario +- Scenario, ScenarioSeries

  • +
  • optimizer +- Optimizer, OptimizationResult, resample_param

  • +
  • util +- load_statvar, nash_sutcliffe, and others

  • +
+

This version also includes the command line interface script “prmspy”. +Ongoing work on Docs website, includes mostly up-to-date Jupyter notebook +examples.

+
+
+
+

Version 0.1.0

+

First numbered version, was not setup for installation using PyPI. Many changes +occured for initial development under this version which were not released.

+
+
+ + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/citation.html b/docs/build/html/citation.html new file mode 100644 index 0000000..ad3f97e --- /dev/null +++ b/docs/build/html/citation.html @@ -0,0 +1,138 @@ + + + + + + + Citation — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +
+

Citation

+

Please cite PRMS-Python using:

+

Volk, J. M., & Turner, M. A. (2019). PRMS-Python: A Python framework for programmatic PRMS modeling and access to its data structures. Environmental Modelling & Software, 114, 152–165. https://doi.org/10.1016/J.ENVSOFT.2019.01.006

+

A template for running the PAWN sensitivity analysis as a Jupter Notebook:

+

Volk, J. (2018). An example template for conducting PAWN global sensitivity analysis on parameters of the PRMS model using the PRMS-Python framework, HydroShare, https://doi.org/10.4211/hs.bae3f93a5dc54dd886729265eecc784f

+
+ + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/cli.html b/docs/build/html/cli.html new file mode 100644 index 0000000..b7c9282 --- /dev/null +++ b/docs/build/html/cli.html @@ -0,0 +1,232 @@ + + + + + + + Command-Line Interface — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +
+

Command-Line Interface

+

If you installed using pip, you should now be able to access the +PRMS-Python Command-Line Interface (CLI) through the prmspy command. +The prmspy CLI is an ongoing work in progress. You can run the prmspy +command

+
prmspy
+
+
+

and you should see the following help message

+
Usage: prmspy [OPTIONS] COMMAND [ARGS]...
+
+  access PRMS-Python functionality from the command line
+
+Options:
+  --help  Show this message and exit.
+
+Commands:
+  nash_sutcliffe_matrix  Save a PDF of the Nash-Sutcliffe created from...
+  param_scale_sim        Provide params and scaling values; run PRMS...
+
+
+

You can get help messages for the commands by typing them in after prmspy:

+
prmspy param_scale_sim
+
+
+
prmspy nash_sutcliffe_matrix
+
+
+
+

Commands

+

The CLI provides two commands, param_scale_sim and +nash_sutcliffe_matrix. They are rather cryptically named, so we will explain +these names.

+
+

param_scale_sim

+

param_scale_sim performs a parameter-scaling experiment. The user can +pass in any number of parameters and a list of scaling values to use for +each parameter. prmspy will modify base parameter data as requested, +doing the data management for you, and placing all “scenario” inputs into +a UUID4-named directory. prmspy tracks which directories belong to which +combination of scaling values, and writes this information on disk in +JSON-formatted metadata saved to the same parent directory as the scenario +input and output data.

+

Below is an example using prmspy param_scale_sim to create 121 different +scenarios by co-varying two parameters, rad_trncf and snow_adj both +across eleven values, 0.5 to 1.5 in 0.1 increments. We provide a title, +“Testing prmspy with rad_trncf and snow_adj adjustments”, use eight +processors (-n8), run PRMS instead of simply building scenario input data, +and write all data to the directory test-run-series.

+
prmspy param_scale_sim prms_python/models/lbcd \
+    -p rad_trncf \
+    -s"[0.5, 0.6, 0.7, 0.8, 0.9, 1.0, 1.1, 1.2, 1.3, 1.4, 1.5]" \
+    -p snow_adj \
+    -s"[0.5, 0.6, 0.7, 0.8, 0.9, 1.0, 1.1, 1.2, 1.3, 1.4, 1.5]" \
+    -t"Testing prmspy with rad_trncf and snow_adj adjustments" \
+    -n8 \
+    -o test-run-series \
+    --run-prms
+
+
+

It’s a lot to type in, but it’s actually pretty clear.

+

What to do with all that data? Move on to the next section to see an option +for analyzing the fit of modeled data to observed data as these parameters vary.

+
+
+

nash_sutcliffe_matrix

+

The Nash-Sutcliffe model efficiency is one of many measures of how well a +model output matches known observational data. For this, we are comparing the +predicted streamflow matches the observed streamflow.

+

Mathematically, the Nash-Sutcliffe efficiency (NSE), \(E\) is defined as

+
+\[E = 1 - \frac + {\sum_{t=1}^{T}\left(Q_o^t - Q_m^t\right)^2} + {\sum_{t=1}^{T}\left(Q_o^t - \overline{Q_o}\right)^2}\]
+

where for us \(Q_o^t\) is the observed streamflow at time \(t\), +\(Q_m^t\) is the modeled streamflow at time \(t\), and +\(\overline{Q_o}\) the time average of the observed streamflow.

+

The Nash-Sutcliffe efficiency can be at most 1 which happens in the +unlikely case that the modeled streamflow exactly matches the +observed streamflow. The NSE has no lower bound. An NSE of zero means that the +time-average would do just as well at predicting the timeseries as the model +did. An NSE below zero means that the time-average as a predictor would +be a better predictor than the model.

+

We can calculate a matrix of Nash-Sutcliffe values whose coordinates correspond +to combinations of parameter scalings given to prmspy param_scale_sim +above.

+

To build a PDF with a visualization of this image, run the following

+
prmspy nash_sutcliffe_matrix test-run-series nash-sutcliffe.pdf
+
+
+

Open nash-sutcliffe.pdf and you should see something just like this:

+
+_images/nash-sutcliffe.png +
+
+
+
+ + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/genindex.html b/docs/build/html/genindex.html new file mode 100644 index 0000000..b1fa5b4 --- /dev/null +++ b/docs/build/html/genindex.html @@ -0,0 +1,328 @@ + + + + + + + + Index — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ + +

Index

+ +
+ A + | B + | D + | F + | L + | M + | N + | O + | P + | R + | S + | V + | W + +
+

A

+ + +
+ +

B

+ + + +
+ +

D

+ + + +
+ +

F

+ + + +
+ +

L

+ + + +
+ +

M

+ + + +
+ +

N

+ + +
+ +

O

+ + + +
+ +

P

+ + + +
+ +

R

+ + +
+ +

S

+ + + +
+ +

V

+ + +
+ +

W

+ + +
+ + + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/index.html b/docs/build/html/index.html new file mode 100644 index 0000000..7722485 --- /dev/null +++ b/docs/build/html/index.html @@ -0,0 +1,198 @@ + + + + + + + PRMS-Python — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +
+

PRMS-Python

+

This module provides intuitive structures and functions for implementing and +managing common modeling workflows with PRMS, the United States +Geological Survery’s hydrologic computer model.

+

View on GitHub

+

PRMS-Python gives direct access to PRMS input parameters, climate forcing data, +and output variables– interfacing PRMS data structures with powerful +scientific Python data structures particularly the numpy.ndarray and +pandas.DataFrame objects. The module contains routines to systematically +modify input parameters using user defined methods or a Monte Carlo parameter +resampler; such routines then run a series of PRMS simulations in parralel. +Metadata is also created and tracked along with each PRMS simulation’s inputs +and outputs when running an automated routine. Post-processing of PRMS-Python +managed simulations is also enhanced by tools for retrieving and archiving +model inputs and outputs, calculate goodness-of-fit metrics, and built in +visualizations routines are provided for model input and output.

+
+

Install

+

pip install prms-python

+
+

Developer Install

+

First, clone from GitHub

+
git clone https://github.com/PRMS-Python/PRMS-Python.git
+cd PRMS-Python
+
+
+

Then install dependencies and executable

+
pip install --editable .
+
+
+
+
+
+

Usage

+

We recommend getting acquainted with PRMS-Python by reading and applying some examples and recipes found in the Tutorial and Recipes page, and consult the API Reference for more details. More examples including basic and advanced workflows with additional documentation can be found in the Jupyter notebooks on GitHub.

+ +
+
+ + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/objects.inv b/docs/build/html/objects.inv new file mode 100644 index 0000000..279c582 Binary files /dev/null and b/docs/build/html/objects.inv differ diff --git a/docs/build/html/search.html b/docs/build/html/search.html new file mode 100644 index 0000000..a2c0e43 --- /dev/null +++ b/docs/build/html/search.html @@ -0,0 +1,141 @@ + + + + + + + Search — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +

Search

+
+ +

+ Please activate JavaScript to enable the search + functionality. +

+
+

+ From here you can search these documents. Enter your search + words into the box below and click "search". Note that the search + function will automatically search for all of the words. Pages + containing fewer words won't appear in the result list. +

+
+ + + +
+ +
+ +
+ +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/build/html/searchindex.js b/docs/build/html/searchindex.js new file mode 100644 index 0000000..3dc0d4c --- /dev/null +++ b/docs/build/html/searchindex.js @@ -0,0 +1 @@ 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Reference","Change log","Citation","Command-Line Interface","PRMS-Python","Tutorial and Recipes"],titleterms:{"class":[0,1],"function":[0,1],api:0,bug:1,chang:1,citat:2,command:3,data:[0,5],develop:4,exampl:5,fix:1,helper:0,indic:0,instal:4,interfac:3,line:3,load_data:[0,5],load_statvar:[0,5],log:1,major:1,modify_param:0,nash_sutcliff:0,nash_sutcliffe_matrix:3,optim:[0,5],optimizationresult:[0,5],param_scale_sim:3,paramet:[0,5],prm:4,python:4,recip:5,refer:0,resample_param:0,scenario:[0,5],scenarioseri:[0,5],select:0,sensit:5,simul:[0,5],simulationseri:[0,5],submodul:1,tabl:0,tutori:5,usag:4,version:1}}) \ No newline at end of file diff --git a/docs/build/html/tutorial.html b/docs/build/html/tutorial.html new file mode 100644 index 0000000..4e51743 --- /dev/null +++ b/docs/build/html/tutorial.html @@ -0,0 +1,715 @@ + + + + + + + Tutorial and Recipes — PRMS-Python v1.0.0 + + + + + + + + + + + + + + + + + + + + +
+ + +
+
+ + +
+ +
+

Tutorial and Recipes

+

In this tutorial we walk through each important class and function, and explain +each one’s purpose and use with an example. At the end of the tutorial in +Example: Parameter sensitivity we show a more advanced workflow involving parameter sensitivity +over dual parameter space that uses several of the previously described classes +and functions.

+
+

Data

+

The Data Class class loads a PRMS data file into a Pandas DataFrame and allows +for easy modification and writing of PRMS data files.

+

A PRMS data file holds time series variables that are used as input for running +PRMS, e.g. daily air temperature and precipitation. Being tabular and date-indexed +the data file is well represented and managed as a pandas.DataFrame. +A common paractice in hydrologic modeling is to evaluate hydrologic response +to multiple climate change scenarios. The Data class offers function-based +modification of time series variable/s so that the user can quickly create new +climate inputs for PRMS. The user can visualize the data file variables from +easily using Pandas, matplotlib or other plotting libraries. After modification +of climatic variables the Data.write method will save the data +to disk in the PRMS ascii format.

+
from prms_python import Data
+d = Data('test/data/data')
+
+# modify daily temperature by adding 2 degrees to each input
+def f(x):
+  return (x + 2)
+
+# apply function to daily temperature input
+d.modify(f, ['tmax','tmin'])
+
+# write new modified data file to disk
+d.write('test/data/temp_plus2_data')
+
+
+

The Data.data_frame property is the pandas.DataFrame representation +of hydro-climatic variables found in a PRMS data file. As such it can also +be assigned within Python. However in order to create a data file from scratch +using the Data object one must also assign the Data.metadata property. +For an example of what is stored in the metadata attribute please refer +to the data examples Jupyter notebook.

+

The write method of data has dual functions +depending on the status of a Data instance– if the method is called before +the Data.data_frame is accessed then the original file will be simply copied +to the path given to write, on the other hand if the data_frame has been +accessed within Python then the write method writes the current state of the +data in the data_frame from memory. The first function is useful in reducing +memory use and computational cost when using the Data class in more advanced +workflows.

+

The Scenario and ScenarioSeries will soon incorporate the functionality +to modify the climatic data within either a single Scenario or a +series of Scenarios.

+
+
+

Parameters

+

The Parameters Class provides a NumPy-backed +representation of a PRMS parameters file that allows the user to select, +modify, and save PRMS parameters files. It can be used similarly to a +Pandas DataFrame.

+

The PRMS parameters file contains data arrays of varying dimensionality, which +is why we can’t simply use a DataFrame to do these manipulations. The +implementation of the Parameters class is loosely based on the netCDF +data structure, where metadata about each parameter is kept separately. +Parameters are read into memory only if the user selects or modifies a +particular parameter. This allows for memory-efficient processing of Parameter files.

+

Below is an example of reading a parameter file, reading a particular variable +from a parameter file, replacing that parameter data with other data (in this +case an array of all zeros), then saving the modified parameters to a new +Parameters file.

+
from prms_python import Parameters
+p = Parameters('test/data/parameter')
+
+# select PRMS parameter by name, raising KeyError if DNE
+snow_adj = p['snow_adj']
+assert snow_adj.shape == (12, 16)
+
+# assign values to PRMS parameter
+import numpy as np
+z = np.zeros(snow_adj.shape)
+p['snow_adj'] = z  # now p['snow_adj'] is 12x16 matrix of zeros
+
+# write modified parameters to file
+p.write('newparameters')
+
+
+

The Scenario and ScenarioSeries use this functionality (via the +prms_python.modify_params function) to implement either a single Scenario or a +series of Scenarios.

+
+
+

Simulation & SimulationSeries

+

The Simulation class provides a simple wrapper around running the PRMS +model. It encourages standardization of input file names by requiring the +three PRMS inputs to be named data, parameters, and control. In order to +add some natural metadata to the inputs, the user should use a memorable name +for the directory that holds these three files. The Simulation and +SimulationSeries however are more useful as building blocks for more +advanced workflows or for new PRMS-Python submodules and routines, e.g. +new optimization routines.

+

After the user prepares their input files, say into a directory called +prms-sim-example, they can run the following in either a Python script or a +Python REPL

+
from prms_python import Simulation
+sim = Simulation('prms-sim-example')
+sim.run()
+
+
+

This will run PRMS assuming the PRMS executable is on the system path and is +called prms. In this usage, the outputs will go to the +prms-sim-dir directory. +If the user wishes to use a different executable name or provide the path to +it explicitly, they can do so by replacing

+
sim.run()
+
+
+

with

+
sim.run(prms_executable='path/to/myPRMSExecutable')
+
+
+

Another available option is to specify a different directory to use as the +“simulation directory,” which can be useful if you want to separate +a directory with only input data from directories where both input and output +model run data will be stored. You can do this by specifying an additional +keyword argument in the Simulation constructor, like so

+
sim = Simulation('prms-sim-example', simulation_dir='sim-dir-1')
+sim.run()
+
+
+

Additional examples of Simulation including the file structure can be found in +the API prms_python.Simulation.run() and the class method from_data which +allows for initialization from PRMS-Python Data and Parameter objects can +be found in the API at prms_python.Simulation.from_data().

+
+

SimulationSeries

+

The SimulationSeries class offers the same functionality +as Simulation for an arbitrary number of simulations, with the added function +of running PRMS in parralel. The example below is taken from the PRMS-Python API.

+

Lets say you have already created a series of PRMS models by modifying +the input climatic forcing data, e.g. you have 100 data files and +you want to run each using the same control and parameters file. +For simplicity lets say there is a directory that contains all 100 +data files e.g. data1, data2, … or whatever they are named and +nothing else. This example also assumes that you want each simulation +to be run and stored in directories named after the data files as +shown.

+
data_dir = 'dir_that_contains_all_data_files'
+params = Parameters('path_to_parameter_file')
+control_path = 'path_to_control'
+# a list comprehension to make multiple simulations with
+# different data files, alternatively you could use a for loop
+sims = [
+        Simulation.from_data
+          (
+            Data(data_file),
+            params,
+            control_path,
+            simulation_dir='sim_{}'.format(data_file)
+          )
+        for data_file in os.listdir(data_dir)
+        ]
+
+
+

Next we can use SimulationSeries to run all of these +simulations in parrallel. For example we may use 8 logical cores +on a common desktop computer.

+
sim_series = SimulationSeries(sims)
+sim_series.run(nprocs=8)
+
+
+

The SimulationSeries.run() method will run all 100 simulations +where chunks of 8 at a time will be run in parrallel. Inputs and +outputs of each simulation will be sent to each simulation’s +simulation_dir following the file structure of +Simulation.run().

+
+
+
+

Scenario & ScenarioSeries

+

The Scenario class implements data management on top of the +Simulation class, enforcing the user to separate base input data and +simulation input and output data, plus simple, optional metadata. Let’s dive +in with an example, assuming there are properly-formed files called data, +control, and parameters, in a directory called base-inputs. +We’ll use a simulation directory called sim-dir and further provide a title +and description for the Scenario. If sim-dir exists it will be overwritten +and if it does not exist it will be created. It’s up to the user to make sure +data doesn’t get overwritten.

+

Both Scenarios and ScenarioSeries have a three-step process for set-up and run. +First the Scenario or ScenarioSeries must be initialized with the base and +simulation paths, plus, optionally, a title and description. Next, the +Scenario(Series) must be “built”. This means defining which/how parameters +should be modified.

+
+

Scenario

+

First, let’s see how we implement these three steps for +a single Scenario. We’ll just increase one parameter, jh_coef, by 10%, or +multiply by a scaling factor of 1.10.

+
sc = Scenario('base-inputs', 'sim-dir',
+              title='Example Scenario',
+              description='''
+For the case of documentation we are including some example code.
+Unless you actually have some inputs in the base-inputs directory used above
+this will fail in an interpreter.
+''')
+def scale_1p1(x):
+    return x * 1.1
+sc.build({'jh_coeff': scale_1p1})
+sc.run()
+
+
+
+
+

ScenarioSeries

+

Now let’s build and run a series of scenarios. Each Scenario in the series is +specified by a dictionary that needs to have the title of the scenario and +a key-value pair of parameter-function for every parameter that should be +modified. In this example, we’ll still just scale jh_coef, but now over a +range of values from 0.5 to 1.5, in increments of 0.1.

+
base_dir = '../models/lbcd/'
+simulation_dir = 'example-sim-series-dir'
+title = 'Jensen-Hays and Radiative Transfer Function Sensitivity Analysis'
+description = '''
+Use title of \'"jh_coef":{jh factor value}\' so later
+we can easily generate a dictionary of these param/function combinations.
+'''
+sc_series = ScenarioSeries(base_dir, simulation_dir, title, description)
+
+# define the scenario_list used to build the ScenarioSeries;
+# build series in three steps:
+
+#  1) define fun to return a function that scales a value by an amount
+def _scale_fun(scale_val):
+    def scale(x):
+        return x * scale_val
+
+    return scale
+#  2) use the function generator `_scale_fun` in scenario_list comprehension
+scenario_list = [
+    {
+        'title': '"jh_coef":{0:.1f}'.format(jh_val),
+        'jh_coef': _scale_fun(jh_val),
+    }
+    for jh_val in np.arange(0.5, 1.5, 0.1)
+]
+#  3) "build" the series, meaning create scenario inputs and scenario dirs
+sc_series.build(scenario_list)
+
+sc_series.run()  # could provide nproc, ex: sc_series.run(nproc=10)
+
+
+

If, for example, we wanted to co-vary jh_coef with scalings of rad_trncf +(or any other parameter) we can use the following as a recipe. Just add one +more key/value pair to the dictionaries generated in the list comprehension +that build the scenario_list.

+
scenario_list = [
+    {
+        'title': '"jh_coef":{0:.1f}|"rad_trncf":{1:.1f}'.format(jh_val, rad_val),
+        'jh_coef': _scale_fun(jh_val),
+        'rad_trncf': _scale_fun(rad_val)
+    }
+    for jh_val in np.arange(0.5, 1.5, 0.1)
+    for rad_val in np.arange(0.5, 1.5, 0.1)
+]
+
+
+

Note that this will square the number of scenarios to be done.

+

The title might look strange, but it is useful as part of the metadata to recover information +about the individual Scenarios in the data analysis steps shown below in +Example: Parameter sensitivity. Alternatively, if the title is omitted the subdirectory names of +each scenario will not be intuitively matched to the unique universal identifiers +that are assigned automatically by ScenarioSeries.build. However metadata for +each scenario’s simulation will be stored in its respective directory and could +later be used to refer which parameter(s) were modified and how because the metadata +file contains a text representation of the Python functions that were used to modify the +parameter(s).

+

Additional explanations and examples including the file structures and metadata created +by the Scenario and ScenarioSeries are found in the API prms_python.Scenario and prms_python.ScenarioSeries.

+
+
+
+

Optimizer & OptimizationResult

+

The Optimizer class holds routines for PRMS parameter +optimization or calibration, and sensitivity.uncertainty analysis. Currently +the Optimizer.monte_carlo method offers a parameter resampling routine that +can automate the resampling or an arbitrary number of PRMS parameters, conduct +simulations for each set of resampled parameters, and self-generate metadata for +each. The routine uses the stand-alone function prms_python.optimizer.resample_param +which utilizes the uniform and normal distributions with added functionalities for +parameters of varying dimensions. In other words there are different rules for +parameter resampling for spatial parameters or parameters of large dimension than +those of single value or monthly dimensions.

+

The OptimizationResult class is designed to aid +management and analysis of output from a single optimization stage.

+

Note, this section is currently under development, please refer to the +example Jupyter notebook here for detailed documentation of the monte_carlo +parameter resampling routine. And the notebook here for explanations and +examples for OptimizationResult.

+
+
+

load_data & load_statvar

+

Among other uses, if we want to compare the performance of our model to +historical data for the purposes of parameterization or analyzing climate change +scenarios, we will have to load the input and output hydrographs. The two +functions prms_python.load_data and prms_python.load_statvar +read the data and statvar files into a Pandas DataFrame, which allows for +streamlined plotting and analysis.

+

Here is a simple example of how to use these functions to generate a plot +like (not identical to) the one shown in Comparison of observed and modeled flow.

+
import matplotlib.pyplot as plt
+
+from prms_python import load_data, load_statvar
+
+data_df = load_data('path/to/data')
+data_df.runoff_1.plot(label='observed')
+
+statvar_df = load_statvar('path/to/statvar.dat')
+statvar_df.basin_cfs_1.plot(label='modeled')
+
+plt.legend()
+plt.show()
+
+
+
+
+
+

Example: Parameter sensitivity

+

This is a full example of how the tools outlined above can be used together to +build a parameter sensitivity analysis and goodness-of-fit. We’ll be modifying two parameters, +the monthly jh_coef and the HRU scale rad_trncf. We will +create a list of scenario definitions to “build” the prms_python.ScenarioSeries. We’ll +then use the parallelized prms_python.ScenarioSeries.run() method to execute all +requested scenarios.

+

This is adapted from the scenario_series.ipynb, viewable on GitHub. +There are some details on customizing the plots that can be viewed there.

+

See inline comments for more details.

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import itertools
+import matplotlib.pyplot as plt
+import numpy as np
+
+from prms_python import (
+    ScenarioSeries, load_data, load_statvar, nash_sutcliffe
+)
+
+# define some ScenarioSeries metadata and initialize the series
+base_dir = '../models/lbcd/'
+simulation_dir = 'example-sim-series-dir'
+title = 'Jensen-Hays and Radiative Transfer Function Sensitivity Analysis'
+description = '''
+Use title of \'"jh_coef":{jh factor value}|"rad_trncf":{rad factor value}\' so later
+we can easily generate a dictionary of these factor value combinations.
+'''
+sc_series = ScenarioSeries(base_dir, simulation_dir, title, description)
+
+# define the scenario_list used to build the ScenarioSeries;
+# build series in three steps:
+
+#  1) define fun to return a function that scales a value by an amount
+def _scale_fun(scale_val):
+    def scale(x):
+        return x * scale_val
+
+    return scale
+#  2) use the function generator `_scale_fun` in scenario_list comprehension
+scenario_list = [
+    {
+        'title': '"jh_coef":{0:.1f}|"rad_trncf":{1:.1f}'.format(jh_val, rad_val),
+        'jh_coef': _scale_fun(jh_val),
+        'rad_trncf': _scale_fun(rad_val)
+    }
+    for jh_val in np.arange(0.7, 1.0, 0.1)
+    for rad_val in np.arange(0.7, 1.0, 0.1)
+]
+#  3) "build" the series, meaning create scenario inputs and scenario dirs
+sc_series.build(scenario_list)
+
+sc_series.run()  # could provide nproc, ex: sc_series.run(nproc=10)
+
+# now we want to analyze the results by plotting the model efficiency matrix
+# for the two parameters we varied, in three steps:
+#  1) Load basin_cfs_1 streamflow timeseries for every scenario
+metadata = json.loads(
+    open(os.path.join(simulation_dir, 'series_metadata.json')).read()
+)
+
+def _build_statvar_path(uu):
+    'Given a scenario UUID, build the path to the statvar file'
+    return os.path.join(simulation_dir, uu, 'outputs', 'statvar.dat')
+
+modeled_flows = {
+    title: load_statvar(_build_statvar_path(uu)).basin_cfs_1
+    for uu in metadata['uuid_title_map'].iteritems()
+}
+
+#  2) load the data file which contains the original streamflow
+data_path = os.path.join(base_dir, 'data')
+data_df = load_data_file(data_path)
+observed = data_df.runoff_1
+
+#  3) check model sensitivity via the Nash-Sutcliffe goodness of fit
+# define index lookup for scaling labels
+idx_lookup = {
+    '{:.1f}'.format(val): idx
+    for idx, val in enumerate(np.arange(0.7, 1.0, 0.1))
+}
+# initialize the Nash-Sutcliffe matrix with all zeros
+nash_sutcliffe_mat = np.zeros((4, 4))
+# build nash_sutcliffe_mat
+for title, hydrograph in modeled_flows.iteritems():
+
+    param_scalings = eval('{' + title.replace('|', ',') + '}')
+    coord = (
+        idx_lookup[str(param_scalings['jh_coef'])],
+        idx_lookup[str(param_scalings['rad_trncf'])]
+    )
+
+    nash_sutcliffe_mat[coord] = nash_sutcliffe(observed, hydrograph)
+
+# Finally let's visualize these results. First just a comparison of
+# one of the modeled flows and the observed streamflow; Figure 1 below.
+observed.plot(label='observed')
+
+ex_uuid, ex_title = metadata['uuid_title_map'].iteritems().pop()
+ex_modeled_flow = load_statvar(_build_statvar_path(ex_uuid)).basin_cfs_1
+ex_modeled_flow.plot(label=ex_title.replace('"', '').replace('|', ', '))
+
+# now let's plot the Nash-Sutcliffe Matrix, Figure 2 below
+plt.ylabel('Streamflow (cfs)')
+plt.legend()
+plt.show()
+
+fig, ax = plt.subplots()
+
+cax = ax.matshow(nash_sutcliffe_mat, cmap='viridis')
+tix = [0.7, 0.8, 0.9, 1.0]
+plt.xticks(range(4), tix)
+plt.yticks(range(4), tix)
+
+
+ax.xaxis.set_ticks_position('bottom')
+plt.ylabel('jh_coef factor')
+plt.xlabel('rad_trncf factor')
+
+for i, j in itertools.product(range(4), range(4)):
+    plt.text(j, i, "%.2f" % nash_sutcliffe_mat[i, j],
+             horizontalalignment="center",
+             color="w" if nash_sutcliffe_mat[i, j] < .61 else "k")
+
+plt.title('Nash-Sutcliffe Matrix')
+plt.grid(b=False)
+cbar = fig.colorbar(cax)
+
+
+

The resulting plots from the end of the example script are shown below

+
+comparison of observed and modeled flow +

Comparison of observed and modeled flow

+
+
+nash-sutcliffe matrix +

Nash-Sutcliffe Matrix of model efficiencies

+
+
+ + +
+ +
+
+
+
+ + + + + + + \ No newline at end of file diff --git a/docs/index.html b/docs/index.html new file mode 100644 index 0000000..0707108 --- /dev/null +++ b/docs/index.html @@ -0,0 +1 @@ + diff --git a/docs/source/_static/copybutton.js b/docs/source/_static/copybutton.js new file mode 100644 index 0000000..9f7b1be --- /dev/null +++ b/docs/source/_static/copybutton.js @@ -0,0 +1,61 @@ +$(document).ready(function() { + /* Add a [>>>] button on the top-right corner of code samples to hide + * the >>> and ... prompts and the output and thus make the code + * copyable. */ + var div = $('.highlight-default > .highlight') + var pre = div.find('pre'); + + // get the styles from the current theme + pre.parent().parent().css('position', 'relative'); + var hide_text = 'Hide the prompts and output'; + var show_text = 'Show the prompts and output'; + var border_width = pre.css('border-top-width'); + var border_style = pre.css('border-top-style'); + var border_color = pre.css('border-top-color'); + var button_styles = { + 'cursor':'pointer', 'position': 'absolute', 'top': '0', 'right': '2em', + 'border-color': border_color, 'border-style': border_style, + 'border-width': border_width, 'color': border_color, 'text-size': '75%', + 'font-family': 'monospace', 'padding-left': '0.2em', 'padding-right': '0.2em', + 'border-radius': '0 3px 0 0' + } + + // create and add the button to all the code blocks that contain >>> + div.each(function(index) { + var jthis = $(this); + if (jthis.find('.gp').length > 0) { + var button = $('>>>'); + button.css(button_styles) + button.attr('title', hide_text); + button.data('hidden', 'false'); + jthis.prepend(button); + } + // tracebacks (.gt) contain bare text elements that need to be + // wrapped in a span to work with .nextUntil() (see later) + jthis.find('pre:has(.gt)').contents().filter(function() { + return ((this.nodeType == 3) && (this.data.trim().length > 0)); + }).wrap(''); + }); + + // define the behavior of the button when it's clicked + $('.copybutton').click(function(e){ + e.preventDefault(); + var button = $(this); + if (button.data('hidden') === 'false') { + // hide the code output + button.parent().find('.go, .gp, .gt').hide(); + button.next('pre').find('.gt').nextUntil('.gp, .go').css('visibility', 'hidden'); + button.css('text-decoration', 'line-through'); + button.attr('title', show_text); + button.data('hidden', 'true'); + } else { + // show the code output + button.parent().find('.go, .gp, .gt').show(); + button.next('pre').find('.gt').nextUntil('.gp, .go').css('visibility', 'visible'); + button.css('text-decoration', 'none'); + button.attr('title', hide_text); + button.data('hidden', 'false'); + } + }); +}); + diff --git a/docs/source/_static/custom.css b/docs/source/_static/custom.css new file mode 100644 index 0000000..9e4c609 --- /dev/null +++ b/docs/source/_static/custom.css @@ -0,0 +1,25 @@ +/* Copy buttons */ +button.copybtn { + webkit-transition: opacity .3s ease-in-out; + -o-transition: opacity .3s ease-in-out; + transition: opacity .3s ease-in-out; + opacity: 0; + padding: 2px 6px; + position: absolute; + right: 4px; + top: 4px; +} +div.highlight:hover .copybtn, div.highlight .copybtn:focus { + opacity: .3; +} +div.highlight .copybtn:hover { + opacity: 1; +} +div.highlight { + position: relative; +} + +div.sphinxsidebar { + max-height: 100%; + overflow-y: auto; +} diff --git a/docs/source/_static/custom.js b/docs/source/_static/custom.js new file mode 100644 index 0000000..2cfab49 --- /dev/null +++ b/docs/source/_static/custom.js @@ -0,0 +1,26 @@ + function addCopyButtonToCode(){ + // get all code elements + var allCodeBlocksElements = $( "div.highlight pre" ); + + // For each element, do the following steps + allCodeBlocksElements.each(function(ii) { + // define a unique id for this element and add it + var currentId = "codeblock" + (ii + 1); + $(this).attr('id', currentId); + + // create a button that's configured for clipboard.js + // point it to the text that's in this code block + // add the button just after the text in the code block w/ jquery + var clipButton = ''; + $(this).after(clipButton); + }); + + // tell clipboard.js to look for clicks that match this query + new Clipboard('.btn'); + } + + $(document).ready(function () { + // Once the DOM is loaded for the page, attach clipboard buttons + addCopyButtonToCode(); + }); + diff --git a/docs/source/_templates/layout.html b/docs/source/_templates/layout.html new file mode 100644 index 0000000..3e7bb00 --- /dev/null +++ b/docs/source/_templates/layout.html @@ -0,0 +1,5 @@ +{% extends "!layout.html" %} + +{%- block extrahead %} + +{% endblock %} diff --git a/docs/source/api.rst b/docs/source/api.rst index c6fc7d8..b00829f 100644 --- a/docs/source/api.rst +++ b/docs/source/api.rst @@ -1,35 +1,101 @@ API Reference ============= - +.. contents:: :local: Classes ------- -.. autoclass:: prms_python.ScenarioSeries - :members: +Data +^^^^ -.. autoclass:: prms_python.Scenario +.. _data: +.. autoclass:: prms_python.Data :members: +Parameters +^^^^^^^^^^ + .. _parameters: .. autoclass:: prms_python.Parameters :members: +Simulation +^^^^^^^^^^ + +.. _simulation: +.. autoclass:: prms_python.Simulation + :members: + +SimulationSeries +^^^^^^^^^^^^^^^^ + +.. _simulationseries: +.. autoclass:: prms_python.SimulationSeries + :members: + +Scenario +^^^^^^^^ + +.. _scenario: +.. autoclass:: prms_python.Scenario + :members: + +ScenarioSeries +^^^^^^^^^^^^^^ -Data, Parameter, Statsvar helper functions ------------------------------------------- +.. _scenarioseries: +.. autoclass:: prms_python.ScenarioSeries + :members: + +Optimizer +^^^^^^^^^ + +.. _optimizer: +.. autoclass:: prms_python.Optimizer + :members: + +OptimizationResult +^^^^^^^^^^^^^^^^^^ + +.. _optimizationresult: +.. autoclass:: prms_python.OptimizationResult + :members: -.. _load-data: -.. autofunction:: prms_python.load_data_file -.. _load-statvar: +Select helper functions +----------------------- + +load_data +^^^^^^^^^^^^ +.. autofunction:: prms_python.load_data + +load_statvar +^^^^^^^^^^^^ + +.. _load^statvar: .. autofunction:: prms_python.load_statvar -.. _modify-params: +modify_params +^^^^^^^^^^^^^ + +.. _modify^params: .. autofunction:: prms_python.modify_params +resample_param +^^^^^^^^^^^^^^ -Nash-Sutcliffe --------------- +.. _resample^param: +.. autofunction:: prms_python.optimizer.resample_param +nash_sutcliffe +^^^^^^^^^^^^^^ + +.. _nash^sutcliffe: .. autofunction:: prms_python.nash_sutcliffe + +Indices and tables +================== + +* :ref:`genindex` +* :ref:`modindex` +* :ref:`search` diff --git a/docs/source/changelog.rst b/docs/source/changelog.rst new file mode 100644 index 0000000..9d6b6b3 --- /dev/null +++ b/docs/source/changelog.rst @@ -0,0 +1,2 @@ +.. _changes: +.. include:: ../../CHANGELOG.rst diff --git a/docs/source/citation.rst b/docs/source/citation.rst new file mode 100644 index 0000000..f023b17 --- /dev/null +++ b/docs/source/citation.rst @@ -0,0 +1,12 @@ +Citation +======== + +Please cite ``PRMS-Python`` using: + +Volk, J. M., & Turner, M. A. (2019). PRMS-Python: A Python framework for programmatic PRMS modeling and access to its data structures. Environmental Modelling & Software, 114, 152–165. https://doi.org/10.1016/J.ENVSOFT.2019.01.006 + +A template for running the PAWN sensitivity analysis as a Jupter Notebook: + +Volk, J. (2018). An example template for conducting PAWN global sensitivity analysis on parameters of the PRMS model using the PRMS-Python framework, HydroShare, https://doi.org/10.4211/hs.bae3f93a5dc54dd886729265eecc784f + + diff --git a/docs/source/cli.rst b/docs/source/cli.rst index 77bacf1..c91085a 100644 --- a/docs/source/cli.rst +++ b/docs/source/cli.rst @@ -2,8 +2,9 @@ Command-Line Interface ====================== If you installed using ``pip``, you should now be able to access the -PRMS-Python Command-Line Interface (CLI) through the ``prmspy`` command. You can -run the `prmspy` command +PRMS-Python Command-Line Interface (CLI) through the ``prmspy`` command. +The ``prmspy`` CLI is an ongoing work in progress. You can run the `prmspy` +command .. code-block:: sh diff --git a/docs/source/conf.py b/docs/source/conf.py index 7d8c72a..223968f 100644 --- a/docs/source/conf.py +++ b/docs/source/conf.py @@ -36,6 +36,9 @@ 'sphinx.ext.ifconfig', 'sphinx.ext.viewcode', 'sphinx.ext.githubpages', + 'sphinx.ext.napoleon', + 'sphinx.ext.autosectionlabel', + 'sphinx.ext.todo', ] # Add any paths that contain templates here, relative to this directory. @@ -54,17 +57,24 @@ # General information about the project. project = u'PRMS-Python' -copyright = u'2016, John Volk and Matthew Turner' +copyright = u'2016-2020, John Volk and Matthew Turner' author = u'John Volk and Matthew Turner' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # -# The short X.Y version. -version = u'0.1' -# The full version, including alpha/beta/rc tags. -release = u'0.1' +# The short X.Y version +version = '' +# The full version, including alpha/beta/rc tags +release = '' + +try: + from fluxdataqaqc import __version__ as version +except ImportError: + pass +else: + release = version # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. @@ -84,6 +94,11 @@ # This patterns also effect to html_static_path and html_extra_path exclude_patterns = [] +# to allow for references sections in different rst files with prefixing file name +# e.g. tutorial:ScenarioSeries to link to ScenarioSeries in the tutorial.rst +# file from another file that has the same section name (e.g. scenario.py) +autosectionlabel_prefix_document = True + # The reST default role (used for this markup: `text`) to use for all # documents. #default_role = None @@ -131,8 +146,10 @@ 'github_count': 'true', 'github_button': 'true', 'github_user': 'PRMS-Python', - 'github_repo': 'docs', - 'logo': 'prms-python-200x.png' + 'github_repo': 'PRMS-Python', + 'logo': 'prms-python-200x.png', + 'fixed_sidebar': 'true', + 'donate_url': 'https://www.paypal.com/cgi-bin/webscr?cmd=_donations&business=JH3GLXKCGGQLG¤cy_code=USD&source=url' } # Add any paths that contain custom themes here, relative to this directory. @@ -140,7 +157,7 @@ # The name for this set of Sphinx documents. # " v documentation" by default. -html_title = u'PRMS-Python v0.1' +html_title = u'PRMS-Python v1.0.0' # A shorter title for the navigation bar. Default is the same as html_title. #html_short_title = None @@ -296,7 +313,7 @@ # dir menu entry, description, category) texinfo_documents = [ (master_doc, 'PRMS-Python', u'PRMS-Python Documentation', - author, 'PRMS-Python', 'One line description of project.', + author, 'PRMS-Python', 'Tools for the PRMS hydrologic model.', 'Miscellaneous'), ] @@ -314,4 +331,17 @@ # Example configuration for intersphinx: refer to the Python standard library. -intersphinx_mapping = {'https://docs.python.org/': None} +intersphinx_mapping = { + 'https://docs.python.org/': None, + 'pandas': ('http://pandas.pydata.org/pandas-docs/stable/', None), + 'numpy': ('https://docs.scipy.org/doc/numpy', None), +} + +# toggle on code blocks to remove prompt ">>> " +def setup(app): + app.add_javascript('copybutton.js') + app.add_stylesheet('custom.css') + app.add_javascript("custom.js") + app.add_javascript("https://cdn.jsdelivr.net/npm/clipboard@1/dist/clipboard.min.js") + + diff --git a/docs/source/index.rst b/docs/source/index.rst index 2ecc0e4..ba5d705 100644 --- a/docs/source/index.rst +++ b/docs/source/index.rst @@ -6,16 +6,27 @@ PRMS-Python =========== -This module provides intuitive functions and structures for implementing -PRMS simulations and for systematically modifying input parameter and -data files, then running a series of PRMS simulations in an automated and -intelligent way. Every Simulation's input and output data is tracked on the -filesystem with metadata. A series of scenarios (``ScenarioSeries``) are stored -in a single root directory for each new series with metadata for later -analysis. - - -Install +This module provides intuitive structures and functions for implementing and +managing common modeling workflows with `PRMS +`_, the United States +Geological Survery's hydrologic computer model. + +`View on GitHub `__ + +PRMS-Python gives direct access to PRMS input parameters, climate forcing data, +and output variables-- interfacing PRMS data structures with powerful +scientific Python data structures particularly the :obj:`numpy.ndarray` and +:obj:`pandas.DataFrame` objects. The module contains routines to systematically +modify input parameters using user defined methods or a Monte Carlo parameter +resampler; such routines then run a series of PRMS simulations in parralel. +Metadata is also created and tracked along with each PRMS simulation's inputs +and outputs when running an automated routine. Post-processing of PRMS-Python +managed simulations is also enhanced by tools for retrieving and archiving +model inputs and outputs, calculate goodness-of-fit metrics, and built in +visualizations routines are provided for model input and output. + + +Install ------- ``pip install prms-python`` @@ -23,12 +34,12 @@ Install Developer Install ````````````````` - -Clone from GitHub +First, clone from GitHub .. code-block:: sh - git clone https://github.com/mtpain/PRMS-Python.git && cd PRMS-Python + git clone https://github.com/PRMS-Python/PRMS-Python.git + cd PRMS-Python Then install dependencies and executable @@ -40,19 +51,17 @@ Then install dependencies and executable Usage ----- -If you want to dive right in, modify some parameters and run some scenarios, -go on to the :doc:`cli` page. There you'll learn how to run `prmspy`, the -command-line interface to the PRMS-Python tools. - -If instead you would rather get acquainted with the Python API for direct use, -see the :doc:`tutorial` page for usage recipes and examples, and consult the -:doc:`api` for more details. +We recommend getting acquainted with PRMS-Python by reading and applying some examples and recipes found in the :doc:`tutorial` page, and consult the :doc:`api` for more details. More examples including basic and advanced workflows with additional documentation can be found in the Jupyter notebooks on `GitHub `_. .. toctree:: :includehidden: :maxdepth: 2 - cli tutorial + cli api + citation + changelog + + diff --git a/docs/source/tutorial.rst b/docs/source/tutorial.rst index eb9fd72..a98457e 100644 --- a/docs/source/tutorial.rst +++ b/docs/source/tutorial.rst @@ -1,16 +1,63 @@ -.. PRMS-Python documentation master file, created by - sphinx-quickstart on Tue Jun 28 10:24:04 2016. - You can adapt this file completely to your liking, but it should at least - contain the root `toctree` directive. - Tutorial and Recipes ==================== -In this tutorial we will go through each important class and function, and -explain each one's purpose and use with an example. At the end of the tutorial -in `example` we show how all these can be put together to build a parameter -sensitivity analysis. +In this tutorial we walk through each important class and function, and explain +each one's purpose and use with an example. At the end of the tutorial in +:ref:`example` we show a more advanced workflow involving parameter sensitivity +over dual parameter space that uses several of the previously described classes +and functions. + +``Data`` +-------------- + +The :ref:`Data Class ` class loads a PRMS data file into a Pandas DataFrame and allows +for easy modification and writing of PRMS data files. + +A PRMS data file holds time series variables that are used as input for running +PRMS, e.g. daily air temperature and precipitation. Being tabular and date-indexed +the data file is well represented and managed as a :obj:`pandas.DataFrame`. +A common paractice in hydrologic modeling is to evaluate hydrologic response +to multiple climate change scenarios. The ``Data`` class offers function-based +modification of time series variable/s so that the user can quickly create new +climate inputs for PRMS. The user can visualize the data file variables from +easily using Pandas, matplotlib or other plotting libraries. After modification +of climatic variables the ``Data.write`` method will save the data +to disk in the PRMS ascii format. + +.. code-block:: python + from prms_python import Data + d = Data('test/data/data') + + # modify daily temperature by adding 2 degrees to each input + def f(x): + return (x + 2) + + # apply function to daily temperature input + d.modify(f, ['tmax','tmin']) + + # write new modified data file to disk + d.write('test/data/temp_plus2_data') + +The ``Data.data_frame`` property is the :obj:`pandas.DataFrame` representation +of hydro-climatic variables found in a PRMS data file. As such it can also +be assigned within Python. However in order to create a data file from scratch +using the ``Data`` object one must also assign the ``Data.metadata`` property. +For an example of what is stored in the ``metadata`` attribute please refer +to the `data examples Jupyter notebook `_. + +The ``write`` method of data has dual functions +depending on the status of a ``Data`` instance-- if the method is called before +the ``Data.data_frame`` is accessed then the original file will be simply copied +to the path given to ``write``, on the other hand if the ``data_frame`` has been +accessed within Python then the ``write`` method writes the current state of the +data in the ``data_frame`` from memory. The first function is useful in reducing +memory use and computational cost when using the ``Data`` class in more advanced +workflows. + +The ``Scenario`` and ``ScenarioSeries`` will soon incorporate the functionality +to modify the climatic data within either a single Scenario or a +series of Scenarios. ``Parameters`` -------------- @@ -21,12 +68,11 @@ modify, and save PRMS parameters files. It can be used similarly to a Pandas DataFrame. The PRMS parameters file contains data arrays of varying dimensionality, which -is why we can't just use a DataFrame to do these manipulations. The +is why we can't simply use a DataFrame to do these manipulations. The implementation of the ``Parameters`` class is loosely based on the netCDF data structure, where metadata about each parameter is kept separately. Parameters are read into memory only if the user selects or modifies a -particular parameter. -This allows for memory-efficient processing of Parameter files. +particular parameter. This allows for memory-efficient processing of Parameter files. Below is an example of reading a parameter file, reading a particular variable from a parameter file, replacing that parameter data with other data (in this @@ -55,47 +101,18 @@ The ``Scenario`` and ``ScenarioSeries`` use this functionality (via the `prms_python.modify_params` function) to implement either a single Scenario or a series of Scenarios. -``Data`` --------------- - -The ``Data`` class loads a PRMS data file into a Pandas DataFrame and allows -for easy modification and writing of modified PRMS data files. -A PRMS data file holds time series variables that are used as input for running -PRMS including daily temperature and precipitation. Being tabular and date-indexed -the data file is well represented and managed as a DataFrame. A common paractice -in hydrologic modeling is to evaluate hydrologic response to multiple climate -change scenarios. The ``Data`` class offers function-based modification of time -series variable/s so that the user can quickly create new climate inputs for PRMS. -The user can visualize the data file variables from Pandas and rewrite modified data -to disk in the PRMS format using methods of the ``Data`` class. +``Simulation & SimulationSeries`` +--------------------------------- -.. code-block:: python - - from prms_python import Data - d = Data('test/data/data') - - # modify daily temperature by adding 2 degrees to each input - def f(x): - return (x + 2) - - # apply function to daily temperature input - d.modify(f, ['tmax','tmin']) - - # write new modified data file to disk - d.write('test/data/temp_plus2_data') - -The ``Scenario`` and ``ScenarioSeries`` will soon incorporate this functionality -to implement either a single Scenario or a series of Scenarios. - -``Simulation`` --------------- - -The ``Simulation`` class provides a simple wrapper around running the PRMS +The :ref:`Simulation class ` provides a simple wrapper around running the PRMS model. It encourages standardization of input file names by requiring the three PRMS inputs to be named `data`, `parameters`, and `control`. In order to add some natural metadata to the inputs, the user should use a memorable name -for the directory that holds these three files. +for the directory that holds these three files. The ``Simulation`` and +``SimulationSeries`` however are more useful as building blocks for more +advanced workflows or for new PRMS-Python submodules and routines, e.g. +new optimization routines. After the user prepares their input files, say into a directory called ``prms-sim-example``, they can run the following in either a Python script or a @@ -134,19 +151,75 @@ keyword argument in the ``Simulation`` constructor, like so sim = Simulation('prms-sim-example', simulation_dir='sim-dir-1') sim.run() +Additional examples of ``Simulation`` including the file structure can be found in +the API :meth:`prms_python.Simulation.run` and the class method ``from_data`` which +allows for initialization from PRMS-Python ``Data`` and ``Parameter`` objects can +be found in the API at :meth:`prms_python.Simulation.from_data`. + +``SimulationSeries`` +```````````````````` + +The :ref:`SimulationSeries class ` offers the same functionality +as ``Simulation`` for an arbitrary number of simulations, with the added function +of running PRMS in parralel. The example below is taken from the PRMS-Python API. + +Lets say you have already created a series of PRMS models by modifying +the input climatic forcing data, e.g. you have 100 *data* files and +you want to run each using the same *control* and *parameters* file. +For simplicity lets say there is a directory that contains all 100 +*data* files e.g. data1, data2, ... or whatever they are named and +nothing else. This example also assumes that you want each simulation +to be run and stored in directories named after the *data* files as +shown. + +.. code-block:: python + + data_dir = 'dir_that_contains_all_data_files' + params = Parameters('path_to_parameter_file') + control_path = 'path_to_control' + # a list comprehension to make multiple simulations with + # different data files, alternatively you could use a for loop + sims = [ + Simulation.from_data + ( + Data(data_file), + params, + control_path, + simulation_dir='sim_{}'.format(data_file) + ) + for data_file in os.listdir(data_dir) + ] + +Next we can use ``SimulationSeries`` to run all of these +simulations in parrallel. For example we may use 8 logical cores +on a common desktop computer. + +.. code-block:: python + + sim_series = SimulationSeries(sims) + sim_series.run(nprocs=8) + +The ``SimulationSeries.run()`` method will run all 100 simulations +where chunks of 8 at a time will be run in parrallel. Inputs and +outputs of each simulation will be sent to each simulation's +``simulation_dir`` following the file structure of +:func:`Simulation.run()`. + + +.. _scenario_and_scenarioseries_tutorial: ``Scenario & ScenarioSeries`` ----------------------------- -The ``Scenario`` class implements data management on top of the ``Simulation`` -class, enforcing the user to separate base input data and simulation input and -output data, plus simple, optional metadata. Let's dive in with an example, -assuming there are properly-formed files called ``data``, ``control``, and -``parameters``, in a directory called ``base-inputs``. We'll use a simulation -directory called ``sim-dir`` and further provide a title and description for -the Scenario. If ``sim-dir`` exists it will be overwritten and if it does not -exist it will be created. It's up to the user to make sure data doesn't get -overwritten. +The :ref:`Scenario class ` implements data management on top of the +``Simulation`` class, enforcing the user to separate base input data and +simulation input and output data, plus simple, optional metadata. Let's dive +in with an example, assuming there are properly-formed files called ``data``, +``control``, and ``parameters``, in a directory called ``base-inputs``. +We'll use a simulation directory called ``sim-dir`` and further provide a title +and description for the Scenario. If ``sim-dir`` exists it will be overwritten +and if it does not exist it will be created. It's up to the user to make sure +data doesn't get overwritten. Both Scenarios and ScenarioSeries have a three-step process for set-up and run. First the Scenario or ScenarioSeries must be initialized with the base and @@ -154,6 +227,7 @@ simulation paths, plus, optionally, a title and description. Next, the Scenario(Series) must be "built". This means defining which/how parameters should be modified. +.. _scenario_tutorial: ``Scenario`` ```````````` @@ -177,6 +251,8 @@ multiply by a scaling factor of 1.10. sc.run() +.. _scenarioseries_tutorial: + ``ScenarioSeries`` `````````````````` @@ -239,10 +315,40 @@ that build the ``scenario_list``. Note that this will square the number of scenarios to be done. -The ``title`` might look strange, but we use this metadata to recover information +The ``title`` might look strange, but it is useful as part of the metadata to recover information about the individual Scenarios in the data analysis steps shown below in -:ref:`example`. - +:ref:`example`. Alternatively, if the title is omitted the subdirectory names of +each scenario will not be intuitively matched to the unique universal identifiers +that are assigned automatically by ``ScenarioSeries.build``. However metadata for +each scenario's simulation will be stored in its respective directory and could +later be used to refer which parameter(s) were modified and how because the metadata +file contains a text representation of the Python functions that were used to modify the +parameter(s). + +Additional explanations and examples including the file structures and metadata created +by the ``Scenario`` and ``ScenarioSeries`` are found in the API :class:`prms_python.Scenario` and :class:`prms_python.ScenarioSeries`. + +``Optimizer & OptimizationResult`` +---------------------------------- + +The :ref:`Optimizer class ` holds routines for PRMS parameter +optimization or calibration, and sensitivity.uncertainty analysis. Currently +the ``Optimizer.monte_carlo`` method offers a parameter resampling routine that +can automate the resampling or an arbitrary number of PRMS parameters, conduct +simulations for each set of resampled parameters, and self-generate metadata for +each. The routine uses the stand-alone function :any:`prms_python.optimizer.resample_param` +which utilizes the uniform and normal distributions with added functionalities for +parameters of varying dimensions. In other words there are different rules for +parameter resampling for spatial parameters or parameters of large dimension than +those of single value or monthly dimensions. + +The :ref:`OptimizationResult class ` is designed to aid +management and analysis of output from a single optimization stage. + +Note, this section is currently under development, please refer to the +example Jupyter notebook `here `_ for detailed documentation of the ``monte_carlo`` +parameter resampling routine. And the notebook `here `_ for explanations and +examples for ``OptimizationResult``. ``load_data & load_statvar`` ---------------------------- @@ -250,7 +356,7 @@ about the individual Scenarios in the data analysis steps shown below in Among other uses, if we want to compare the performance of our model to historical data for the purposes of parameterization or analyzing climate change scenarios, we will have to load the input and output hydrographs. The two -functions :any:`prms_python.load_data_file` and :any:`prms_python.load_statvar` +functions :any:`prms_python.load_data` and :any:`prms_python.load_statvar` read the data and statvar files into a Pandas DataFrame, which allows for streamlined plotting and analysis. @@ -279,14 +385,14 @@ Example: Parameter sensitivity ============================== This is a full example of how the tools outlined above can be used together to -build a parameter sensitivity analysis. We'll be modifying two parameters, -the monthly ``jh_coef`` and the ``nhru``-dependent ``rad_trncf``. We will -create a list of scenario definitions to "build" the ``ScenarioSeries``. We'll -then use the parallelized ``ScenarioSeries.run()`` method to execute all +build a parameter sensitivity analysis and goodness-of-fit. We'll be modifying two parameters, +the monthly *jh_coef* and the HRU scale *rad_trncf*. We will +create a list of scenario definitions to "build" the :class:`prms_python.ScenarioSeries`. We'll +then use the parallelized :meth:`prms_python.ScenarioSeries.run` method to execute all requested scenarios. This is adapted from the `scenario_series.ipynb, viewable on GitHub -`_. +`_. There are some details on customizing the plots that can be viewed there. See inline comments for more details. @@ -299,7 +405,7 @@ See inline comments for more details. import numpy as np from prms_python import ( - ScenarioSeries, load_data_file, load_statvar, nash_sutcliffe + ScenarioSeries, load_data, load_statvar, nash_sutcliffe ) # define some ScenarioSeries metadata and initialize the series @@ -425,10 +531,3 @@ The resulting plots from the end of the example script are shown below Nash-Sutcliffe Matrix of model efficiencies - -Indices and tables -================== - -* :ref:`genindex` -* :ref:`modindex` -* :ref:`search` diff --git a/environment.yml b/environment.yml new file mode 100644 index 0000000..756f5e0 --- /dev/null +++ b/environment.yml @@ -0,0 +1,9 @@ +name: prms_python +channels: + - conda-forge + - defaults +dependencies: + - pandas>=0.18 + - numpy>=1.11 + - matplotlib>=1.5 + - click>=6.6 diff --git a/notebooks/PAWN_SA_workflow.ipynb b/notebooks/PAWN_SA_workflow.ipynb new file mode 100644 index 0000000..5541202 --- /dev/null +++ b/notebooks/PAWN_SA_workflow.ipynb @@ -0,0 +1,204 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Example workflow of the PAWN global sensitivity analysis method using PRMS-Python on three arbitrary PRMS parameters \n", + "\n", + "The PAWN global, moment-independent, sensitivity analysis (SA) method is relatively straightforward to implement for any PRMS parameter using PRMS-Python objects. The research paper that describes PAWN is found More information on the PAWN method can be found [here](http://dx.doi.org/10.1016/j.envsoft.2015.01.004). This example template can be modified to create the data necessary (emprical CDFs) for PAWN on any number of physical PRMS parameters for any PRMS model. A case study using a slightly modified version of this script was used to conduct PAWN SA on 8 parameters that comprise the degree-day solar radiation module in PRMS, details can be found in the PRMS-Python research paper [here](). The control parameters and variable names for the experimental setup of PAWN as stated in the PAWN and PRMS-Python papers are used within this code template, similarly this example code is heavily commented for clarity." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# import necessary modules for PAWN\n", + "from prms_python import Data, Optimizer, Parameters, util\n", + "from prms_python.optimizer import OptimizationResult\n", + "from prms_python.optimizer import resample_param as resample" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define paths to initial model inputs, measured data, and initialize input objects" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "param_path 'path/to/model/parameters'\n", + "data = Data('path/to/model/data') # this example does not modify climate forcing so a single instance is fine\n", + "control_path = 'path/to/model/control'\n", + "work_directory = 'path/to/output/directory'\n", + "measrd_path = 'path/to/measured/output.csv'\n", + "PRMS_output_variable = 'name_of_PRMS_output_variable_for_SA' # e.g. \"basin runoff 1\" or Y in PAWN" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note, to avoid platform specific path errors use os.path.join() as opposed to strings with platform path separators. For example if the path to the control file is $HOME/prms/control then use:\n", + "\n", + "``` python\n", + "import os\n", + "home = os.path.expanduser(\"~\")\n", + "control_path = os.path.join(home, 'prms', 'control')\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Define sampling method, optimization title, and experimental setup control parameters\n", + "\n", + "This example uses the uniform distribution to resample parameter values over their entire domain as described by the PRMS user manual. Alternatively you could use a smaller domain from the uniform distribution by changing `prms_python.optimizer.param_ranges` or you could use a normal random variable as described [here](https://github.com/PRMS-Python/PRMS-Python/blob/master/notebooks/monte_carlo_param_resampling.ipynb)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "resample_meth = 'uniform' # sampling parameter values from a uniform distribution\n", + "title = 'ddsolrad_PAWN' # title optional\n", + "nprocs = 8 # number of physical or logical processing cores to use\n", + "\n", + "# PAWN related experimental setup variables\n", + "M = 3 # number of input factors for SA (parameters in this case)\n", + "Nuc = 4000 # number of simulations to build the unconditional CDF\n", + "Nc = 20 # number of times to resample each conditioning parameter\n", + "n = 100 # number of simulations for buidling each conditional CDF\n", + "\n", + "# stages are used by the Optimizer object, \n", + "# in PAWN these are essentially the names of each input factor 1,2,...,M\n", + "stage_names = ['unconditional', 'cond_p1', 'cond_p2', 'cond_p3'] \n", + "# each conditional stage is the exclusion of 1 of the 3 input parameters which is held 'constant' Nc times\n", + "param_names_for_each_stage = [\n", + " ['p1_name', 'p2_name', 'p3_name'], \n", + " ['p2_name', 'p3_name'], \n", + " ['p1_name', 'p3_name'], \n", + " ['p1_name', 'p2_name']\n", + " ]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Conduct Nuc simulations on all M parameters to build the unconditional CDF" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "stage_name = stage_names[0] # \"unconditional\"\n", + "# create an Optimizer instance and call monte_carlo method\n", + "optr = Optimizer(Parameters(param_path), data, control_path, work_directory, title=title)\n", + "optr.monte_carlo(\n", + " measured_path, \n", + " param_names_for_each_stage[0], \n", + " PRMS_output_variable, \n", + " method=resample_meth,\n", + " n_sims=Nuc, \n", + " nproc=nprocs, \n", + " stage=stage_name\n", + " )\n", + "# optionally archive output to reduce disk space\n", + "result = OptimizationResult(work_directory, stage=stage_name)\n", + "result.archive()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Create conditional CDFs Nc times for each parameter, storing conditioning parameter values" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "for nc in range(Nc): # number of conditional param bootstraps- distributable to multiple machines/nodes\n", + " for i, stage in enumerate(stage_names): # xi param of M total params\n", + " if stage=='unconditional': # already built unconditional CDF- skip\n", + " continue\n", + " # use unconditional param set minus conditioning param set to find conditioning param name\n", + " conditional_param = list(set(stage_names['unconditional']) - set(stage_names[stage]))[0]\n", + " # make a Parameter instance to resample the conditioning param \n", + " params = Parameters(param_path)\n", + " xi_values = resample(params, conditional_param)\n", + " params[conditional_param] = xi_values # assign resampled conditioning parameter (xi) to Parameter object\n", + " stage_name = stage+str(nc) # add nc for nc'th bootstrap resampling round\n", + " # initialize an Optimizer object and call monte_carlo\n", + " optr = Optimizer(\n", + " params, \n", + " data, \n", + " control_path, \n", + " work_directory, \n", + " title=title, \n", + " description=\"Conditioning value(s) for {}: {}\".format(\n", + " conditional_param, xi_values.tolist()) \n", + " ) # track the parameter conditioning value for post-processing\n", + " optr.monte_carlo(\n", + " measured_path, \n", + " param_names_for_each_stage[i], \n", + " PRMS_output_variable, \n", + " method=resample_meth,\n", + " n_sims=n, \n", + " nproc=nprocs, \n", + " stage=stage_name\n", + " )\n", + " # optionally archive output to reduce disk space\n", + " result = OptimizationResult(work_directory, stage=stage_name)\n", + " result.archive()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## That's it, now calculate sensitivity indices for each input parameter\n", + "\n", + "Although this example does not include analysis of results, it is straightforward to build output CDFs from the archived JSON files. For example of accessing output from these files please refer to the Jupyter Notebook that packs with PRMS-Python for the `OptimizationResult` object [here](https://github.com/PRMS-Python/PRMS-Python/blob/master/notebooks/monte_carlo_optimization_result.ipynb). For convenience we added Python functions that calculate emprical CDFs and the Kolmogorov-Smirnov distance between two CDFs specifically the `prms_python.util.calc_emp_CDF` and `prms_python.util.Kolmogorov_Smirnov` functions. These functions can be used to easily calculate the PAWN sensitivity analysis from the results produced using the template above. " + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/data_examples.ipynb b/notebooks/data_examples.ipynb new file mode 100644 index 0000000..ea6e470 --- /dev/null +++ b/notebooks/data_examples.ipynb @@ -0,0 +1,829 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Example usage of `Data` class and `load_data_file` utility function to manage PRMS forcing input\n", + "\n", + "The `prms_python` module provides the `Data` class to facilitate management, modification, and visualization of the PRMS input data. `prms_python` also includes a simpler utility function `load_data_file` that returns the data file as a date-indexed Pandas Dataframe object. \n", + "\n", + "## First example showcases the `Data` class and some of it's capabilities\n", + "\n", + "Example of creating a `Data` object instance to view its data using Pandas, modify it's data with a function, and resave the data in PRMS data file format." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib\n", + "from prms_python.util import load_data_file\n", + "from prms_python import Data\n", + "matplotlib.style.use('ggplot')\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Find the path of your existing data file which is the only input argument when initiating a `Data` object" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "data_file = ('../test/data/models/lbcd/data') \n", + "data = Data(data_file)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## View contents of `Data` in Pandas Dataframe format\n", + "The `Data` object reformats the PRMS data file contecnts into a date-indexed [Pandas Dataframe](http://pandas.pydata.org/pandas-docs/stable/generated/pandas.DataFrame.html) which is useful for time series analysis and visualization, below are a few examples of what you can easily do with Pandas, you may want to visit the [Pandas documentation](http://pandas.pydata.org/pandas-docs/stable/) to utilize more of its powerful functionaility. " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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input variablesrunoff 1runoff 2runoff 3preciptmaxtmin
date
1996-12-270.541.6NaN0.04632.0
1996-12-280.651.6NaN0.04524.0
1996-12-290.801.6NaN0.04428.0
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" + ], + "text/plain": [ + "input variables runoff 1 runoff 2 runoff 3 precip tmax tmin\n", + "date \n", + "1996-12-27 0.54 1.6 NaN 0.0 46 32.0\n", + "1996-12-28 0.65 1.6 NaN 0.0 45 24.0\n", + "1996-12-29 0.80 1.6 NaN 0.0 44 28.0\n", + "1996-12-30 0.90 1.6 NaN 0.0 51 33.0\n", + "1996-12-31 1.00 1.7 NaN 0.0 47 32.0" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = data.data_frame\n", + "df.tail() # last five rows of data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot all variables in data file" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df.plot(subplots=True, figsize=(12,10))\n", + "plt.legend() # relocates legend to best location" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot a subset of the data\n", + "Pandas date index allows for convenient slicing based on date strings for example '10-01-1993':'09-30-1994' will return the slice from '10-01-1993' to '09-30-1994', the loc method also allows to select a subset of the columns in the dataframe as shown below." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0,0.5,'streamflow (cfs)')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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input variablesrunoff 1runoff 2runoff 3preciptmaxtmin
count1553.0000001553.0000000.01553.0000001553.0000001552.000000
mean11.2600585.998307NaN0.03804961.19510636.197809
std28.6320668.970775NaN0.12858018.17597115.005098
min0.0100000.630000NaN0.00000017.000000-3.000000
25%1.5000001.600000NaN0.00000046.00000026.000000
50%2.3000002.700000NaN0.00000060.00000034.000000
75%5.1000006.000000NaN0.00000078.00000049.000000
max209.00000062.000000NaN1.85000095.00000071.000000
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" + ], + "text/plain": [ + "input variables runoff 1 runoff 2 runoff 3 precip tmax \\\n", + "count 1553.000000 1553.000000 0.0 1553.000000 1553.000000 \n", + "mean 11.260058 5.998307 NaN 0.038049 61.195106 \n", + "std 28.632066 8.970775 NaN 0.128580 18.175971 \n", + "min 0.010000 0.630000 NaN 0.000000 17.000000 \n", + "25% 1.500000 1.600000 NaN 0.000000 46.000000 \n", + "50% 2.300000 2.700000 NaN 0.000000 60.000000 \n", + "75% 5.100000 6.000000 NaN 0.000000 78.000000 \n", + "max 209.000000 62.000000 NaN 1.850000 95.000000 \n", + "\n", + "input variables tmin \n", + "count 1552.000000 \n", + "mean 36.197809 \n", + "std 15.005098 \n", + "min -3.000000 \n", + "25% 26.000000 \n", + "50% 34.000000 \n", + "75% 49.000000 \n", + "max 71.000000 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.describe() " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Use [pandas groupby](http://pandas.pydata.org/pandas-docs/stable/groupby.html) to get monthly means for temperature" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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input variablestmintmax
date
121.37096841.524194
222.92035444.469027
328.58064551.500000
432.70000058.775000
540.87903267.637097
648.32500078.058333
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947.94958076.133333
1037.29032362.251613
1124.84666747.586667
1221.37419442.083871
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" + ], + "text/plain": [ + "input variables tmin tmax\n", + "date \n", + "1 21.370968 41.524194\n", + "2 22.920354 44.469027\n", + "3 28.580645 51.500000\n", + "4 32.700000 58.775000\n", + "5 40.879032 67.637097\n", + "6 48.325000 78.058333\n", + "7 56.758065 86.145161\n", + "8 56.766129 85.008065\n", + "9 47.949580 76.133333\n", + "10 37.290323 62.251613\n", + "11 24.846667 47.586667\n", + "12 21.374194 42.083871" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[['tmin','tmax']].groupby(df.index.month).mean() # index is now months 1,2,3,...,12" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot the monthly mean temperatures in the data file" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5,0,'Month')" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df[['tmin','tmax']].groupby(df.index.month).mean().plot()\n", + "plt.ylabel('Average temperature '+r'$^\\circ F$') # matplotlib has built in LaTeX capabilities\n", + "plt.xlabel('Month')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Example use of `data.modify` method to manipulate one or more data variables in place\n", + "\n", + "This example shows how to easily modify temperature to simulate a hypothetical warmer climate by shifting the daily minimum and maximum temperature up by 3 degrees, other more sophisticated modifications would follow a similar process. We will apply the modifications to a new data instance. Of course you can do your own much more sophisticated methods to adjust variables in the data file using Pandas and other Python libraries, the possibilities are limitless. " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "original:\n", + " input variables tmin tmax\n", + "count 1552.000000 1553.000000\n", + "mean 36.197809 61.195106\n", + "std 15.005098 18.175971\n", + "min -3.000000 17.000000\n", + "25% 26.000000 46.000000\n", + "50% 34.000000 60.000000\n", + "75% 49.000000 78.000000\n", + "max 71.000000 95.000000 \n", + "\n", + "modified:\n", + " input variables tmin tmax\n", + "count 1552.000000 1553.000000\n", + "mean 39.197809 64.195106\n", + "std 15.005098 18.175971\n", + "min 0.000000 20.000000\n", + "25% 29.000000 49.000000\n", + "50% 37.000000 63.000000\n", + "75% 52.000000 81.000000\n", + "max 74.000000 98.000000\n" + ] + } + ], + "source": [ + "def warm_shift(x):\n", + " return x + 3\n", + "\n", + "new_data = Data(data_file)\n", + "new_data.modify(warm_shift, ['tmin', 'tmax'])\n", + "ndf = new_data.data_frame\n", + "## show that the data has in fact been shifted up by 3 degrees\n", + "print('original:\\n', df[['tmin', 'tmax']].describe(),\\\n", + " '\\n\\nmodified:\\n', ndf[['tmin', 'tmax']].describe())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Save the adjusted data (`new_data`) to a new PRMS formatted data file using `Data.write`\n", + "\n", + "This example shows that we can rewrite the PRMS data back to a text file that is suitable for PRMS, this is the case if you modify the existing data in the original data file however if you needed to add additional data variables to the original file (e.g. an additional temperature measurement station) you would also need to manually\n", + "add the new data file metadata information. Below we write our current data where we modified the temperature variables to a new PRMS data file and then reopen the file and print the top twenty lines to verify that everything looks right. " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "new_data.write('../test/data/models/lbcd/data_3deg_upshift')" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "data file for lehman, baker, and rowlan springs, John Volk 2014 all rights reserved\n", + "////////////////////////////////////////////////////////////\n", + "// Station metadata (listed in the same order as the data):\n", + "// ID Type Latitude Longitude Elevation Stream\n", + "// 10243240 runoff 38.9908 -114.2067 6750 Baker\n", + "// 10243260 runoff 39.0116 -114.2144 6700 Lehman\n", + "// 10243265 runoff 39.0086 -114.2078 6580 Rowland\n", + "// 263340 precip 39.0056 -114.2206 6850\n", + "// 263340 tmax 39.0056 -114.2206 6850\n", + "// 263340 tmin 39.0056 -114.2206 6850\n", + "////////////////////////////////////////////////////////////\n", + "// Unit: runoff = ft3 per \"sec \" precip = \"in \" temperature = deg \"F \" elevation = feet\n", + "////////////////////////////////////////////////////////////\n", + "runoff 3\n", + "precip 1\n", + "tmax 1\n", + "tmin 1\n", + "########################################\n", + "1992 10 1 0 0 0 1.2 1.9 -999 0.0 80 55.0\n", + "1992 10 2 0 0 0 1.3 2.0 -999 0.0 78 56.0\n", + "1992 10 3 0 0 0 1.4 2.1 -999 0.0 65 47.0\n" + ] + } + ], + "source": [ + "with open('../test/data/models/lbcd/data_3deg_upshift', 'r') as inf:\n", + " for i,line in enumerate(inf):\n", + " print(line.strip())\n", + " if i == 20: break" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Example use of `load_data_file` utility function\n", + "\n", + "The load_data_file utility function is a bit simpler than the Data class, it simply reads any PRMS formatted data file and returns it as a date-indexed Pandas dataframe. Use this function when you do not need to rewrite modified data back to a new PRMS text file. This example will load the data file that was created by modifying the original above. " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "df = load_data_file('../test/data/models/lbcd/data_3deg_upshift')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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input variablesrunoff_1runoff_2runoff_3preciptmaxtmin
date
1992-10-011.21.9NaN0.08055.0
1992-10-021.32.0NaN0.07856.0
1992-10-031.42.1NaN0.06547.0
1992-10-041.52.2NaN0.06537.0
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" + ], + "text/plain": [ + "input variables runoff_1 runoff_2 runoff_3 precip tmax tmin\n", + "date \n", + "1992-10-01 1.2 1.9 NaN 0.0 80 55.0\n", + "1992-10-02 1.3 2.0 NaN 0.0 78 56.0\n", + "1992-10-03 1.4 2.1 NaN 0.0 65 47.0\n", + "1992-10-04 1.5 2.2 NaN 0.0 65 37.0\n", + "1992-10-05 1.5 2.2 NaN 0.0 65 38.0" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/notebooks/data_file.ipynb b/notebooks/data_file.ipynb deleted file mode 100644 index 96cf9be..0000000 --- a/notebooks/data_file.ipynb +++ /dev/null @@ -1,262 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "\"\"\"\n", - "Ipython notebook to test/document function that loads\n", - "the PRMS data file into a pandas dataframe\n", - "Author: John Volk, June 2016\n", - "Python 2.7.7\n", - "Pandas 0.18.1\n", - "\"\"\"\n", - "import pandas as pd\n", - "import os" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "def load_data_file(data_file):\n", - " \"\"\" \n", - " Read the data file and load into a datetime indexed Pandas dataframe object\n", - " INPUT: data_file = data file path (string)\n", - " OUTPUT: df = Pandas dataframe of input time series data from data file with datetime index\n", - " \"\"\"\n", - " ## valid input time series that can be put into a data file\n", - " valid_input_variables = ('gate_ht', \n", - " 'humidity', \n", - " 'lake_elev', \n", - " 'pan_evap',\n", - " 'precip', \n", - " 'rain_day', \n", - " 'runoff', \n", - " 'snowdepth', \n", - " 'solrad', \n", - " 'tmax', \n", - " 'tmin', \n", - " 'wind_speed')\n", - " #### starting list of names for header in dataframe\n", - " column_list = ['year', \n", - " 'month', \n", - " 'day', \n", - " 'hh', \n", - " 'mm', \n", - " 'sec']\n", - " ## append to header list the variables present in the file\n", - " with open(data_file, 'r') as inf:\n", - " for idx,l in enumerate(inf):\n", - " if idx == 0: ## first line always string identifier of the file- may use later\n", - " data_head = l.rstrip()\n", - " elif l.startswith('/'): ## comment lines\n", - " continue\n", - " if l.startswith(valid_input_variables): ## header lines with name and number of input variables\n", - " h = l.split() ## split line into list, first element name and second number of columns\n", - " if int(h[1]) > 1: ## more than one input time series of a particular variable\n", - " for el in range(int(h[1])):\n", - " tmp = '{var_name} {var_ind}'.format(var_name=h[0], var_ind=el+1)\n", - " column_list.append(tmp)\n", - " elif int(h[1]) == 1:\n", - " column_list.append(h[0])\n", - " if l.startswith('#'): ## end of header info and begin time series input data\n", - " skip_line = idx+1\n", - " break\n", - " ## read data file into pandas dataframe object with correct header names\n", - " missing_value= -999 ## missing data representation\n", - " df = pd.read_csv(data_file, header=-1, skiprows=skip_line, \n", - " delim_whitespace=True, na_values=[missing_value]) ## read file\n", - " df.columns = column_list ## apply correct header names using metadata retrieved from file\n", - " date = pd.Series(pd.to_datetime(df.year*10000+df.month*100+df.day, format='%Y%m%d'), \n", - " index=df.index) ## create date column\n", - " df.index = pd.to_datetime(date) ## make the df index the datetime \n", - " df.drop(['year', 'month', 'day', 'hh', 'mm', 'sec'], axis=1, inplace=True) ## drop unneeded columns\n", - " df.columns.name = 'input variables' ; df.index.name = 'date' ## name dataframe axes (index,columns)\n", - " return df" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "data_file = os.path.join(os.getcwd(),'..','models/lbcd/lbcd_2.data') " - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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input variablesrunoff 1runoff 2runoff 3preciptmaxtmin
date
1992-10-011.21.9NaN0.07752.0
1992-10-021.32.0NaN0.07553.0
1992-10-031.42.1NaN0.06244.0
1992-10-041.52.2NaN0.06234.0
1992-10-051.52.2NaN0.06235.0
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" - ], - "text/plain": [ - "input variables runoff 1 runoff 2 runoff 3 precip tmax tmin\n", - "date \n", - "1992-10-01 1.2 1.9 NaN 0.0 77 52.0\n", - "1992-10-02 1.3 2.0 NaN 0.0 75 53.0\n", - "1992-10-03 1.4 2.1 NaN 0.0 62 44.0\n", - "1992-10-04 1.5 2.2 NaN 0.0 62 34.0\n", - "1992-10-05 1.5 2.2 NaN 0.0 62 35.0" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "load_data_file(data_file).head()" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The average time it took to run the function over 50 runs was 0.0036123 seconds\n" - ] - } - ], - "source": [ - "import time\n", - "def time_it(f, *args):\n", - " start = time.clock()\n", - " f(*args)\n", - " return (time.clock() - start)\n", - "n = 50\n", - "t = 0\n", - "for i in range(n):\n", - " t += time_it(load_data_file, data_file)\n", - "print 'The average time it took to run the function over {n} runs was {avg} seconds'.format(n=n,avg=t/n)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 2", - "language": "python", - "name": "python2" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 2 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.11" - }, - "widgets": { - "state": {}, - "version": "1.1.1" - } - }, - "nbformat": 4, - "nbformat_minor": 0 -} diff --git a/notebooks/getting_started.ipynb b/notebooks/getting_started.ipynb new file mode 100644 index 0000000..710a98f --- /dev/null +++ b/notebooks/getting_started.ipynb @@ -0,0 +1,59 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# A note on directory and file formats \n", + "\n", + "We made logistical decisions when developing PRMS-Python, some of these were for user simplicity and flexibility, other decisions were based on functional necessity. Currently to utilize all of PRMS-Pythons submodules and functions, we recommend following these guidelines for your PRMS file names/format and directory structure. Depending on the community and user feedback, modification of these formating rules may occur in the future. We appreciate the feedback. \n", + "\n", + "## File format and naming for using Simulations, SimulationSerires, Optimizations or ScenarioSeries :\n", + "\n", + "**1)** All climate forcing data that is needed for a single PRMS run (specified in the PRMS control file) should be in a single data file and all parameters should be in a single parameter file. \n", + "\n", + "**2)** The parameter file should be named `parameters`, data file `data`, control file `control`, and statistical variable output file `statvar.dat`. All of these file names are specified in your control file.\n", + " \n", + "**3)** Place all of the required files for running your PRMS model in the same directory. Don't forget to make your control file paths for these files match, here is an example of setting the control variable for the parameter file path in the control file:\n", + "\n", + "```bash\n", + "####\n", + "param_file\n", + "1\n", + "4\n", + "parameters\n", + "```\n", + "\n", + "**4)** Add the prms executable to your PATH variables so that it can be called from the command line and by PRMS-Python without the need for making duplicate copies of the executable.\n", + "\n", + "----\n", + "# Suggestions on getting started\n", + "\n", + "First ensure that your PRMS input file names are as decribed above and you have added PRMS to your PATH. Next download PRMS-Python using either GitHub or PIP.\n", + "\n", + "We recommend testing PRMS-Python and getting familiar with the basic functionaility by looking at the test model that comes with the download (LBCD) by following the included Jupyter Notebooks. The notebooks can be found in `PRMS-Python\\notebooks`. Most of what can be found on the [online documentation](https://prms-python.github.io/docs/tutorial.html) and in some instances more can be found in the notebooks and any future code changes will be addressed in the notebooks first. You may want to start with the basic functionaility such as the classes and methods that work with PRMS input and output files first e.g. `Parameters`, `Data`, `util.load_statvar` before moving on to more advanced functionalities." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/load_param.ipynb b/notebooks/load_param.ipynb deleted file mode 100644 index 04f16b0..0000000 --- a/notebooks/load_param.ipynb +++ /dev/null @@ -1,361 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Populating the interactive namespace from numpy and matplotlib\n" - ] - } - ], - "source": [ - "\"\"\"\n", - "Ipython notebook to test/document function that loads\n", - "a single PRMS parameter from the parameter file to a into a numpy array\n", - "John Volk, Mar 2015\n", - "Python 2.7.7\n", - "\"\"\"\n", - "import os\n", - "import matplotlib.pyplot as plt\n", - "from __future__ import print_function\n", - "\n", - "% pylab inline" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [ - "def loadfile(file_path):\n", - " \"\"\"\n", - " Read a text file and loard into a list that contains all lines in the file\n", - " Arguments:\n", - " file_path (str): path to (param) file\n", - " Returns:\n", - " param_lines (list): list that contains each line in the file\n", - "\n", - " \"\"\"\n", - " with open(file_path, 'r') as paramdata:\n", - " param_lines = paramdata.readlines()\n", - " return param_lines" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "def load_param(param_file,param_name):\n", - " \"\"\"\n", - " Work in progress.\n", - " Read a the param file and retrieve the values of the parameter that is being searched for as a 1-D \n", - " ndarray. \n", - " \n", - " Arguments:\n", - " param_file (str): path to param file\n", - " param_name (str): name of the parameter that is being retrieved from the parameter file\n", - " Returns:\n", - " param_data (numpy.ndarray): one dimensional array containing the paraemter values for the parameter \n", - " (param_name). \n", - " \"\"\"\n", - " import numpy as np\n", - " lines = loadfile(param_file) # load all lines into memory\n", - " starti = -1 # initiate index of line where param is found\n", - " for i,line in enumerate(lines):\n", - " if param_name == line.split()[0]:\n", - " starti = i\n", - " try: ## convert the number of dimes to a string and check that it is after the param_name line\n", - " dims = str(lines[starti +1].strip()) \n", - " except:\n", - " print('There was an error reading the dimension info for {}'.format(param_name))\n", - " break\n", - " \n", - " if dims == '1': ## number of dimensions\n", - " try:\n", - " param_dim = str(lines[starti +2].strip()) # name of dimension\n", - " ndims = int(lines[starti +3].strip()) # length of dimensions\n", - " datatype = int(lines[starti+4].strip()) # datatype (1=int, 2=float, 4-str)\n", - " except:\n", - " print('There was an error reading the dimension info for {}'.format(param_name))\n", - " break \n", - " print ('Parameter: ' ,param_name)\n", - " print ('Dimension: ' , param_dim)\n", - " print ('Number of dimensions: ' , ndims)\n", - " if param_dim != \"nhru\" and param_dim != 'nmonths' and param_dim != 'one':\n", - " ## this is going to change, we will allow for retrieiving parameters of any valid dimensions\n", - " print ('Sorry {} is not a parameter I was programmed to retrieve!'.format(param_name))\n", - " break\n", - " data_start = starti + 5 ## skip five lines to data start\n", - " data_end = data_start + ndims\n", - " param_data = lines[data_start:data_end] ## get slice of lines that contains data\n", - " param_data = np.array(param_data) ## convert to np array (will be of type (str) including newlines)\n", - " return param_data.astype(float) ## convert array datatype to float\n", - " break\n", - " \n", - " ##In case the parameter is two dimensional (snow rain adjust, etc) \n", - " elif dims == '2':\n", - " try:\n", - " param_dim1 = str(lines[starti +2].strip()) \n", - " param_dim2 = str(lines[starti +3].strip()) \n", - " ndims = int(lines[starti +4].strip())\n", - " datatype = int(lines[starti+5].strip())\n", - " except:\n", - " print ('There was an error reading the dimension info for {}'.format(param_name))\n", - " break\n", - " print ('Parameter: ' ,param_name)\n", - " print ('Dimensions: {} by {}'.format(param_dim1, param_dim2))\n", - " print ('Number of dimensions: ' , ndims)\n", - " data_start = starti + 6 ## skip six lines to data start\n", - " data_end = data_start + ndims\n", - " param_data = lines[data_start:data_end]\n", - " param_data = np.array(param_data)\n", - " return param_data.astype(float) \n", - " break\n", - " else:\n", - " print('The parameter {} has the wrong number of dimensions'.format(param_name))\n", - " break\n", - " if starti == -1:\n", - " print ('The parameter {} was not found in the file'.format(param_name))" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "def load_param_dimensions(param_file):\n", - " \"\"\"\n", - " Read a the param file and retrieve the names and lengths of all parameter dimensions that are in the file,\n", - " return the data as a Python dictionary of name-length pairs. \n", - " Arguments:\n", - " param_file (str): path to param file.\n", - " Returns:\n", - " dims (dict): dictionary containing parameter dimension names as keys and associated interger lengths\n", - " as values.\n", - " \"\"\"\n", - " dims = dict()\n", - " data_start = False\n", - " with open(param_file,'r') as f:\n", - " for i,line in enumerate(f):\n", - " if '** Parameters **' in line: break\n", - " if '** Dimensions **' in line: \n", - " data_start = True\n", - " continue\n", - " if '#' in line and data_start: \n", - " tmp_ind = i\n", - " continue\n", - " if data_start:\n", - " if i == tmp_ind+1: tmp_dim_name = line.rstrip() \n", - " elif i == tmp_ind+2: \n", - " tmp_dim_len = int(line.rstrip())\n", - " dims[tmp_dim_name] = tmp_dim_len\n", - " return dims" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## set file path and parameter name for example" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Parameter: tmax_adj\n", - "Dimension: nhru\n", - "Number of dimensions: 10791\n", - "Parameter: hru_type\n", - "Dimension: nhru\n", - "Number of dimensions: 10791\n" - ] - } - ], - "source": [ - "## set parameter file path\n", - "inf = os.path.join(os.getcwd(),'..','models/lbcd/lbcd.param') ## parameter file we will use for this example\n", - "## load paramter into 1-d array\n", - "p = load_param(inf, 'tmax_adj')\n", - "hrutype = load_param(inf, 'hru_type')" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/usr/lib/pymodules/python2.7/matplotlib/collections.py:548: FutureWarning: elementwise comparison failed; returning scalar instead, but in the future will perform elementwise comparison\n", - " if self._edgecolors == 'face':\n" - ] - }, - { - "data": { - "image/png": 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5wul1/pOvXEKzQ2hBeMMnfNfjTjHHdznK96NTRKEUbAgHhAtupGGFOvtjR0lI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6je5XKqS0cBxwoZK/UB3eaAeBMSFUEI0FRItHpoGyaDVIyZYJ/J4AipjvANQq3fpAJ+EpoOKC4c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7dj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l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\nHIRWXuhS+9bpydC55UP/tMH0UzHci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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "## tmax_adj is a spatial parameter that adjusts the temperature distribution for each HRU to account for \n", - "## spatial information such as topographic aspect\n", - "#### number of rows and cols in PRMS model\n", - "nrows = 99\n", - "ncols = 109\n", - "## test plot\n", - "p.shape = nrows,ncols ## reshape spatial parameter because this parameters dimension is nhru\n", - "plt.imshow(p)\n", - "plt.colorbar()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Issues and how they can be addressed:\n", - "* Needs to be able to read parameters of any PRMS dimensions, this can be accomplished by reading the dimensions at the top of the parameter file or by having prms print out a file with all possible dimensions- the first method is preferable because if the user did not put the dimensions in the parameter file and if they were not valid PRMS dimensiosn then their model would not run anyway. \n", - "\n", - "**partially resolved- see below**\n", - "* Although the current version of PRMS does not have any parameters that are 3 dimensional or larger the code should be more flexible, currently the function would print that the parameter has the wrong number of dimensions if the parameter was 3-D or larger. This can be done since the number of dimensiosn are already being read, after the dimension names are listed the rest of each parameters metadata is still listed in the same order line by line regardless of how many dimensions. By allowing this to be more felixible the function would work in the future case that PRMS incorporates new parameters that are higher than two dimensional.\n", - "* Currently this function reads the entire files lines into memory, goes through the lines and finds the slice of lines that has the parameter's values and returns it. There is probably a more efficient way to do this although I am not sure how important it is to optimize the memory use. I can see this being an issue with very large PRMS models- ones that have over 100,000 HRUs. In that case the param file may be over 100 mb. \n", - "* The function should first look up from a table whether or not the parameter that is being searched is a valid PRMS parameter as opposed to searching the entire file and if it is not found printing an error. This would save some time when the file is huge and is easy enough. \n", - "* Probably should turn the automatic printing of parameter information off by default but leave it as an option\n", - "* May want to limit use if datatype is 4 (string), currently limits by only accepting parameters of dimension one, nhru or nmonths but this will later expand, so the way around this is to either return it as str or not return it al all by using the currently collected datatype information that is unused." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## example retrieving all parameter dimensions- utility function" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "{'ncascade': 13884,\n", - " 'ncascdgw': 13884,\n", - " 'ndays': 366,\n", - " 'ndepl': 2,\n", - " 'ndeplval': 22,\n", - " 'nevap': 0,\n", - " 'nform': 0,\n", - " 'ngw': 10791,\n", - " 'ngwcell': 10791,\n", - " 'nhru': 10791,\n", - " 'nhrucell': 10791,\n", - " 'nmonths': 12,\n", - " 'nobs': 3,\n", - " 'nrain': 1,\n", - " 'nreach': 289,\n", - " 'nsegment': 15,\n", - " 'nsol': 0,\n", - " 'nssr': 10791,\n", - " 'nsub': 3,\n", - " 'ntemp': 1,\n", - " 'one': 1}" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "## this function can be used if we ever need to know all possible parameter dimensions \n", - "dims = load_param_dimensions(inf)\n", - "dims" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 2", - "language": "python", - "name": "python2" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 2 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.11" - } - }, - "nbformat": 4, - "nbformat_minor": 0 -} diff --git a/notebooks/monte_carlo_optimization_result.ipynb b/notebooks/monte_carlo_optimization_result.ipynb new file mode 100644 index 0000000..e3aebb5 --- /dev/null +++ b/notebooks/monte_carlo_optimization_result.ipynb @@ -0,0 +1,874 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Basic use of the `OptimizationResult` object and methods" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "After familiarizing yourself with the `Monte_Carlo` method from the `Optimizer` class you may seek basic or sophisticated analysis methods of your parameter-to-output dependencies. The `OptimizationResult` object essentially has two major functions: \n", + "**1)** Retrieve, organize, and archive relevant ouput metadata and simulation data; and \n", + "\n", + "**2)** Povide methods to compare multiple simulation output based on differenet model performance metrics including giving the user access to the file path locations of relevant model inputs and outputs. " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from prms_python import Data, Optimizer, Parameters, util\n", + "from prms_python.optimizer import OptimizationResult\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import matplotlib, json, os\n", + "import warnings; warnings.simplefilter('ignore')\n", + "matplotlib.style.use('ggplot')\n", + "%matplotlib inline\n", + "\n", + "params = Parameters('../test/data/models/lbcd/parameters')\n", + "data = Data('../test/data/models/lbcd/data')\n", + "control = '../test/data/models/lbcd/control'\n", + "work_directory = '../test/results/'\n", + "measrd = '../test/data/fake_measured_swrad_lbcd.csv'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# `OptimizationResult` attributes\n", + "\n", + "Attributes of the `OptimizationResult` class allow for custom workflows for analysis of Mote Carlo optimization output. In particular they give the user access to the original parameter set and model output, the measured time series of the optimized variable, and paths to all simulations that had parameters modified. " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "stage = 'ddsolrad'\n", + "cust_res = OptimizationResult(work_directory, stage=stage)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'../test/data/models/lbcd'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# directory of the original simulation's input files\n", + "cust_res.input_dir" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['../test/data/models/lbcd/parameters']" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# path to original parameter file\n", + "cust_res.input_params" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'swrad_2490'" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# name of the PRMS statistical variable that is being optimized\n", + "cust_res.statvar_name" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'ddsolrad'" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the optimization stage, can be named arbitrarily in this case we use the name of the \n", + "# PRMS solar radiation module \n", + "cust_res.stage" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1937-10-01 447.752204\n", + "1937-10-02 441.216580\n", + "1937-10-03 410.682145\n", + "1937-10-04 176.349945\n", + "1937-10-05 126.152800\n", + "dtype: float64" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the OptimizationResult.measured attribute holds a Pandas.Series object of the \n", + "# measured variable that is being optimized\n", + "cust_res.measured.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'../test/results/'" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# the working_dir is the directory where PRMS-Python will look for Optimizer JSON files\n", + "cust_res.working_dir" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'ddsolrad': ['../test/results/testing_srad_ddsolrad_opt.json']}" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# list of paths to of all metadata JSON files corresponding given optimization stage\n", + "cust_res.metadata_json_paths" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The location of each parameter set that was modified in an individual optimization run is stored in the JSON metadata files. More on this can be found in the Jupyter notebook titled \"monte_carlo_param_resampling\". Below is an example showing how modified parameter sets may be accessed using `OptimizationResult.metadata_json_paths`. Another perhaps more convenient way of accessing parameters along with their outputs based on their output performance is demonstrated later in this notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'end_datetime': '2018-08-21T00:03:38.932987',\n", + " 'measured': '../test/data/fake_measured_swrad_lbcd.csv',\n", + " 'method': 'Monte Carlo',\n", + " 'mu_factor': 1,\n", + " 'n_sims': 4,\n", + " 'noise_factor': 0.1,\n", + " 'nproc': 4,\n", + " 'optimization_description': None,\n", + " 'optimization_title': 'testing_srad',\n", + " 'original_params': '../test/data/models/lbcd/parameters',\n", + " 'params_adjusted': ['tmax_index', 'dday_intcp'],\n", + " 'resample': 'normal',\n", + " 'sim_dirs': ['../test/results/tmax_index_51.4479452114',\n", + " '../test/results/tmax_index_50.4660898301',\n", + " '../test/results/tmax_index_51.6971617025',\n", + " '../test/results/tmax_index_54.9281475979'],\n", + " 'stage': 'ddsolrad',\n", + " 'start_datetime': '2018-08-21T00:03:23.733736',\n", + " 'statvar_name': 'swrad_2490'}" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# get a JSON file path from the list, in this case the first JSON corresponds with the first optimization run\n", + "json_path = cust_res.metadata_json_paths[cust_res.stage][0]\n", + "\n", + "fh = open(json_path)\n", + "json_data = json.load(fh)\n", + "json_data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As we can see the JSON metadata does not hold information on which simulation performed best. However we can access all stored metadata directly using this method. If the given optimization stage, in this case 'ddsolrad', was created using multiple instances of an Optimizer object then there will be multiple JSON files each with its own information. If for example we wanted to know the method used for resampling from an individual Optimizer run we can use the `.get` method of the JSON dictionary as shown below." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'normal'" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "json_data.get('resample') # which param resampling method was used for this Optimizer run " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Using `OptimizationResult` methods to compare results and access parameter and output sets that correspond with each other.\n", + "\n", + "There are currently two major methods of the `OptimizationResult`. The `.result_table` allows the user to rank simulations using four objective functions on the optimization variable. The `.get_tope_ranked_sims` is used to map input parameters to simulation outputs according to the ranked models. We rank by maximizing the daily or monthly Nash Sutcliffe Efficiency (NSE) and the coefficient of determination (COEF_DET), minimizing root mean squared error (RMSE) and percent bias (PBIAS). " + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ddsolrad parametersNSERMSEPBIASCOEF_DET
orig_params0.95626739.4725-0.8857150.963116
tmax_index_51.44794521140.78428478.9851-3.258050.798881
tmax_index_51.69716170250.7718381.2332-4.328650.854146
tmax_index_50.46608983010.67805396.4931-9.93410.852113
tmax_index_54.92814759790.369017135.087-14.66620.767133
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" + ], + "text/plain": [ + "ddsolrad parameters NSE RMSE PBIAS COEF_DET\n", + "orig_params 0.956267 39.4725 -0.885715 0.963116\n", + "tmax_index_51.4479452114 0.784284 78.9851 -3.25805 0.798881\n", + "tmax_index_51.6971617025 0.77183 81.2332 -4.32865 0.854146\n", + "tmax_index_50.4660898301 0.678053 96.4931 -9.9341 0.852113\n", + "tmax_index_54.9281475979 0.369017 135.087 -14.6662 0.767133" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ddsolrad_res = OptimizationResult(work_directory, stage=stage)\n", + "\n", + "# note, when using monthly frequency the optimization variable is averaged (mean simulated and mean observed)\n", + "top10 = ddsolrad_res.result_table(freq='monthly',top_n=10)\n", + "top10" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The `result_table` method sorts all simulations by NSE followed by RMSE, PBIAS, and lastly COEF_DET. The index of the dataframe is the name of the simulation which follows the naming convention of the `Optimizer.monte_carlo` method that uses the name of the first parameter that is resampled and it's mean value to 10 decimals. Because the result is a DataFrame it is possible to sort simulations by any of the columns as opposed to weighting NSE highest. \n", + "\n", + "---\n", + "\n", + "## Mapping parameters to outputs example\n", + "The `OptimizationResult.get_top_ranked_sims` method takes a `Optimization.result_table` and returns a dictionary that includes four lists: the ranked simulation names; the parameter paths for each simulation; the parameters that were adjusted for each simulation (may be a list of parameters if more than one was adjusted); and the stavar file paths for each simulation. In each case these are indexed in the order of the `result_table` that is passed to the function as shown below." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'dir_name': ['tmax_index_51.4479452114',\n", + " 'tmax_index_51.6971617025',\n", + " 'tmax_index_50.4660898301',\n", + " 'tmax_index_54.9281475979'],\n", + " 'param_path': ['../test/results/tmax_index_51.4479452114/inputs/parameters',\n", + " '../test/results/tmax_index_51.6971617025/inputs/parameters',\n", + " '../test/results/tmax_index_50.4660898301/inputs/parameters',\n", + " '../test/results/tmax_index_54.9281475979/inputs/parameters'],\n", + " 'statvar_path': ['../test/results/tmax_index_51.4479452114/outputs/statvar.dat',\n", + " '../test/results/tmax_index_51.6971617025/outputs/statvar.dat',\n", + " '../test/results/tmax_index_50.4660898301/outputs/statvar.dat',\n", + " '../test/results/tmax_index_54.9281475979/outputs/statvar.dat'],\n", + " 'params_adjusted': [['tmax_index', 'dday_intcp'],\n", + " ['tmax_index', 'dday_intcp'],\n", + " ['tmax_index', 'dday_intcp'],\n", + " ['tmax_index', 'dday_intcp']]}" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mappnig_dic = ddsolrad_res.get_top_ranked_sims(top10)\n", + "mappnig_dic" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A common workflow will require analysis of both good results and the parameters that gave such results. \n", + "The `OptimizationResult.get_top_ranked_sims` and `Optimization.result_table` allow for basic access to model input and output paths as well as other metadata. Below we show simple visualization of the top 3 parameter sets for the solar radiation parameter random sample (Monte Carlo). " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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vPdfxJpOJhQsX8sgjj5CZmcmll17a7qeoJSUlzJ49mzVr1nQaR2hoKHfddRdJSUkAzJ49m+TkZA4cOOCdFyqEEEK0w2w2s3fvXsxms0fnLFy4kMWLF3P8+PEOj7VY7WSX1mGxdi2B7O75Mta7T5JYIfoJTdNQN61FWXAzSkCgr8NpX2wilJ7y+mUPlFjIjA9Dr3NvPyw4KhQ7lhT3jdnYzZs38+qrr3Lo0CF0Oh3Dhg1j06ZN5OTkcNddd5GVlUVpaanr+P3795OWlsbBgwdZtmwZ99xzT6trFhYWsmjRIpYsWcLSpUsBWL16NbfccotbMZWWlnLs2DHS09O98hqFEEKItjiT0euvv56FCxe6ncg2r2ZcV1fX7nEWq50HtuSzYusJHtiS73Ei2t3znWSsd4/0iRWivzj4JdSaUS6e7utIOqTEJaKVFeN+qumer0tqPdoP65QSFUx+ZSOjEzrvLXvNa9ldCa2VzT/oWp/cJUuWkJiY6Pp+3ryz+57nz5/PqlWr2LdvH3PnzgUgKSmJG2+8EYAbbriBFStWUFZWRmxsLAA5OTk8++yzrFixggULFriudfvtt7sVj81mIysrC6PRyPDhw7v0moQQQgh3tNVax9k6pyPO/bB5eXmEhrbfvSC/spGCqgbsGhRWN1BQ1UhGrHvdDrxxvpOM9e6RJFaIfkBTVdSNa9Fd+wPHkl1/Ft8zbXYOFFuYlx7t8XnJUUFuVyjuavLpLYMGDWrx/fr163nppZcoLCwEwGKxUFFR4Xo+Pj7e9bVz4K6trXUNbJs2bWLYsGEtBkh3aZpGVlYWQUFBPProox6fL4QQQniieTLqbmsdOFvNOCcnh1GjRmGxWNo8LmVAEMlRwRRWNzAkMpjkqCCP4uvu+U4y1rtHklgh+gHty12g08P4S3wdSqeU2ETUb/Z79ZqltVbqrCopAzwvZpUyIJjPCmq8Gk9PUZSz89dFRUXcd999mEwmJk2aBMDcuXM9ah9w9913s2PHDm677TZefPHFFtfvzPLlyzlz5gxr165Fr/fzD06EEEL0ec2T0YyMDLcrEzvPnThxYofjVVignsfmplBQ1UhyVBBhgZ6Nbd0930nGevfInlgh+jjNbkd78zV0Cxd79IfJZ+IGeb3NztclFkYlhKHrwut3LCdu6HO94ywWC4qiEBMTg6qqrFu3jpycHI+uERgYyJo1a7BYLGRlZbl9D+677z4OHz7MK6+8QlBQ1z5pFkIIITzVWWsdm1XjdLGV4sJGigsbKS22Um9RXY81NqodXj8sUE9GbGiXE9Dunn8uGevbJ0msEH2ctns7REbDReN8HYp74hKg7DSa6r3S8QeKaxnjQWud5gaE6EFRqKz3XSl7d5z7AUVaWhpLly5l/vz5jBs3jpycHCZPnuz2NZxfBwQE8PLLL1NeXs7y5csBWLVqFYsXL27zGkVFRbz22mt88803jB07lvT0dDIyMti0aVN3Xp4QQgjRqbaSVJtVcz336QfVfP5RLXt2Wtiz08Luj2r54O2zj1VXdpzE+pqM9e5T+trsQzPayZMnfR2DXzAYDNTU9I3lkL3hfLofmtWK+ptl6H66HCX1ojaP8cf7Yf/VLeju/xPKwLhuX0vTNJZsOsKjs1IYHNnxJ4Xt3YsVW0/w/dGxTEtL9Lt7Jbyvvd+DwYMHA16vOXa+8Yux2V/+7kkcrfkyFrkP/heDkzuxOJPUmuqWuYshUse02Qaqq+zs/LDjisVzFwwiOLT9CsXCdzwdm2UmVog+TPv4fUga2m4C67diE722pPhUjRWAQYautxVyLikWQgghhP8xm818/PEXlJ5unaSaa1RqquxERukxRLb+HLIv7LQSnpPCTkL0UVpDPdr/rUd3x4NtP69pfP1lHcnD9ETH9nJwnVDiEtFOn0LJGN3tax1oaq3Tnf3AyVHBnJAkVgghhPA5m1WjuikpDQhUXP1hc3NzGZw4nLtvW0tIyNm2eBEGHYamY6fNjqSi3EZ1dQ1HjuSSnpFBYmIUNdV27HaNyAE6GmS47xckiRWij9K2vY2SlomS0nbPrpKTNspKbJQWV5JyYSCpI4P9p/BTfCKUemcm9kCxhUlJ7lcobEvKgCA+Pl7tlXiEEEII0TU2q8bOD2uoqVYxROqYOsvQoj/syeIjxAwuJPOi8QDoAxSiYwIICGza+xmoEBrRwM2Lv09ubi7p6els3LiRuETH+4SgIEli+wtZTixEH6RZzGhbNqFcc3Obz9vtGof21zFqYihzF8RzqtDK/i8sqHY/2QMfmwhlJd2+jKppHCyxMDqha0WdnFKigimo6nsVioUQQoj+pLrKTk21iqZBTdMyYWd/2MDAQNLT07n4kkwSk4JITAoiLiHQlcA6NU968/LyPK7mK/oGmYkVog/S3t+EMvY7KIlD2nz+eF4D4QYd8YmBhIUHcOnMCPbttvDZR2YmTw0nKNi3n18pcYmop091+zr5lQ2EBuqIC+/6fliAqJAAAvQKNlWSWNF/GY3Gu4AlgAp8DfwEGAy8DkQDXwGLTSaTzWg0BgH/C0wEyoDvm0ymfJ8ELoQ4bzj2teqoqVExuJYJu9cf1mw2k52dzZAhQ0hPTycvL4+0tDQyMjJ6+VWI3iAzsaJf0QqP07h7h6/D6FFadQXajndR5t/Y5vMN9SqHsxvIHBfqeiwgQGHS1DCiBwbw6QdmzNU+bicTP8gry4m/LrF0ubXOuVKigqm3SRIr+iej0TgYyAImmEymMTg+xL4JeBx4ymQyZQCVOJJcmv7/jMlkSgOeBZ7o/aiFEP2RpcbMvs//y77P/4ulpmWhpoBAhamzDEy9PIKpswyuWdbO+sM6981ef/31LF68mLVr17J27VoefLDtuiGi75MkVvQr2q4Psax6FO1Itq9D6THau/9BmTIDZWB8m8/nHKwnaWgQEZEtG20risJFY0NJHRnMzm1mykqsvRFu2yIiwW5Hq+24FH5nDpRYGJ0Q3vmBbkiJCqLB5t/944ToJj0QbjQaA4BQ4CRwObCh6fl/Atc2fX1N0/cA/wFm9WKcQoh+qryiml/+5yAP5wXxcF4Q95n2t5nIRscGtFom3JFzlxDn5eWxcuVKfvjDH7Jw4ULM5u693xD+R5JY0a9ox/IImnst6l//hGbuf4V6tPJStM+2o1x9Q5vPV1faOVVoJT0zuN1rpFwYzMRLwvjyMwv5R31T3UBRFIjrXpsdu6rxzWkLY7q5H9YpOSqYersksaJ/MplMJ4GngHygCKjCsXy40mQyOX/xC4Gkpq+TgIKmc+1ApdFojOnVoIUQ/Uq5xco9W09yOjDK0fdGUSgMiib/SGG3r91832xaWhqA7Ivt52RPrOg3NJsNCo4SuuJxrHY76t+fRfeL36Do+s9nNdo761AuuxIlKrr1c5rGN/vrSM8MISio49ccmxDI1JkRfPFJLeYalZFjQnq/cnF8ItrpYpShqV06/WhFPQNDAxgQ6p0/Y0MHBNNg06B722v7jEWLFrFo0SJuvLHtZemifzEajQNwzK4OxZHArgeuauNQ55r6c/8gKM2ea37dGcAM5/cmkwmDwdD9gLspKChI4vDDOMC3sch98E0MlkY7+4qqefaTfM5YcSSwTYUUh1gruWjs1G7HYjAY2Lp1K99++y0jR44EHImtcx/txIkTMRgM6PX6Tq7Uv/SlsV6v17f7O2A0Gh9u9u0Ok8m0Q5JY0X+cPAExcShhESgLf4T25Aq0LRtRrrze15F5hVZchLZvN7pHX2zz+ZKTNurrVIYOD3LrehGReqbNjmDPzlr27rQwfkoYAQG9l8gqsYlQ2vXiTl8XWxid6J2lxODYE1thU8+bJLY7srKy2LlzJxaLhfj4eH7+859z0003+Tos0bHZwFGTyXQGwGg0bgQuBQYYjUZd02zsEBxLjMExK5sMnDQajXog0mQyVZx7UZPJtAPY0eyhh2pqanrsRbjLYDAgcfhfHODbWOQ+9H4M5RYrD2w5QUmtzfWYvd5CQNlR7pw8hO9MHouqQGNjo1dicSawABs2bHAlsQA1NTU+/+CgL+ntsd5ut7f5O2AwGDCZTA+f+3ivJrGeVEbszbhE/6Ady0O5IB0AJSAA3c9+hfr75WjDR6KkXeTj6LpPe/NfKLMXoIS3LmrQvKWOTud+IhoUrGPKZREc2Gth1zYz3/luOCGhvTRzHZcI+Ue6fPqBEgtXpg3wWjgRwXqq6v2kj24n7Ha7Tz9NvuOOO3j66acJDAzkyJEjLFq0iNGjRzNq1CifxSQ6lQ9MMRqNIUADjj2ue4CBwA3AOuDHwOam499s+v7zpue39XbAQoi+rdxi5VfvHae8zo693kJdyTGCBiRw9B8rqD99gt839XDtKc5iUH2VjPUd67V1ll2ojCiEZ47lwAVprm+VmDh0t9yB+tKTaDVVPgys+7SCY2g5X6PMmt/m881b6nhKr1cY950wBg0J5JMPaqiq6J3PkJT4RLQuttmx2jWyS+sYFe+d/bBOwb04E+2pKVOm8PzzzzN79mzS09NRVZXVq1czdepUMjIymDlzJu+9957reJPJxMKFC3nkkUfIzMzk0ksvZfv27W1eu6SkhNmzZ7NmzRq3YklLSyMw0PG7pmkaiqJw/Pjxbr9G0XNMJtMXOAo07QP+i2N58F+B+4G7jUZjLhAD/K3plL8BsUajMQ+4s+k4IYRwy7kJbPYLvyT7hbs4vOZu6k+f8Nu9qjarxpkyGzZr17oVdPd8Gevd19vLiZ2VEVVaVkZ0zk3/E3gYcO/uCtGMdiwP3eXfa/GYMnoSypTLUP/2NLo7Huqz+2PVTa+iXLUIJSS01XPOljpTZ7Zddt4diqKQdlEI4QYduz+qZezkMBKTenhdbVzX2+zkldcxODKIiGDvfkIZEuDfvx+bN2/m1VdfJTo6Gp1Ox7Bhw9i0aRNxcXG89dZbZGVlsWvXLuLi4gDYv38/3//+9zl48CBr167lnnvu4csvv2xxzcLCQm666SZuu+021zKh1atXs2fPHl555ZV2Y1mxYgUmk4n6+npGjx7NrFlSvNbfmUym3wG/O+fhY8DFbRzbABh7Iy4hRP9hsdrJK6tn9eenKK9ztPOrKzlGfckJUO00VBSTnJxMUVGR3/VwtVk1dn5YQ021iiFS16LFT2+c7yRjvXt6LYk1mUwnjUajszKiBdhC25URB/dWTKL/0OosUFYCSUNbPadc80O0p36N9n//QZnX996TaUeyofAYyrL72ny+vZY6XTE4OYjQMB17d9ZSWxPMhRnBPVfwKToWqivQbFaUAM8S5gMl3qtK3FxwgA46mIh+a12lV37O/O93bRn0kiVLSExMdH0/b968s9ecP59Vq1axb98+5s6dC0BSUpKrmMMNN9zAihUrKCsrIzY2FoCcnByeffZZVqxYwYIFC1zXuv322zuN5Q9/+AO///3v2bt3L5999hlBQe7txRZCCNE/lVus/HprPiVmK81r/ScNS0VNT+fYkcOkpaWxdu1aioqKyMjIaLfva1eZzWays7MZMWKEx9eurrJTU62iaVBTo1JTZSc61v1UqbvnO8lY755eS2K7UBnx3PNn4IcVEP2BP1S48zVr/mHqh6ViiI5u836odz1MzYplhIyeQGDmeB9F6TlN06h9818EL7qF4JiBrZ6vKG+kpKia790wiKDgtmcRPf39MBhgYKyBj94vo7HBxqRLoz3aZ+uJ6ph4wutq0Q9O9ui8Q6VF3DR+kMe/953di3o7WDtIYruafHrLoEGDWny/fv16XnrpJQoLHe0JLBYLFRVna+/Ex5/tJRwa6pjFr62tdQ1smzZtYtiwYS0GSE8oisLkyZPZsGED//u//8tPfvKTLl2nt3laAbE3YhJCiL7MYrWzYms+xeazPegVICEikD/MGU7wgk2uIksREREtkjRPtZeoms1mFi5cSG5uLulN+209SWQjo/QYInXU1KgYDDoMUZ5NDnT3fCcZ693Tm8uJPa2M2IK/VkD0B/5Q4c7X1G/2Q8pwV+W5VvcjMATlll9Su+pRdL99BiWydYv0zUFlAAAgAElEQVQaf6Qd2o9adhp1wlQaz3lNmqaxZ1ctqRcF09BYS0Nj29fo6u/HlMvD+OqzWj54p5hJl4YR2Enbnq5QY+OpPX4ExeB+cthgU8kpNTMsAo9fV2f3Iiw8Amu7z/pe81nxoqIi7rvvPkwmE5MmTQJg7ty5aJr7+3DuvvtuduzYwW233caLL77Y5Vl3u93uV/tkOuNpBUQhhBAdy69s5HSzBDYhPIDbpySSNjCUsEA9EOiVIksdJarZ2dmtesN68jMDAhWmzjJQU2XHEKX3eClwd893krHePb25AcxVGdFoNCo4KiN+A2zHUfkQWlZGFMJt2rFcaKpM3B4lczzKtDmoLz2Fptp7KbKu0zQNdeNalGt/gNJGdTpPW+p4KjBQYfK0cAyROj79wEyt2fv3TIlNRPOwzc63pXUMGxBCaKD3/3zpe2jGuSdYLBYURSEmJgZVVVm3bp3HBTICAwNZs2YNFouFrKwstwbF8vJyNm/ejMViQVVVduzYwebNm5k2bVpXX4oQQog+LmVAECkDgtErkBgRyGNzhzI2MaIpgfWethJVpxEjRpCenk5gYGCX99sGBCpExwZ0OQHt7vnnkrG+fb2WxHahMqIQ7juW62qv0xFl/o2gaWhvr+uFoLpp/+dgs6FMnNrqKWdLnczxnrXU8ZROpzBqQhgXpAWz80Mz5aVerlwcnwilJR6d8nWJhTGJ3t8P6+/O/eQ0LS2NpUuXMn/+fMaNG0dOTg6TJ092+xrOrwMCAnj55ZcpLy9n+fLlAKxatYrFixe3e421a9cyefJkMjMzefTRR1m5ciVz5szpzssTQgjRh4UF6nlsbgqPzR3KM1cPY2BYzxSH7ChRjYiIYOPGjWzYsMHjpcT+QsZ69ymeTEf7Ge3kyTZXHp93zvflxNqZMtRH7kT39FoURen0fmhVFaiP3IXuf36JcpF/7o/VVDvqyjvRLfwRytjWf6yOZNdTdtrGxdM7/wPtrd+P06es7PvcQua4UIYM887sr/bVLtRd29D/4jdun3Pv+8f54dg4xiSGe/zzOrsX5/u/pfNFe/+dBw8eDI4PWEXX+cXY7C//liWO1nwZi9wH78ZgsdrJr2wkZUBQt2dcPYnFbDa32F/bUz9H9C5Px2b/7ichhDuOO5YSu7vGX4mKRrfkLtS/P4tWWd7DwXWN9sUnEBIKYya1es7ZUueica3b7fSk+EGBXDIjguyD9WR/XefRfox2xSZ61GbHYrVzorKREXG9+9qFEEIIcZbFaueBLfms2HqCB7bkY7G23nJkNpvZu3cvZrPZqz87IiKCiRMn9smZVuE9ksSKPk876t5S4uaUkWNRZlyF+tKTaHb/2h+r2Wxob/4L3cLFbSbmOQfrSUoJxOCFljqeihyg57uzIygrsfHVZxbstm4msvGJUFbidkJ86HQd6QNDCNLLny4hhBDCFyxWO58cr6GgqgG7BoXVDRRUtawu6SzAdP3117Nw4UKvJ7JCyDtB0edpx/M8TmIBlKtvgIBAtDf/1QNRdZ228wOIS0TJGN3quepKO6cKraSPCvFBZA7BIToumREBCny2w0xDvdr5Se1QQsIgOASqKjo/GDhQXMvo83A/rBBCCOEPnDOwL35RjE5R0OtgSGQwyVEttxl1VIBJCG+QJFb0aZpqhxOH4YI0j89VdHp0S+5G27UN7esveyA6z2mNDWhvr0N37Q9bP6dpfLO/jvTMEIJ6oN2NJ/QBChOmhBGXGMAnH5ipruzGbHac+0uKD5RYGJPg+V5YIYQQQnSdxWonu7SO3LI6CqoaUAFV01g2OZHH5qa02hPbWaXgnlpqLM4fvdknVgjvO1UIkdEo4YYuna5EDkD30+Woa55A9+unUGLivBygZ7Qd78KwtDZnlnu6pY6nFEUhY1Qo4RF6PtthZvzFYcQP8rwaoaPNTjFK2kUdHlfdYKfEbCV1oO9moYUQQojzjXP2taCqgaTIIJIigzhZ08iQyGCmDTW0WdTJWSm4rQJMbfV6NRhav48zm81kZ2czYsQI2f8qWpGZWNGnaUdzULowC9uckj4KZfYC1L/+Cc3m5RYyHtDqLGjvvYHu2h+0es7VUmdcz7bU6Yohw4KYNDWc/V9YOJbX4PkF4t2biT1YUsvIuFAC/Oz1CyGEEP1Zblkd+U37X0/WNHLrpAT+MGdomzOwzbVXgMmdpcZd2VNrs2qcKbNhs/bZzivCA5LEir7teB5c4Hkz63MpV1wHYRFoG9d6Iaiu0T54EyVzPErS0FbPHc9rINyg83imc+3+Uk5U1HkrxHYNjAtg6qwIjuc1cPArC6rqwQASlwilpzo97EDx+dkfVgghhPCVcouV5z8vxjmsDzYEkTYwhIzY0C631elsqTG0nei2laQ6H6u3qOz8sIZd28zs/LCmVSLrXA5t9+T9ifBrksSKPk07motyoedFnc6l6HTofnIn2t5P0P77hRci84xmrkbb9hbK/JtaPdfVljpHztSz4Zty/v5FkbfC7FB4hJ5psyOoqVbZ82ktVjc/CVViE9HKSjo97mvZDyuEEEL0mnKLlV+9d5ySWscqNZ0Ct05K6HZPWOdS4w0bNrBx48Y2lwqfm+gOvzC9VZJqs2rs/LCGnR+a+XhrNTXVKpoGNTUqNVVna3U0bwd0tKK+W7EL/yFJrOiztIZ6OH0Shlzglesphkh0P/0V6j9XoZWf9so13aW9twFl4lSU+EGtnutqS53/fFPOzWNjOVRi5uiZ3vmjHRik4+Lp4YSE6tj5YQ2WWjcqF8cnwumOZ2LLLVYq620Miw72UqTnj1WrVnHvvff6OgwhhBB9iMVqZ8XWfMrrziaDCeGBpHmpLkVbS42bz7Sem+iq9tBWSWp1lZ3TJTUcPb6fqspaUEBRwGDQYYg6+54pv7LR1Q6oobutAUWXFBYWMmTIEFS16x0tziVJrOi7ThyBpKEogZ4XE2qPkjoS5crrUNc8gWazeu26HdEqy9E+2Yoy7/utnutqS52Cqga+KbEwPyOG749LZN3BMm+F2ymdTmHMpFCSLwhi54c1VJR3ss84KgYa6tDqLe0ecrDEwqiEMHRt9M09n6xbt47Zs2eTmprKhAkTeOCBB6iuru7wnKysLJ544oleilAIIUR/kFtWR4n57PuggaF6fj+n4z2w3WFtVF2zqh+9X029RW2R6EZG6TFE6lB0Z5NUnb6Op55fzJN/+TFP/mUxdZZaRk8MZeosAwGBZ98vxIUHEBvmqGXr7ynsxRdfzIUXXkhFRcvWg3PmzGHIkCEUFfXO6rqeoHj5PZwksaLP0o7logzrXlGntihzroXIAWj/ecXr126L9s56lGmzUaIHtny8Gy113jhUzryMaEIDdcy/KJ6csvpem40Fxx+q4RkhjJ4Yxhef1HKyoLHDYxmYAKXtLymW1jrw4osv8sc//pEHH3yQnJwc3nrrLQoLC7npppuwtVOQzG7vRuujHqZp/v5WQgghzk/OfbDOv9IJ4QH86cphDAzz3qTBuSorrFRXOWbpLLUan26robTY6trbGhCoMHWWgamXR7iS1MNHcjhVfARVtXGq5AhV5iMkpQS1SGAtVjsrtxdyutZ3hTs9oSgKycnJbN682fVYdnY2DQ0NXk8Cu8MfxnBJYkXfdSwXvLAf9lyKojj2x+7/HO2rXV6/fnNaaTHank9QrlzU6rmuttQpMTeyp9DMvPRoAIIDdFx/UQyvf917s7FOiUmBTLksnG/21VFwrIPKxfGDOqxQ/HWJhdHncVEns9nM008/zaOPPsr06dPR6/UkJSWxZs0aCgsL2bBhAwBPP/00P/vZz8jKymLkyJGsX7+ep59+mqysLNe11q9fz8UXX8zo0aN59tlnmTJlCp9++qlbcUyZMoW//OUvXH755WRmZrJ8+XIaGx0fUFRVVfHjH/+YMWPGkJmZyY9//GNOnTq7THzRokU8/vjjXHvttaSmppKfn8+6deuYMWMGGRkZTJ06lVdffdV1/GeffcakSZN44YUXGDt2LBMnTuT9999n27ZtfPe732XUqFGsWrXKdfz+/fu5+uqrGTFiBOPHj2flypXduudCCHE+ci4jbr4P9vYpg7yewDZfOmw2m8k7vA9Ff3ZFVl2txu6Pa1vsf62usmOI0ruSVOe+2YCAAFKHp7Ho5vEtElg4u5TYmXJ1lgZ2t3+tN/rfXn/99axfv971/fr167nhhhtc3zc2NrJy5Uq+853vMH78eB544AEaGhzvsTobi9etW8ell15KRkYGl156KZs2bQJo9V7h3OW/bY3hNTU1LF++nAkTJjBp0iSeeOIJV3KrqiorV65k9OjRTJ06lQ8++KDL96M9ksSKPssxE+v9JBZACY9At/Re1FdfQHOj/UtXaW/9G2XmPBRDZIvHu9NSZ+OhM8xJHUBE8NklP3NTB5BX3ruzsU5R0QFMmRHBtwfqKcpve0ZWiUts9z6XmBtpsKkkR/pHf1xf2Lt3L42NjVx11VUtHg8LC+Pyyy/nk08+cT22detW5s+fz7fffsu1114LnF3Ck5uby69//WtWr17Nvn37qKmpoaSk86JazW3atIl///vf7Nq1iyNHjvDcc88BjgHrxhtvZM+ePezZs4fQ0FB+85vftDj3jTfe4MknnyQ3N5ekpCTi4uJYu3YtOTk5PP300zz88MMcPHjQdXxpaSmNjY189dVXLF++nF/96lds3LiRLVu28MYbb/Dss89SUFAAwIMPPsitt95KdnY2u3btYv78+R69LiGEEC2XEdvrLQSW5DAo2LuzmM6CTLu2mfng7WKuvXYh35t/Nc+88COUgGYdFZr2v1aU21zHf/JBDYdOWSi3WCms0/Oa6T+88cYbvPnWJgZEt+41mzIgiOSoYAJ0kBIV1GFtja609fHm+U4TJkzAbDZz+PBhVFXlrbfe4rrrrnM9/+ijj3L8+HE++OADdu7cSXFxMc888wzQ8VhcV1fHQw89xGuvvUZOTg6bN28mMzPTdd1zZ3rP/f7cMfyXv/wlQUFB7Nq1iy1btvDxxx/zr3/9C4BXX32Vbdu2sXXrVt59913eeeedLt2LjkgSK/okraoC6usgYXCP/QzlgnSUeUbUFx9Hs7a/HLartKJ8tINfOZYvn6OrLXXO1Nn45EQ114yIafF4cICO6y6K4d8+mI0FMETquXh6BAe/qqO4qI29xrHtt9lxViX2h2U0Tz31FElJSa3+99RTT7l9fHvHduTMmTPExMSg07X+k52QkMCZM2dc30+cOJG5c+cCEBLSci/1O++8w9y5c5k0aRIBAQHcc889Hsfyk5/8hMTERKKiorjjjjtcn+JGR0dz1VVXERwcTFhYGL/4xS/YvXt3i3ONRiOpqanodDoCAgKYOXMmycnJgGMf0GWXXcYXX5ytDh4YGMgdd9yBXq/nmmuu4cyZM9x6662EhoaSnp5Oeno63377LQBBQUEcP36cM2fOEBoayvjx4z1+bUIIcT5rvozYXm/h8Jo7+fzZO/iBcVG3ZhbPVVFuo7qpSFNOXg55eY5WOkeOHCZ+SBFTLgtvsf8VcBV1qqq28+y2UyzdfJQVW0/w+11nGDlmXIsCURarnf+equXzgmpyy+p48PIh/GHOUB6/YigRQe3v6XWnf21Hunt+c87Z2I8//pjU1FQSExMBR5L673//m4cffpjIyEjCwsK4/fbbXcuPOxuL9Xo92dnZ1NfXExcXR1qa+9vymo/hlZWV7Nixg4cffpiQkBBiYmL46U9/6orj7bff5tZbb3W9X2g+y+stAV6/ohC94VguXJDW44mNMvN7aLnfoJn+jvKDZV69tvrmayhXXIcS2nKZrLOlzqUzW5ec78yb357hsmGRDAht/U/7irQBbDx0hsPl9aR6qbqgJ6Ki9Xznu+F88Ukten0YcYlnE3QlPhH1wJ42zztQ7D9LiZcvX87y5ct77Pj2xMTEcObMGVRVbZXIlpSUEBNz9kOLQYNaV7hufuzgwWc/+AkNDSU6OtqjWJpff8iQIa6ZXOcnvB999BHV1dVomkZtbS2aprn+nTb/2QDbtm3jmWee4ejRo2iaRn19PSNHjnQ9Hx0d7TrXmZDHxsa6ng8JCaG2thaAJ598kj/96U9cdtllDB06lDvvvJPZs2d79NqEEOJ8ZbHaufetbI4fySU04QLqS45hKTmBvVlCNnHixG7/HJtV45t9FleFpfS0DNLS0jl8OI+0tDQuyhxBREQg02YHUNO0fBjAEKmjulqlUrVxBhvWpn6vhdUNFFQ1khEb6nod971/gvyqs5MPKVFBPH7F0E6LUjmXJ+fl5bXbv7Ynz2/u+uuv57rrrqOgoIBFixxbzjRN48yZM9TV1bVYmaWqqmsZb0djcWhoKC+88AIvvPACy5cvZ/LkyTz44IMMHz7crZiaj+GFhYVYrVYmTJjgik3TNJKSkoDW7zecj3uTJLGiT9KO5aFc0DNLiZtTFAXdj7NQH70Ldc8n6CZ/1yvX1Y7nwdEclCV3t3quqy11ahrsbD1SybNXt91yKEiv4/rMgbz+dRm/mTGkS3F3V/TAACZNDWfvzlomTQ1nYFzTn6C4tmdiNU3jQImFm8fEtnrufDJx4kSCgoJ49913+d73vud63GKxsH37dlasWOF6rKMPdhISEjh69Kjr+7q6ulYVEDtz8uRJ19eFhYUkJCQAjsJTx44d491332XgwIF88803XHnllS2S2OaxNTY28rOf/YxVq1ZxxRVXoNPpWLJkSZeLRQwbNozVq1cDjhnnpUuXcvDgQUJDPeuvLIQQ56P9J0r56E+3UVdygtCEoUzLehItLY0jhw93OyFrrrrKjrmm6e+8ApMuiWXTnI0cO5bPgMjBhAQ7ijgGBCpEx55NU6bOMlB6xsrjXxRirT47Tgw2BJEcdXa7UW5ZHQVVLVfPFVY3tkh02+Ns65OTk0NGRkab/Wt78vzmkpKSSE5OZvv27a4VXIqiEBMTQ2hoKNu2bXONv82tWbOmw7F4+vTpTJ8+nYaGBh5//HHuvfdeNmzYQFhYGHV1Z5dyt7XVqPkYPnjwYIKDgzl48GCb7zvi4+NbvF/oiarKspxY9EnasZxeSWIBlLBwdEvvQ/vXGrSSk52f4AZ106so84woQS33Zrha6mR6PlP6Tk4FFw8xEBfe/hLkOalRHD1TT155XbvH9LSBcQFMmBLG3p21VDrb7wxMgIoytHOq6RZVNxKog4SInquI2BcYDAbuuusufvvb37Jjxw5sNhsFBQUsXbqUpKSkFntlOjJv3jy2bt3Kl19+idVq7dLS5ldeeYVTp05RUVHBX/7yF6655hrAkVCHhIQQERFBRUUFTz/9dIfXsVqtWK1W1zLpbdu28dFHH3kcj9Mbb7zhWlZtMDj2Ren1PdMKQggh+gvn0ttV73xOXckJUO3Un87nR6mwedMmV5/W7iRkAFq9Be1INhFUYQixoigQGakjemAAIcHhVBan8N/PcRVyOldAoMKghCBumRSPs1SIXoFbJyW4ZlgtVjt/+/J0qzY6QyJbJrodaat/rSe6e35zTz/9NCaTyfVhrKZp6HQ6br75Zh566CHKy8sBOHXqlGv8rK2tbXcsLisrY8uWLdTV1REYGEh4eLhrdddFF13E559/TlFREdXV1a4PhdsTHx/PZZddxkMPPYTZbEbTNE6cOOFaujx//nz+/ve/c+rUKSorKzu9XldIEiv6HE1V4fhh6KUkFkAZOhxlwc2O/bGNHVTZdYOWcxBKTqJMm9Py8eYtdYI9+6dpsdp5J7eC6zMHdnicazb2gG/2xjrFJQYydnIYn39SS3Wl3dHrN3IAnCltcdyBEguj/WQ/rK/9/Oc/5/777+eRRx5hxIgRLFiwgCFDhvD6668T6Gav5PT0dB555BF+/vOfM2HCBAwGAwMHDiQ42PFhysaNG5k1a1aH11i4cCE333wz06ZNY9iwYdxxxx0A3HrrrdTV1TF69GiuueYaZs6c2eK8c/8bhoeHs3LlSpYuXUpmZiabN2/miiuu6PBnd1R0Yvv27Vx++eVkZGTwu9/9jhdeeIGgoPO3GJgQQnTG0mjngS35PLytgJqIZEIThoIugGEXpvKdsZleS8i0egvq4/ej/vE+9L/5KVPey2LKsb9y6VRHpeHqKjtVlTa0pkJONVWOD7SdFYzrLaqrknF6bCgpTYWakiKD0DQNi9VxfG5ZHYXVjllYHfDj8bGsnDXEraXE/qL5uJaSksLo0aNbPbdixQqGDRvG/PnzGTlyJDfffLNrlVVHY7Gqqvz1r39l4sSJjB49mt27d/PYY48BMH36dBYsWMCcOXO4+uqrmTOn5XvUtt6HPffcc1itVmbMmEFmZiZLly7l9OnTAPzgBz/gsssuc13v6quv9tIdahaTP/T56SKt+TT1+cxgMFBTU+PrMHqNdqoQ9c+/Q//YS20+31P3Q9M0tJeehJBQdD/6RZevoT5xP8r0K9FdcnmL54qLrHx7oI7LrjB0oSJxOXnl9dz73dZ7Ds69H1a7ytI3j3L/d5NI72RpTU8rym/km311XHJ5BGF/fRDd1TegXDTO9fwfPy5iSnIEMy6I8srP6+x343z7t2SxWBg5ciQ7d+5kyJDOl5hPmTKFJ598kmnTpvVCdD2nvf/OTft35BOT7vGLsdlf/i1LHK35Mha5Dy3l1yrcuflb7E2pgNZgIbK2iKd/OJ34aO+MuwDqt/vRnnkImuccej26Xz2GMnwENqvGZztqqaq0YTDomDrLsZpm54c1VFep6HSOUw2RjucaUckrr+flvSUUVjUSHxHIb2cM4fFPilx7YdvbB+sP9120zdOxWWZiRZ/Tm0uJm1MUBWXx7Wg5B1F37+jaRQ5+CbVmlIunt3i4Oy11Gu0qm7MruGFUx7OwToF6HYua9sb6WlJKECPHhLB7h5m6+NQWbXZUTePgaQujE/yjqFN/sXXrVurq6rBYLPzud79j5MiRbiWwQggh+pcLYkJbtJ955Op0/rrsaq8msFq9Be31l10JrNlm58sKM2ZDDCSlAI6lwnO+l8DUyyMYe7HC51/u4fNvT1NT7ehRqqqO02uqVb4+4eglG6zXUVjViAoUm608sOWEaxb23GXGon+SJFb0PcfyenUpcXNKaBi6ZfehrXsZ7VShR+dqqoq6cS26a3+Aomv5h7WrLXUAPjxSxfDoYC6Idn8f7ZzhUZyobCCnzHd7Y52SLwgmbWQIu0OuoO702SJDJyobMATpvd5g/Xy3ZcsWJk6cyKRJkzhx4gTPP/+82+fKsm4hhOg/woL0PDY3xdV+ZmxihPcTv6J8KC7Cpg+hMGwo1+0+zA2f53Hd3qPU2hxJqs2qUVhQwe4vPuTKq+fy/RsWccv/3MDphioAdDpQFKhWbDz2RSEPbMknLjyA+Gb1MqobVXQK6HWQHBVMmg+6MIjeJUms6HO0Y7koF7jf18rblOQLUBYuRn3xj2gNHuyP/WoX6PQw/pIWDztb6lw0zvOlvTZV441D5dwwyrPqva7ZWB/vjXUalhbM0OgqPrdOoaHeMagdKLYwxk9a6/Qnf/rTnzh06BCHDh3i9ddf58ILL3T73M8++6zPLyUWQghxVlignozY0B6ZtdTqLag1VVQOiOd/E65nXcwV5JrrsakqeUeOcuibbGxWjQ/eLuaqq+Zy60//h4L8fDTVjqXkBOuLviJ5UiCz5kWSNCGQTdZyGjSNwuoGyiw2/jAnhYGhZ+NWNVg2OZHH5qbILOx5QJJY0ado1kY4VQAp7vW06inKd+eipFyI9q8X3Tpes9tRN7+GbuHiVrNZXW2pA/Dx8WriI4IYEed5Ajx7eBQFVf4xGwuQmhbAoIr/8tkOM40NKl+X1DJGlhILIYQQfs1Z4Xj/KbOryJJWb0F97F7Mz61k0dufsvLv97L+zSdJjL8AvS6AQQnDGZyYSnWVnZy8HE6VHG1xzeDoeAYNG07yoCBCwnRkDA1hUFQQAToYEhlMclQQA8MC+dOVwxgUEYheBylRwUwbamgzgXVWR9ZUe6vnRN8kfWJF35J/FBKHtGpN09sURYEf/Bz198tRd36IbmrHFV213dshMhqaFS2Csy11Lr/K4HEMqqax4ZtyfjrJ0SesoKCAzz77jN27d5Oens6yZctanbNnzx5UVWXcuHEEBwezaNRA/n2gjIdnJnv8870uLpG07N+gXjqX3R/VkltRT9aUQb6OSgghhBDtsFjt3Pf+iVYFlUKO5cKpAg7V2jlSXYOq2ik5fYxf/GwNwUGhDE9NJ3GwY+9tRloGgxIu5GRxHgBB0YPIWPYMFWoQK7cX8thcx97Z/5kQD4pG2sCzM8cDwwJZOT2WT786yLQJo9pNYNXH74eTBfCHF2BgYm/cGtHDJIkVfYqvlxI3p4SEolt2H+qTv0YbloqSNLTN4zSrFe3Nf6P76fIWs7DdaakDsLugBmt5Af/443Ps3r2b+vp6pkyZwiWXXML06dPbPCcvL49XX32Vw4cPM3bsWL5z8RT+qw7lQIaBMUkDPI7Bm5RwA4pOx8jhVj6tVZhdNYDwAFkOJIQQQvir/MpGCpsSWIDC6kbyT1eT1lTMafCgNAYlNHCq5CgJ8RcAGsOHpzH7qgQCAh3viWZ/L5ExU95j+dq3KLZYCU8egT4kDFWDwuoG8srr+fuXpymoaiA5KtiV1AKYzWZ+YFxEbm4u6enpbfe0Lcp3JLCqHbrZJlH4D0liRd9yLBcuGu/rKFyUpKEoi36C+uLj6H79FEpI62W92sfvQ9JQlNSLWjxectJGfZ3K0OGe97LUNI31B8u5ZtQgynUTycrKYvjw4Z0W3rn55pu5+eabqa6uZs+ePezevZuy7X/jxZhInr91rsdxeF3cIJSyYk5HxRJSrWPPp7V857vh6PW9U1BI0zQMhpaz4vU2lfzKhm61I9KsVjhxGCV15NnHykoAUGITunzd7tLr9djt59/Sqj7cWk4IIfxKyqwybwIAACAASURBVIAghkQFuWZih0QGkVJb4irmFBgaw29++RLZJw7znzf/yOqXl5GWls6MKzcCjmQzIFAhIz2Ov911HXnl9TTY7Px9dz5H83JITR+BpmkUVDVgb0pqC6oayWgak7Ozs8nNzcVms5GXl0dOTg4TJ05sGWRSCgxOhlOFqNWVRKSObFVgExxjos1qw2aHAD0ozbpFWK0aVRX2ZsfCgGg9ik6h0Wrjm28OUl9XR2ioI666ujpCQkO5IH0kAfoAggMUrHaN4ADHpMXRinoabBpBOo2EYDsR4eHo9foWsfjD+NybcXg6NksSK/oU7VguunlGX4fRgm7qLNS8g2ivPg9L7m4529pQj/Z/69Hd8VCLc9SmljqjJrTdUkfTNI4cOeJaHpyTk8PWrVtd1953qhabqnHVxDR0kzyv1BwZGcmsWbOYNWsW996vcdtbR/m21MLIuJZ7UF944QUyMzOZNGkSYWE9vz9ViUtEKy3mgDmUeaMHoC9Q+HJXLZOmhnvceqgrzGZzq8dsqsYdG3N5dVGaa/DxlPb1l6hbN6G/+xHXY+rnH8OxPHQ/zupyvN0l/fKEEEJ0R1ignsevGEpeeT3gWOobam/gTHwKG3SXEn3BVEKCIjAYiiguOYbNZuPw4baTzbBAPWMTwzGbzeS9eCd5eXnY09IYPHMDyVHBFFY3uPbDOo0YMYL09HTy8vJIS0sjIyOjVYxKSBi6+/4IRfnUJqWg1FrafC0hweG8v/kUNdWqqyetc7bYZtX49MNqLLWOREtRYOrMCKJjA9i7dy/XX389NpuNgIAA/vbPtfzjQBVV4Unodx8AIFDnKDyVHBXMTybEsXJ7IY11FnJe+CUNpflknDOL7C/js7/E0RYp7CT6DK2mGszVkOh/PS2Vm5ahFR5H+2RLi8e1bW+jpGWipLSsAHusnZY6mqaRlZXF+PHjuemmm9izZw/Tpk3j5ZdfbnHc+oPlLMociM4LLU8C9Qo3NO2Nbc5ut1NdXc0zzzzD2LFjWbBgAY899hgfffRRt39mu+ISsJ4uIaesnlEJ4Uy42JE479ttQVN9M3sWoFMYFBHk6j/XFVrRcZSkYS0eU2Li0M6UdjM6IYQQwrecyefwCDi0ZzfF//2KRR8d4JG/38uTq39EfX0tsdGpDL8wjcDAwDaTTUujnezSOixWO9nZ2RzOy8Nus3Hk8GEKjh52tQI6t/JwREQEGzduZMOGDW0vJW6ihIQ5ZmSL8lEry9GOZLv+X6t3JLWVFVZqqlVHT9oalZoqxwykxWrncGU946eHERbhSJ1CwxRCwxxfpw7PYHDicPS6ABLiL+BkeT014UnoQ85++G9Vwa5BQVUDjXaN5KhgGk8fo64kH7vNRk5ODrv3fuW9/yjnAZmJFX3H8VwYmoqi87/PXpTgYHRL70N94n7+n70zD2+rPNP3fbTYlixZ3uRdtuM9CWQlC4Swlq2UQkgRtP1RaKcLHbpAS4AwpSxtodAFOkNnmNIpAcomCGloS4GyL00CgeyJLdvxIu+OHduSJdmSzvn9IcuxY9mW5TXhu6+LK1g659MnWZb9nPd9n0fJLw46F7tdKK//JXj1bwh9Xhn7QQ+nnxs/ch1J4otf/CIbNmzAYrGEbQ8+0Oam0+PnzLyEKdv/eQUmXtjfwcE2NwvSgh+6arWa2267DQi2xXzyySds376dl156ibPPPnvKHnsY5kwqqluwZMQQHxP8JbX8jHg+er+XPR97WLxSNytZpbmJMdR39VGYHGXuXEMtzF88/LZkMwgRKxAIBIITAJfLRXl5OWVlZWGFosvlYt3ll2O3V5AdF4vD60OWAzS3VNPUUsXiRUt56aUtVB+2U1paOmwNty/AT149RG2nB4splv84o3hEdTUUBRQOg8EwsoX4OAbNnRrrQa1GCQSO/ZucCtd8C9Pi0zEmqHA6ZQwGCb9focft5863HYPzuHetzWHX+x48vTI73nOx5nwjckDHj/79KWrq9/HCX37JT276FoasPAq+/fCgkNVI4FeCQvap3e3cfZ6F+lMM3PRaAVWVdgKBAN/f8B+8+/rfSEsyTeI79dlBiFjBCUPQ1GnirbMzhZSZg3T1N5H/9wFUP3kI5bW/IC1eiZSRgyzLHDp0iG3btvHaPz5g/4Gd/M+jj3DOOeeMWOeCCy4Y83Fe2N/B+oUpqKewvVajkrCeksKz+47ws/NzR9yv0+k488wzx8wI3b9/P1u2bGH16tWsXLkSk2niH8KSOYN9+zuHReuo1RIrzoxnx7su9n8abMGeaSGba4qlvjt6MwilsQ7VBZcPvzE5FTqPoCjKrAhzgUAgEAgiweVysW7dukHzpJeefRpDdydk5wYrnAzMplZV4pcVGjx9pCRb6DzaRGZGIedftJCyhcHW3HBis76rn9qjnsGZ18aefu68805UKhVLliwZFLzjCenRULxulI/eD5o7KTL4g3n0g/92tMHvf4HXMo8zbr6Prl4dB3Z52PFeL1q9RHNP/+De6tv78fQOr9YmmNQkpxhoaomjpa0GWfbT21LHV7PcFJ5aRKxGhden8Mv3G5EVaOzpp6Gnn+IUHRetu5qqX/8CZJmelno+3HWAdeedMblv2GcEIWIFJwxKjR3V2RfP9jbGRLX6HOTKA8iP/RoOV6C68yEee+wxHn74YZKSkjht+WoWln6OX//mF+TlZ094/aoOL/VdffzH2RM/dzzOLTDxwoEODrS5WZg28flXk8mE0Wjkj3/8IzfeeCMFBQWsXr2ayy67bNwrpIOYM9inauWajOFVao1GYuVaA9vecXFor5f5i+JmVPhZEmN5s7orqnMVvx9amyBzeIyRFKcHjQZ6nWCYuqq6QCAQCARTyVDzJLvdTvlPb2ZZwA1ZFlS3/RIpTk9ZWRnFhcXYK6vITC/gB998hI6eI5QUl1C2MGVwtjQcuYkx5CfpqDvqIT0mwC3/9mWqKisH3YZdLheffvop99xzD1VVVaO7EIfh+AosKKBSB52KJQmGmBbJjfVo2hyoTUW4nEGh6nMrlBp0HOx1k2PUMs9ZRVdsBk5vLDpdsKVYo5VYc54RT1+wrbi5tZqMtEKSvIUsSw+Kd7cvQE5C0AAroMD/fFATnPu121GpNMjImLLyWLN04VR8yz4TCBErOCFQFAVqKuG6H8z2VsZFuvqbKPffirT6HKSUNC688EIuu+wy0tPT2f5uLxnZWvLyo8u5ffHAEa5YkIxWPfUt1aFq7HN7j/Czz42sxo6HxWLhpptu4qabbqK/v589e/awbds2WlpaIl7Da0yiJi6NMtPI56eNkVh9djz/etuFWi1RekqUrb1RkGuKpa4rypnY1kZIMYfPNk4KVmOFiBUIBALBXKU0P5fihHgqj3ZTbNRR0ucMuuo0OYIVzpVrMRgMPP74ZrY8v4fM9CLi4uI584IisnNjxhSwEJyp/d3l8znY2MGRqn18pbJy0G14165d3HvvvVRUVAy65I7qQjzA0IptfGvDsQqsLCF99buw6DSkjnbkeAM8fA90BNMCVNm5kJ1Lglo92FZsNKrYcFYWTUed5Dx2L7qt1ayIMbF91V14pNTBluJYlZfzFzgJ3PIUtbVVZGUU4ffpcHYHSErVoNeq+bfladzzdgOyAocrK4LGVYEAajX8+M57+X9XrRvWShxt5fmzghCxghOD9maIjUVKTJ7tnYyLFBOL6vYHQBM0bcrLC+bHtjT6oo7UAajv7uNgu4ebzsiasr0ezznzgrOxB1rdLEyP3o04JiaGFStWsGLFigmdV97RT0H/EWK7kkA/UkjHxKo4/RwDH77lQqOBwrKZEbIZBi1dXj8en4xOO7ELCEpDLYySITw4F3uc8ZdAIBAIBHMFQ3cnm1cWYe92UWIyYEjPhI42XLJCxSO/orT4LyTc+RsykrUsLluA06vFmKCKSMCG0McEZ16z4xYMm4cFsNvtgwJWo9GM6kIM4Vuf9QPxOmTmIK1cG+yESkxBDSh3/w7lsB0kCeOpy3D5A2iANecbcXYHMJrUaLQSxuZW5KYaADw6Mx5N4mBLcU97L6bH7qDXqUW1fCMF+UEPDF28CqPpmAlVSaqO3AGX5aKSMgLFxVRXVVFcXMy3v/KlYULV6XQOex6RVp4/SwgRKzghUGoqIX/uzsMejxQ7XFyNF6kTCZsPdPCF0iTioox5iYRQNfaZfUf4RfrEq7GTZW9LL6dwFNpbICv848fGBYXsv94KVmTzi6Orak8EtUoiOyGGhp4+ilMmmBfbWIuUkx/2Lik5FeXoEcRErEAgEAjmLNm5GHLzWTYgBAM33kXLtl18/dZ/p8rZS/G+Wl5at5v4vz/H6tZ2nHlLMf37jREL2KGE3IYrKioGhWpI1BYUFHDPT+5giTmZ+FH+Fjo+N9Ze52DZQLzO0BlexesevE21YAkAkk4PA3EyGq1EUuoQmZSdC5k50FSP0dWAwdeOS5OJWuPmk3d2sqyhCaNahbG3EWd8NnqDhjXnGoa9BnqtmvsvzMXR3Y/FFIN80V8Gn6fBYMDtC1Df1U9uYgy1lRXDWrjHqjx/VhEiVnBiUGNHKpj7Itbv9/PUU09x3XXXoRriojxapE6ktLr6+aTRxbdOK5yqrY7KOfNM2PZ3sK+1l1PTRzooTwW/+c1vUKvVfP/73x8W7r2v1c11eh9Ke8uYwk6nV7H6nPigkNVIWOZFV92eCLmmWOq7Ji5ilYY6VGsvDH9nshk6hEOxYPqxWq0lwPOAAkhAAXAn8NTA7XlALWC12WzdA+f8J3AJ0Atcb7PZds/8zgUCwVwgcOW/4eyLQV9o4d13nLz1Xg12lxdZgUpXHxVVVSxqbcOpz8JYvxtNmwOMZVE91vFuwyFRW5JnQf/7n0OTA3nIPO5QwuXGSnF6KDy2l8E52SbHsLnesZDi9Kg2Pohy2I5WklicmMwHH+3i7l/cQ1NzDdlpeWxdns3pO3+BM8GC6ZvfRqtPHLHOMJdl7bHn6fYF2Ph6/aAL8q1nFqBPz6OnuY74jDwsBUVRvZYnM3Mvq0QgCINyuALpBKjEvvHGG2zZsmWYgO3zylQe6mPBkglW8Ibw0sFOLipOwhCjHv/gSaJWSVx9airPHZcbO5V8+ctf5r333uOrX/0qbW1tALj6Azi6+ykxxwcrseMQb1Cz+hwDh/Z6aKqPPsM1UoIOxVE8TmMtjFKJJTkVjk7f6ywQhLDZbHabzbbUZrMtA5YTFKZbgNuBN2w2WynwFrARwGq1XgIU2my2YuA7wKOzs3OBQDCbKF43/b/6Kf/aIbGt0sybb3Rz131f5ZkXfoZKpUGt0pCVVUTuro/Ztmwj25dtZNvKO/GnWcZffBzcvmB2rCpWx/Lly4OOyE2OoCnTwDxuKOM1RES5sY31x9Zpbgh+HQa/T6HziB+/L5hTL8XpUS1YgttSiPVr/48bv38dDY2VyLKfprY6/mK5BtRqkuJ9aHLHfv5+n0Jbi4/2Fh9+n0J9Vz+O7r7BLNmfvtVI4Xcepuy7D1F8w8McDUz/xfoTDSFiBXMexe+DxjrIm/4q5GTZtGkT119//bDbKvZ7ycnTYkyIToB2evx8UNfDZWVJU7DDyDg7P4EOj5+9Lb3Tsn5WVhY2m43ly5dz8cUX8/7773OgzU1ZahwxaWkoEYhYAGOCmtVnG9i/y0NLo29a9hrCMpAVOxGUXhf09kJKWtj7pWQzisiKFcw8nwOqbTabA7gceGLg9icGvmbg3ycBbDbbDsBktVrTZ3qjAoFglmmsx9kDLn0mikpD9WE7zS3VKEoAOeDny+vv5Mc3bMIdl49Ln4Wi1uKKS8fVN7lRn1Bl8o5/1rHx9XrcvkCwpTfLEnQXVqlQnn4U+YHbwwrZ5cuXjz5DGlpHrQm2CGePHF/qOurk8f99jzf/3sq7r/XgdcuD94ValkNzuiqVmsyMQlLyTqP32z9H+uFd0FiP4nUPCmGvWx4UxH6fwgdv9LDj3V62v9vLu6/2kBarwWKKRaOCVL2GDrcPdZweQ94CUkxGUvWiefZ4xCsimPs4asGcgRQXfSVzJqiqqqK8vJxLL7108LaergDNDT7OvcQY9bpbD3VyzjwTiXEz9+OqVklYT0nluX1HODVdPy1xNhqNhg0bNrB69WpuuukmzvzqD1h70RcgMTOiSmyIhEQ1K8+MZ8f7vajVeswZ0bVsj0dUWbGNdcEZHNUo1wuTzUF3YoFgZrkaeGbg/9NtNlsrgM1ma7FaraErLtmAY8g5jQO3tc7YLgUCwayjpJiRVC6aK94iKX81pSUlFJcUU1VVSVZGISuWXkyqr5O0I7ups3wOV3w2xkTNMEOjaDi+MvlBnZMz84zobvtlsAL79KPDK6mFkbcuS3F6VGHmZCFYeXZVlrPu+xuoqq4iK6OQW773FB+8BYtP05OUoiHbnEJOehoNrW3Mm1fAlV/YSFbaQsxpRowFiSi/3YivtZ2u/FUcOuV6nE5QqcDj6eVoTxUXXLIIZ8+xv6vcboVd73v42bkWanr6+MPHLSgD92kkOOoNcPdbDv5teRolqTr02unvyjsRECJWMOdRau1IBeFd6OYSTz75JNdccw2xscGrj4qicGC3h5KFccTERtf00NMX4I3qLh7+/Lyp3GpEnJ2fwAv7j7Cv1c2ijOmZjQVYu3Ytr776Kne+3cSidD0YDdDRhiLLo4u/40hM0XDamnh2ftjLaWviSTFP/UdbukGLsy+A2xeI+BeI0liLNJozMUBiCnQfRQkEkNTil5Jg+rFarVrgi8BtAzcpoxwa7srVaMcKBIKTEMXrxvmrn2B9+S2qXH+nYF4RW7a+zNYLgoZEhQUlyB6J+P97GI3fxem1f8T1zbsxZZsmZOrk9gWob3GRGnPs92tuYgwWUyyO7j5UksSjH7Xw94qj3H9hLnGLToNX06CzbdRK6ngcPycLoHiCs7KHDhzkcHUFsqzQ3FJNU0sVcXGL2f5eL1ptL7+66ws4OrqwJMTz7BN/wpyVP+hkrKrag6+1jW3LNuLUZ4MzaEPgdvfy60eupamlmqdfLOK2HzyJv39APEsSbleAvh6FWLWKZmews0wFyICsQH13P/e83UCuKZb7L8wVQhYhYgUnAoftUDK3w589Hg+bN2/m9ddfH7yttck/qUgdgL9VdLLaYsQcPz3VxbEIzcY+u3f6qrEhtMYkejhKYXIckkoCvQG6OoKVyghJMWtYtlrPzg97WbU2nsSUqf14U0kSOaZYHN39x0wZxqOhbvR5WEDSaMCYAN2dE3quAsEkuAT4xGazhVoAWq1Wa7rNZmu1Wq0ZQNvA7Q3A0KGuHKDp+MWsVus5wDmhr202G0Zj9J0nU0VMTIzYxxzcB8zuXsTrMLE9+GrtbK+uo9LlJSDLVNcextHg4IwzVpGZmTl4XP9Pfkun3UFyiYXUhIld9Hb3B/jJq4eoO+ohL0nH7y6fjz5GjRF45Eojb1V18LsP6ggo0NDTxxGXH8sjP0fpaEUyZ2K841eoklOjfQmGIdXYodlBaXwsxYY4Kt0+sjIKycocMFVSwF5pp6qzmwDQ4Oylw15OySmLSEoOiuAe2+M49Vk49VnBduUBauv30tRShSwHOHy4CrNqJ1m7P+FA6f/Dq0sFJA7t9nLm583kJ7dRd9RLToIWub+f+oFuaXmgKt3olliWMzPvnbnwPgWwWq13D/nyHZvN9o4QsYI5j1JrR3XRFbO9jTGJi4vj5ZdfJjs7G5iaSB23L8A/7F08cOEYlbxpZm1eAs/v62Bvq5vF01iN3d/qZkGaHnXotTKnQ3vrhIWdOUPL4hV6drzfy+nnGEhInNorlbmm4FxspCJWaaxFtfKssQ9KSg22FAsRK5gZvgw8O+Trl4HrgQcG/t065PYbgeetVutqoCvUdjwUm832DvDOkJvucg5EVMwmRqMRsY+5tw+Y3b2I1yHyPSheN/Lj/0l65nwy0z00tx4mM72QpISsYef4fQofvumkpzsefeVR1pznJ05/rIvK5XJRXl5OWVlZ2BnV8nYPtZ0eAgrUHfVwsLFj2O/YFRkxWBKC2ao5CbGkttcgN9SCLONsaeLTV/5G2fkXDVtb8bpRDttRfH1IMbFI80rGdR8GMGTkQKYFQ3MDm684n8rTzqXwjHPxS8kc2OXB5ZIpKS6hKNlEVWcXxUkm8pYuH3w9lOpylKZ6jJIWvbcDd3w6IOH19rL11QeQ5eAMbbp5Hua9e0jv2I36UD8fLd0AKhU93X6621z8fE0KLfYa0rb8jkqfjntO/QaKFPx7JqDAb/55kGtz3Cw+ZcG0Z8fOlfepzWa7+/jbhYgVzGmUXhcc7Rw1M3SuIEkShYVB4ylFVijf551UpA7Aq/YuFmfoyUqYPUe6YDU2hWf3HmHRNFZjgy3Lx37BSOYM+psd3PX4n7nxxhuxWCJ3OczI1hII6Nj+roszzjVgiNJQKxy5pljqIpyLVWQ5OBObM/ZFiJC5k8T8qdiiQDAqVqtVR9DU6dtDbn4AsFmt1m8A9cBVADab7RWr1fp5q9VaRdDJ+OszvV+BQDC9uPuD7r+5iTEj21Mb6/G3d1C3bCO3LL6ZptYqSkpKycgyDTuspztAT3fQ9Mjdq/Dh2y7OvtCIRivhcrlYt24ddrudkpKSsG7BobbhkEi1mIb/zXN8tqou0IecZcHlqGP9jkoq//mjYWsrXjfy/bdCU9BxWAGUrFxUGx8cP0ZHF5yVVQ7bMTz/R5a+/jzs/xeq237JmZ8zDrQMm1iz9m0q3nmLknm5w5/PgGGUprmB1U1Psn3JrXjc0OWswtFQAwRNoK6/+hYyap8GILHnMMbeRlzxWRgTNRhi+1D9+nbyBvZfrI4lt7cVhyELGQh43bzx0A/5e3s9JcXFbP3LX6ZdyM5VhIgVzG3qKiGvAEl1YvT+u5wBdn/kRiXB0tXRVy77/DIvl3dy93mTt6ifLGvzErDt72BPi5slmdNTjd3b4uaS4iF5auZM1B1t5Ofnc+mll/LAAw9wySWXRLxedm4MckBh27su1pxrQG+YmvdPbmIse8ojdGzuaIM4PVL8OG04ImZHMEPYbDYPYD7utk6Cwjbc8d+biX0JBIKZx+0LtvHWdnqwhJuzzM6la95KXPHZxKnUFOQv4bTT40fMuiaY1OjjJdy9wZF5T6+MsztAUqpm0MXX7/dTWVlJRUXFsPxXOCZSO3waUrT+sLOew7NVg0Kz8rV/UPnPH41cu7E+aPY0lJbIzZ+kOD3ExqG0NA4zjtIUlpGUGpRNBoOBpQf+Bf98flhe7VDDKH12LmerdTi7A0jqZdi2lmC32ymYV8znL1sOL74DjYfRpKdx+rI+XHI7CaW5aNocyEP2rwv0cd/h56n61t38X7mH8roDeFrrQA5QYa9kz4FDrFm1YtzndTIiInYEcxrlsB1p3tzPh1UUhcP2Pj54w0WWJYbTzzWg00f/4/VGdTdFKTryk+KmcJfRoVZJXH1KCs/sPYKiTL2vyxG3D1d/gNzEIXb85nRUHW3ccMMNbNq0iXvuuYc777yTvr7I3YEt82IpLotj2zu9eIZY40+GCWXFNo49DztIshk6RMyOQCAQCGYO+xEPNQNtvA09fTi6+4NtuNXlKF43AbWOQwu/HrTVBYwJKpLCeE1otBJrzjOiN6iQpOBxIWfisrIySkpK0Gq1FBcXU1oa3qRTr1WzIN0QsVmRFKen7PyLwq+dnRs0expKxgTNn8aL4BkjZ1aK0yMVliHF6dFoJZJSNSQmGdmyZQsv2DZz2w+f4sA+HdtP+wnyj+5HuvkeNH99isTH7kB++C461Wb82QXHHkutQdfVyqlP/YJf5vdw44VL0aXngUqDLi0XfUZ+5M/rJENUYgVzGqXGjuqM82Z7G2PidgWrr7IMZ37OgME4uaqfX1bYcrCDDWuzp2iHk+fMgWrs7hY3S6e4Gruvxc0p6XpUQ1qVJXMm8kDMzrJly3j11VfZsGEDl19+Oc8++yxJSZFl5uYXx+IPKGx7x8Wa8wxM1pvAHK/B7ZNx9QcwxIz9fVYaxnEmHkBKTkWu2De5jQkEAoFAECFuX4D/+6QNeeC6dJYxhhxcyPf+JNhFlGWh51v34XIBSCDBwqW6UR2H4/Qqzr7QOOjQGzrOYDCwZcsWKioqKC0tndK219HWluL0qDY+ODAT2z8wE1sc0UxsiLEieIBjIre5AdKzUPq94HWP+RgGg4GiwiX8q86FooDTBa7kQhI7qlCaHPglLdsyv4Zrhwrjyp9y3rVH6K85BLY/gSzjqq+h4t5bWF2ygAtv/2+qqiopKi6lNCs5qtfvZECIWMGcRVEUqLHDV2+Y7a2ERVEUXnz+LQLeXFastlBQEht01p0k79Z0k2mMidwBdwY45lTczpKMqZ2N3dvqDkbrDMWcMSwrNjExkT/84Q+8/vrrJCYmMhGKyuII+INC9sLLJvcLVJIkLKYYHF19zE8b5xdiYx0sXjn+oslm6BSVWIFAIBDMDPVd/TT2BLuK1BJ881QTcb/deOz3brMDQ0c1xrgsnF7tqFXYoYSqjsdjMBhGtBBPFaOtLcXpkRYsiWrNYUZUo7Qfh0SuctiO8vwfUR66GyU1DenW+1ElpoQ9R/G6MXY6MBrTcbrAaByoWBuCgtjZG4srPgsFCacL3JkLUJkz6f74IFLVDq7edpBKl4fifbU8fdk1dJ1zCRZTmFnmzxCinVgwd+loC7axJE2NdfpU4u6V+eDNLu752S0UndJPYVnclAjYgKyw+WAnXzol/IfgbLIm10hvv8yu5ghnQiNAURT2tfRyasZxgtBoAr8Pxe0avEmSJC666KKoBHTJwjjSMrS890bHpFuiIzV3UhpqkcYxdQKCM7GdYiZWIBAIBDNDyExJowKLKZbivnY40oZfHcdRUxF+oxn10//F6ld/wOqaP3DGGvWYua8ul4udO3ficrlGPeZEwOl0sm7dOtavX8+6devGfD5SnB4pNi5YosvG9gAAIABJREFUjVVkaG9BefAOFK97xLGKN5g/q/rN7aze+XPOWKNhzflB86uQIDZ985sYEzVIqqDA1cer+deHAbbP+zYvZVupdHnwK1Dp9FC/6RFKDMpnWsDCDFZirVZrCfA8QaMwCSgA7gSeGrg9D6gFrDabrXum9iWYuyg1lTCvZFrzSSeKoig4avo5tNdLffPbFJfM47TTpi7DdrvDSbxWNbIyOQdQqySuGciNXZoZPyXflxaXj4AC2cbhboSSJA1UY1shb/LtR5IkMX9xHO+82ktXRyDs1eJIyUscfy5W8fUHL8Jk5Ix5HAAGE3g9KH19SLGx4x8vEAgEAsEkON5MSRfow527gO3ZX8Mdl4re085pu3+DT5+JsX4XmjYHGMNXJY93IH7qqadoaGgYNVJnulG87tHbgMfh4MGDI4yoSktLR48Iys6F1LRjFezOthEGUorXjfLR+4MztJrGwyR5GpC0x46R4vRoS0pZM08ZbMnu6fLR0yMDEon5p1NgSuJw91GKDTpK+l3BNVeuDfscx4s1OlmYsUqszWaz22y2pTabbRmwnKBl/xbgduANm81WCrwFbJypPQnmODUVc8rUyeOW+ej9Xmoq+zn9HAOvvfkM119/3ZStrygKLxzo4EunpMwp4T6UNXlGPH6ZT5umphq7b6CVOOzzNWdAe/O4azgcDl588cVxj5MkieKyeGqrIzeHCkeonXhMmhyQlomkGT9iSVKpBhyKRUuxQCAQCGaGoWZKAbWO7Ytvxa1PB5UGtz6D91f/ku3L72DbaXfiTxs9KWGoA7Hdbmf9+vURVTKng1DFU35wI/IDt4etio7FggULhplFZaUmc8UlF7P+yitZd/nlI56PFKdHuvV+MGeCWg2ZlkETKMXrRj64G/n+W1H+/D/BzkK1OrxR1ABDW7I/2X4UFPB6e2lqq+H7G57n+S+ez+Y1CzDEaFGefjTscwxdVJit78FMMlvtxJ8Dqm02mwO4HHhi4PYngCtmaU+COYZSUzknRKyiKDhq+3nvdSeJyRrWXmCgqaWSw4cPTyj2ZTw+aepFVmBF9ty9aqaSBqqx+6bGqXhvuFbiASRzJsqQudjR6Ovr45FHHuGHP/whvb1ji+t5JfG0Nvrp74verTg3MZb6cdqJlcZapOz8yBdNEi3FAoFAIJgYU9XG29MdwO0GkEBRQJJQVGoUlQZXfCauvtG7hIY6EOfk5NDQ0DCskjmjjOEaHAlGY9BFePPmzbz07NM47r+Dypoa/IEAdnsF5a/9bYRoVCWmoPrpQ6g23D8YtRMS08pDdwXzahUZZBmu+gaS9Rvj7uNoh5+ergBeby+/fuRafv3IdTzw++9j/OYD6K79fnCtUZ5juFijk5XZErFXA88M/H+6zWZrBbDZbC0cl2En+Gyi+P3gOAx5RbO6jz6vzMcf9lJd7mXVWfGUnhKHSiXxxBNP8JWvfIWYmJjxF4kARVF4YX8HX1qYMsyldy5yRq6Rfr/CJ5OsxiqKMmDqNIrbsTl9mLnTaBQVFfHKK6+gVqu55JJLOHjw4KjHxsWpScvU0FAbYUxOGFJ0GnwBhR6vf/SDGmohknnYAaRkM4owdxIIBAJBhExlxS3BpCbBNCAJJAlQBv4FXbx6MDInHCGX4M2bN7N58+aIInWmjfGicSIgZBZl6O6ktN9FsUGHRoLi+DiKX3k6bPVzaKwOAI31uOpq+OSoE5c/ELwtLRPeew3l4XvGrBL7fQoHdrlRFGhqqaSppRpZ9tPcWs2bb9jZ5lmBP6dw1OcYaazRycCMuxNbrVYt8EXgtoGbIirnWK3Wc4BzQl/bbDaMk83LOEmIiYk56V4Lf20V7tR0EtIzJnzuVL0eddVuPtneQ2GpgVMuTECtPiYub775Zkwm05S97nuaenD2y1y8MAv1FBhEDWU63h/Xr8zhud3NnFOaEXXrc02nB32MhsLM8PbwvtwC+nbvwBDB3o1GI4899hjPPfcc11xzDXfddRfXX3/9iONiYmKYvyiJj97vZNFyQ9R7z0vWccSnJtscfm+ulkZil61GG+Hr7snIRup1EjfDP8cn42fHZLFarXcP+fIdm832zixtRSAQCEYlXMUtGhdgxetG3VjPGWssuPr0aGMkdrzfi9slo4+XWLwCdu/5ZMz5yqEuwdMVqRMJ40bjTITsXAyWPDafLmN3eigx6jCopGPVz1GciwFcpmTWf1RJZZeTYoOOzWvmYzj7Ynjh8eEV1DBr9HQHcDmD0igrs5jCgiIO11SRmV5IUmImu/fuJvdLPyY/pjvsc5zOWKO5xmxE7FwCfGKz2UK9c61WqzXdZrO1Wq3WDKAt3EkDf0i8M+Smu5xO57Ru9ETBaDRysr0W8v5dkFcU1fOa7OvR55XZ96kHZ3eAFWv0JKaocLuHX+FMS0sDmLLX/YmPG7hifhLu3qmfXZiO98cSs4ZNvgBvl7ewIie6D8gdh49yijlu1L0pBhNyS+OE9n7ppZdSWlrKnj17wp5nNBqJ0/chKzK1h4+Smjb+zGo4cowaypu7KDCGF8GBuirk5DS8Ee5dNiTA4Qp8M/xzfDJ+dkwGo9GIzWa7e7b3IRAIBOMRqrhVVlZGXXFTPMG2V5ocqLIsJA60w4YyXyW1h6usVw6aNm3ZsmVcUTSdkTqRIMXpxxSYE1lHtfFBjIftLPP1w0tPQmtTRBXeitp6Kp0DbsIuD/bYBJaftgblwzeC7c7JqSgpZsL9BZFgUmNMUOFyyqSlGdn0pxfZ+uJekpMyeeSxG2hqqea5lwr5x6tbSRzF1GnP/oPoMuahih09qvFkMH+ajXbiLwPPDvn6ZeD6gf+/Dtg60xsSzEFqKmBe8Yw/bHNDP+++5kSvV3HWhUYSx8lFmwoqOzw4uvs4d55p2h9rqgjOxqZMajZ2b2svizJGaSWGYH5qdyeK3zehdYuKili/fv2o90uSRH5hLHXV0bcU55piqR/F3Enp6QK/b0LRUFJyKspRMRMrEAgEgsgY2sYbibgMR8BRg7+1naPGefjbjgzOV4YMhqqqKz4z85XhkOL0qBYsQb14JaqND6LacN/g3OtYhC4waDQaSgoKKLv3IVSJKUg/vAtS0qCjHeV394xoKVa8btT1FSxa7CE5q47FqyRychNZsngpnUebBluLG5ur+fD9A/h9w//+crlcXH7FFVx91VVYv3Qlt7xcjtsXGLG/k8X8aUZFrNVq1RE0dXppyM0PABdYrdaKgft+OZN7EsxNgqZOM9fH398n8+m2Xg7t8XLamngWLNENax+eTl480MG6+cloZ+jxporVFiMBWeHjxol/+AVkhf2tbk4dI0pI0mggMQU6pn5WNCdfS3uznz5vdAZPFlMsjtHMnRrrIDtvYq3KyWYQM7ECgUAgmACD85tRVtICpjS2rbiT7cvuYNvKkS7EszVfqXjdKNXlE3YXnk5GzL2OQegCw0svvcSWV/6BMTXYvSd1tAfj98KYMoXMoHruu5WrLjyXa77yRa6yXom3r5c15xu5/EuLyckqRK3WkJleiKfLwodvOocJ2fLyciorK1FkP57WeirtFXxQ5xwhZE8W86cZbSe22WwejjNustlsnQTFq0AABNtb6GiD7MiNcSZDa5OPvTvdZOZoOesiIxrNzInJ+q4+DrV7+NEZWTP2mFNFyKn4uX1HWJE9sfnS2q4+EuM0JOnG+QgKxeykT/71+fjjj1myZAlarRZtjIqMHC2Omn6K5sdNeK3cxFjquvtRFGXE81Yaa5Fy8ie2YHLQnTjcegKBQCAQTDVyVwct//0HXPnfQlFrcGkycPXFkjTEJmE25itDYo4mB2RZIqp8zkXCtlWHjKeaG0a2JQ84K1d0u6g82h1sRR4y65xfmMQ/Xt3Kh+8fwNNlITY2HqdTxtkdGIzlKSsro7i4mAp7JXFpuRgy5vHoRy38veIo91+Yi16rHjxurFb0oa3Gc9k3YzZmYgWCsamrgpz8YCVuGvH1yxzY5aWj3c/S1fGkpo39eO3t7TQ3N7No0aIp28PmAx1cVppErGa2jMInxyqLgef3H+GjRherciL/oNvb0suiUaJ1hiKZM1DaW8LOjUyUd999lx/96Eds3bqV5ORk8gpj+HSbm8Ky2AkLx6Q4NYqi0O0NkHi8EG+ohQl2EUhxetBooNcJhoQJnSsQCAQCwURQvG6UBzcS39mFIa0Rlz4Lo4GwLsQzPuMaLiZnCmZc5wJjGk8NCNzSgExxkokqp3uEwExMMnLRJav48E0nTqeM0aga9j0zGAw8+8Jm3v54PyqzhWcPuQko0NDTh6O7n9JU3eBxo12cCLUah+ag//nPf07/CxMlQsQK5hxKjX3aW4nbmn3s2ekmPVPL2RcZ0WjHFzGbNm2iq6trykRsi7OfT5pcfHtF4ZSsNxsMVmP3HmHlBKqx+1rdXFCYOP6B5oyIYnYi4ZZbbkFRFG644QaeeeYZEpPVaLQS7S1+0jInZvAkSVJwLra7b4SIVRrqUK29aOIbTDYHs2KFiBUIBALBNOKqLOdQ5WEKTQnMtz8LpiSSf/C9iP4WmnbGqlaeBIxmPBUSuAmN9WwxJdPQ3oHFYhlR/dZoJdacHzTeMprUw75nbl+AX/yrE0d3Ctn9frITYmhy9pOTEIvFNDwScrSLE0Nbje12O9s+3MuKlafOjffGcZyY5R/BSY1SY582Uye/T2HPx2727nSzZIWeRafpI/rB7O/v55lnnuG6666bsr28dLCTi4qTiI8ZPX/tRGBVjgEF2NEQ2WysX1Y42OZh4RjzsCEkcybKFIlYgLvuuouYmBjuvffeoMFTUUzUBk+5iUEROxRFDkCzI7pfukmpYi5WIBAIBGPicrnYuXNnWDOese4besyVN23gqu3lfOHTNt6f/10OLfk2vX553HNngpCYi9RE6WQiNHdrTE1j5cqVo7Zvh4y3jv/7tb6rH0d3HwEFmrr7+eapJu67IG9YK/F4DDWlysoopPFwyojZ27mCELGCuUeNHWleyZQve6TVxzuvBeNEzr44AXNG5NW3V155haKiIkpKpmZfHW4fH9b38MWypClZbzaRJIkvD8zGRuJUXNnhIdOoJSE2gg9Uc/qUVWIB1Go1jzzyCG+99RY2m43s3Bg62v143BM3eAo6FB8ngNtaICExql+6UooZRYhYgUAgEIzCWK6ykTrOlpeXY6+qwi8rNLY7aGyr5UinmyuvnDtutRMxURIcIzcxBotBjUYOkO1qovCJ+ygxKBELWDjWarzp8Rf48Y1PERsTT0+PzNEO/zTuPDqEiBXMKZSjHeD3Q2r6lK3p9yvs+8TNrh1uTl2uY/EKPdoJtkVs2rSJ66+/fsr2tPVQJ+fOM2GKOzk6+lfmGJCA7RFUY/e1uMeO1hmKORPaW6KO8QlHYmIif/rTn8jMzESjlciyBA2eJorFFDPSobixNnpDsqSguZNAIBAIBOEYy1U2UsfZnJwcsrNzUKs1pKfNo6/fTUvbfqoPVw47N5Kq7mwzF12MZxNdoI9ffPQwP9v9P9y363/QNVajfPT+hF8fg8HA2rUrSDUPVIIVOLDLM+eqsULECuYWNRUwr2TKHFo72v28+5oTv1/h7IuNpE9w9hHgwIEDOBwOLrooijnHMPT0BXjzcDdXLEiekvXmApIkcc2i4GysPI7g3DtOtM6wdXV6iImFnq6p2OYgJSUlrF27FoC8wljqqvuQ5Yl9OAcdivuGCWyloW7izsQhRMyOQCAQCMZgrMibSOJwXC4X1157LQ0NDhJNGciKzH/94QZe2PpLioqKBs/Nzs6e8zmiIRdj+cGNyA/cLoQsQGM9urZGSnvq0QX6QFKhPP1oVK+PRiuxcKme0J/jTqdMY33/nBKyJ0cZSHDSoByemlbigF+hfJ+Xxvp+Fp2mJyN74uI1RFZWFo8++iiaKXJL/mt5J6dbjKTqo9/TXGRltoHn93Www+Hi9NzwTsX9AZnKDi8L0nSRLxyK2TFNT+u1KUmNTq+irdk/ofdJYpwGjSTR6fGTMvC9VBpqkVaeFdU+pORU5KOiEisQCASC8IzlKhtJHE6oWhsIBDja1QyALAeorTvMn//8Z/R6PaWlpWGrujPqUBwJJ7GLcdRk5wb/a3JAgilYAJDlqF+fpBQNpiQNXUf9qCTY94mH2so+1pwfmSHqdCMqsYI5hVJbOWkRe6Stj3dfd+L1ypxzsXFSAhYgKSmJFStWTGqNEG5fgH9UdrF+YcqUrDeXCM3GPrtv9GpsebuHvMTYCc1nBGN2Wqdqm2EJVWMniiUxFkf3kFbkaDJiQ4hKrEAgEAjGIeQqG06kjnUfDK/WFhUVUVRUjEajoaSkhKVLlw6eG0lVd9YJuRirNSeli3E0DJpi3Xo/0n/8BrJyJ/X6aLQSF3whnUXLdSgKKAr09Mg01HfNiVZzUYkVzBkUORDMiJ2EM3FLo499n/SwcGkcWZaY8U+YYf5h72JpRjyZxrm3t6ngtOx4ntt3hG0OJ2tyR0bF7Gt1syjCVuJBQpXYaSTLouWDd2o5dXkh+vjIBXauKYb67j6WZMajeD3Q3QlpmdFtIjEFurtQAgEk9YntWC0QCASCuUeoWlu+bw+lBh2G4vl8euBgVFXd2WbMzNXPMFKcHn9uKT3dAYw/uh9Nm2NSr482RkV2bgw1di/OHgWvp5cvf+VamlqqKSkpYcuWLbP2/hCVWMHcobkBEpKQ4sO3okZCXXUfy1YlzkkB2+eXebm8k/ULT55Z2OORJIkvL0rl+b0dYauxe1vcLMqYqIjNnFKH4nB4vL3c99ur+etfPpjQebmmWOq6Biq4TfWQYYlagEoaDRgTgkJYIBAIBIIImYgJU7xGxdLXn0f/yM/gV3ewbOH8qKq6cwHhYjwSv0/hwzed/OstFx9+4OdIfCEBdfgRrvHeNy6Xix07duDt62XhUj1I0NRSSUNT9bgGYjOBELGCOYNyuAKpIPpWYp9Pob3Nz7M1rXxQ14PbF5jC3U2eN6q7KUnVkZ8UN9tbmVaWZ8UTo5HYVu8cdrvbF6C2q4/S1AnMwwKSOX1Ks2LDYTAYePDB33LPz3+Ao74h4vNyTbGDDsVKQy1StM7EIYRDsUAgEAgmwPHROs4jbcgHdyMf2h3ezGfILKncWBf8WjAmJ4JTc4ie7gDOHhlFAWePwvb3esPmvI4XyRS6/5JLLmHdunVoY70YjRJZGcVkZRSiVmsoKprdVnMhYgVzh9pKyI9exLY2+ehS+9FqJd6s7uYbL1Xzs7cdvF7VRZd34vlWe/bsQZYnnh8aDl9AYcvBDr50Es7CHo8kSVwzkBs7tBp7qM1DUUocsZoJfuzMQCUW4JJLzuWLl36D6677Bh6PJ6JzQjOxiqJAYx1EOw87gJQssmIFAoFAEDlDTZjsdjvlt/07ykM/RfntT5Hvv3WEkFVSzJCSBmo1quw8MUs6DpHm784VEkxqjAkqCPkuKUFnYWf38MLOeJFMx99ffdjOwqV64nTx3PK9p/jx957kj/9rm9VKvRCxgjmDctg+qUpsfW0fh3xublyTy13nWfi/dYWcPc/E7uZe/v3lw2x8vY6thzppdY2fCdrY2MhXvvIVvF5v1PsZyru13WQmxEy4CnmisjwrnjiNig/rjlVj90YzDwtBV2KPOzhzOs187/s3kJZawIYNGyLKpk2IVROrljji9gcrsZMUsaQIcyeBQCAQRE7IhEmj0VBs1FEiD/ld2dIwrNKqeN0ov7sHjrRCshnD7b8UrbjjEGn+7lxBo5VYc76R1WfFY0xQIanAaFRhNB0bdXL7AqhS8ygqLh7VvCucuVdSigajUSIuLp6CvMXU2tWzGrkjjJ0EcwKlzwttTZAzL6rz/X6FI21+0jM16LRqnF6Ij1FzVn4CZ+Un0B+Q2dviZrvDyeaDHSTrNKzOMbLKYiA/MXZELu2TTz7J+vXr0esn/+EekBU2H+jkuyvTJ73WiUJoNvZPn7ZxRq4RtUpiX2sv31o+8ddAUqkgNR2OtET9/oiUzJwYvnrVPTz3l1tobm4mKytr3HMsibHUd/WR3FgHOVPQTtw2vSZWAoFAIDh5GDRreu1vFP/9zxjUwfqUyx+gIjae+aZkBp1GQq3EigydR5A72iDDMmw9l8tFeXk5ZWVlE6qyRXveUBSve84ZNYXEXGVl5dx1aj4OjVbCnKHlzM9pcHYHMJrU9CNT1d6POV7DvW834Ojuo/S7v+PeHDeLw8xFh95XDocDi8UyeP/CpXq2v9c7WOE92uHHnDE7kZFCxArmBnXVkJ2HpI3uB6Gt2cdRyc9ZRaaw98eoVZyWbeC0bAMBWaH8iIcdDif3v9cIwOocA6ssRspSdfh9/Tz33HO89NJLUT+doWxzODHGqjg1mirkCczSzHh0GhUf1jtZmhlPU4+PopQoK9HmDGhvnXYRq1ZLFJUmcMeGP5CVFdlec02x1LccZYlKhZQwuSxbKdmMXL53UmsIBAKB4LOF3t/H0o/fhJCANSax/qMqKh37Kan+6jEH2VAsTXMDZOagzskH/7E201DrrN1un5DzbLTnDUXxuJEfuD0osrMsqG6bG1XiE8GpeSh+n0JPd4AEkxqNViIpVYPbF2Dj6/U4uvswx2tp7/URUKC1X01q4SkYDOH/3jEYDKxcuRKn81hXXaga6+xRQIEDuzyc+TnNrOTGinZiwZxAqbFPKh+2+nAfdUpfREJRrZJYmKbnG8vT+d8vFrDxrGz0WjWP7Wzl61uq+OHDfyansBRL/uQFk6IovHigg6sWpo6o9p7sDDoV7zvC3tZe5pt1aNXRvQbBrNiZqVDmFsbQUNdPIBBZi0yuKZb61q5Jz8MCkJwKR4Wxk0AgEAgiQ/G6UR7cCB0DeeoqFfYzLqbS0TA4JxtqgR3MEd1wX1Ak6vTDTIuibZ2dipbbgKNm0HCK5oaoDKcUrxulujy8odUkOBGcmuE4Z+IhZk71Xf04uvsIKNDm8pEYp0ElQapeS6peMyHjKo1WGnQqhmPV2NlAiFjB3KDGHnU+bCCg0NnmJy8vBrVqYiJJkiTmJcVxzaJUHv78PB68MI/9/3yRxJWXcf3mKh58v5H3anvo7Y/O6fiTpl4UJZif+llkaWY88TFqntzVzqkTjdYZygyZOwHEG9SYktQ0O3wRHZ+bGEN9jw8pO3/yD54sZmIFAoFAMAEa6+FI27GvU9IpPX0NxQnxaCQoToinJO9Yy/DQWBqn0znMtCgnJ2fEHGQkhJufnChqy7xglVitgcycsIZTY4lUxRus5MoPbkR+4PYpF7InAsOciYeYOeUmxmAxxaKWgoWcTo8fFdDW6+POf9i5/IorJmRcFarGAoPV2NmYjRXtxII5gVJjR7Xu2qjObWv20an4Oa8kfCvxREg3aLn5u9/kiiuuwOlT+LjBxbs13fz3jhbmm3WsshhYlWMkSTf+j46iKNj2Bx2JP2tV2BChauzdbzlYlB69kJfM6cj7Pp7CnY1NXmEM1RV95OSPnzdsMcXS4I9Bzs+b/FVBowm8XpS+PqTY2MmuJhAIBIKTHCXFHPSN6GiFlDSkW+/D2NHO5pVF2LtdlCQaMXR3QmraiHMPHjw4rILa2NgYVevsVLTcSrpglXi0mdiQSB213XhIdNBgJbewbML7OJEJORM7nTJGowpJ7WHnzgrKysq4/8JcPqhz8uhHLSiAX1ZAkqiqKKeyspLAkKr98uXLx3ycUDU2NBvrcgUFc1LqzMpKUYkVzDpK91HweiAtM6rzD1V56IjxkZc4+T/6JUli/fr1qNVqEuM0XFCUyJ3nWvjTlYV8rtDEgVYPN/7tMLe9VsdLBztodo7udLy/zY2zz88ZucZRj/kssCRDz4/XZDEvaRLfnxmsxAKkZ2nx9Mr0dAWvYj733HM89NBDYY81xKjRB7wcMU/S1Ing+y/YUiyqsQKBQCAYG7mrA+XBO4JuwylpSLfejyoxBbJzMeTmsyw1EYNl9BidBQsWjKigRts6OxUtt1KcPrjXxvqRldRwInUooXnfMSq5JzshZ+I15xpYvEriKuuVgxVWuc/DmXlGLDpQB/xoZT/qgJ+C3DziM/JApSE+Iw9LQVHYtY9vOU5K0ZAwEOWj00no9DMvKUUlVjD7DLQSR1OtlAMKPe0yxaVx07CxY+i1atbkJbAmLwFfQGFfay/bHS42vl5HQqyGVRYDqy1GCpKOOR2/uL+D9QtTJtzifLIhSRJn5SdMbpHUNOhsRwkEkNTq8Y+fJCqVRG5BDHXVfZy6XM+5557LpZdeyvz587n44ouHHav4/eQ6m6mPLSRjKh48KRU6j0BGzlSsJhAIBIKTgOPdfwdnYUMXeDvbkTraITFlcPZ1PKdfo9E4p0yLxqy2HmdKdbxIjfQ5n+yEzJx27qwYMae8fPly7lubQt3v/wtzWzUN+jQcmWU0f+dhXC21GDPzORqI4fia/WjGXavOMvDh2y48vTI73nOx5nzjjBo8CRErmHWUmsqoTZ2am310yn6uKJ6cK+xE0KollmUZWJZl4IaV6diPeNnucPKrDxrxBxRWWYzkJcbS0NPP2fmTb3EWgKSNAWNicF7UPCVScVxyC2J59zUn8xcppKen89hjj/G1r32NgoICSkqGvF9bG7EoThy9Miun4HGlZDNKZzuf7UsfAoFAIAhxvIh46dmniT+4a/gsbHLaMGEnxekjaqcNVVDnBGO0BEciUiN9zp8Fjo8GKsmzIB/cTdzzf6S0yYFHHcPjRZfh0KehVWswzVuAJSEWi2nkGFU4467ly5fjdst4eoMzuD09Mx+3I0SsYNZRaipQfe6LUZ27z+7GGx8gOYIZ1elAJUmUmXWUmXVct9SMo7uf7Q4nr1d18eVFqVG78QrCYM4ItkzNkIjV6VUkp6pprO8nrzCWpUuXcuedd/L1r3+dv//97yQmJgKgNNSSq4MD3X1T88Ap5mAlViAQCAQChosIu91O+U9vZpm/F9RqkBnodLNZAAAgAElEQVSchZ1I9dHlcnHw4EFyc3NnvQI7SATVViFSI2PonHJJngX973+O0lgfzAgG6uPTadCnIas0SAp8Jx/WnmpGrx3Z7TZaVm6CSY1hFuN2hIgVzCqKLENtFURRiZVlBfcRmbJFk28lbmpqIikpCZ0uyhxTgm2zuYmx5CbGYj01ddJ7EgwnFLMjzV88Y4+ZVxRLxT4veYXBeV6r1cr+/fu55557js3INtaSm5rEq1MlYpNS4fDE4wkEAoFAcHIyTETkWijpcwZdbWQJ6avfRVq5dsICdrK5rtOBaAmeWkJVdqW6HLnJMShgUanINajJ6eukMSaZbE87a/78KLHp6Shh8nlDgnjXrl3Dbj/e4CkUtzNT1VghYgWzS2sTxBuQjBNvu61v7MOpBPh8UeKkt3HbbbfxhS98gauvvnrSawmmCXMGtM2cuRNAWrqGfZ8odHX6SUwOflz+9Kc/pbu7e/AYpaGO3DNKaajqJyArk56BlpLNyDs/mNQaAoFAIDg5CM3CPvXUUzQ2Ng5W1ULVyokKWBi9PXQuMNFqq+J1C9E7HkMr3OlZSNd8Cz0K9/3X/dTrzOT2tqIL9I3r6nzvvfeOuPARituZjWqsELGCWUWpqYh6HnZvhQfFpBCnmZwjWl1dHbt27eIPf/jDpNYRTDPmDJRP/zWjDympJPIKYqir7h8UsRqNhpSUlGMHNdaiy8snweGirddHpnH8WJ4xSU6Fo6KdWCAQCD7rjFYxVYZUK3v9MuU7dw4aPkXCaO2hJxrjxu4IgPAVbsXrRpeeTmmTA1QqUKvxZM2jSmOGZhclqbphrcWjXfiYzbgdIWIFs0tNZVStxIqi0N+psHD55D+snnzySaxW66RaiQXTj2TORJnBmJ0QlnkxvPMPJwsWK2hjhl9ZVHpd0NsLKWnkJvqo7+qbGhHb2Y6iKJ/ZfGGBQCAQhBcOyxbOHyZgo2kLDrWHOhwOLBbLnGgljgqRDRsxQyvcoep+6Y0/wdDdiZJixtvWzi17+ql8+h106fOYl57IAxflEQqJPP7CR3Z2NjsHLp4kpcSTMCSf1mia/hQJECJWMMsoNXZUq86e8HnldR68isyyefGTenyPx4PNZuOvf/3rpNYRzABpGdDeMuPiLk6nIjVDQ0NdP/OKj8u6bawLXtVUqcg1xVLf3ccqy+RygaU4PWi00OsEwySjiQQCgUBwwnK8cCjOMCPfezN0tEGWhfILro66LdhgMLBy5UqcTuc0P4tpZBwjqKnC71Po6Q6QYFLPaITMdDBadb+8S+aNB67E01qHLj0P6bu/o7IjnfTk4HlDjaKys7O59tprh62x5nwjzu4Axhl8jWY+mVYgGEDx9UOzA3ILJnzu/goP2mRp0vOHL7/8MkuWLCE/P39S6whmAL0BkILibobJLwxmxiqKMux2pbEWOdPCpk2byDKoqO/un5oHTDYH44QEAoFA8JklJBw2b94cjNX5/c+hvXmg8uig1KijpKQErVZ7QrcFR0uoTVa14b5payX2+xQ+fNPJv95y8eGbTvw+ZfyT5jDHO11XVASNJD0tNXhb60EO4Gmpw+ko5/fbmznSe+zvmpBRVENDw7A1tm7direvl6TUmXMmBlGJFcwm9YchIwcpJnb8Y4cQkGXkLlh8+uTbf/Pz87n55psnvY5g+pEkKWju1N4y4xXKlDQNsgxHOwIkD53zaKiDnHzefOIFTPvL0Zz3nal5wKTUYMxObuHUrCcQAFar1QT8ETiFYDDHNwA78DyQB9QCVpvN1j1w/H8ClwC9wPU2m233LGxbIPhMExIO8qHdKEdaj92RnIahuGywOlZaWnritgVPgumO3enpDuDsCWahOp0zN+85XRQVlpKVUUhjczVZGYUUFgRH+hYV5VNk0lN5tAeUAI6X/xuDpYybt5bz64tzh83HhjoE7HY7arWaO+64g02bNs24y7WoxApmDaXGjjSveMLnfVrViyJBqWXyInbVqlUsW7Zs0usIZgbJnIHS1jzzjytJ5BXGUFc1PEZHaaxFYyng97//Pbt3fMin/9xKQJ78VVopxYwiKrGCqed3wCs2m20+sBgoB24H3rDZbKXAW8BGAKvVeglQaLPZioHvAI/OzpYFAoHidaM890dcPj+fHHXhMqUM5sKGRC7Azp07cblcs7zbk4sEkxpjggpJxYzOe04XckDHj298ih/f+CQ//t5TKIHg39KG7k7uKckg9Oy87Q48rbW0uvpwHNdlFuoQuO+++wgEAsPa2WcSIWIFs0eNHeZNvPWlvNqLPlUlTG8+i5gzYOiV6BnEkh9DS5OP/r5gzpoiy8GZ2Jw8EhIS2PT44zheeYzXP9gx+QdLNgcrsQLBFGG1Wo3AWpvN9jiAzWbzD1RcLweeGDjsiYGvGfj3yYFjdwAmq9WaPrO7FggEADTW42qoZ/22Cq7aXsH6HZW4Nce62EJzjuvXr2fdunW0tLQIQTtFaLQSa843suZcA2vON57wM7EJJjX/n707j4+rrhf//zqzJTOZyTqTfSZp06ShZWkpFKSAVKTgglgKR1E2lev1ql+43utCEVmqUop6XfGCUhX5oddjC1aUK6JQURS8hbK1ZG2SSdI0eyYzmUkyy/n9cTLpJJkkM9mTfp6PRx8kZ87yyTCZzPt83p/325Fro2z1WTgctpNBeZGLDWsrqLCZMUgS6Y5CrI5inKngzJhYsNJqtXLVVVctajr78p0PF5Y9taEG3fuT68s6GAyj75fYcLEooX5KcuTDsapFubQpRUdeoZHmxmHK1qZqhTVSLUhpWiGnNWvWcOm/foUv3vppNv7hafLz82d+sSw7NDfM0cgFAYDVQJcsyz9Fm4U9BPw7kKcoSjuAoignZFnOHdm/CGiOOb51ZNvi3EUShGUsWg02mTY4sdQcB9VSKrW+ACEVat3NY4o4jV/nuGPHDlpaWpKqWLyczXevWINRWtYpxDD2NbjlUhu93aExj0upFtLv/jb7r/wnNXu/j1NSaav5JVJvAQx+GowTX0OxxZ4WI519ef8fEZYt1dsPPi/kFSV13D9qfJh0Opz5s2xjIixLkiOfyMsHF+36pWUpvPZPP6srUkZmYUvHPH7x1neRYwhiMs3u9SllO4iIdGJhbhmAs4HPKIpySJblb6OlEk+W/x5vumHCvrIsXwJcEv1eURRsttlV6J4LJpNJjGMJjgMWdyyLcW2v18uOHTtGA4hnnnkGm82W8FjUgB/v97/GWjVAeWY6dV4/aysr2bRp0+jx55xzDpWVlVRXV+N0OnG73aMpns3NzWzevDnuuScbg9fr5ejRo6xbt27Bnq+Z/r9RA3683/gykdZGdEWlWO/9HpJ5ZoHsSv09Gf8a/N1T/0vVm0N4+kJkZBq45HIHA74wmVlppF9+JXmFhXQ9cCc/XXMlLZZcSp5r5XvyRiymianUNpuNgoKCORnnVGRZvifm24OKohwUQaywOBproHQNki65jPbaY4O4clNmlUocDofxeDxkZ2fP+BzCInHkQ8fC94qNyrLr0emhuyNEdksjUlHJmMddmSm0n/2u2b+2su3QK9KJhTnVAjQrinJo5Pv9aEFsuyzLeYqitMuynA90xOzvjDm+GDg+/qSKohwEDsZsunsptOyw2WxLonWIGMdEizmWxbj2oUOHqKqqIhQKUV1dzSuvvDIagCYyFrW+ikhLI1adxP7zK6j9wE1UvmsbwJjj9+/fz9EjVaTbCvjsrTdTV6e15XE6nZNeJ94YJmvBMt9m+v8m+vwQCRNpbcJbfQRphoWeVurvyfjX4N/+doiB3gpUFfp6Q/zxqXYCAxFs6Tq2XGpDn1+Mu+QsWiy5hHUGmnwqrzZ1clb+7NpazpTNZkNRlHvGbxdrYoVFoTbUIJUmV9SpLxDC4tezoXJ2qSJ//vOfueWWW2Z1DmGRZNvB16+1Z1oEWoGnFJrqh+POxLoyUnD3DcU/OBmZOeDpQw2HZ38uQQBGUoabZVmuGNl0KXAE+C1w88i2m4EDI1//FrgRQJbl84G+aNqxIAiJi1ZynfG6wWgvVL0Bq7OETduumBBUhoIqfl8K/p4K6t5K4/Of+TnKr/bNKACNTU1ejGI9UeqgH7W+SksVnkrM8zOfvWKXs9jX4OrVq5GkQQzGAJIOLBaJwMDY6stSqoXST99GUZo21xkGHjnUjj+4tD6TiJlYYVGoDTXo3nlFUse8UN1Pml5HXq5xVtd+9NFHue6662Z1DmFxSDq9VvSoqx0KnNMfMA+KS0xUvznIYFsX5veNnYktSjdxwhckFFExzKKHsWQwgC0dPD3azysIc+NW4HFZlo3AMeBjgB5QZFn+OOAGrgVQFOVpWZbfK8tyHVqLnY8t0pgFYVmb7brBaC/UydZ8RvuY9nsio9uCQTOrSs7Cak3+81I04KmtrV203rPqoJ/IntvheDMUOqfsATvd8yOcfA0ePnyYe+65h5tuvoHy8gp+tvfX2B02Xn7Bh9cbGVN92WKz8ol3FHPv8y1EVGjtH+ZvTV4uLLGNabeTiFBQpd8TJj1DP6eFsUQQKyw4VVWhoRZuujWp4xoahzgzL21WqcT19fW8+eab7N27d8bnEBaZI09LKV6kINZoksgv1NFcvZaK/OIxj6UYdNgtBo57h3FlaJUjg8EgfX19OBxJBqPZDujpFEGsMGcURXkdODfOQ++eZP/Pzu+IBOHUENsGZyam6oUa7WM6hgpHDge48N2GpIOGxS7WA2gB6fFmiIShrUX7fooU4fnuFbsSWK1WzGYzdXV1hEIh6upqae+qp7hkE1suteH1hLHFBJk+n4+BpqMUm620BnToJImH/nmC31f3snubK+FANnqTxdt/Ml15rgJZkU4sLLzONkhJQcpMfN2g2zNE9pCR9RWz6w3785//nA9/+MOkpqbO6jzC4pEcBahdi7cuFqDE1k1z8btAN/E+oDMjheaYlOKnn36aj370owQCgaSuIWXZUUWbHUEQBGEKsX1MLTGTkD6flho6E9Gge9GqGosU4XkxWWp7tPpybAC7fft2PvKha6n6789x0+k2IqpKWIVmzxC13YMJXzN6kyU2XXmuiCBWWHBqQy2UVky/Y4wXqjyk6/U4HDNPHvD7/ezbt48bbrhhxucQlgBHPnQubhCb4anHpA/R0R6a8JgrIwW352QQ+4EPfIDKykr+4z/+Q8tCSFTOyEysIAiCIEwi2sf0vIvSWL/RgsEU4FjTaxgMgZM9QJeZaIqw7gv3TZlKLCQnOsu+f//+KddLj1kXXVONPXCconSt60JYhQdfaqPbH0zomtGbLEhgNkuYLXMXeoogVlh4DTVIqxMPYiOqSnNzEHuBAWkW6wx9Ph+33XYbTufipKEKc0PKzUftaFvcQbQ04krrpKluYhEnV2YKTX0nC09JksSePXtoamrihz/8YeLXyLKDmIkVBEEQJhEKqvR0hQgFVY6+FuBvz3Wy6/6P8l8P3sQ3H7yRwaGBxR7ijEmpFqSyShHAzrHpZtlDQZU8xxrKy7UZ27Vr13LW+tP4xKbc0b5r7QMhvvysO6FCTwajxHkXW7Gk6Qj4VV5+wUcomMQN/SmIIFZYcGpDDdKqxIPYt9r9ONUUKspmlwKcm5vLJz/5yVmdQ1gC7PlaYadFpLY2UVSaQk9XmIB/7FokV4aJZs/Y4NZsNvPjH/+YvXv38txzzyV0DSnbgSpmYgVBEIQ4omsN//6cjxef09YctrbV0nK8fnTN42JVFhaWp+hr6vWXGa1w/cwzz2C1Wqmwm8mLKRTWPhBMOK3Y749MqIA8F0QQKywoNRSElkZwlSV8zF9rvaRLenJyRR0yAS2duKsdNRKZft/50tKIwemiyGXEfWxswFqUbqJjIEgwPHZ8RUVFPPTQQzz11FOJXUOkEwuCIAiTiF1r6B9QMVskigrLKS4sw2AwLFplYWHu+Xw+Dh06hM/nm9Pzxs7kw9jXVLTCtc1mA8Bi1HPfZS5y9MP4mo4QDPgTTiuOXbcdWwF5tkRUICys5kbILUBKTaxA01AoQmdbkHOKrehmkUosrBxSSipY0qCvR+sbu8DU/j4IBSHLTokuwssv+Chflzr6+jTqdeSmGWntH6Y0a2z2wObNm9m8eXNiF8qyQ69IJxYEQRAmSs/QY7VJePu1AESng3duy+Xd7z9A/bGaxassLMypaJGlmpoaKioqZtT7N554VYPHvKZGKlw7S07ekE+JDFHz0OdoqK/FnFcC//Zdvvysm/96b+mU1Yqj67bHV0CeLTETKywotTG5VOKXW3xU6M2UlqbM46iEZceet3jFnVqboKgESZJIz9RjtuhoPz72TqQzIwW3Z3iSEyTIlgFDQ6hDE9fdCoIgCKc2g1Fi/UYL0YWKAwMqBr1EZpZtcSsLC3NqTJGl2rlLEY9XNXj8a8rrjdDddfIzSFVVFc0NdRAJE2h3E2hvnJBWPH52N2p8BeS5IIJYYWEdq4Ekgti/1fVjUw3Y82ZXlVhYWRazzY7a2ohUXDr6fcmaFJrqxwasrkwT7r7ZBZ+SJEFWDvSKlGJBEAThpGigYEvXkz4PaZrC0jFZW5yZir52LBZd3BTfrBwDNttIoKnCK//oGw1Io2MxGAzYCkow55USUeGRQ+34g+Gx67T/7J2zAk6TEenEwoJSG2vQXf7BhPbtC4QY7FHJLzag18/szk0oFGLr1q0oikJJScmMziEsQY586FikmdiWRlh18o9IYbGRo68FGPCFSbNqfwRKMlL4S2P/7K+VPbIuNr949ucSBEEQFp066IdWN+ra9TM6fnwa6HkXWwn4I3OapiksHdG2ONXV1bNOEZ/utRMKqvR7wlSeYeb//u4HFbyeEF5PmCy7YcxYhjKK+MY/+4io0No/TG33IE5DyoTZ3Sz7/IWaYiZWWDDqgA96e6AwsabVLzT1s95kodhlmvE1n332WfLz80UAu9I48qFzcdrsqC1NY2Zi9QaJ4hIT7pjZWGdmyoQKxXHPNU3fWCnLjira7AiCIKwI6qCfyJ7biTywE+/dt2oBbZLGp4EG/JE5T9MUlpbp2uIkaqrXTuwsatWbAWw2bZY2PdMwZoY/OpYNJQ7yTCF8TUcYDvh55FA7BgvzUsBpMgs6EyvLcgbwCHA6EAE+DtQAvwJKgEZAVhTFs5DjEhZIUy2UrEbSJfaifrG+n4tCmTjyjdPvPImf/exn3HzzzTM+XliaJEc+kUVos6NGwtDWDEVjb8SUlJl48Tkfa09PRaeXKLSZ6PKHGApFSDHEv1f4xBNPcPjwYb761a9OfkFRoVgQBGHlaHXD8WaIhIm0NqFrdUNZJXByhpYi15jeqOO3p2foMRgDVNdWs7Z8LbaMjAmXic6opYvZWSFGtEqw1xuZEGTGBrg+n8p5F1kwGCQKijLi9huODAV46we3jRZ50n/6uzT0581LAafJLPRM7HeBpxVFOQ04C6gCbgf+pCjKWuA5YOcCj0lYIOqxxIs6uT1DWAJ68goMGAwz+yWoq6ujurqa9773vTM6XljCchdpJrbjBKRnTmi+bk3XY8vQ09aqFXgy6CTyrVqF4smce+65PPnkkwxNVbgpyw5iJlYQBGFlKHJBoRP0BnRFJaM3RGNnaCN7bh+doY23fXBogG8+eCP/9eBNfPPBGycEGAu9LlFYPqJVgrdstbLlUtuYIHN8G5ysHANZdgODQwNx2/uML/LkO9HII4fa6fH1U9/4WtzAd64tWBAry7INuEhRlJ8CKIoSGplxvQp4dGS3R4HEFkwKy47aUIO0KrEF6QePeTg9JY1C58xTiR999FGuu+46UlJEZeMVx5YJwSCqf/7fJMdobYSi+KnppWWmMQWetArFkweoTqeTyspKnnvuuUn3kbIdqGImVhAEYUWQUi3ovnQ/ui/ch+3e7528IRozQ0tbi/b9JNurqqqordWq1dbVTaxWG6/qrCBETVYlOF6A6/P5uPzyy9mxYwfbt28fE8jGFnky57kw55XS3NnHNVdfzY4dO7jyyg/S1+uddjyTVTNOxELOxK4GumRZ/qksy6/KsvwjWZYtQJ6iKO0AiqKcABwLOCZhgaiqCg01sKp82n0jqsrfG7ykDunIK5h5KnFWVhbXX3/9jI8Xli5JkrQ2OwtcoXj8ethY+UVGfP1hvP3aB4aSzJRpKxRfc8017Nu3b/IdchyiV6wgCMIypw76UeurUAf9SKkWpLJKJHNMRk+RC589n1c8AXw5eSeXrMTM3FJQDEWuaavVjp9RExWLBUgsWBwf4Fa98TpVVVVx2/tEizz9QtnHtp0PkWKxYPW20nSsjlAoRH19Lft+cXjK6802a2Ah18QagLOBzyiKckiW5W+jpRInNGJZli8BLol+rygKNpttHoa5/JhMpiX/XIQ7TuAzGLC5VmkByBQOt/azymCmwJFKVnZ60teKPh933333TIe7oiyH18dMDBQ6MXo9mJL42Wb7XAy0t2C84F2TXrNsbYS2ZpXC821U5Ad5prp7yut96EMfYteuXQwPD5OTkzPhcdW4Ck9PF1arddrfm5lYqa+N2ZBl+Z6Ybw8qinJwkYYiCMIKEE0JptUN9lykL+5Gl5kz+hitbnwZ2VzzUg01dbVUdEd4MhTBysmZ29g1sVaYUK3WHwzj7hvGkWagcyDExosthP2sqIrFk60ZFqY3virx+FTieNRBP+W///8otxip9YUpLyubcMPEarWy5bxz2Xh2mGbPMFn6Aj70ZDn19bUU5JWRYSujtzs0aW2b2KyB/v7IlPvGs5BBbAvQrCjKoZHv96MFse2yLOcpitIuy3I+0BHv4JEPEgdjNt3t9U4/TX0qsNlsLPXnIvLWYdSSNRNy6uN5+sgJTjOaceTrZvRzLYfnYyGt1OcjkmUn5G5gaP3ZCR8z2+ci3FhH+MqPMDTJOQqK4YVnByhbq8eREqGhe2DK60mSxNVXX82rr77K+eefH38ngxFv23EkW/I3dKazUl8bM2Wz2VAU5Z7FHocgCCtIq1v7p0ag8wTqA3eg3vVtVINeC26PN/O23kJNXR2hUJja+nqqq6vZtGkToAWyvrxiqt46SmVlJVardbRCLIA/GGbnH924+4bQ6yQiqoozI4Xd21wrKoCNPlcUOtF96X4RyCYhXor5tK1vWt1Yu06w//y11PiHqbxzz6TVkS1GPc4ME+4++MWv9vE75Q0ybWWkpqRx5HCAC98dv3p2eoYeq03C26+CypT7xrNg6cQjKcPNsixHK/tcChwBfgvcPLLtJuDAQo1JWEAN1QkVdRoKRTjU7MPgl8grEm2MhSnY8xc0nVgdDICnB3ILJt3HYtWTlaPneHOQAquJnkCIwVBkyvN+7WtfmzyABci2Q69YFysIgrAcqTkOyMg6uaGnA1rdhOrehuNuiIRZO+SlvDAfg8EwJkVYHfTjffNVtl91Vdx1iQDuvmGaPUNEgGBEJaxCS/8QzZ7JCwsuO5OtGRYSMqMU85FUdqvJxNllq0hzTt6qMnoj5Y5nm7j//3q54oPnkWpOA8Dnm3xdtsEosX6jBUZi1qn2jWehqxPfCjwuy/JraNWJ7wP2AJfJslwNvBu4f4HHJCwAtaE2oSD25RYfZ1utZNsNmEyijbEwOcmRj9q5gGtij7sh34mkn/rNv6QshaZ67Y54oc2UUL/YKWWLNjuCIAjLkTroR/3uvdDXo61r1emhwIma48D/6IMQ0W5yWk1G9q/LY9/7LuSJXz6O1WodnX18+6tfpKamOu66RABXpglnRgp6CYw6Cb0OitNTcGbMvDDmkhNnbbCQuKmqEk9GSrUg3XY3Okc+dHeifvfeSfsaR2+khFVo9gxxdCCA1aYDCcxmCbNl8s/zWTkG0me4hntBp7oURXkdODfOQ+9eyHEIC0sNhaD5GJROX9TpYIOHc402CopnVtApFArN6DhhGcrNh46Fa7OjtjQiTVKZOFZugYE3X4ng6Q3jykyh2TNMeY55xteVsu2oPV2sjKQwQRCEU0h0BhEVVBXpo59icOMWGqvqcbW3of1lkCAcxqqDsyMBdJ4esOeOHrs2LYVyayq1/mDcQk4Wo57d21w0e4axWwy09A9rxTRXkHhrg4XkRIs2JUPq7iTSdUKbAT/ejPrPv8LmiyY8/9EbKc2eIXSSxMOvnKDMlsLllmz8AyovPudly7tspMYJZqMB9kx6y4qpLmH+HXdDtmNsJb44+gIhajsD0K9Vek2WqqrcdtttfP/735/pSIXlJNsBnh7UUHBhrtfaBJNUJo6l00m4Vmuzsa4M07QViqclZmIFQRCWp9gZxEIngxu3sPMv7dxZZeCOsz5FQJ8Cer22XhYgr3BCZWJrSgr7r76M/f/zC5588sm46xItRj1r7WbMRh0/eaWDXc+3sPOPbvzBldNeZ7SqswhgF06RC11RqZZBoNOhPv7QaL/i2Irb0Rspn9qcT0TVUtq9vgiBAe1min9A5cXnffT1euP2nI0NsJNptyMWHQrzTusPO30q8QtN/VyUnUGG3kBKavL3Vx5++GHq6+t5+OGHxYzsKUAyGCEjWwvwcgvn/XpqSyO6s+IlkkzkWm3iL894Kd5o4tkGz+wunGWH5obZnUMQBEFYcONnEN1eiWZPkLBOT6s5F3daPmt9zdrOOj3Sh24ZDdJij00vcnFOnOAtWpXYlWnCYtSPSeuMrotda595JpBwapNSLVjv/R79zz2N+vhDo2uS1WM1qL/+yZhCW5ZUCxeW2Ph9dS8t/UNYbDrMqkTArwWkvd1err76JuqP1VJRUTHhhsxMKiiLmVhh/jVUQwJB7MEGD2X61BmlEh88eJCHH36YvXv3YjaLN+xTRm4BdMz/ulhVVROeiQUwW3TkOAykDRgSnok9evQoDz744ITtUrYDVczECoIgLEuxM4ha2qURQyRMUaADl80A+cWjM7XS6opJjx0vtpjOzj+66fYHGQpFKEo3YViJ62KFRSGZLUibLxq7Jt9HRfwAACAASURBVFniZKGt481433qNQ4cOERkKsHubi/suK+Frl7u48FIbFqsOSYLe/jrqj9VOurY7Xrud6YiZWGHeqQ216La+f8p93J4h+v1hhgMqBecnF8Q2NDRw22238fDDD1NUVDSboQrLjGTPQ+08Mf/rRft6QKdDSs+aft8RJWUm3n4jgGcojD8YxmKculiB3W7nwQcf5GMf+xgWS8wHlhwH9HbNdOSCIAjCEmEx6tl9eSnujn7Wqjawf117YAZrPccX0/nys246BoIUpZu4a2sx5Tnmaf/uCEIiolkB6rEa1OAQ6vCQNolwogXf8DA7PvYJavv9ozOszgzzaIbAO7dp610l/dkoByqora2Nu7Z7Ju12RBArzCs14IfuDpimIM7BYx625mZgG9aTak4uQeAHP/gBn/vc56ZuUyKsTI6ChWmz09qY8CxslCPfwJuvwDqrOaGUrtzcXDZt2sQf/vAHrr766pMPZGSDpw81HJ62MrIgCIKwdKiDfmh1E8gtxj2oH037rSzKwmZznezTXVaZ9LmjxXRa+oewW4x0DAQJq3DcO0yqQS8CWGHOqb96RKtzA2DLBJ2Oaq+P2t5+QirU1tby+pG3UbrsNHuGRvsVa+tdbfxaeYLDh99m48bTJqztjrbbeemFAVBPttuZqhiVSCcW5ldTHRSXIhkmfxFGVJW/NPZTIs0slXjPnj3cdNNNsxmlsExJufmoC5FOnGBl4liSJOEqM1GBJeE2O9dccw379u0bex6DAWwZ2mywIAiCsCxE+rqJ7PocA9+6m9uV10bTfueq2FK0mM5dW518/GyHSCMW5lerW+vRG+XtA0nH2kwr5VkZoz2OzXmlE9Zlg7bm9fWXVQa6Knj9ZTVu8aZou51EWvOACGKFeaYVdVo75T5vtftJN+nxdUYoKE7+jddgMCBJogHJKcmRD50L0GYnifWwsVyrTNgCepq7Ewtit23bxuuvv05b27ifKdsOvWJdrCAIwnKgDvpRH9gJnW24zQ5aTJkTPtTPlZ+80sGevx4H4K6txeze5hKzsMLcK3Jp62FjqRGs1/0LT/zsER776V7uuusuijNM5KeE8TcdIVMXxG7RJrFi17x6vdos63iDQwMYbdVI+gABv8rLL/imrFQs0omFeaU21CCdc+GU+xxs6OedjnTSPDosaeK+ipAEez50taOq6rzeyFBbGtFdemXSx6Wk6jBn6/B3JlYu3mw28573vIenn36aT3ziE6PbpWwHancn0pqkhyAIgiAstFY3dHUA4BjsxRH00pGShd1iHP1QPxOhoEq/J0z6SD/N2HWxIo1YmE9SqgXdzgeIVL0JyiPQ0wV5RfDCM6gtbnb9s47a/gHKysoIq1BfV09DnouvGB7imx+oJD1Djy1dh9cbwWbTYcsY+zr1+Xxs376dmpoa8nPL+PxnHwMpLW6wGyWCWGF+NdQgXfvxSR8eCkV4qcXLO5yFZBWLl6OQHMmSBkajltaSRNGlZKihELQfhwLXjI4vXWOi46VgwoH2XXfdNbEPYLZdFHcSBEFYLopcUOQi0N7OVzf+K+0pWeh10DEQZNfzLeze5sKW5CljW5Ck2XTkbTCQl2EcXRcr0oiF+SalWtBvOA+18gxodaMOD6J+516qPT5qez2EVKirq0MF1EiYQLubqrdeZ5+lm9NPO42NF2cR9jMawPZ0hUZvyFRVVVFTU0MoFKKtvZ62jjrOOmPjhGA3logahHmj9nZDOAz2vEn3ebnFR3m2md72MOvWT98ap6+vj/vuu4+vf/3rGI3Jr58VViDHSJudeQpiaW+FbAdSSsqMDl/tTOHllwZobRumuHD6c6Snp0/cmO3QxiEIgiAsedFqrs1VblqOgqpCKKI9Fk0pzstO7py93SH6+yOggqc/zP8830lqho67thbT5Q/hzDCJWVhhQUipFq0Y2aAfNb+ItcPDlFvN1A4MUrZ6NapOR21dPSn2YpoO/JCdj7gx55Wwbac2KwtM6AlbWVlJRYVWvXjNmnKuls8iv3DqXrEiiBXmT0M1lJZPOft0sMHDRXYbxqBEmm3qN99wOMxnP/tZVq9eLQJYYdRom501p83L+dWWRihOrqhTLL1OR2dqkNqaoYSC2HikLDuRt1+f8RgEQRCEhSWlWihZX46z1U2zZwidJBFBndGMaSiocuSwH0ZWpnjUEN1qCLVfpcsfmrb6vSDMBynVgvThW7B+5x72v2MtNf5hKu/cg7Sqgt/9/TUeftFNzU9uh5FZ2dqaaqrbS8gaMk5YH2tMha985SvodDo2bNgwMSMtDhHECvNGPVYzoXF3rL5AiKquAB+w5WBxTr8W9v7772d4eJi77rprLocpLHeOAuicxwrFrY1IMyjqFMuQA74TEYaGIqSkzGDdd44DekRhJ0EQhOXEYtTz5Quy+durb3HOGesI6FLjzpj6fD6qqqqorKyM++G93xPG5z1ZW+GYOYDqn1lAvFSpAT9qfVXS/XKFxSWtqkAtdGFta+Hs0jJ05ZVIqRY+sPUdPNubQXNeCYF2N+Y8F9bcVRz9+yDpagidTstQQPLz6mtvcN/ue6mrqxvtNZsIEcQK80ZtrEV3xY5JH3+hqZ/NhVY6jwc5/51T33E5cOAATz31FE8//TSGKdr1CKeg3HyoenPeTq+2NKG7aNuszlGcbSLgCdPSMExZZWryJ8gSa2IFQRCWG5/Px0fla6ipqRn9cB4vgI0WtInuMz6QHV8U5z8vLqTNH1wxKcTqoB/vN75MpKURCp3ovnS/CGSXiWjqPK3uMTcgIkMBPlo8QPj/fZOW1lZS80qxp6aTFtGDBJEIBIY6ue9bN9LV3YqqagWcamtrqa6uZtOmTdNeW5SCFeaFGglrPWJXlU+6z8EGD++w2zAYpCkXbtfW1nLnnXeyd+9esrOTXEQirHiSPR91PtvstDbOqL1OLFdGCg36QZrqh1HVxCoV9/f388wzz2jf2DJgaAh1KLFWPYIgCMLiUAe1GUV10D+mWE30w/l4iexjMEpsudTGlq1WtlxqI91iYK3dvCICWABa3URaGyES1nqRtroXe0RCEqRUC1JZ5WgAG70x87GPfIjmx77MVz+0hVV5mfTrQvj1YSQJJL2f+751I51d7tEANtprdu3aqVtzRokgVpgfbS2QnoWUFr/+ntszRF8gTJpfT4Fz6vWtpaWlPP7446xfv34+Riosdw6tzc58UAd8MDAAObmzOo8rM4W3fX70euhqDyV0TCQS4bbbbqOvr09bV54lesUKgiAsZeqgn8ie24k8sJPInttZW+qioqICo9E46YfzaEGbqfYBLZDNshumLHSzbBW50BWVgt6g9SItmlk3AGFpiL0xU19Xh6mvhT2Xl3DH1mIqz09h0zstZBe00t19smCly+ni8ccfj5uJMBmRlynMC/VY9ZTrYQ8e83BxSTrtrSHO2TJ1yojRaOTMM8+c6yEKK0VmNvgHUIcGkVJmkKo7ldYmLT1GN7v7fXaLgaGISl6pkab6YRz50xcmy8zM5OKLL+Z3v/sd119/vdZmp6cT8ounPVYQBEFYGOqgfzSVUm2ogeNuLVeyrQWrp4cnn3yS6upq1q5dG/fDudVqnXaflU5KtWC993t4q4+INbErQGyl4dgbMz95pYNmzxDOjBS+fEEFayvXUlNTjdPpRPnVPsypDlJTEs8uEEGsMD8aa2FV/CA2oqr8pbGfz59dyPG2EOmZKyQdRlgUkk6ntXHqPDHrtN/x1NZGpKKZVyaOkiQJZ4aJYHqErqMhBgMRUs3TB8bXXHMNP/zhD7n++uuRsh2o3Z2swHvwgiAIy1J05pXjzZBfpAWvkZFeOnmFUOTCmmqZcn3fdEWdThWSWUtJFZa/eDdmqjoDNHuGCKtam6nesInf/Ebbp2x1Ba+/rOLt94223Ekk40CkEwvzQj1WgzRJEPtWux9bih6pX6LAaZyyBY8gJMSeB13zUKG4pWnOAmNnRgotvmEKnEbcx4YTOmbr1q0cO3aMxsZGbSZWFHcSBEFYOlrdWgAbCcOJVug4rm3X6ZE+dMu0M4rRtYM7duxg+/bt+Hy+BRi0kKzYdc5CYqxWK5s2bRq9MePKNOHMSMGgg+L0FOwWAy0BPaeduYFI2Dyh5U4ixEysMOfUoUHtjbx4VdzHDzb0c0lpOscbg2w8b+Ib/FtvvUVBQQE5OTnzPVRhhZByC1A7Tsz5LKXa2ohu88Vzci5XRgpuzxCbS2289WqAivXTpz4bjUY++MEPsn//fj63+Qyof3tOxiIsP7IsbwNuBtYDNsALHAF+qijKs4s4NEE4dRW5oNCp1QHJK9S2tR+HguJJl1RFZ17POeecuEWdEqnKKiycMbPtonJyUsZnGeze5qLZM4zdYmDX8y2jqcVf3eocU317qmKvsRKeiZVl+fo42yRZlncm8fMIp4KmeigqQTJOXPc3FIrwUouXc3KshMMqmdljX6gnTpzgpptu4o033lio0QorgSN/znvFqpGItia2ePbpxAAlmSm4PcNkZevx+8IMD0USOu4Tn/gEV1xxBVKWHbVHzMSeimRZ/hzwKFAH7AI+CdwL1AKPyrJ82yIOTxBOWdH2Irov3Idu5wPavy/cN2mgEzvzevnll1NcXJxQUSdhEcXOtovKyQmLl2VgMepZazfTORAak1rc5g+Oqb6daPGyZGZi75Zl+UrgU4qi9MqyvBp4DIgAu5P/8YSVSm2YPJX45RYf5Tlm/F0qBUVjU4kHBwe55ZZbuPHGG9m6detCDVdYASR7PpE3D83tSbs7INUyaYXtZDkzTDT3DaHTaxUmuztDFBRP36S+pEQLotW2ZhBB7KnqC8BWRVGqxm1/QpblXwLPA99d+GEJwqlJHfSjHqsBCaRVFWPXck6xrjN25rW6uprW1tZTvqjTkhc72y4qJydsqiyDaGpxS/8QhTYTgWCYYSJk2ZNLEE5m7w3Ad4A3ZVn+KfBvwLeAPUldUVj5Gmpgw+a4Dx1s8LB1VTpt1cOcvunkXUpVVbnjjjsoLCzk1ltvXaiRCitFbj50znGbnda5Ww8LkG02EFJV+gZD2HMNdLUnFsSOGmmxo6qqWEd+6kkDjk/y2AlA5LYJwgKIBq/qL38EJ1q0bYUudDsfmDDz6g+GcfcN48o0jfZzja3aumbNGvx+bY2lSCFeuqKz7dEK1CKVODGTVSgGsBj17N7m4q12P48camfX8y04M1LYvc2VVO/jhINYRVEGZFm+AzgP+DJaatP9iqKoif9IwqlAbahBt/2GCdv7AiGqOgN8ZkM+rwz5yc45+UL92c9+xhtvvMGBAwfEB3QhefY86OlEjYSRdHNT7VptmZvKxFGSJGnrYvuGcOWl8NrLyRWIkFLNYDCBzwu29Dkbl7As7AeekmV5F/AG4AHSgbOAO4F9iZxEluXGkWMjQFBRlM2yLGcBvwJKgEZAVhTFM7L/94D3AAPAzYqivDaHP5MgLCujayNb3aDGLAc5MZJiGjMD6w+G2flH9+iav+iH82jV1sOHD7Nr1y6uv/56KioqkuqNKSw8KdUy5Qy7MFEiraP2vtJB+0AIALdniNruQc7KT0v4GsmsiX0f8Dpa2tKZQAXwV1mW41fvEU5JqqcXBgOQWzDhsRea+jm32ErPiTD5RUYk3clgtb+/n71795KWlviLVxCiJKMJrOlzm247xzOxoBV3avYMk5GpZzCgMjSY2LrYUdkO6O2c0zEJy8KngL+j3TxuBwIj/30UeAktMyoREeASRVE2KooSTZe5HfiToihrgeeAnQCyLL8HKFMUpRz4V+ChOfpZBGFZGu0Bq457386fmGLq7hses+av2XOyIr3VasVsNk9ItYzH5/Nx6NChpKsW+4NhqjoD+IOJVXkVhPkwvkJxLHffMB2+4Oj3ERUeOdSe1Gs2mRY7DwE3KYpym6IobwEXAc8Ac7wQTVjWGmpgVXnc2VQtlTiDtuYgBc6xRZ9uu+220bV/gjAjuXNb3EltaUSao6JOUa5ME27PEJJOItuhp6sjlNTxHSYL9Igg9lSjKMqwoig7FUUpBrLRZk1zFEUpHtmeWM8mkJj4d/8qtGCYkf9eFbP95yPXfxnIkGU5bzY/hyAsV+qgH/V/HjnZAxa0m4qfvTNuKnF0zZ9eArvFiN1iGBOQVlZWUllZOWVBp8na74SCKj1dIULB+ImQ0VngO55tYucf3SKQFRZdvJsxrkwTrsyUMX+QjnuHx9zwmU4yQeyZsWX8FUWJKIryVeCyJM4hrHBqQy3Sqolvxm7PEH2BMGXWVPwDEXIcoruTMLckRz7qHAWxanBYK+yUXzwn54uKphMD2POMdLUnHsQODg5y6V6FjmPH5nRMwvIhy3Iq4ASK0NbJJksFnpFl+f9kWb5lZFueoijtAIqinAByR7YXAc0xx7aObBOEU0+rW+sDG8vTi86aHneNpMWo566txeSmGekcCPKV/63hqg9+cDQgBXjmmWfYv3//pKnE8QrjhIIqL/7Zy9+f8/Hin71xA9mpZoEFYaGNvxnT0euhqjMAwO5tLu651Ikrw4Re0mqH9AVCCd94SWZNbK8syznAe4ECRVEekGW5EOiYwc8krFBqQzW6d39gwvaDxzxcXJpOx/EgBUVGdDqx7lWYY/Y5nIk93gy5BUiGiW2iZiPaK1ZVVey5BhprhxI+NjU1lcs2nMGB557nk1d/ZE7HJSxtsixbgR8AHwJMMdtbgXsVRdmb4KkuUBTlhCzLDuCPsixXowW28cR7k56wryzLlwCXRL9XFAWbbW4qes+GyWQS41iC44DFHctMr62uXY+3uJRISyPo9RCJoCsqwbZ2PZI5fqEf94CPDn+QsAp1NVXU1daOBqTNzc1ceOGFbNq0iaNHj7Ju3boJ4zrnnHOorKwcXVO4adMmBv0mvF4Pqgo+b4RwKIWs7JQxx61PsVCa3UFTb4CSLDPrinKwmOLXihCvi6U3hqilMpZEx6EG/ISbG9A7V435nTh69OiYmzGf/8Xf8GWXUZpl5rtXncaF2ZkUpxv5tx/9gTZbMfe9EGJVlpnvbz9tzOtWluV7Yi53UFGUgwkHsbIsvxOtuMQhYAvwAFAOfB64MtHzCCuXGolAYx2Ma68TUVX+0tjPVy4ppuWVIOXrUxkcHCQ1NXWRRiqsSI58OPzSnJxKbW1EKiqdk3PFykjVI0kSvYNhsjL0BIMq/oEIlrTEkmJ2XH4ZX3/ox3xyzkcmLHE/QqtA/C60DKovoq1ffRv4lizLVkVRpm2xMzLTiqIonbIs/wbYDLTLspynKEq7LMv5nLwx3YI26xtVTJwKyYqiHAQOxmy62+v1JvfTzQObzYYYx9IbByzuWGZ6bXXQj7rjJm2pVEExUncnFLnwhcL4e/omVCEGsJvCONO1NiJrKioJl5dTX1dHeXk5TqeT7u5uLrvsMmpqaiYt7rR///7RIBbAYBzCZtPh9Uaw2nToDUN4vRNnWr92aTHNnmGcGSbCQ368k9wvFa+LpTeGqKUylkTGMVr07HgzFDrH9El2uVyjVYqdq8rwmAsgAk29AY62dlOUGuaDV17FsbpazHklVP7bd2nshVebOkeLPNlsNhRFuWf8dZNJJ/4O8CFFUa4AojlwL6P9ERQEaD8OaVYkW8aYzW+1+7Gl6MlLMeHzRnjr6F+5+uqrUVVR2FqYO1JuwZylE9PSCHO8Hha0CsUlGSbcfUNIkkROroHuJNbFbrnoYnp8A7z99ttzPjZhSXsv8BFFUf6hKMqLwI3AfyqK8ke02dl/n+4EsixbRmZ0kWU5DdgGvAn8Frh5ZLebgQMjX/925DrIsnw+0BdNOxaEU0n0A7r63XtRlb1IqWakskqkVMuU60+jbUTuu6yEb36gkgO/+c2Y9OHxM1TxijuNL4xjMEpsudTGlq1Wtlxqw2CMn9VmMepZazcn1a5EEGas1a0FsJGw1k+31T36ULRK8WOPPcZdd91FUUYKBh0Up6fgzDBRVVWF+1gdRMIE2t0E2htRSazIUzJBbKmiKH8e+ToafQyTXK9ZYQVTG6qRxs3CAhxs6OeSVemcaA0SUlv43Of+nXvuuUe00hHmlkNLJ56LmyNqaxPSHFcmjnJmpNDsGVkXm2ugqyM4zREn6Rx5bC/JY//+/fMyNmHJ8gCZMd9nAmEARVGOAo4EzpEH/E2W5cNoFY2fGgmC9wCXjaQWXwrcP3Lep4EGWZbrgIeBT8/RzyIIy8sUH9CnW38aG0yOD0jXrVtHRUXFlMWdomKLORmMEll2w6QBrCAsuCIXFDpBb4CCidW6AXbt2sUtN99I9X/fxp0X5Iy2nYr2kzUYDBSvWk1afikArf3D1HYPTnnZZALQo7IsX64oyjMx296NdidXEKChdkIq8VAowkstXq7fsJpXn+vi/v/6NF/4whfYvFlM4AtzLM0GqOD3jXw9Cy2NMIc9YmO5MlM41qO9MdtzDdS+PYiqqond1MnI5ppcG8/b7fMyNmHJ+hHwJ1mW96KtVb0F+BmALMur0VJ/p6QoSgOwIc72HrS/5fGO+ezMhywIK0T0A3pbC4HCVTSn5lESDGMx6kerELf0D43OLCXKZrNN20cTGC3m5O2PYEvXTTkDKwiLQUq1oPvS/dDqRs1xaP8tco2mFMcWKauvqyPS5cZSot17je0n61y9hq++2I3bM0x4pOXOnssn/yyWTBD7n8DvZFn+PWCWZflhtLWwV019mHCqUBtq0J33zjHbXm7xUZ5jxqzCt7//eS644HxuuOGGRRqhsJJJkqTNxnacgFUzD2LV/j4IBSFrfgLFDflp/M8bXQwMh0mz6Ubi7ghptunTviSDgbKCfMqv3TEvYxOWJkVRvi7LcgvwfrQg9hvAT0Ye7kXUpRCEeRP9gB5wu/lyjZHmv7RTlN7LJzblUmE3s3uba3T9abLpu9HZ2an0e8J4+yOoKni9EbyeMFl2kQQpLC1SqgW1yIW653bUcWtjo7OttbW1cbMOYn8PPrFJz73PtxBRT7bcWTPJNZOpTvySLMtnAR9F++PZDGxWFGXaO8DCyqcGh6GtGVyrx2zXesOm84enX2Q45OVrX/vqIo1QOCU48lE725BWlc/8HK1NUFQyb+nuhekmNhVZOVDVw0fOdJCTa6CrI5RQEAtAjgN6O7X/CqcMRVEe5WQ/19jtvWiBrCAI80Ad9EOrm5oUBw0dTQycaGA4bxX3Pj+MKyOF3dtcrLWb5+366Rl6bOlaMSebTYctQ6xzFZaoeKn3ZZVjZlunyjoAqLCbcSWY3ZDUrRxFUVrRqhILwlhN9ZBfjGQ6Weq9LxCiqjPAFy8q4jX3Jvb+6JeYTImn2ghCsqQ5aLOjtjbO23rYqA+fkcN//m8j76/Iwp5roLM9RElZyvQHAlKWHbW7E2myW5PCKUOW5UPAtpGU4CXF5/NRVVVFZWXllB9YBGEpixZ1CrS389+n/wtHf3Ivgfam0SqqLRI0e4bnNYiNFnPyesLYMvQilVhYumJS78evjU0k6wBOFkRLJLthyiBWluXHmLyH3ChFUW6cdlTCiqbWHkUqXzdm2wtN/ZxbbEUXgd6uEOdckDHJ0YIwR3Lz4VjN7M7R0girJi+wMRfyrCa2lKTz5Ns9XFuRQ9WbSayLzXZAb9e8jk9YWmRZ/vkkD60DHpJleXAp/R2ONrefqnWIICwLIzNLbmsRx3p6CLQ3jamiWrjuTMyRQQ4dOjKvN2yixZwEYSmLXRtLzJrYZEULok1nuurEdUD9yD8P8EFAj1ZEQoe2HrZvRiMUVhS15i2kitPHbNNSiTNobw1hzzOKu4fCvJMcs2+zo7bMX2XiWNeensOzdX0M6VT0eglffySxA7Pt0NM5v4MTlpprgRLG/k2uR6tQ3DTy9ZIRW8RjstYhgrAsjMwsuQa7WJOdhTmvBHQGzHkuzHmlnOjp54orr2LHjh1s374dn8+32CMWhEUlpVpGW1DNtylv6yiKcm/0a1mWnwHepyjKX2O2XQh8Zf6GJywHaiQM9VXw8ZOtCt2eIXoDYc7Is/DKiwMUOkUasbAA7HmzSidWI2FtbXec8vBzzW4xsnV1Br8+0s3mXBtdHaGE1jpJ2Q4ib7+Oqqpce+21fOc736G4uHjexyssqjOBH6DNvP7nyNIeZFn+FPANRVE6FnNw4xUXF09ZxEMQlovozJK/qoqLW/q46sc/5bG/vo3PWgQpFnxNR/Acb4RIePSGTSIpk4JwKomuK5/N7Gw8yeQmnI/WWy7Wy8A75mw0wvLU3AiZ2Ui2k+nCd+/+FmvOvoBIuIzujhAbz5v/OzKCQLYDvH2owWEk4wxunHScgPTMBbmDCLBjfQ6ffeoYF52ZTld7iFXlCayLHZmJlSSJNWvW8MQTT3DrrbfO/2CFRaMoSi1wuSzLHwaek2X5x8B3SGC5z2K44YYbeOyxx2htbZ22iIcgLHWdgSCX/Ou/4zneSEZhKX946gC9EROPHGqnuWAVGYWlDJxoEjdsBCGO6LpyxlUsngvTpRPHOgzcJ8uyGWDkv18HXpuTkQjLlpZKvH70+/379/PX/32S95+7lo7jQbIdBoymZF5qgjAzkl6vBbJdM5yYam2ct/6w8WSmGri8PIu/dPXR3RlCVROISbId0KOtib322mvZt29fYscJy56iKP8DnAsUo/3tnWVD5PlRW1tLa2srmzZtEgGssOz99ZW3RmdbPcebeOWttzkrP409l5ew58rTOPiHp3jiiSfE2m9BiCe2YvHxZtTZ1i2JkUxkcTOwBfDIstyOtkb2QuCmORuNsCypNUdgZD3sG2+8wZ133c1Fn9nNWasKaGsJUlBsXOQRCqcURz50ts3o0IVaDxvrg6dl87c2H3oj9PeFpz/Amg7DQ6hDg5x99tlEIhFee03cSzxVKIrSryjKvwPXA3cC/Ys8pAnEjJSwkly06XQyCktBZyCjsIQtG7Wb9tHiM7lZGXFv2Ph8Pg4dOiTWhGN9FQAAIABJREFUyQqntiIX5BdpX0fCqL96BHXQPye/H8n0iW0ELpBl2QkUAm2KorhnfGVhRVAjEag7gvSRf6Wrq4tbbrmFd91yO5ddtJFQSKWzPciZ58xf6XlBGE9y5KN2tjOTMmJqSyPS5ovnfExTsaXouXJtFu1Nw3S1p5CRNfXbsiRJkGWHni6kgmKuueYa9u3bx8aNGxdoxMJSoCjKayzRTCgxIyUsZ+PX7+VmZXDwD0/x4uEjbNm4ntys6TstiArdgqCRUi1IH74F9Tv3QCQC7cfx1VZx9X98ada/HzPJ8RwCOgGDLMurZVlePYNzCCtFWzOY0yAzm0996lNsv3oHvcWbubg0g462IJnZBkwpIpVYWECzmIllAXrExnNlZRZHAn6ajw8ndkC2HXq1CsU7duygqqpKpBSvYLIs62RZ/qIsywdkWb5PluXscY//frHGFo/4sC4sV9H1e5EHdhLZc7sW0AK5WRlsf9cFCQWwMH8Vuv3BMFWdAfzBBLJ2BGGJkFZVQKEL9AYoKKbaG5iT34+EZ2JlWb4C2AsUjHtIRWu7I5yC1JojSBWnI0kSd955J33ppQw2esk2G3i1ZUCkEgsLTnIUEKl+K+nj1MEAeHogd/xb3PyzGPWcu9ZKX1WYSERFp5t6HlnKdqB2dyIBTqeT/fv3L8xAhcWyG7gUeBy4GHhNluUrFEU5OvL4RYs2MkFYIdRBP+o//3py/V5bC7S68bvKcfcN48o0YTEm9nG3srJyzit0d/uDfPlZNx0DQZwZKeze5kp4PIKwmMb3j60MRebk9yOZ6sQPAl8FHlUUJTCjqwkrT+0ROP1sADZs2MCu55vZuiqdcFiloy3Eug0ilVhYYI4Zttk57oZ8p1YcahG8b10Wyts9HG0McPrqaSr3ZTugt2thBiYsBdcB5ymK0gZ8W5bljwF/lmX5/YqivAIzyp4XBGHEaAXVlibQ60Gnh4JiArnF7Pyjm2bPUFKBo9Vq5cknn6S6unpOKnT7g2HueNbNCV8QgOb+IZo9w6y1i89YwvIgpVqgrBIAK0z5+5FoS55k8jyzgIdFACtEqaqqVSYu14oc9AVCVHUGON9po6s9hC1TR6pZpBILC8yeD13t2nrtJKgtjUgLWJl4vBSDjkyHnhePeqffeaTNjnDKyEBbxgOAoig/Bf4NeHqkX/uSyiUXxWyEZafVrf1DhXBIa7V22924B/U0e4YIq9AyEjgmymq1zlmFbnffMB0jASxArsWIM2MGbeQEYYmI9/uhDvoJv/YykV23TUjpjyeZCGMv8LGZD1dYcTratDuW9jwAXmjq59xiK6kGHcebhykoFm+wwsKTUs1gtoCnN7kDW5tgEdbDxjq73ILBL1HVOfW9QinbgdojZmJPIbXAebEbFEX5DVp3gN8AqYsxqMns2LGD7du3i0BWWD6KXGDPPfm9tw+puxNXpglnRgoGHRSnpyxa4OjKNOHKTEEvQb7VyNcvE6nEwvIUryqxOugncvQ1Il//PDz4dehsH0npbx65uRRfMunE5wO3yrJ8OzAmV09RlITKecqy3IjWmicCBBVF2SzLchbwK6AEaARkRVE8SYxLWCTRWVhJ0jLZDjZ4uHFDLpGISvvxEJVniDQXYZFEiztl5SR8iNrSiO6sc+dxUNPLzTOSK5n4xeud7Hq3a/Ids+2jvWKFU8L3gNOBF2M3KoryB1mWZbRWO0tGKBSiurqaw4cPc9FFYrmusPT4fD6qqqqorKzEarVqFVS/uBv1gTugpwMKnFCkBYq7t7lo9gzjzJh+Taw/GE56/Wwikh2HICxF8ap2pxl0Wip/qxvUcRl02bnaDaZJJBPEPjLybzYiwCWKosROkdwO/ElRlAdkWf4SsHNkm7DU1RxhaFUFLbW1WPJK6AmEOSPPQldHiDSrDrNFpBILi2O0zc5I/+LpqKq6JGZijSYdGRl6gl6VN04McGZ+Wvwds7TqxKqqjt5EAvjRj37EpZdeSllZ2QKNWFgIiqL8fIrHngOei34vy/LtiqLcvyADm0I4HOaee+7hwIEDolqxsKRM1v5Gl5mDete3J6zFi/aDnY4/GGbnH924+4bItRq57zIXOZa5K26Z6DgEYamKV7V7o0Wv1SQZH8Da85C+eN+Ua2KT6RP76IxHfZLExBTmq4B3jnz9KHAQEcQuC2rtEf5qy+dH/72T//eNvaxzmNHrJNqagxQ4RVViYREl22anrwd0OqT0rPkbU4LseQYu6c/g8de7OCPPMiZIjZJSzWAwgc8LtvTR7SdOnODXv/41t98u3kJPYXcAixrESjodaiRCfX091dXVbNq0aTGHI5zCQkGVfk+Y9Aw9BqP2Xhrvg/TZ6087GbyOFJ8Zb/zs7XjuvmHcfUNEgBM+rZLwrovtuOtrJxzj8/k4evQoLpdL3OQRThnjq3ZXlDhRv79L6x8LkF8M19yMZEpBWlU+ZQAL0wSxsizfoCjKYyNff3yy/RRF+UmC41eBZ2RZVtGKRD0C5CmK0j5ynhOyLDsSPJewiNTuDhge4vcvvsT73ve+0RQXNaJyojXIhe8Wb8rCIrLnw5FXE9+/tXHRZ2Gj7LkGerpCDATDvHp8gE1Fk/wuZTu04k4xQew111zDTTfdxBe/+EV0OpEJcYpa9ErF5rxShjvdc9ZaRBBmIhRUefHPXrz9EWzpOrZcagPif5CO7Llda61T6ET3pfsnfHiebPY2livTRK7VOFpBuK3HwzVXf5KmY3VjjknkXIKwEo2v2p3W3kLkRKv2oE6PdN0n0a3bkPD5pvuUc13M1zdM8u/6JMZ/gaIo5wDvBT4jy/JFLLGqikJi1JojDJdV8qc//Yn3vOc9tPQPUZyeQndXiFSzjjSrWK8hLB4pNx81iTY7i12ZOFa2w0B/X5jr1ufw+BtaynD8HbWU4ljr1q0jMzOTf/zjHwswUmGJWvS/qZftfIhfKPvEh3NhUfV2h+jvj6Cq4PVG8HrCwMkP0vv37+eJXz5O2tHDcLyZgGSg2icRcE8sJBNv9nY8i1HPfZe5KLAa0evA5m2l6VjdhGMSOZcgrFRjqhIXuaDQCXoDFDqRVlckda4pZ2IVRXlvzNdbpzuZLMtbFEV5cbLHFUU5MfLfTlmWfwNsBtplWc5TFKVdluV8oGOSc18CXBJzLmw223RDOiWYTKYFfy78jTX8TU2lsrKS8vJyWl95k8rCLLqrhygtsy7q/5vFeD6WslPx+YisKsfb1T7h557suRhoP47h9I2kLJHnKTsnwPrsdJ7QeXi9O8xFqyamOfvzC9EPeCeM+frrr+fAgQNcccUV017nVHxtTEeW5Xtivj2oKMrBRRrKsvXND1SKwjPCogoFVY4c9o/e0rFaddgyTr4m0ww6Npr1qN/fhdrWQsBk5o4z/oUWSx7OGiO7V4XHvIbHz95OlmGQYzHyX+8tpdkzTJa+gI8+NfGYRM8lCCudlGpB96X7E+oJG08yhZ0S8b9AerwHZFm2ADpFUXyyLKcB24B7gd8CNwN70NoFHIh3/MgHiYMxm+72ehPop3gKsNlsLPRzET7yGr/pCnP55ZfT09dPW/8QGbphDh8b4B1brQs+nliL8XwsZafi86HqDKhDg/R3tCOZT74pTvZchBtrCb/zCoaXyPOUmSPR0uTlutOz2fuSmzOy9eh1Y7NEI9ZMgm0tE8b8nve8hz179vD/s3fm4W2VV/7/XG22ZS1e5C1esjheIISQhnVCWRMopCSEwO0CM/21dNoynZa2FMrSKdCFFDqltJ2WbrTTdlrgNiHQsgw7lGVYQiEtSWzZ2bzE8W5Zsmxru78/tFiyZVtyZFuy38/z5MF6de/VsbiS77nnnO/3m9/8JtnZUzuvLMZzYyrMZjOKotwx33EcJ/PeTtwy4KEoV0f3kC/lKq0CQSL09/pwOkMZrASr1uZEZmLVEfcENdSW7GLaTGX4kWgd9PLqESdnLzVHzt3xbZBTdRiMCTDlxN0nfKzW1lYqKytFt4JgUSNlG2GSOfTpSPXQ1FR/PEuAV2VZfhd4A/iLoijPEExeN8qy3AhsYJ4FKQTTozr6wemgfu06Nm3aRIcreMHiGlAxGCTMFnHBIphfJEkKiTtN31Ks+nzQeRTKprC0mWNsJTp6On2sW5JLjl7Lq0cGJ240ic1OcXExzz///LQJrGDB8sp8B3DzM0f4zGMHuOXZI9zyTAtur3++QxIsIsZXYc1mDfmFYzUb9ZA9Vg1Vo6HKoqPSakArgUaS+NlbxyacuzFtkAky2T4mk4nTTz9dJLCCRYs64kY90IA64o5Zj+cjOxmprsROOoujKMohYMK0rqIofQSTV0GGoNr3Qs2JfOaznwXgtZZBKq1ZQpVYkF6Ek9iqFVNv19kOBUVIWVlzE1cC5BfqcA768XnhmjU2fvrWMc5eaompxkoFRQT6uuPuX1ZWNlehCmYZWZYvSGS7kNVOzBjQfKECvlB+0Do4SqvDI6xBBHPGoMOPa7Iq7LAb9aFfxaihSh//LLnLa9iuzeLVI05+9tYx/Cq0iXNXIJgR6og7botweF0tLEL94Z0xYmoArqYGrvjSjdibmxMSPUt1EitYDDS9j1S7KvKw1eGh0pJFR5uH0z8o7ioK0oOgV2zHtL2VatthqEgPUacwWq1EfkFQpfjkJbnYjHpeOOhg48q8sY0mqcQKFhwPjHtcTjBP7AUKCXZAtQHT3K2ZH4qNeiqthvkOQ7CIsFi1mC0anM7AhCqsv/UQjFdDPWENAEbg7KVmnmjsj4hVinNXIEiOSLv+OLXvmPXCIujthoAfOtpQD9pR//Rr9u/dh93eiC+gRkTPprJoE0msIGlU+140Z10YedzmGOUUay4ajYTZKmw9BGlCUSm0HZ5+u/bDSOXLZjuapCkMtRSXLNFz9Rob33/1KOctt6DXhj5j1gIYHED1+5G0ooV/oaIoyvLwz7Is30owcf0PRVHcIa2JbxJMaNOGMpOeziEvxbl6vrOxSszECuYUnV5i/YVmnA4/5ih/WABt5fKgGmpHG5RVRNRQwx6wVdU1fOoDxSCp1BTmJH3uTuclKxAseNpbgolqKEGlvSU48xq93tsNhcVBm8CyiuCt2KOt1OVmUWPKpsntTUj0LNVJ7LwLSghmF9U1GDzpolo0Wx0ePphjxViqCc4iCgRpgFRUSuDdN6bdTm07guaDF81BRMlhK9bxj3eGATihyEhVXhbPNDvYVBdUKpZ0OjBbYaAveFdTsBj4MrBEURQvQCiRvQU4Cmyf18iiCKuzVlqFqJNgftDpJfJt8S9xpas+BZKEtLwGKdsY49uaW7qUms/ex7KSfLZfNLlOQrxkNXycxsZGKisr2blzJ6WlpRP29XlVBh1+srMCqfllJyH8OpZxibxAMKuEbXNCN4oor4q7Ll1/O1Jvd+R5dUklpo42dl6xkaYPX0P96jXT3ghKOImVZfkcRVH+Gmf9Y4qiPAigKIrwaljoNO+DFXWRyo8/oHLU6cGfq2JbKQr7gjSiqCwhYSfaD0OaeMRGk1egxe3y4xkNYMjS8PGTi/jOy21sqLaSpQtVYwuLgjeVJkli9+3bh9lsprKycg4jF8wiQwSt6aKt7E4D3PE3nx/G1FkFgvRBHXHj/N5twRGSJZVIoTm8aN9Wx9EjuI4dpi3HOOk8bHTSGz2319DQQGNjI36/n8OHD7Nt2zaefvrpmAtxn1flteedOAcDWPNHOOu83FlJMKNfx2zRsP5Cs0hkBXPCZLY5cdfzCiP7hZ+zlFdxaoJWO8n0fu6UZfluWZb1ALIs58my/DBBmxzBIsHf8A/kx17E4XAA0DXkJT9Li6PXT2GRSGIFaURhEQz0BtWHJ0EdcsHQENhK5jCwxNBoJAqKdPR2B+NfWZhNnS2bJ+39kW2kfBvqJOJOAE888QS/+tWvZj1WwZzxH8D/yrL8x9Df4z8C/wt8fZ7jEgjSn/YWAu2HIeBnuKuLhoag+nDYt1Wn02FdshRz2bIp52Gjk97w3B4E/V+jbxi2tbVFngsz6PDjHAygqjA44MPpmB3l7ujXcToDs/Y6AkE8pGwjUnV9ZBY2rEIcvT7VPomSTBK7hqC68NuyLF8L/AMYANYmcQxBhvP2K39lwBfAarUC0OIYpc5oJNesxZAl5mEF6YOk0wfnRqdI8mg/Erwjr0nPc7ewODgXG+bjJxexa3/fmO1DQdGU4k7btm3j0Ucfxev1znaogjlAUZTfA2cA+wl6sjcAZ4bWBQLBJPi8Kv05FQQqahk2GLn1A//Obfvga08fodkJf1B28Mgjj/DS//6Fuy87ge0Xjc1yj7f8CCe9er0+Zm7PZDKxc+dOli1bhk6no7a2dsJMX1h0StKAJU+H2To77fbRr2M2aya8js+r0tfjw+uZ3ZZmweJFHXET2Pcege03EbjnFgJ33zzBTud4Sbh0pijKUVmWLwfeBH4BPKAoymdTGo0grVGH3Tz5j/1s2vLRyFqrw0O5xoBNVGEF6UjYZqc4vuWM2n4YqWLZ3MaUBLZiHe++OfalX5WXxSmluTze0I+82hZUKO5sn3T/FStWsHTpUl5++WU2bBBOZgsBRVH2AfvmOw6BIFOIbq21nPxVCjYeo+2AHr8KLQ4Pd77YRpU1i+0XnYJRr6U4at/JWod37dpFY2MjdXV1Me3CpaWlPP3003Gfg1jRqbJyKy6Xi74eX8rnVqcSt5qrlmbB4iWiRNwe5cccLfKUIpKZiT0F+APQBNwK3CfL8oPAdYqiDKQsIkHaEmjay1OdDv64eXNkrc0xykqPkcISkcQK0o8xm51JGkbajkAaKhOHseZpGR1RGRkOkJ0TrBZ/dLWNm545wqW1+eQWFBHYv2fKY1x55ZXs2LFDJLELBFmWNwPnAjaixBQVRfmXeQtKIEhDwuJLJUUrcQ4SbOF1QUXjixTVXEqX20dAhUDIE7bxaB/+7iMxYk3xWofXrVuHyWSa1PpjqucgVnRqNudWJxO3itfSPJkIlkAwI8JKxOEEVqOJFXlKEcn00D0P3KsoyuWKojxOsL3YTbCtWLAIePfZ/yU310RtbW1krX3AA8NQKL4ABelIUSl0d076dLpXYiWNRGGRjt6usZbiJRYDZ1SY2LW/L9ROPEW7NHDZZZfx0ksvRebYBZmLLMu3Az8n+Lf7KoLWOhcTHO0RCAQhwhXUbdu28clrr0LHAJLfi9F9jB9bTqZryIfNqKPCYkCngSK9jy984qNs27aNrVu3Ttk6PL69eKb0do8yOA9zq3PV0ixYxJRXQWn52OOCoqAacRLzromQTBJ7mqIoEdN1RVGGFEW5Fvh8SiMSpC1vvPEGmzZcEHkcUFU8ThWzVSNaUQRpSbgSGw81EAjOxFaknzJxNIXFOnq6YsWpPrraxtNN/Qzk5k85EwuQn5/PvffeK+yvFgafAjYqivJlwBP672XAsnmNSiBIM6IrqM3NTeSXtXNm628obvodR4xFBIC+YR+fOa2Eb5xfyWD7QQ4daMLn82G32yOCTOHW4Z07d7Jr1y6ASHIcnewmi8+r8s4b/aASep2Jc6uzRbjVeP35JjZ+uERcvwlSjpRtRProp4MVWID+3qCdzjiiRZ9mQsJJrKIoBydZ//OMXlmQUaijo1xXksuXb/9mZK3X7aNCk0VJqX4eIxMIpmAqm53eLsg2IuWmtzOYLU4SW5Sr55xlFh454gXPKOroyJTHuPTSS7FYLLMZpmBuyFMU5f3Qzx5ZlvWKorxFsL1YIBCEGF9BXbV2DYXX/zurvvAFKvOz0WmgwpJFTWE2WVoNQ+YKckqWgkbH0hUrYwSZwu3BYRudeMrEyTLo8DMYrrxKsGptzpwmk+FWY70hPUUNBZmPtLwWllSBVhe3lTg8N3s8ok/JzMRagDuIP4uT2iZnQfpxsAEqlqHPzY0stTpGqdAYsBWLVmJBmlJUAt3HUFV1YiWy/QikcStxGLNVg8+r4h4KYMwdu+C48iQbX3j8IJcVLaWoryf4R0Kw0Dkgy/IqRVH2Au8D18my3A/0T7OfQLComEx8SVtdz6e03SCp1BTmYNRrqcozsKwkH+nzP8Tkaufea86ZIMgUJpwcNzU1xSgTJ4vFqsWap8Mx4MNs1pBfKK6jBAuLyfxiI4TnZgP+GYs+JfOp+SlQAXwT+B/gGuBGYGdSryjISNSmvUi1q2LWWvs8GP1aIQggSFskowl0enA6wJIX85zadhipPL1biQEkScJWrKO3y4txeVZkvSBHx4bqPHYMnMt1fd0iiV0cfB0Iu8PfDPwRMAH/Nm8RCQRpyniBJbfXz9f/dz+H+4aptGax/aJg/cWo17L9oipaHaVUWtdErHUmO+ZkysTJoNNLbPxwCR3tjgnqwQLBQkHKNk6emJZXwZLKYAI7Q9GnZLKPi4ATFEXplWXZryjKY7Is7wb+Avwg6VcWZBSqfS+ai6+IWevp8lKSa0CrFV++gjQmbLMzLoml/QisOX1+YkqS8FxsZVQSC7DtxAKu27eMrV3dlK2aZGfBgkCWZQ0wArwBEGojXjmvQQkEGUTLgIfD/cP4Q2rErQ4PdbYcIJjIhn8OqxpHqxRHM536cKLoDRpRBBAsWqaq1E73GQyTTDO8BgjLW7pkWc4DOhB/RBc8qtcLh5th5Qkx695ByBP+sII0ZzJxJ7XtMFKaizqFsZXo6On0oapqzLolW8clhl6UrqxJ9owlEAjgdDpnI0TBLKMoSgB4TFEUz3zHIhBkIlV5Bpbl50TmYSuthgnbRKsaH49wk0AgmB4p24hUXT8hgU30M5hMEruHMfGIV4CfAPcD9uTDFmQSf93xEK3GPKScsZNMVVWMoxqWVkz8IyAQpBVxbHZUryco7FSaGS24uabgV/WQKzDhuS0lPnZ7LbQPTp/b/OY3v+Fb3/pWyuMTzBl/lWX5zPkOQiDIRIx6LT/ccgJ3bVzK9ouq4rYNp0q4SSAQzIxkPoPJlNH+lTExpy8C24E8QBisL3Bu//4P+L68OcbDodvhIxct5aUiiRWkOUWlYH8/du1oKxSXIekyQ1l7bC7Wh8kce+Flstn48P59PPj3Qr56dvkkRwhyySWXcO+993LnnXeSk5MzmyELZocjwFOyLD8GtBIx6ABFUb4x3c6hluTdQJuiKJtlWV4GPATkA38D/llRFJ8sywbgd8A6oAf4iKIoLan+ZQSC2cbt9dMy4KEqz4BRr8VoGGsbjkeqhJvG4/OqDDr8WELzrz6vSnfnKDq9OufzsNGxCATpRjKfwYST2GiLHUVRuoFPH1+YgkzAbrcz5HKxdsPFMesHWkcY0vnRaMQ8rCC9kYpKCbz2XMya2n4YqXzZ/AQ0Q2wlOro6fCytHtc6XFDEpvbf8PmidRzuH2FZfvakx1iyZAmrV6/m2WefZfPmzbMcsWAWyAEeDf0c3Uagxtk2HtcD+4Cw39LdwPcVRfmTLMv3A9cCPw/9t09RlBpZlj8C3AN89HiDFwhmm+gEzeH1cduzLXQNeSNCTtMZqqVKuGl8TK8978Q5GMBs0XDGOSbe/KsLp9OB2axh/YXmOUtkx8dy8Zbj//0EglSSzGcwqYFGWZY/CKwlqIYYQVGUu2YUqSDtefwvf+GSEusEZeKeTh9SettrCgRB4rQT03YYMmQeNkxhsZ59e0Ym2gUV2MjpO8oVJxbwx7/3cOu5U7dIX3nllezYsUMksRmIoiifnOm+sixXAJcC3wG+Elq+APhY6OffArcTTGK3hH4G2AH810xfVyCYK6ITtFyzhj+NdtMx5AWgdXCUpt4RejwubAb/tArEqRBuCjPo8OMcDKCq4HQG6Ozwxjx2OvxzJvA0PhbHgJcs0ZQjSDMS/QwmPBMry/KPCf4xOwc4IepfcqY+goziicce5dITapBMlph176BKnk20oggygLxCcLtQR0cjS2r7EaQM8IiNxpirQaeTcA3GzsVKWdmgz+LiMh3NvSM09Q5PeZxLLrmEt99+m+7u7tkMVzALyLJ8ryzLm2VZLpjB7j8gaIunho5VCPSHBKMA2oBwP3o5wXZlFEXxAwMzfE2BYM6ITtBczgC+obHnCrK1/OSNDr705/3c8kwLbq8/6eP7vCp9PT583kQbH4JYrFrMFg2SBsxmDSVleswWDZrQY/MctvWOj8WalxkjNQJBPJK59XM1cJKiKEdnKxhBetHc3Exfbw+nrv94zPqwOwA+qBDzsIIMQNJooLAYeo6BzRZcbDsMGeARO56wSvGEi558G1mOHq46qZA/7OnhjgsqJz1Gbm4u1113HV1dXaxYsWKWIxakmCHgBuAhWZabgJdD//4aGvOJiyzLm4BORVHek2X5vNCyxJjORRg16rloJCZpWQ4dL3xMFEXBbJ7/Nh2DwSDiSMM4YPZiyc4KYM0fYXDAh8mqw+rX0dPvpdhkQFXhmCsoftc2OEqvV0dJQeKttF5PgGef7cQx4MOap2Pjh0vQGxLXRr14iwnHgBdrnh69QcPFW8wMuSDXRFLHSQXRseSasuf89ScjHc7RdIghTLrEki5xyLJ8R9TDlxRFeSmZJLYVGJ12K8GCIT8/nx986Fw09atj1nu7fHTi5dy8+T+pBYKECHvF1p+EOjgAPi/k2+Y7qqQpLNbR0eplee24udjCIujrZsPJK3hkXx97u9ysKjbGPwjwxS9+cZYjFcwGiqL8B4Asy1nAmcAm4NcER3ymKuesBzbLsnwpwblaM3AfYJVlWROqxlYA4ZvUbUAlcFSWZS1gURSlf5KYXgJeilq6PR1snMxmc1rYSYk4JjJbsfi8KnWrs5CkLLLMEnkOG0gqqgp3vtAW2a7IqKdQ70sqhr4eH45+H6oKjgEfHe0O9NkjCXlZhsnKgZFRDyOhK+m8guD7MDIPV9bhWPQGzYI/LzIthjDpEks6xGE2m1EU5Y7x68kksdcCv5Rl+UEgZsBMUZS/Hl94gnSkID+fD/oGkWpOjFnv6PDQoXooyBEesYJ3nG39AAAgAElEQVTMIOgVeyz4oP0IlC+NnSvNEGzFOt7/2zBqQEWKElWT8m2ofT3otRIfXV3IH/Z0850NVRn5OwomR5ZlE8GE9FyC1c8q4GmC1dhJURTlVuDW0DHOBW5QFOUaWZYfBq4CHgY+ATwW2uXPocdvhp5/IdW/i0CQSsbPw/7F38vhwVEqrVl84/wKqvKyaHWMUmrO4lsXVkw5ExuPcBuu0xnAbNYgaYfZuvUK7HY7tbW17Nq1KyUiUAKBIHGSyULWAZcQnImNHrpSCf4hFSw0jraAyYKUNzYKpaoqPZ0+MKniAlmQORSVQlewyKS2H864edgw2TkasrIlHAN+8gqivr4LgpVYgPOWW9m5r489x9ycUpY7T5EKZol+4DDwI+BTiqI0HOfxbibYmvwt4F3ggdD6A8DvQy3LvQhlYkGa09/rY3AwAKF52CFfAL8abB3ucfvYflEVrQ4PJ5YX4h91J318nV5i/YVmnA4/ZquW9/a8M8HLMpViUAKBYHqSSWLvAi5TFOW5abcULAhU+/sTVIndQwF8AbDlCzEAQeYgFZUS2Pu34IO2w7A8Nd5/80HYLzY2ibVBa9AFTauR+NhqG/+zp5s1pUZxs2lhcSfwQYJV1Q/LshyeiX1LURRvIgdQFCW8D4qiHALOiLPNKCCnKujxuFyupNowBYKpGHEH2LPbHZnazjVryPVr0A1CRTZUZgXViOtsOfhH3ezevXtG555OL2G2ahl0+FlZXZewl+V4j9jj3W68961AsFhJJokdAkTb8GLCvhfWnB6z1NPpYzjLT2WeEHUSZBBRNjtq2xE0H7x4mh3Sl8JiHa2HPFRH6cJLBUUE+sZ0fdYvNfOnvb283e7i9Aoxu75QUBTl2wChOdUPAFuBJwnOw2ZENuhyudi6datowxSkBJ9X5bUXnAwPjemOrV6bw5m5RRz+yQ+pOrKHrLfzCNy0Hbcui23bttHQ0DCjc2+8x+qflEc4cNA+pZfl+H0m84RNdDu3188tz7TQ6hiNeN+KRFawWEkmif0GcJ8sy98EuqKfiJLoFywAPB4POp0OtWkvmqtibQl7u3wcw8M/WcWFsSCDsJVAbxeqzwcdrVCeuRMQtmIde952EwioaMJzsQVF0NcT2UYjSVx9so0//r2HU8tNaCapxj777LO89tpr3HDDDXMRuuA4CdncnBv6dz5QB7zDNDOx6URDQ4NowxSkjEGHH3dUAms0acgv1KFtOUDdwbdBDUD3MdR7bqXhw/9CQ0PDjM+98R6rqn96L8vx+0zmCZvodi0DHlodo5FW6VaHhzqbMHoVLE6S0dX+NfA5oB3whv75Qv8VLCD++7//m2/efBPo9EiFxZF1VVXp6fJhHx2m0ioqsYLMQTJkgcmMb997YMlDyp5cuTfdMWRpMOZqGOiL8jnMK4DBAVT/2NrpFSZ0GonXWyZXFVyxYgW///3v8fl8sxmyIHW0AdcDg8BXgHxFUdaHhJsygvr6empra9Hr9dO2YQoE02GxarFYNSCBMVdi/fmmYAWzvApsY9cv9HVRZ86hvr5+xufeeI/VRPxdE91nuu3cXj8N3cMU5eqotGah00CFJUtciwkWNclUYr8GKOPWJGBb6sIRpANPPPEEX7zwbKTc8ph112AASQNdw16KcsVMrCDDKCrFu/vVjPSHHY+tWE9Pl4+C0J16SasFSx4M9AXtdgBJkrh6TRG/3N3JWZVmtJqJ1djq6mqWLFnC66+/zjnnnDOnv4NgRlwJNCiKclCW5TLgZ7Is+4FbFUU5Ns+xJYTJZGLXrl00NjZO2YYpECTKCafkIEmQX6CLtOBK2Uakm7aj3nMr9HVBWSWmmnqefvpp3nnnnRmde+PFnaaaW012n6m2G99C/I3zK+hx+6i0iplYweImmST2PxRF+d74RVmWbwO+n7qQBPNJR0cHzc3NrL/0bBgn6tTT5SMrT6Jca5i0PVEgSFekojK8u19DOuuC+Q7luLGV6DhoH4Vo96sCW1ChOJTEApxSasSapeXlw4NcsMIa91hbtmzhscceE0lsZvB94OKonyHYEfULYPO8RDQDTKbp2zAFgskICyAZjRre/KsrZo40jLOni8bXXqH287dhHnFDeRVSthGz2TzluTed6JhOL8Vt852KRPeZbLvxLcQ9bp9oIRYISCCJlWU5fMWnk2X5fILV1zArgPl34hWkjKeeeooNGzagP7gfacvHY54LijoFqNRkzVN0AsFxUFSK+vrzSOXL5juS46bApuOd/xvC71fRakOVh4Ii1L7umC9oSZK4Zk0RP3yjg3OWWdDFqcZedtllbNy4kbvuuousLPHZTnPKFUVpkWVZRzCZXQp4gKPzG5ZAMDdECyDlGCWG3eqEOVJnTxdbzz+Ppn4HNflWdr34EuYERkjSVXSsKs9ApTWLtsFR0UIsEESRyEzsA6F/WQTnYsOPfwV8CvjCrEUnmHOeeOIJNn1wPfj9ULIksq4GVHq7fXRKHvEFKshMikoBMtYjNhq9QcJs0dLfGzXLmm+LEXcKs6rESJlJz3MHBuIea8mSJZx44on8/e9/n61wBaljUJblEoLCTvsURXGF1sV8h2BREPaDVVVwu1VycifOkTa+9gpN/Q58KjT1O2h8/dWEjh1PdCwdMOq1bL+oirs2LhVqxAJBFNNWYhVFWQ4gy/LvFEX5l9kPSTBfeL1e9Ho9Z9ssSDWrYvwlHQN+srIlWoZGubA0bx6jFAhmhlRUiqrXQ3HZfIeSEmwlQb9YW3EofykogmNtcbe9ek0R332lnQtWWDFoJ967fPDBB9HpkmuRE8wLPwbeBgzAl0Jr64GGeYsoDuqIO6PF0wTpic+rsvfdMT9Ys1nDmeeaGHYHYuZI69Z/kJp8a6QSW/dPZ6OOuKG9BbVu1aTHD4uOJeL9OteEfW4FAsEYCasTiwR24aPX63nooYfIPmyPOw9rK9bR6hCVWEGGUrmcnE9eHxRBWgDYinX0dI5VYqUCG2r/xEosQK0th+qCbJ5uil+NFQlsZqAoyt3ABmC9oigPhZbbgU/PX1QTCdx9czBpEAhSyKDDj8sZymAlWLU2h2yjhnzbmKCT2+unXTXzx2deYOdPf8yuF1/CZDIRuPtmAvfcgvP2L056boZFx3bu3Jk2rcQCgWByxJWLYAJq0140G7fErPV0+liyTE9fk48yk0hiBZmHpDeQdcEmPM6FMcafb9PhGPDj86nodFKwEtvbPen2Hz/Zxp0vtLJxZR7ZumTc1QTphKIo9qkepwUdbagH7ZCVHRHUEQiOl7ANjdMZwGwO+sFGM17Fd/slWzDqtagHGuBoKwT8BNqPoGlvger6uK8hRMcEgsxBXMkIYlAHemHIBWWVkbWAX6W/x8dIVoBSkz6uVYdAIJhbdDoJa76Wvp5QNbbABpNUYgGW52dzYrGRxxv75yhCwaKlZAnqw78icM8toiorSBk6vcSaMyRyCxpZc4Y0wa5mvIpvq8MTfKK8CpZUglaHpnxp8HGS+LwqfT0+fF41Fb+KQCBIASKJFcSg2vdCzYlImrFTY6DPj9GkpWPYQ6VVqJcKBOmCrVhHb7il2GQBzyjq6Mik23/8ZBuP7e9jyOOfowgFixHpo5+GY+0Q8ENHG7S3zHdIggzH51VpPTLAlVddwf/7lMxV8hW4XK6YbaryDJRm+Rlu2UuJwR8ZfZKyjWi+9l00N96F+c4fJd0ZEFZEfv0FF6897xSJrECQJogkVhBL016k2pNilnq6fNhKdLQNinlYgSCdKCzW09MVTGIlKdRSHEehOEyFNYtTy3P5c0Nf3Offf/993nrrrVmJVbB4kJbXRipflFXMqPIlEIQZcQd4+Rknjzz8HvbGydWDA6PDNN5/PQ0/+wqN919PYHQ48pyUbUSqrkfKSb61fdDhxxlSRA5b+QgEgvlHJLEC+vv72b59OxCsxEqTijoFPcoEAkF6kF+oxTnox+sJVQYKbNA3+VwswEdOsvGEfYDB0YkXYocOHeLee++djVAFi4joypfma98VM7GCGePzqrz2ghO3K8CSkhrKSqvR6XRULq+mcsXKmG0bGhpobmrC7/NxoLk5ZRY54Vnc8VY+gtlHHXGjHmgQIwmCuIgkVsAzzzzDgQMHUJ2D0N8LFcsjz/l9KgN9PgqLhDKxQJBuaLUS+YU6ertD1dgCG+o0SWyp2cA/VZrZta93wnMbNmxgz549dHV1zUq8gsVDpPIlEljBcTDo8OMeCt6ky87O5etf+x/OveG/KPjn7/Gd1/twe8duxoUtcvR6fUotcnR6ifUXmll/von1F5onzOIKjh91xI3PvjcmWVVH3BFVaTFbL4iHSGIFPPHEE2zatAma9kJ1fYwFSV+vD4tVi6qBriEv5RaRxAoE6YStWBdpKSZ/6nbiMPLqQp5tHqDP7Y1Zz8nJYcOGDTzxxBOzEapAAARVZBu6h2MSEIEgHharFotVAxIYcyXKTjUxYCrHdewQR7r6aXV4cHv97OkYotkJf1B2JGWR43K52L1794T52vHo9FKMlY9gjOP9PIeTVded18cmq+0tEVVpMVsviIew2FnkDA4O8uabb/KTn/wE9cmHJ7YSdwbnYTtcHmxGHXqtuO8hEKQTtmIdf3/HDeQE24mb90+/j1HP+Sus/Pfb7fzrBwpjntuyZQs//vGP+eQnPzlLEQsWMxNsUC6qwqgX7ZmC+ISroE6HH60RbnqygX0/vZ7hziNYliwjZ9NjfO3pDlpCSsRVVgN3X3xKQueUy+Vi69at2O12amtrhTfsDEjJ5zleslpdP6Yq3dEmZusFcREZySLnueee46yzzsJsNqPa30eqiU1ie6PmYYUysUCQflgLtLiHAoyOBpAKilCnsNmJ5iOrbfzfkQEauodj1s855xwOHDhAW1vbbIQrWORMaoMiEExCuAp6dMjLAXsjw51HIODHfewIu/+xn7aoc6ht0JPwOdXQ0IDdPrlQlGB6UvJ5jrJAik5WxWy9YDpEErvICbcSq+4h6OyAZWNCCV6vyqDDT75NR5tD2OsIBOmIRiNRYNPR2+ULqhP3Tj0TG8Zk0PK5syq5/61j+AJjlhEGg4EHHngAq9U6WyELFjFVeQYqrVnoNFBhyYroLCTa1ilYXET7s1blGaipq8dYshRJq2NlTQ1nf2AVFVFaHUVGHTZjYk2GszVDu9AJiy0FBnqp6j9CpUU/4fOcDOFk1XTHDyckq2K2XjAVop14kfPtb38bi8UCB/bD8hoknT7yXF+3j/wCHVqtRKtjlHVLRJuNQJCO2IqDSWzZSTbo70FV1aDlzjRcsLKAJ/Ye4/HGPi4/Yayt+IwzzpjNcAULHHXEHWwJLK+acPFp1GvZflFVRCjQqNeKtk5BXML+rM7BAGaLhvUXmvnPzfU0nvoI7mOHWbPqBEwmE3dfbOL9Tje/eqeTniEf33yxLaG2VpPJxK5du2hsbKSurk6ccwkQnl+lvQW0WrICAb5TvoK2a79OVbFlxqMBUrYRXU0JktOZ4ogFCxlRiV3klJWVkZubG7TWqZk4D1tYErzP0SoqsQJB2mIr0dHT6UPKygZDFrgGE9pPkiQ+d3opO/b20T3knX4HgSABplMUNeq11NlyIhe807V1JlOlDW/rFBfDGU88f1ajXsvapUWsP+M0TCYTLpeLfXveRecboWfIl3Rbq8lkYt26dSKBTZTw/KoaAJ8XAn5yjh6ibqRTzLYL5hyRxAoAgvOwk/jD+gMqR52emJYdgUCQPljytIyOqowMB0JesYnNxQKUmQ1cVpfPL3Z3zmKEgkVFkoqiU7V1hqu027ZtY+vWrVMmstHbXnTeuTh7hFVUJhP2Zx31DNHRuQdJGzu/H/3/+yuflDEc/QeSxz3jtlZBAoTnVzVa0OlBq4WSJaieEWGBI5hz5rydWJZlDbAbaFMUZbMsy8uAh4B84G/APyuK4pvruBYz6ugItB+BFWMXDp7RAO4hP3kFWjqHvORla8nWiXseAkE6IkkShUVBq52ygiLo64al1Qnvf8WJBVz/5GHebHVyRqV5FiMVLAqSVBSdqq0zXpV23bp1cY8TvW1jczMN3/gy6+76EVJvd9zWZkF64gvpcVisWtacIXHFFZ/gwMEmlMeCrea5Og20t9DQ2Tt2btjtHDxwA8uqa/jFI49MqAq6XC4aGho49dRT5+m3WhiE51dpb0EtLIKjragP/wr1vjtRl1QKASbBtEw1bpIs8zETez2wD7CEHt8NfF9RlD/Jsnw/cC3w83mIa/FysBEqlyMZxtqFe7p8FNh0aDQSLUKZWCBIe2wlOno7fSwpsKH29ZCMm6Feq+Fzp5Xww//r4OTSXHL0wRtWHo+HkZGR4Ny8QJAg0lWfAklCWl6T8EVKuK1zPOEqbVNT07TiO/X19dQurcJ+8CA1phxqRwZR774Zta8HxAV2RjB+DjY7z86Bg034fD7sdjsN77zF2qcfht4uamylrKxeSVNzE36/H7/fT8uhA7QebKY46lyKnrmur69n586don34OJCyjVBdjwSovd14u3txmpdj7jqGIWyPIxDEITJTfbQ1Jd/Jc1pak2W5ArgU+FXU8gXAztDPvwW2zmVMi5WmpuCXPjCltQ4glIkFggzAVhysxJIfqsQmycmluawuMfLQP8ZakX/84x/zox/9KJVhChYB6g/vRFUeSMmxwlXanTt3Tiv4ZDKZeOSRney47Fx2nlWHSStBT2dSrc2C+WX8HGxh8QpyS5eCRoexZCm2p3ZCdwcE/GgH+qj71++x8trvYlmyAp1OR011NbUGKaa1NaZC39gorHRSiK+4khdO+Sp/KNjEC2tuwFdcOd8hCdKZeJ7Ax8Fc94f+ALgRUAFkWS4E+hVFCYSebwOWzHFMi46RkRE2b95MX18fQFDUqfakmG16On3YIqJOo1RYxHyJQJDOmCwafD4Vt7lsRkkswP/7QDEvHnRwqH8EgE2bNvHnP/+ZQCAwzZ4CQRQpThqTEd8x24pZ98WbMBnGlPbRaBJubRbML+E5WEkDZrMGT042Kz9zH/XX/YDqz97H9uqPMawN3lRvKT2BY6oR88oPUPdvP+QHP/8tO86sxfhf34oRFYueua6rqxNWOinkWJ+XO355I/95/6e445c30tknBAIFUzCJJ/BMmbN2YlmWNwGdiqK8J8vyeaFlKfQvGpU4hPYJ74eiKJjNYnYLgr6OybwXr7zyCieffDIrVqxA9XpwHGnGfMppSDnBkr57yI/HM0h5ZR6SJHHU5eOKNfmYzZnRfpPs+7HQEe/HGAv9vSgr9+LSLsPk+EtCv+f498Nshk+f6ePnu7v58dYTOO2007BYLOzfv58zzzxzNkNPG2RZviPq4UuKorw0T6FkLim6QJkp0vJapIrlBNqPQMkSuOJfkAziRmwmoNNLrL/QjNPhx2zV4iFAmc3KsewTAegOZNFiKqPOMMLS6z5P5Zsu2gZHqSjO50MrjGTtOhZ7E6W6PmbmerJ5asHMONrRTMexAwQCPjo6D3D0WDMVS8XcsSA+0TPVmTYTux7YLMvypUAOYAbuA6yyLGtC1dgK4Gi8nUMXEi9FLd0uJPSDmM3mpOwEduzYwYc+9CGcTieqfS+UVuDy+SF0jLbDHgqKgt59qqpypH+EAr0vYywLkn0/Fjri/Rhjob8X1gKVo23ZFHUfS+j3jPd+nF2exZP7Auz4WyuX1OZz2WWX8cc//pFVq1ZNcpSFg9lsRlGUO+Y7jkxHc+Nd8yqkJGUbMd35I5yNe1ELi4LtzUdbhfBMGhMt5qTTS+TbgpenOrTctbGK255tocvtpdKazbLP/Buaqipys41sv6gg4jmc4x8lMImoWLiav9D/Bsw1q06qp7aulqYmOzU1tZy4SszDCqYmPFOdCuYsiVUU5VbgVgBZls8FblAU5RpZlh8GrgIeBj4BPDZXMS1GPB4Pzz33HLfccgsAatNepLpxrcRR87A9bh85eg0mg/D/EgjSHVuxDvteLarTgerzIemS/4rXSBKfO62E/3i+lbMqzWzevJnLL7+cO++8E90MjidYfEgJXqC4vX5aBjxU5RlS7jEp5RiDcRxoQB0/gyWEZ9KK8WJO6y80o9OPNekVGvXce+mySLIafa6EPYcB0Ke2yiOYHpPJxKOPxlcWFwhmm3TwTLkZ+Iosy3agAEiNGoQgLq+++io1NTWUlpYCoXnYmjj+sFHzsMJvTSDIDIwmDUgwVFQDjr4ZH2dZfjYbqq088Lculi9fzuWXXx6ZoRcIUoHb6+eWZ1q49dkj3PJMC26vf3ZeKMUzWILU4vOqtLV4YsScnI6J50I4WZ3uZoeUHbx5EU5gXS4Xu3fvjvEXjrcmmDnJzKwLUoc64kY90LCo/Xnn5ba6oigvAy+Hfj4EnDEfcSxGsrKy+MxnPgOA6vPBwQb4zFcjzw+5/AT8KiZz8P5Gq1AmFggyBkmSsBXr6C09BUtfDxQWz/hYH1lt4wuPH+K9jiHuvPPOFEYpEEDLgIdWxyh+FdoGR2l1eMYqaikk1TNYgtQRrsAOOgJoQiUVs1mD2Zqaqny0tU5tbdBjFpiwlg7J1/h2aoFgKiJWNe0tYCtGumk7mrzC+Q5rzkmHSqxgDlm/fj2XXnpp8EHrQbCVIOWOCbv0dAZbiSUp+CXa6hilUigTCwQZg61YT5+lFnWGCsVhsnUaPntaCT9/+xgev1AnFqSWqjwDldYsdBqosGQl3PHj9vpp6B5OqnI7vjonSA/6e30MDga/WwIqrF6XM6GV+HiIttZpamri3XffZceOHTFr6WC3M+IO8PIzTl5/wcVrzzvxeePqmwoEY7S3BP+pAeg+hnrPrYuyIisGnBYx8VqJe6NaiSFYiT1vuXWuQxMIBDOksFjHPkMFau+rx32sU8tNPHdggB17e/n4yUUpiE4gCGLUa9l+UVXcOcfJCLcgtzpGKc3yc3X5EGtOOjGhSpo64kY9aEf1jiIZsoIKxiKpnTdG3AH27HZH/CjMZg3lVYYZJbDqiDtupT1srdPU1MSKFSu44447aGpqisz219TUzLvdjs+r8toLTtxDwTfCORhspw4LWwkEcSmvAlsxdB8LPu45RuDV59CcvWFRfa+JT8kiRrW/j+as88ceqyo9XT7qV2dHHrcNiplYgSCTMOZq0GkCOPs95KXgeJ8+tYQvPXmYc5ZZqLCI0QJB6ogR5UmAhvY+9u35G7q8Ep799S083t1CXQItoeqIm8D2m+Bo0LdWBVRbCdLXvrsoW/Bmk8kSymi8ngCvveBkeGis4rhqbc6kCexUx4y0VR5thXHq09HWOm63m2uuuQa/348kSdx1111s2bJl3luJBx3+SAILkJObunZqwcJFyjYi3bQd9bs3Q28nqCo8/CsCrzyD5pZ7Fk0iK9qJFylqwA/N+6B2rBLrGgyg0UoYTcEv0IGR4Je9NVvc6xAIMgmbeZTe4dT8EbMZ9cgnFfLztzpRVdHmJpgfXC4XN376Y+y//ys0/uzLDHcewZ9oS2h7S1CZOJqezkXVgud0OmddzCicUAbuuYXA3TdP+t4O9HtjEjejSUN+YfzrjGmP2d4STGCj1aejCIsOrV27ltraWvR6PbW1tWmRwAJYrFos1qAgnzFXYv35JjETK0gITV4h0ic+D1LU+dLRivrWKzGfk4UsACWS2MVKewtY8pAs+ZGlaGsdEPOwAkGmUlikpZeZizqNZ1NtPi6Pn69990c8+eSTKTuuQJAoDQ0NNDc1oQZ8+AY6qaqsRK/XJ9YSWl4VVCYeT28n6kH77AScRrhcLi6++GK2bdvG1q1bZy+RnSahDJOXr088cZvumOVVuGylvONw4zLnoRbGH3sIV2WfeuqpSSv3Pq9KX49vTmdSdXqJ9ReaOfsCE+debCHbKC7LBYkjLa+FssqxBY0W9Q/3R274JHpjKVMRn5ZFwve+9z2ef/75yGPV/v5Ea53O8UmsUCYWCDIR21ILvTlLUQOpuRjTaiSuO72U9wZ0/PGhh1NyTIEgGaqqa8gtXQoaHaayZfxB+RM7d+5MSF1WyjYGW+y+/E34zI0QTnQCAdTf/4TAQO8c/AbzR0NDAw0NDbMqZqSOuFFHR6C0PCE7oxNOyeHMc3OnT9ymsUga8gXY9n8NXPV6A9se/yvO73190gt1k8nE6aefPmkC+9rz8yOupNNL5Nt0ogIrSJrwdxufvw3y8sHvg0AAOlrHxJ8SuLGUqYg+0UVAIBDgwQcf5Iorroisqfa9SGvPHHscUOnt9rF63dh8kvCIFQgyk6xCC9mjbQx0WckvzU3JMWttOXz40ou579M/pL+/n/z8/Ol3EghSRJvDQ+kln6UECevSejzZ+axbtyTh/aVsI9KJpwAQMJlRf3B7cI4s3Fb8jR8s2Dmy+vp66uvraWxsnBUxo5i51NJypOtvR1peE/f9HHEHePGpYww5/ZgtGtZfaJ6wjdvrp2XAQ1WeAWPIIkk9aIc4OV5DQwNNBw7gU1WanMPYm5s5tb0FquuT+h0GHf4JXrVCXEmQCUjZRjRmKwGHY2yxoHjshs+SymACuwB9skUldhGwe/duCgoKqK6uBoKCTTTtRYqah3UM+MnKlsjOGTslWgdFJVYgyEQkSaJw+Ai9Lc6UHvfas5ZjrT2V3/zpzyk9rkAwFeF5WPsDt9L2+P0ssWRhM+qSttoJIy2vBVvJ2EJf14KrUERjMpl4+umnE65cJ4t6yB4UzQr4ofNoUP05TgIbVuJ1DfqDyWJIiTeasAL1rc8e4ZZnWiL/f9U//Rr1vjsntETW19dTu7IGnUaixpxD7cqVM7pQt1i1mC0aJE1qvWoFgjmhvCr4T6OFolKkm+4K3rgL3QTS3HhXjOjZQkHcZloEPP7442zatGls4VgbGLKQCsZmR3rHzcMCtIlKrECQsRRK3bR2B1iZwmPmGrRcfeUV/O5/fscXP/0v6DSi/U0w+0TPw3q6W7iy1MU3X2wLdf0JiG4AACAASURBVAtlsf2iqoQsesJElD3vuTWYwJZVzmuFwuVy0dDQQH19/ayJDZnNZtatW5fy4wYGelF/+5NgCyNAyZJJ38vB7iHcQwHCJdVoJd5w9XXE56fVMYpfhbbBUVodHmodcVoiQ5VWk8nErsceo+Efe6gz5WCqmZkfcHg21enwY7ZqZ6W11+dVGXT4sczS8QWLl3CyGk/FW8o2Rj4viaiHZxKiErvACQQCPPnkkzFJrGqPrcJCSNQpyh92cNSPx69SkCPucwgEmUih0U3/UBaBFM3Fhvm3j1yKq+MwD7+zcCtXgvQieh42t3Qp2SVLJyQ6yaLJK0TzjR+guXH7vFYoXC4XW7dunX3RpVlAHXGj3nNL0OIDQKNB+sin476X6oib3AfuwOxshYAPo5GIoJPb6+erf27gC798kp+9dphig4/hlr2UGPzBG+kR8aZhXIUlE5Jkk8nEqWetx7z6A8f1/3E2Z1NnMnPrcrlmXVFasHCQso1I1ZPfxFmIIk8iQ1ngNDc3k5eXR21t7diifS+ccHLkYSCg0tftY+0ZYyd+m2OUCosBSRJ3CwWCTMRQYMU44mKgz0pBCme7jEYjL7zyOre+2MHGE7wUm/QpO7Zg9pBlOQv4K2Ag+Ld/h6Iod8qyvAx4CMgH/gb8s6IoPlmWDcDvgHVAD/ARRVHm5c5Fn89AzWfvw3XsMOayZeSazFRahznS1U+Os518bRmQuN9smOgKxXzR0NCA3W6PEV2ajYrp8TBZpVg9ZIeeTlw+P43OYeqWL8eyojb+Qdpb0LUdYPWRO3jPb+ED119PtnEtEPT/fWb75xjuPMKhokqKTQbajhzEX1ND4OJHGQKufMOOvbmJ2t4Au3wB5t8cJzniztwWTL59+OaG3W6nNgEv5MlYaJU3wcxQR9yob70yaUdDeJtMO1dEJXaBU1tby1NPPRV5rKpqUJk4qhI70OfHaNJiyBo7HdrEPKxAkNnk2yj0tNHT6Uv5oasKTWyuz+cXu4V3bKagKMoocL6iKGuBU4BLZFk+A7gb+L6iKHXAAHBtaJdrgT5FUWqA+4B75jrmcCXKqI5QVmjFuvxElliycB3ey5fWZNHz2xv56/f/nY9dtS1jq1X19fUR/9LZEF06XuJVip09Xby940Gcv/0JLq+Pbf/XyFVv2Nn2zkGGfIH4BwpVUz/y2t/51HPPId/w1cj/s+FjhxjpDM7UDne30nb4AH6fjwPNzTQ2NgYT/eZmfD4/TQcOpERd+XjtdJLdP9mZ23g3N5JlIVbeBMkTPg/U/7kfNBrQaieIPGXquSKS2EWAXh9VKenpDCoyFpVFLcW2EgO0OEapEPOwAkHGIhUWUehopLcr9UkswNYTCuhwenijLTOTh8WIoijhK5MsgtVYFTgf2Bla/y1weejnLaHHADuAC+coTCA2efrQZVs42uMgX+Nl/0+v5+MfuYqr5Ss5fKAJv89Ho72JPXv3z2V4KSPsXzpbokvhGwFO58xE3sYnU3979WW2nncuV37pq2x79EXeGxiiyTWMT1VpPnho0mRLyjbStOkamtwefAEVe3Mzz7z5d3rdXnJKl1NTW4NOp6NmZTU1NTUxSX2qE/3jtdMZcQd4+Znk9g/P3K4/38T6C83Ttiyn5Hde4PYqggQJnwdqAAIBpI9/buIIRYaeK6KdeJERnoeNbhPu6fJRXRdbdW11eDglRdYcAoFgHsgvIv/YHt4tvQK/X0WrTe1ogF6r4brTS7n39aOsKTUmJawjmB9kWdYA7wDVwE+AA8CAoijh8lkbUB76uRxoBVAUxS/L8oAsywWKovTNRazRyZPj6BGGOg8z0qVyoDmYuLa1tWHIL2G0v4uc4iqMpcvmIqxZwWQyzUoLcXRLan19PTt37kw6SQ4nU01NTdRUV6M+9ABNA4P4VGhyDSNJEjX5VpoGh6ZNtupPXkNtbR1NTU0YS6r4zeFs/tB1gIAKJ/zbD/l2hZs1q04AoLGxkbq6uki8u3btmrA2U47HTiessOweCiauYYXlRPYPz9wmQvjmxnH9zmGP3QVqryJIkHHngXT6Bye2C2fouSKS2MVG0/sQ1Urs96kM9PkoLIpNWIUysUCQ4RTY0Pe2Y7Zq6e/xYStJ/ezqSSVG1pQaefDvPVy7rmT6HQTzSihZXSvLsgXYBZwQZ7NwWWn8XQ8p6rkIsiyfB5wX9RqYzRO9P5Pl1FNPjXibGkuWYi5bRmVeNmpdPU32Rmpq66j+5Hc4eKSFurp6Tq1ditEwdiPFYDCkJI7jZT7j2LdvX+RGQGNjI62trZx++ulJHcNsNvPss8+yf/9+VgZGcX//69SYcmhyDVOTZ+Gsb9/HsytqaTh0mPrlyzD2d6PNsyLlTJypCx/rmTf38F97/UhZRsLdx50eLVWrT6esJJislZUFu8XcHj+H+oZZXljMeeeVTThmNOqwG3/rIbSVy+O+PgT/fywpt2LNH2FwwIclT0dZuRW9IbHGxO7OUdzusY9Brlmb1P7jY5nq3DCbzZH3YUaYzajf+gn+tsNoK5bFfU/S5XMC6RFLOsQQJmWxJHAeTLVNurwnsizfEfXwJUVRXhJJ7CJDte9Fs3Fr5HF/r2+C3Lvb68c56qcoVwi2CASZipSVDYYsbHn+kPp46j/PL730EhvKq7j7737OX25lRUF2yl9DkHoURRmUZfll4EwgT5ZlTSjBrQCOhjZrAyqBo7IsawGLoij9cY71EvBS1NLtM21dHc/OnTtpbGykcsVK+v0GKq0GAht3RqpTmqwcWh2rsBl17G3rpSrPEOkIMJvNM26hTSXzGUdVVVWkilpXV0dlZeWMY6krK0b97s2YtBp2nlWHXZtD3Z33og9VbOqXLyVw99dwHW2FJZVTKj5fcs5Z7Dz2D465vJG1IqOeQr0vJr6wZ2wiVkrhmT6meX2z2czI6BBnnZcbsdMZGR1iZDSx90GnV7FYNAwOBjAaJc46Nzep/cfHMifnRmkl+PwQ57XS5XMC6RFLOsQQJuWxTHEeTLVNOrwnZrMZRVHuGL8uZmIXKC0tLbzxxhsxa2pfDwy7gy0DIcZb6wC0OTyUWwxohDKxQJDZFNgoNDjomaW52JdeeomnHnuEf15TxE/fOoY/xXY+gtQhy7JNlmVr6OccYAOwD3gRuCq02SeAx0I//zn0mNDzL8xdtEHCbbbF+VbqbDkY9drImslkwqjXUmk18B9P2fnCL5/kq39uwO31xxwjGZsSdcSNeqAhY0RNpiN63vbpp5+OtKQma90SGOhF/c5XI1Y6JoOedV/5OpbolsMkZuqMBi23nVVAVlcj6qibUpOe72ycmKC2DHgSt1JKcqZvpnY64dnWsy8wce7FFrKN4jJaIJgvxKdvgfLQQw/x3HPPxaypTXuh5sTYedhOH7bicUmsUCYWCBYGBUUUeI8xOOCfsQrnVGzZsoVHH32UC1ZY0GsknmkeSPlrCFJGGfCiLMvvAW8CTyuK8iRwM/AVWZbtQAHwQGj7BwCbLMtNwJdC26UdYXuWffd/mWe3f47Go2Mju8l4sI5X5wwM9BLY9x6B/e9ldFIbTvrD7YDJ+tJGvGAHescWC0uQxlvphGfqtLppZ+qcTifXXi3z5n1fZOD3N/Ktc2wUGid2ilTlGai0ZqHTQIUla+oRpyReP1nGKxHPpp/sbBG+QRMY6F1QN2oEixvRTrwAUVWVxx9/nPvuuy/2iZCoUxifV2XQ4Se/MPY0aBXKxALBgkAqsCENdGHNP5G+Hh/FZaltKT7llFNQVZW977/PdafXcdtzLZxZaSY/R/xpSTcURfkH8IE464eAM+KsjwLyTF8v/Pdl/LhKqomxZ+lqwX3sMCwtAmLFoex2+9QerNGVvKOtqN+9OVJ5VG0lSF/7Lpq8wpTHP5kH62yRtC9tewv0dI09zitEuumuCa26UrYRzde+m5DPZPSsbsuhA7QebKY4TgxGvZbtF1XR6vBQaTVMKR6XzOsnc26GlYydgwHMFk1CysLpRqTVuu0IaLWoagCWVAXfrzSYdRQIZoqoxC5A7HY7w8PDrF27NmZdbdqLVHtS5HFvt4+8Ah1aXewXcnj+RCAQZDgFRdDXg61YPystxZIksXnzZh577DGq8rLYWG3l1+90Tb+jYEEzlYWJ2+unoXt4QtvvTFlz0onU1QXtWepqayLqtgArq+tYUlqNVqtjSWk11eOrh9FEV/IKbNAXdR73dKLec2vKq1fJVkVTQdLWLeVVwX8aLRSVIt32n5Mm81K2Eam6fsoEEuDEE0+MxLBixQrcbvekv7tRr420kscjugV8yBfgnX7X5F61gNcTSMpeJ56SccbR3hJqr1bB74NAADpaM8ZGRSCYjIy+Xa6qakxrrCDIE088waWXXhrz3qiDAzDQBxXLIms9XRNbiYHIXU+BQJDh5NvgyAFsJTr2vjs8Ky9x+eWXc/XVV3PbbbfxkdU2/v3xQ7zbMcTaMmHRtViZzMIkGaGeRDGZTDz26KNxrUgC/hxu+Pzvae9opnzJSlR/zqTHCVfy1IN21Ad/EfRTj6avK3jRX11/XPFGk3RVNAUka92STIUzUcxmM7t27eLdd9/ljjvu4JprrqG2tjZpn9xoMSeXrZQr37Bjb26e8lgD/d6k7HUsVi1miwanM4DZrMFszUArsfIqXNYCGg8dps6cg0mnhYLijLFREQgmI6MrsU/axfxVPJ588kk+/OEPxy427YOVJyBpxr6AezonijqN+gL0DfsoM4kkViDIdKTCItT+HvIKtLicfryeySsUM6Wuro7t27cTCATI0mn47Gkl/OytY4xOUQ0RLGzCF/6ShpgL/6SEepIgWuxpfBxFxWaqV6yhqMg8bQIiZRuDqt5dHeEVyCsArRbKKlN+0Z90VTRFTPZ+TUaiFdZkY8jJyaG5uTkmiU+KqBbwxqZm7M1N0x4rL18f99ycjLCQ0/rzTRnZSgww5Auw7Z1DXPWGnW1vNOLKs8VtCU9nFpromiA1ZHQlVnm/h0qrgZNLxR3/MKqqct111024mxtsJR6bh/WMBnC7/OQVxH6Btw96KDXp0Woy74taIBCMI78IervRaiXyC3X0dvspLU/9vcuNGzdGfj613MTzBx3s2NvL1WuKUv5agvQnfOEftjAJX/iHhXraBkcnCPW4vX5aBjwxNjmzFceUhNuKO9qgrALp+tuDiVJoV3XEnbKqZLJV0YVGOIlvamqiprqaWoOEOuJO/H2N+n9VV7OS2t4ATQcOTHlDQG/QJH1OhIWcMhGXy8Wjjz5K04GD+FQV+5CHPZd8nHNmYb57tkjUPkmw+MjMT2WIG9Yv4fuvHeXui5ZSahaVQwjOqG3btm3Cump/H83V10Ue93T5KCjSoRmXrAplYoFgAZFXAE4Hqi/YddHT+f/ZO/PwNspzb9+jxbJlSd6XeE3iNYSShECABkKAsgQoS9O6FE56yoG2dOUcWpZAKVshQFsK3ft1OXCALoIQUnYChJ1CE0KAJF6TeI8dr5IsWcvMfH/IcrxIsuxYkpf3vq5csUajmVfjmfH7zPM8v5+X3Pzo+z9fvTKb/37+IKcvtFAg7ifzkmAT/7FCPYrbxY7d1RSVlHH3uz1By4w7e/t5a+ennLbyWLLTUqZlHBMhfem/QJKQFpUBoDzxF7/YU26+f4VDrdM2mQ5kRePJdAbmkyEQxFd/spuyZx/D+Ou7UCZxXEeWOlvyi9jiUyJ6IDCbg9LJEOi5rqmpQav1X0+yLHPH3ZvYuurk2fPQJJh90jSW9QtmL7O6nPi43GSqjs3knjdap00kYi6iDjjg8CEoLh1e1h2yH1YoEwsEcwVJqwVLKvT3kJmti5pf7FgyjHqqjs3gd//uQB3bWyiY84QTywkI9Shu17Co0fovfIGDHb3jyow7e/tZe97n+f6VX2HteZ+ns7c/quMOZHzUh+5AtQ45DY2dQLe3ROxFOhsYay0U63JNk8nEyuwMTF2Hho+rur824tLRkaXOky2TnusEeq5lWUaWZTQa/5S/oaFh8qXb8SSK9kmC2c2sDmIBzi9PpTwzkQffbUcRk6Xg1O+DReVIuiNBa1eHj4wQQWyhRWROBII5Q3omdB8mJU2Ly6ngHoxNr+r55Wm4vDLbD9hisj/BzCES1deRokZN++sxD7SO8wN9a+en9LcdBEWmv62Rd3btie7Ag2V8AhNojRY0GlCHrp+cvFk9mR7uMTxQO/47h8HhcLBjx46jUlJ2emT2tfbS+dGH7Hj3HRwp6UeClJw81H/8KW5B9VxiZM91aWlpXPqvp4NAxl1z/T2ilFgwillfTyFJEt88MZdbX23i7590cflxogdrLGrdp6P6YQddCm63Skrq+L4joUwsEMwtpHS/uJNGI5GRpaP7sI+8wuhc4wMDA+j1ehISEtBqJL61KpefvN7CifkmzIZZqOopmBKRqL6O6ocsK+OB/1hDr5wwyg/0tJXHkpK3kP62RlLyilm9YmnI7U0LY/phA+W1mhvvRf3gLdTHf+9fT6OFSzdAaxNqjEtwpwOlrxv1/puhuxNy8/3/OtqCZrlGlhoP+BQuvfRSamtrgyoAR+J56/TK3PL8Hva3dVH32+8zcLiZ8vIKnvrH3zD196B6BlEfvGPel46qg07U/bUggbSofErn2Niea2DW9l9LicZ5eR4IwjPrg1gAvVbiptPy+eGLBylONbC6yBLvIcUFr9eLXj++302t3YNm/deGX3d1+MjI0iGN6Yf1yiqdA17yLSKIFQjmDOmZ0HMYgIxsHV0d0Qtiv/71r/PVr36V8847D4CyjCRWF1t4ZFcn3z15QVT2KZh5RKL6GkzUKHvMOtlpKbz+4jO8s2sPq1csnVJP7GQIZScjJRph1Wmo25/zB1Y5ebDlUZRp7I2NNqrLn3lVkk3w81uhr9v/Rkcr0vdv86syjwnIxwrqVJ/95ZCWQIH+y1ABboCmPg+NfW4cnU30H24FRaW2vp7axmb/tgadqGMeJMw31EEnyqYboM2fFVfzitBsvH/KgezInut4918LBNPJrC8nDpCapGPj6QX8/oMO9vcMxns4MaelpYW1a9eO6z9TB13+G+EIk/euzvHWOgDtDg+ZRh167Zw5LQQCQVoW9HQBRL0vdt26dTz99NOjll1xXCYftg2wr1OUBc4XIrUiiaSHMTsthUvP/GzUA9gAoexkRpY0Spdd7Rd3miW9sUpfN/abvuEPSG//3pEAFiA9G2lxedDv7C81bhr+nhXmpJAlqcE8b4ORlawjx6THlF1ESlY+Oo2GsqJCyosLAVE6CvjPp/aWI68PzfxzTCCIB3MqWilJT+QbJ+Sw6c1W+gdjI2AyU3j++ec55ZRTkKQxE4f91VC0GEl/JPMSKohtGVKGFAgEcwcpIxN1KBNrSdXicau4nNHpi73gggt4/fXXGRgYGF6WnKDlqpXZ/O6DDnyK0C2YD8xGL81IGA5wF5XPGqEZddCJev9GlI5Wfz+vPEIEMzUjpF+oOuhE/fufQDnSA2wqq2TLli1s3rx5XKY1UB6u0+nIz88nPz9/3DadXpk7t7dwyOElNzOV53+xiSfPO4nN5ekYf/OT4f7XaPjSziryi/znVYDcmX2OCQTxYk4FsQCnLbSwZqGF+95qxSvPnwnTc889xwUXXDBuuVqzB6ns2OHXToeMIquYzON/9f5+WBHECgRzivQjmVhJksjI1tEdpWxseno6J554Ii+//PKo5Z8tMpNh1PHPfT1R2a9AEEtmVbawtQm6Oo+81ur8AlVZuUi3/AxNEL9QddCJ8vYr/gwggEaL9OWrwyoAm0wmHn30UQoKCmhpaWHDhg3jxJ+a+jw097tRVOhyyjjf3M7xeDBpgPbmWZtt9HlVerp8E4qZRYqUaPSXD//PnUjX3TXlUmKBYK4z54JYgCuWZWLUa/nTzo54DyUmtLW1UV9fz+rVq8e9N1bUqWvIWmdcxpYhex3RDysQzC3SsoZ7YiH6JcUXX3zxuJJivwBfDk/t66HD4YnavgUzn+lQtw2H0ytTfdiF0xNd272x2UJ10Imy9yOUfR/5hZMitIiJOvlF/n8aLWTlwu2/RHPDvWh+/GDoAHbTDfCPEVnY3HykES1JoWhpaaGlpSVkSXFRagKFKQa/CnUSFLXtO/JmevaszDb6vCrvvGrn3dccEalyR4qUaERzzHI0S5aJAFYgCMGcEHYai0aSuG71Am54qZEXantZV54W7yFFlX/+85987nOfIyFhdACqej3QtH+UoltXR/BSYoAWm4dLlohMrEAwpzCZwedBHXQhJSaRmaOjocYdtd2dd955vPvuu6iqOuphWa45gYsr0/h//+7gR2sLgj5IE8xtIhX/mQpOr0xd1yB/2tlBq83DwvROfnJWwbDScTQZK8SDTo+qKJBXiHrXb6K+/3AEssbGvm6cqRkhA6KAGq7afqQf0+GTqXEMUvnNy7FEEEiNVZwea+Ni1GvZdE4R3V4dGbIdw8e5ftGojKyQZc0zHVu/jN2moKqRqXILBILpY85eaUa9lltOL+DGlxspTDFwbM7suzlGSldXFxdffPH4N/bXQl4RUmISAKqq0tXpo/IzieNWlRWVVpuHAmGvIxDMKSRJ8mdje7tgQSEmswZFVnE6ZMzm6d+fyWTigQceCPreJUsy+O8DB/hXs4NTiqKwc8GMJpj4Tzi1VKdXpqnPQ1FqQthg1OmV+eE/q6mtqSYxZxHaRCONvS6a+z1UZCZF46uMZqwQj8/r/7+9BbnlIOQWRn8MYZASjejKcpDs9qDvjwvCtTocbi/r36uhbmCQ8htvZcvWrWEfOATsdR599FFaW1tD2rgY9Vpy0k3Y7SpqECXo2YYlRYvZosFuVyJS5RYIBNPHnCwnDrDAnMB1n83jZ2+3zukSth/96EeceeaZ45ardZ8ilR0pJXbYFTRaCaNp/E22c8BLaqKWRN2cPiUEgvlJeiZ0+0uKJUmKeklxKPRaiW+vyuWPOztweqNb7imYeQQydcHUbcfi9MpsfLmJm7c1svHlprDnS3VrDy9vuoZ9v/sfqn93LarbSXFaUuw8z8cK8ej0oNXCggK0BQtjM4Ypog46UT94a3QQrsjUnHQOdU4PPkWlrqEhpNowHMmwr1+/ng0bNkTsQzoXBJx0eonVZ5lZfYYpYlVuwczFbrdHtd1BML3M2UxsgOULklm/NIN73mjl3nOKSdLPnyBNrd2D5qyLhl93dfj7YYPRLJSJBYI5i5SeidrbRWB6lRGnIBZgaY6R5bnJ/PXjLq5emROXMQjiQzBv2FAERIBkFVps7rBZVdehAwx2+K1gBjubuKLQyeUXnorsjk1PakCIR91fC5IECwqQug/7M4xJRgiRAY03Sl836v03Q1eHX+xJ9vfAOjJyGSxbSmlZGQ0NDRM+cJhshn2uodNLooR4DuBwOFi/fj3V1dXT3u4giA7zIqK7sCKNkvREHnqvDUWdH4rFqs/nLycuXTK8LCDqFAyhTCwQzGHSx4g75ejo6vCN85WOFV9bkcWbB200zENP7/lOJN6wMEYEyGIIm1VdduwxVFSUodPpqCgv44JTlmNMOFJxNFZMKhriUiOFeDSpGTM+wxiw3uFwOw6vl509NhwXb2Dgmo188YN6NvzXVaiqymOPPRZ2Mu9wOHA6nZSWlkaUYReMZliITFSmxJ3q6mqqq6sn9DoWzBzmRRArSRLfWpVDj0vG+kn3xB+Ywfh8PpqaIpChb6z3S+gn+//wqKpKdwh/WBDKxALBnCYtc9hmB8CYrEGjAXt/fLKxlkQdX12exe8+OIQsvGMFQQiIAN1zdjGbzikK2xNrMpnY+vTTPPXUU2x9+ulRAdfIUtdLL72UQ4cOjXp9NIGsOugMqUI8/J5rBigUB2PIesfhk1n/Xg1fereaL/7i9+x2+qitr8fn87F//36SkpLCBrCXXnopGzZsiCjgFYyma8DDdc8fjKhkXhB9KisrqaysFA9jZhHzIogF0Gs1bFyTz7aGPt5rmpmlPRPhcrm46qqr+MUvfjHhumrdHqSKI/6wtj4Zg0EiMSn4r7zFJjKxAsFcRcrIQh2RifX3xer5ZJeNQ61eXE4lKlnZH/zgByEfup21OIUErcSLdX3Tvl/B3MCo11KRmTShqFP1YRcaQ1LQDO/YUtdXX311XOnrVFAHnSj33eT/d/v3kT96fziYHX7v/o3Yb/v+zLDaGcuQ9U7NgJs6xyA+VaWmrg6XyxVx3/KuXbuoqamJKOCdqUy3x2ukOL0y/7N1H+0OL7IKzUMl84LpJ9LKC5PJxEsvvcTmzZvFw5hZwrwJYgHSknRsXFPAbz84xMHe2VXG1tvby2WXXUZKSgr333//hOurtXtGiTqFs9ZRVZXmfqFMLBDMWdKzRmViAcqWGkhO1nKw3s2bL9t56Wkb7213sGeXi+aDHmx9MspRZkn1ej1bt24N+p4kSVyzKpe/f9JFjys+GWHB7CYS8aexYlJnnXVWxEFaWFqb/P9UBbo74Td3o2y6wR+wtjb5rWMUGaW10f86hkQyaQ9Y7yy59X5KSksBkGWZ++67j0cffTToRD6w3c7efj48eJhbf/xjZNl/zEtKSmZd5ipaHq+R0NTnod1+JGjNNupjJ0Q2jxhbiTFRIGs2myNqdxDMDOZdJ3ppRiJfPyGHu99o5efnFWNJnPmHoK2tjSuuuIIzzzyTW265BY0m/LMHVZGhfh987fvDy7o6fRQuCn6D7HL6SNJrMCUIaXiBYE4yZLEz0rs12aRl+Sozdrv/uh90Kdj6ZPr7ZDrbvNTtHcTlVDBbtFhStaSkarGk+X/WR6jAefHFF3Prrbfyve99L+j7RSkGqo7NoNflIz1p5t+LBTOLSMSfgolJRSouFZb8IsjMhsOHjiw71DJsGUNeIbS3oMkv9r+OEcG8eAH27t1LUVHRqO8rJRoxf+Z47rjrLq644gpkWaahoYHW1tZxwkwjt5ucpIM0ygAAIABJREFUW8yCdddQX78fAK1Wy2XfvYF6O5Qb5Am9eQMKsJWVlXENFuLp8VqUmsCi9CQO9rjIStZz99nhS+YFU2O+i47NdeblrGHNQgsHewe57+027jizEJ1m5kqiDwwMcOmll3LllVdyzTXXRPahloOQmo5kSQVAUfzlMitOCi4y4VcmFk8ABYK5imQwgMEADhuYU4Kuk5ikITFJQ/YC/fAyn0/FPhTY2vpkWho92PtlDIkaLGlDgW2qlpQ0LYlJ0nCAHOCkk06it7d3eEIdjM9Xpk/fFxXMKwLiTy02d1jxp0RDMouKl5Fo8AcJAXGpQGZxKsGUlGhEumET6r03QXeHf2FuwbDnqWbIA9VcsRSHL3a9jmMn7bt27eLOO+8cFdSO/a4rVqygoqKCurq6kNnpkdvtb2skG0jMKcLV0URCdhFbe7J49rUWilISuO/c4pAB2UxSgI2nx6tRr+Whi5ewt7WbwpTwPsjTScDPdzoeIEzntqJFoBIj3LktmLn4vCq2fpm8vODvz8sgFuCKZVnc80YLf9rRwTWrcuM9nJAkJyfz2GOPUVZWFvFnxpYS9/XIGJO1JBiCZ3CFMrFAMA9Iy/QrFIcIYoOh0/mtI0ZmJ1RFxeHwZ21tvTIH693098qoKqOCWkuqFpNFw0UXXcTWrVu5/vrro/GtBPOYgPiT/29YAorbxY7d/km12WwGjpSM2m0KZotm2MszWMZyshNxTWoG6u0PDVvrSIvKhhWJpUQjlFQOW+z4vCrtbf20tdez9Fj/pD8wQbOkaKfNX3TspB2YMBMVSXY6sN3a2lqMOcVYiiqp/NZDuDoOkpSzEO3Q927u9/B2o51Ti81BA7NgCrCxzIx5PQo9Xb7hY776LDP2fhnzNP4OIsWYoA1pGxUNgp3zgetkOrY1EwPZaau8EMScwL3b1q9w7HHB15m3QaxWI3Hd6jxueKmRF+t6Oa8sLd5DCslkAlgAtfZTpJWrh1+Hs9YBfya2JD1xyuMTCASzgPQs6D4MxaVHtRlJI2G2aDFbtKOqJEeWI3e0eakdKkcuyjmbR/52J1+85PtYUidXjiwQTERA/GnspHrbtm1A6JLR6SozlBKNSMcsD7uOz6vyyrOHuO2eK2g/1EB5RTlPPvEUu99XsfUrJBlhyWeSSEjUkJahO6pgauykHYgoExXITofb7uPWJ7nusTexGfPJSbeg00i0JR4zaj2dBn7/wSGeq+kNqiodUICtqamJeWbM51XZtq2D/l7fqAca88XjNdg5v2DBgmnb1kwt053o3BbMTGz9MrZ+Jew68+PKDUFygpZbTi/gpm2NFFoMLM2ZuZ5ukaKqKtTtRbrsG8PLujt8LK4InWltsXlYuyjy7IxAIJh9SOmZqL1dRCt8DFWObOs9kdVrrNj7ZVoOerDb/OXII7O2aZlaEhLmlc6gYJoZO6net28fS5YsCVkyGssyQ1u/TE1dDW2HGlAUH3V1tezatQ9Hv7/E3uWED993AWC2aDj1c+ajDmRHTtq3bNlCc3MzhYWFR5WJahvUMpBRhqRCj8vHj88oBMA9VC7dMeDlf3cenrBH+aWXXmLnzp0RZcams2TV1i/T3+eLSw/sTGA6z3lRpiuINpYULcZkCedAaMG1+XP1hiDPksD/fDaPn77dyv3nLiTbpJ/4Q1FCVVU6OjrIzT2K8ub2ZkgyIqVnAiDLKr09PtKzkkPuU/TECgTzgPQsfzlxDNHpJNKz9KRnHbmvji1HPlDnRqs1kJkjgljB1Bk7qV6yZAlAyJLRWJYZWlK0VJRVkJdbQntHA2Vl5axYsYSd7yjjJmiOKARXJpOJVatWYbdP3V7Q6ZX5885OAoLleeYEyjISR2VanV6ZV+ptE/YoBxRgJ2K6S1YtKVpSUnX09/li3gM7WaLRbzqd57wo0xVEG51eYvWZZt7ZHlpRet4HsQArFiRz6TEZ3PNmC/eeU0yiLvaTKUVRuOuuu/j444958sknxwmkRIpa++moftjeod6PUOV7fYMykiSRMgtUmgUCwVGQlgmNDfEeRchyZIHgaBg7qTabzcNBW6iS0ViVGer0EievNXGb/sckJmooKzsOk8nE6jNV3n7NjmtEIGuaocFVU5+HVpvfEkYrwdUn5IwrFR7bo3y0YkXTXbKq00ucfWEO7a39cemBjZRo9ptO5zkvynQF0SbRqOH0c0L3bccscqmqqjIAbwIJQ/t90mq13lFVVbUQ+DuQBnwIbLBarTE3DbyoMo2DfYM89F47N5yaN+Ugcip4PB5+8IMf0NTUxMMPP3x0+67dA0uPH37Z1ekjY4J+2EKLyMIKBHMdKSMLJcaZWIEglsy0SbXPq9Le6qLrcC9Xf7OKurpa8nJL+MF3HiUr29+TufZcC73dPmRZRauTSEs/up7YaDFWCbosI7iORqBHeTqIRsmqPkEz40uIZ1O/qUAQbcLdD2OWcrRarW7gDKvVugJYDqyrqqo6CbgP+LnVaq0A+oCrYjWmkUiSxLdW5dI14MX6aXfM9jswMMCVV16JzWbj73//O2lpUxeYUlUVtW4PUvmRTGxXh4/MnHBBrFAmFgjmBelZ0NMV71EI5gE+r9/WzecN3cs01/F5Vd5+xcb2F7rY+uRuamv8QUlrewOt7fXY7Qq2wwNom2rISLSRM7ifzBTvjAxg4UiW9Z6zi4MKNkWDQHZ98+bNM1b9NhoEgne9Xi/6TQWCMMT0cZTVanUO/WgY2rcKnAF8ZWj5I8DtwB9iOa4ACVoNG08v4IcvHqQ41cDJhaFT2Kqqov7xZ5CWgbRqDRSVTDqDKssyl19+OSUlJdx///3odEf56zjcDkiQmQMc8VdKz5ggEyv6YQWCuU9KOtj7UX0+pKO910wBVVV58sknueSSS9Dr46c9IIg+wSxtZhLB7G6mG78qsj+Iz8stY0FuCYc6G8jLLSE/rxRTMngf/yOehn+hw4uqyJCZg3TDJjSpGdM+nqPB6ZVp6vNQlJoQU0sYmHnZ9Vgg+k0FgsiI6UymqqpKA+wESoDfAA1An9VqDWgotwAhLG1jQ3qSjo1r8rlzewu5Jj0L00JYz9TtQW1sQMpegPKH+0GjRVp1GtKqNUi5BRHtS6vVcvvtt7N8+fJpKV9Wa/cglR87vK3uwz5S03VodaG33WLzhA3WBQLB3EDSaiElFfp7ICM79vuXJB555BEyMzM544wzYr5/QewIZmkzUwhmd/P009Of5fOrIkvYbSqJicn86BsPkf76rVQuLkY+3cLeXYP8u2AD2sx1pNQ+jkbxYPB6KfvZbST/6P5hv9mJiIYA0EicXpmNLzcNPfA2hM3Cjgx2Y5GpncvMx+BdIJgssc7EKsCKqqoqC7AFWBJktaD1R1VVVWuBtSO2NWWT5ok43mzmu6u13PtWK7/9whJSksZnDQbe3obh/PUYzvsC6n9cg9xQjeedV/H+/EdIqRnoV59FwilnoMkMP1lcs2bNUY83ISEBs9nMwIFadMcdj2HouNT19ZFfaAx7nFpsHirz0jGb5k42NnA8BH7E8TjCfD8W9swcklwD6IaOQayPx5e//GWef/55Lrroopjtc7JUVVXdPuLl61ar9fU4DWXWEszSZqYQzO4mGj2HOr3EqZ+zMODQsuONTlymBXjPuAPTrvsY6O3E4c5A1YA7KYe/HPufHFa9ABQ5O7ivqQljeeWE+xgpAFRWVs4f/2DFlGwa5TUbqMhKNBzxW5xMsNnU56G53x3WNiewzUiDXYFAIJgO4vJ41Gq12qqqqt4ATgZSq6qqNEMBbgHQFuIzrwOvj1h029HIxU/ESQsS2FeQzI9frOX2MwvRaY5kM9X+XpTdHyBf9g08gTHkFMAX/hPpkv9ArfkU9wdvMvj045BXiLTqdKSVq5HMlqiMNaDCKO/Zhfy5i4bH1Nbs5DMrk0LK6tvdMm6fgkEZxG53R2Vs8WCkKqVAHI+RzPdjoaSkM9DahKZgERD743H22WezadMmDh8+TGJiiCqXOGI2m7FarbfHexyznWCWNrFgZHAW6tHMWLubxYvKKFlcHpXx6PQSBoMOl0eHqgF7cj4Hy9ZRVJSDvlnG5VDow0cfMgxVULUkZdGUnENBBBnWkQJAtbW1/PPJj1m8cNmw1ywcKe1OSRvklLXJeFAmFWyOFXQK1X4UabArEAgEkeL0ytR1DZIXokY3lurEmYDXarX2V1VVJQGfA+4FtgNfAv4B/CewNVZjmogNy7O4+40W/rKzg2+ceMS7VX3rJaQTTkMyjvdelTRaWLIMacky1MuvgT0fon7wJspTj9Cfv5jUNWcjrTgp4lKhSFG7D4PHDUOlzB63gtMhk5oe+o9TS7+bAktCTJWYBQJBHEnPjLlX7Ehyc3NZunQpr732Gueff37cxiGILqEsbaLJ2Ezgr78QPIzV6SU+d2EulcdtZtsLn5BmKWH3+yqrz1KjEnCnpulJNmvot8mokoZ9Cy6k7V8KJ64x8sD2Nqodg3hHFKAVpBpIN2oislgJCADV1taSm11CXm4pcMRrVuVIabetz4e9X6ZD9dLc78bjcrKvcQ81x5pYUZwVcvyR2uZEGuwKBAJBJDi9Mje+1EhTv4d1K8uCrhPLvzILgEeG+mI1wD+sVuvzVVVV+4C/V1VV3QXsAv4cwzGFRauRuG51Hje81MjL9X2cU5qKKsuob7yE5vs/nvDzkl4Py09CWn4Sf/2/R/jdr37FNkMC+r/9AemYFX5BqM+sRNIf/c1erdsDZUtH9cOmZ+nQaEL/UW62CWVigWBekZ4F7c1xHcIll1zC008/LYJYwbQyNhN4sNdFYYhnxTq9hCXFzILs46Leu6tP0JCzXMeL23s5RWNBi4TDriB5JG4+v4C67kHcPhkAg05DWUYSe3fvCmuxMrIPdsuWLezdU013Wx4+j/8LJyVJJBn95hNJyRpcAwoJJg1aI2ShI13r5fXfXctgRxM/fLWMrU8/PS5IHttrW5iSELYEeTIesarLidpQDflF0/5AXyCYL0S7Hz7eNPV5aOn3hF0nZkGs1Wr9BDg+yPIDwEmxGsdkMSVoueX0Aja+3EiBJYElLR9BZjZS4aKIPq+qKr/+9a95/PHHefzv/yCxpATVYUP98F2U156FR37lz8yuWgMVx/nFV6ZC7afjrXXC+MMCNPW7KRBPSwWCeYOUnomyZ1dcx3DBBRdQWFgY1zEI5h5jM4EL05KQ3c6Q6/uFl2LTu7sw04DXotDn8JGKjhSzdrjUelnu+IqucP6oI/tgy8vLecL6FKUlyznuMxr6enzs+ciFy6nyrzfsgITToTAg+fhrXw//fM0/JzjYUMtgRxOq4qM+RJA8ch+PW5/k7nd7JixBjsQjVh10Yv/pLSgtByGvEM2N94pAViCYJGOv0bloQVWUmkBBSgJNYQLZmSMZOIPJtyTw359dwP1vt3Fv0xtkr40sg6AoCrfffjvvvvsuTz/9NLm5/pJkyWRBWnMerDkPtbcb9d9voTz1KPR2IZ1wqj+gXVwxqTJftW4PmhHj6ur0seKk8H8YWvo9LA/yB1QgEMxR0rPiWk4MkJqaOi2CdgLBSMZlAhO0hJN60OmlmPXuGvVafnJuEY3dbvTOQbo7axl0V2LSB590JhqS+cufnqD9UD3HLB2dZRnbB/vkX3eRm3UcZouGY5Yn4XKqQ9lllYBOZqKixahoabV5UIHEnEUk5hTh6mgiObeYwsWlo/Y/ch91dXW8/eEemvvTp6fftbUJpfUgKDK0t0BrE5SEFrFSB53+dUTWViAYZuw1Gg1xunhj1Gu579xi6roHQ64jgtgIOT7PxMX5Gu7tPoV7jzuZSCRJrrvuOpqbm9m8eTMpKSlB15HSMpDOuQTOuQT1UKs/oH34IfB6/XY9q9YgFSwMux+lrwdsfVBQDMCgS8E9qJKSGv7JsvCIFQjmGWlZ0NMV71EIBCE5mhK5SDKBI4ll765Rr6XQpHDpFV+itr6O8tIytmzdOu47+rzqkBgTmC3lJBpGP2gemaVdtKiUVHPJcEk0HFGGNpkkGCpddmpk7KqPfLP/730rUPmth3B1HMS8YCHtbh09h13DpcJjM8GnHr+UN97tmZ5+1/wiNPkLUVobYUEB5BeFXFUddKLcdxO0Nc+5rK3TK9N0yEFmgixUnAWTJly1xlzCqNcGrVYJIILYSXDR/lc5aF7CL3d0cf2peRNmSr/85S+zYsWKiFU4pdx8pM9fhnrhl6F5v18Q6ld3QqLxSECblTvuc77qj6H0GL+oFP4sbEaWDilMP6zTK2N3y2Qlj7cPEggEcxSTGXwe1EEXUqJQDhXMDAKBa0FBARs2bJizJXLVH++mtrYGn6JSW1tD9Se7OeGU1aPWsfXLYX12TSYTW7ZsoaamhpLF5ex+Xx0uiU7L0LH6LDO93T4GBhy0Hapn+TFlWLJSOY0sMvQ+AOq6B/nTjg7ajMeQZ07gTzs6aB3SyNh0TtGofVRUVGAymdh0jimifteJkBKNmO74JfaaPRNnV1ub/AFshFnb2cKwCJnNTaFF2BEJJk+wazQcc7V/VgSxEaIOuuD91/n2zRdzy4dOntjTTdWxmWE/c8opp0xpX5IkQVEJUlEJ6hf+E+r3of77TZRN10Nmjj+YPeFUpNR0AHz7Ph7VD9vd4SMzJ/yvttXmId+SgEYoEwsE8wZJkvwlxb1dsED0pc4nqqqqCoD/A3IBGfij1Wr9ZVVVVRp+d4Bi4CBQZbVa+4c+80tgHTAAfM1qtX50NGMINpEa2dtVUFBAS0vLpErkpjo5C/inWmJoA1RhTqLMlEid3UWZKZEK0/gHSZH06ppMpuHjsvosdVRJtM+rsvO9Lm675wraDzVQXlHO009v4ZgFacN2Wstyk7nv3GKa+z24vDJ3bm8ZVyoc2IfTK1M9lKWdDsscddCJ3NsVWXlwfhHkFfoD2AmytrMJYUcUW2y9duqrOymtzMaSNvN94gP3tBNOOCHseiPvAxNtb672z2riPYDZgvrBG1C2FEN2NhvX5PNibR/vt0TfX1HSaJDKl6K54lto7v9fNBd9BRobUG77DvIDt6K89TK+Tz9EKj92+DNdnROLOvmfqAplYoFg3pGWCd3x7YsNYLPZ4j2E+YQPuM5qtR4DnAJ8p6qqqhK4CXjFarVWAK8BGwGqqqrWASVWq7UM+Cbw+6PZeWAitX79ei699FIcDgcwurerpaWFgoIC9Hp9RCVyobY5EYGS3Xdfc/DOq3Z8XnXiD02RgBKvOujEVFbJY+vP5+dnn8Fj68/HVDY+qxjo1T3ptGSOWT5xYBMoidbKLpS9H9G/u5qauhraDjUgKz7q6mqpqakZ97lA6XV5ZhKFKQZ0GsaVCgcyhjdva2Tjy004vfLRHYuh8mDHHdei3HeTv981DFKiEc2N96K5/p45VUocECELdswF04ut186zLzhoakzn2Rcc2HpDz9ttvXa2v/AR771eHXa9aDLynnbuuedGfE8LR7D+2dmCw+Fgx44dId8XmdgIUFUVdfvzaL50JQAZRj03rsnnJ6+3UHp+IhlGPS6Xi6Sk6D5Jk3Q6OHYl0rErUT1u+PjfKB+8ieT1QuFiAJwOGVlWMVnCP59oFsrEAsG8RErPQu3tIt41GD6fj1NPPZVt27aRk5MT59HMfaxW6yHg0NDPjiF7uwLgYuD0odUewe/dftPQ8v8bWv/9qqqqlKqqqhyr1doxlf2HEiIZ29v16KOP0traGlGJ3FTFTSYq2Z0ulL5u7D/7EcrhQ5BXiPu6e9h08rU093t5K0XPJq2BUGHZ3o9c2G0KZouG1WeZR2WLx2aR1UEnyqYboK0JkzaR8uNvJC+3hPaOBkpLwz8MCGeNM+0ZwymUB0uJxjlRQjySwDHv9urI0PvmfSlxIFO6bOVitAnT+5epvroToyYdrSRh1CTSUN3JilPGZ2NtvXaeecGBWeOvcHy2bYAL1xHzzO3Ie1pNTc20CDbN1v7ZkRlkr9cbdB2RiY2Ehn3g8UDlsuFFFZlJrC4y83J9H++99x5r166lv78/ZkOSEgxIJ5yK9ts3Y/nl4/4AlyNZ2In6dUUmViCYp6Rnxl2hGECn03HmmWfyzDPPxHso846qqqqFwHLgX8BwYDoU6GYPrZYPjDQVbh1aNiUCE6mxWdZAb9fmzZvZsmULubm5rFy5MqJyt1DbnIhAya6kIWr2OuqgE/X+jSgdrTg8Hnbu2cu+T2pptnmRgRabl6Y9deOykT6vSkuTZ1yQPfL9d161886rDt54ycagU/EHg+0tAOjkQdZ88ktu/cH/8sPv/h/Xf/cRDG2tqK7xWc9AlkNxu6jITBoXTGUl68hO1qOdroxhoDxYq5tT5cFTwajXckyOSQSwIzKl/3jy0LRnQEsrs3Eqg8iqilMZpKQyO+h69dWdJGsSkSQJSZIwagw0VHdO61giYeQ9raKiYloCzrH32NlSSjwyoA+FyMRGgLr9BaQz1iFpRsf855Wl8u1f/JXmLb/gt7/9bUgF4ljS1ekjY4JSYhDKxALBvCU9C2r3xHsUAFx88cX8/Oc/5+qrr473UOYNVVVVJuBJ4NqhjGyoWtpgT0Ijqrvt6fKN6zUNJ0QSaW/XWCYrbhIgJvY6rU3Q1YnDJ7P+vRrqHIOUdl1PxXd+SYdbS76ri4L/9yuUnJzhUtlAgGrrVwhMN8YG2bZ+GVu/X4nYOaDyznYHa9YU4s5bRN0AgER2Zj5oUlhUvAzfoI/+Pz6AN0VL45UbKc62YNRrJ+yTcw71ynY4vGSb9Pz4jIKjDrgC5cHGvm6cqRlzpjxYMHUizZROFUuamQvXQUN1JyVhemJLK7PZd8CBWeMXYnUq7pABbzQZeU+bTsucqd5j40kgoK+trQ25jghiJ0C19aJ+ugPN5d8c9947z2+mdvND3PHgHznttJPjMLrRqKpKV4ePimPDqyG7fQo9Lh8LTCKIFQjmG1J6JkrvzLDZOfXUU7n22mtpbGykuLg43sOZ81RVVenwB7CPWq3WrUOLOwJlwlVVVblAIP3QAoxU/yoA2oJscy2wNvDaarXy7nYHKak6zr4wB33CkYe/ZrOZBQsWTOdXCrnNhIQEzObwk+G09GkdyijUiqXYCxdR88kn1A0M4lNVGvY38PNySNUbyPzVr0jyuqC9BWNfN7qyHA53uLHb/RVdqgonrk6jeLFx1DH0evpp7/yYNEsJAPsb61hy/Mncd+L3ONjnAaA0xcBFCTocfV6SB9rQOTu4qfS/aHmjg/ykdv6rREH2DI4qxW5ubmbVqlXD+2k65KDZ5kYBupxenCSw0DwNGRyzmYT8QnQez9FvawpEcl7EikjH4vUo9PV6SU3TjzoXYjmGaLFs5WKqDxzCqEnEqQxy3MrF0z4es9lMflHehOtc9kUbn+xsRFYUlp+4iNQMy7SOYyR93TaqP2mm8jOF4/YTuKclJCTgidN1MpJ4nSNms5ktW7awbt06AKqqqm4f8fbrVqv1dRHEToD61jaklauRkkffvP/xj3/w4IMP8pPfP8o+T2qcRjcah93/9NaYHP4m12b3kGvSow1jwSMQCOYo6VkzopwYQK/Xs2XLFvLzp1ylKpgcfwH2Wq3Wh0Ys+yfwNeC+of+3jlj+HeAfVVVVJwN9wfphrVbr68DrIxbdpirQ3+ejvbU/Zj6swdixY0d8LSWuv5sljY0UffM7NB1ooKysjNJFxSTrNAzkFFBj91Fk1qFJzUCy29HpVczmI8rEGdkKg+4BBt3+zY3MnuZkL0JVoKPzAE8+X0rahp8OZzb329xkn6nhM4oezZ//xnuZx9BizMHjcvLiA9ey9XATpSUllJaW0tDgH1dhYeGwejFAZoJMocUw7A1rcPexffu/p+V4ms3mUfuKJfHc91giGcsR3+Dg/dGxGMNYbE4fDW1uctN1HOrxUZJnwGKc2nWuTZC4cJ2JhupOjhvqiY3X70ebIHHaOZ8Z3n+0xhEooTZqzOyuOcSF6xxBM8RT+d1MpNY+FTX3eF4z1dXVNDU1AWC1Wm8f+74IYsOgyjLqmy+i+c4t497Lycnhb3/7G8WLFnPVlgbabB7yLPHNbPqtdfSiH1YgEIQmLQt6u1HV6CmyToaSkpJ4D2FeUFVVtRq4AvikqqpqF/7S4JvxB6/Wqqqq/wKagC8BWK3W56uqqs6vqqqqx2+xc2Wk+4pmr2kkOBwO1q9fT3V1dVwtJVxaA7cdMJL+1Z9RPNDKA/+xBpPJhNMrc8vx36a530vhkMCTMjS5XHZSBapsGmWZExBxGtkjdqhjPwCyItN0oJ68nga6vBqSchZRlJNKcYb/b/zGFVfT1O9Fp5Fwt1Tj6mhCVXzs37+fRx99NOi4nV6Zpj4PPz6jgC6njzSthyuqvjgnLTpmOrESIYt4PE4fzz7Xh1HWchA3EhL7tC4uvCB1yoGsJc3MilPMM+oBQzSZqIR6qkJXE7UIzEarnUBJcShEEBuOT/4NaZlIReMnWWvXrh3++czFKbxU38eVx8e+fn4kXZ0+cvP1E64nlIkFgvmLZDCAwQD2frBEr1xKMLOwWq3vAKGiys+F+Mx3p7Kv1WeYotdrGgHV1dVUV1dPWrV4uqntcnGgxwUGI66kMnrlBLIZUv0NCDzZvdS09XDD1ZePmlzq9KZxWbhlJ1UMq4wuXrwYSZJoaGhg8eLFdL7wOxoaGihauJhbH/o5SXIuNXaJZpsXBZBVle9ecDK/fLWMhvp6ysrKKCsrY8OGDaP2qzEksfHlpiHdDAObzili7+49U1KBFhw9kfgGx5KGNjdGWYtWklBVv/e4Udayv93N8hIRUkRCaWU21QccwyXUI3tvj2Rp06k+cIgL15kiVkieSK19qmru8STQIxwKoU4cBmX7C0hr10243rllqby2vx+PrMRgVMFRVXUSok4eCi0iEysQzFvSs2CG9MUK5h5pmbq4BbDgf3pfWVk5adXi6cTplfnzzk6UoYKHPAMTz0zqAAAgAElEQVQUGvwqw2N9Qp3tB4L6OI7NwqlyEk9Yn+J//2Llqc1b2bp1K5s3b+aOO+5gf0MDss9H8/46Gu+5EeW+m0hzdmBs34PkdrIwPYmzl+Sy9emnh1VKW1paxu03mK3OVFWgBUdPQIRs9RmmaS8lngoleQacWhlZVZFR/aq/WpnFC8ScMlL8YlMmiot7xgWp/ixt4qgsbaRMdJ3O1us4XLZYPDYJgXqoFZr3I333RxOuu8CcwOL0RN5tsrN2UXwUim19MgkGiSTjxM8l/E9YM2IwKoFAMCNJy4TumdEXKxBMNyaTiZdeeomdO3dOSrV4Omnq89Bq8yAPOnG3N3BZ91sYdisol11N0qLyUd6sijsrqI/j2CxcklHD+2+qDNjK2f2+yuqzTBy/dAmOumrKS0upra+nzKinPDkBR9NBrrhgHXV9NorSM/jrO+/61YX1R1RKg/lHagz+ADvQCxvwjp2KCrRgetDppbiWEI/EYtRx4QWp7G93k5Omo6PXx+IFU++JnUk4HA727t1LUVFR1M/xQAn1WMJlacdic/rYufcwjQdrOXfNMhZkp4a9Tqeq5j6Tmf1nXZRQ33gR6dTPIen1NDY2sn//fs4444yQ668rS2XL3p64BbFdHX5/2InwKSodDi/5ce7fFQgE8UNKz0IVmVjBHMXnVfF5DSw77vi4Za6KUhPIUO28+tC38fQe4semRJ46uRzTg7ej5hWRdOO9VGQOWczog08ux1oBjc3M9rQ70Pzt95gbP+TJk8up+/EtlL38BKbuDnb6tNT12fCp0NTTzf5/vcWxZ4+uLAs1qR0ZYAdsdWajRcdUGdmHHO/MZzRwemXqugZRUVlpmLzNkcWoGy4dXpA+NzKwM6VfdKQl0HFhemJtTh9PPNHKH359JW3t9TyQkcet9/8fBYW5LF2yDFOIhwpz7ToW5cRBUN1u1H+9hrTmPA4dOsRXvvIVmpubw37mxHwThwe8HOwdjNEoR9PV6SMzZ+Igtt3uIStZh14rfvUCwbwlPXPGKBQL5jYOh4MdO3bgcDhisr9AH+krz3Xyzqt2fN74CJgpbhd7fnMt7u42VEWh3u6k1u4CRYH2FmhtGnVsApPLsRPnQBZOp5eGM7OSBkwmib27BvlX4ZW8d/xNJPb1s7IgD/1NP6X2mnsovvWnlKWloJOgLC2FpaetDTrOYPs16rVUZCYdtS/sbCRw/rz7miMu5080rxeb08dbn/Rz59Zm7nqthdtea+F7W/bh9MrTvq/ZRrB+0Xjhz9KWhLX4aWhz09++n7b2elRVprurmbtv+E+aP7Dx3DN9tPe4Yzji+CEimSCoH7wBJUvo1ei5/PLL+cpXvsJXv/rVsJ/RaiTOKU3lxbq+GI3yCIqi0tMVWSY2INYgEAjmMelZ0CMysYLoEshurF+/nksvvTQmgexwtlI5ouYaD6qrq2lpaRl+XbAgj/KyMtDqYEEBjpT0iI+Nz+v/Gw8M90cuXWHE4dajanU4jHnYi5bjyi5g45uHuWUv3POpyl9ffo3Nv/0VW7a/jiUrvsKTs4VgasCxIhrXi83pY1f9AHWtTp57po/ePQqf9aXweW06eiSa+lw098ffizTezLZ+0ZI8AykLFpORccSerqenjfaOBpJVLa9vc2Bz+uI4wtgggtgxqKqK+vrzuE5ay1e/+lXOPPNMvvvdyAQazy5N4a1GW8yfanUf9mBM1pJgiKQf1kOBKCUWCOY1UnomqsjECqJMPLIbgWylJs42P5WVlVRUVKDT6Vi4cCGbn3kGy22/QHP9PWhuvJeag00hj4066ERtqEYddI7LDIJfOEtvGKS9czdu9wBmE6R8+zs0DWpHiTK1S2ZMp6xDO0M0MAJZxplsozIy2x3r82e6r5dOm4d/PttH4w4Pn741SLKqRZIkJEkiBR2p6ChKTaJQuFUMl9a/8MILs8J6xmLU8aUv5XPHLx4hI7MIrUZHbm4JC3JKkCSJJFXD/nZ/Ntbm9PGvvTbe22ubc4Gt6Ikdy/4acDn5zq//yJIlS7jlllsm9F0NkGHUc2yOkTcP2jivLC3KAz1CR5s7oiwsQEu/h+PzkqM8IoFAMKNJzxLlxIKoE0w4KNoE+khlnwGtzh23nsbApLi5uZmM3Dx6fAlYtAkYSyqB0MdGHXSi3HcTtDVDXiG2r98zLjOoTxzkS1VfoLa2lkWLS/nZH/+GNzGRokSGRZnyzAn8aUcHrTa/L/yvvxCZTUe0GNlzWFlZyebNm8MGCo4h39zKysqYBhRj+5Bjef5M5/Xi9Mr8/NV2TlEso+xwAv7gDknm6tVZrK7IRXY7p+srzGpMJhOrVq2a0Q9ZRmIx6rjkzHJO2vYCz257H6dLwSkpJIxQjLY5fTzzTB9m1f8w5tlP+lj0mQSWLjTOCTGu2f8Nphn19eeR1q7jpkL/zSTSADbAurI0Ht7VybmlqZP+7FTpaB+kOEJ/rmabm4uXpEd5RAKBYEaTkg52G6pvbj2VFcws4qWGqdNLpKUbsNvjWyZpMpk4dvlKvvvUHpr73eRbErhqZTblmUmhj01rkz+AVWRob8HsaMVsWYDNppCU5Hcg+HTvkYxdfUM9G594m2OOW8Gmc4qGRZlcXpk7t7cMZ2UP9roonLyGz7QxMstYU1MT1qMy3iI78VIDns7rpanPw37nIEu0RlJVHSoqkgouSSavUsfaslQsRh3GBC32+dE+OWcxG3VYH/4ZtbW1lJSW8ZMHH+fYkgwsRh276geGM/AAJlVLx8cyB/b0ceEFqbM+kJ3do59mVHs/6sf/RnPZ11mSPLWnlsflGnF5FWq7B6nITJrUZxVZxetTkb0qXi/4fKpfZTHw/9DPXi/+dYaW93bLrDg5ccLty4pKq81DgSgdEQjmNZJWCympKD1dkCQqMwTRY66pYU6WAz2u4RLfpn4Pd2xvoSjFwKZzioIfm/wiHJm51NTVU1FWiqWokJMKEnlnuwPXgML7bzpYdlIF5eXl1NbWos8qwpC9cNjTtSIziXKTiquphUKLnha7lwKLgYVpSWEzbk6vTFOfh6LUhKgIOo3MMlZUVITNMgYrq50v59B0XS9FqQnkpSbwfH8Pi5IS+eZns7E5lDljhyM4wsjrZX9DPQZPCxZjDuDvnd0ruYYzsYDfg1bWsr/dPawyPVuZ3aOfZtS3X0FacTLSJAJYVVHx+Y4EnF6vyrrcVN78yEbSYo3/Pe/oYNQ7/DOjlquq/wmgTjf0v15Cp5PQj/hZp4cko4ROpxleZ1W2GY12YlXkzgEvqYlaEnWiFVogmPekZ6F2d0LBoniPRCCYsyxKT6IwxTAcyCpDmdFAwDmWAZ/CF/9VS219HeXdClt8Cp5BBdfAkZJiVfZn7Hbv2cfjLUY6PNphT9dAObKhrZm78xfTctWPKMq2hM24Ob0yG19u4mBHL2ZHKw9sWEN22vTaBY7MMk4UpMWjDH2uYdRrx1sl5cR7VIJoEO56sRh1fP7zqextdOJxK7TU+jAq2uFy45HYnD4a2tyU5M2eBx2zY5QxQFVk1DdeQHPNjRGtP+hSeHe7gwGHgk47OujM0CbQ1u2lI9lLksEfbCYYJIwmzVAg6g9GxwaoGi1TKkE2m/XY7RMHsUKZWCAQBJDSMlG6O0QQK5hXxLrX0pjgDybqugf5044O2uye4YAzGNXV1dTW1+PzydTW11NTU8Oy447HbNFgtyvDYkM6vYnVJ53IiuPlUYGK2nSkHDmp7QAVgx1I+vAaHU19Hg529LLnt9fi6mjki1vKeP6ZrdN+fAJZRrPZHLbvMF5l6HONgFWSYG4z0fViMeo4eYnfrsdW7mN/u3tcRt7m9PHsc30YZS37tK5ZU2o880cYAx5++GHyPAOcZUlFWlg24fqyrLLjnQHyi/SUL00MGnjueMdOW6pnRvWfCmVigUAwTHoWcmszLDs53iMRCGJCvHotjXoty3KTue/c4uGAU3G72LF7fDBdVFJGcm4x/W2NJOcWU7i4NKzY0LhAJb8I8gr9XrQLCvyvJ6AoNQGzoxVXRyMoMo376+NewjsbytB9XhVbv4wligJQNqeP6mYXOiNU5hrnpXevYGLCXS8jH9xZTKagJcQNbW6MsnbWlRrP+7rSJ598kt/85jeUH9qPtHbdhOurqsrHO5wkJmlCBrAA55Wn8mJdL4oaH6P1YLTYRCZWIBD4kT57Jp5X/ona3hzvoQgEMSEelj8jCQScitsV0g+0x5dA2TcfpPJbv6D8mgfplf0PngNiQxMFSwM+hV1nfxnnd36E5sZ7kRInVnMy6rU8sGENJaVl6HQ6ysvL51UJb8D6ZzK+rGOtj3ze6Z3r2Zw+3vyoj+ee6aNtl4+P3xnk5hcbY27hKJjdROo9XJJnoMdro+7ALnq8tnGlxjOVeR3Evvzyy9x99908/quHKOztQDrxtAk/01DjxtansPwkY9jS38rMJPRaDZ90zBzpcv8T4NlxYgoEgugi5RWR+JWvo/zhflSPkKcUzH0CvWN6vT6uvZbhgumi1AQW5qSRuvAYilONFBoiD1oOHTrEueeey/qvXM4XrruRAZ8y4WecXpnqwy5MJhPPP7OVp556ii1btqAxJFF92DXng6ZIJ/ljsfXL46yPpgNbr5333mzg2Wf66KtWSVb92bFUdDjtKs398VXcFswuIn1wp1EGeezhq3jwd1/jsYevQqNM3KI4E5i3Qew777zDD3/4Qx5++GFKm6uRVp+FpA9fatvR5mV/jZsTT01Gpwv/NFSSJNaVpfJCbd90DnvKqKr/5ieUiQUCQYCEM85HyitC/cef4z0UwRxEHXSiNlSjDs6Mh7mB3rHNmzfH3LZlJOGCaaNey6Y1WdzVtJm7t92G4YGbxx2/YMfV4XCwfv16Dh48iM/no7a2lt179oUdR0DQ6eZtjWx8uQmNIYmVK1eiMSSNWj4dgexUsp2xYKrZeUuKFrNFg6RhuE/5aHB6Zd6rPcw/Xxigoy0d05AtSsDb1YGM0SyF7KUWCIIR6YO76upqGurrkIcUjmNdpTJVZn7BcxQYHBzk+uuv5/e//z3HLalEefinaG7+WdjP2PtlPvrAyYmnJmNMjiz2P32RhUd3H6bb6SXDqJ+OoU+ZLqePJL0GU4LopxAIBH4kSULa8B2Uu/4bdcfbSCecGu8hCeYIAZVc2pohrzDi0tZoMxN6LScSYknqbKHiwI5hr1ham6CkEgh9XKurq2luPtIaoE3J5vEWIyuOl0P2UTb1eYZVk0cqJodaPlXG9iJv27ZtytuabqaqhByuT3mydDu9bHy5EXVA4gJtOtqhwFUdakcbkGQWn6DnC0XFoid2jhArgblIRdJmqyL4vAxiExMTeeWVVzAajSjvvAKLypGyckOu73YrfPDWAMcsSyJ9EgbYRr2WU4ssvNLQz5c/kzkdQ58yfmVi8QRPIBCMRkoyovnG9Si/vBNNcWnYe6FAEDGtR1RyxwZiggmC6XDiTCGOa2VlJRUVFdTU1KBLzaHiml/Q4dGGDUCLUhMoTDHQYnOPUkwOtXyqjM127tu3jyVLlhzVNqeLcJP8iQKNQJ/y0eD0yty8rYmOAR96JPrwkarqcChuiip0JBgTOKbYPCuUYgWREWuBuUge3M1WRfB5e1UYjf4nwur259FcfHnI9RRFZee7ThYU6ilcNPkb+Xllqdz9RgtfXJqBVhMd9bpIaO73UCiUiQUCQRCkhWVI676I8sefoblhE5IuvpUjgjnAiEDMkZFDXUc3lTmOGTk5irXtzkRIiUY0N97rD1Dzi0ZnsAPHta0Z0jNRM7KQODIJHfaOdWspSCRsT21QL9Ewy6fK2CzPTAlgAwSb5B9toBHpOdXU56HT4QXAi8qzcg+LE3T88KxMsrOm16tXMDMIVsI+HdUhR3sfmwlVKpNl3vbEAqgH6mDADktXBH9fVfn0QxdaLSz5TOKU9rE4PZEMo44dbfHtAxHKxAKBIBzS5y4CcwrqlsfiPRTBHCAQiDm/8yO++K9a1n/l8kkJ58SKqQr7RBsp0YhUUjmuBFtKNCJdextkZEP3YdSH7hjujTWZ/N6xPzunOGxP7UgCisljA9WRSspH28s6thfZbDZPeVvRxudV6enysefTqStZT+acKkpNoCjVgFaC7GQdN5yex+2XLBQB7BwmGgJzM/U+Fm3mRRCrKMEV+tTtzyGdfh6SJvhTxoP1HroP+zj+lGSko8iinleWxkt18RV4EsrEAoEgHJIkofnatag73kL9ZGe8hyOYA0iJRmrcCrX19TG1tXE4HLz//vsRTeTibbszFaTuw9DdObqkeASBntokryvo+5EynRPjQJZnJmS6QzHSNqe3PZ+ysqkFGiPPqdraWv79wd6QFjyBrPemc4p56IJFrCowi77XOU40BOZm431sOpjzQazT6WT9+vV8+OGHo5arDhvq7veRVp8d9HOHD3mp2zvIqtOS0R+lifXqIjN13YN0OOIjje5XJnYLZWKBQBAWyWxBc9UPUB5+CLW3O97DEcwBQmUdoqVWGwi81q1bF1HgNVNsdwJEpOgcKCnW6sb3zEbyfoTMt4nxSNscny+Jh//8xJQCjcrKSkpKStBpdSzIKaG7JT+sl2yobLhg7jLdD3Vm2n0sVszpnli3281VV13FokWLWLFidMmw+s4rSMtWIZkt4z7nsMt8+C8nKz9rJNl09DcVg07DGYssvFjXx3+uyD7q7U2W/kEZSZJIMYgbpEAgCI9UvhTpjPNR/vwAmuvuDFmpIhBEQjDBkGgKm0y232wmCZqog05sd/2Amro6isqPofdbd1CcbRkX3Li0BhqvvoPigQ6SioqClhyH7KmdBDNZsTQafcwB2xy7XcFs1pCbZ6agePI9gh6Xwlf/40/0HW4iL6cUgyEZu83vJXu0QlACQTBm0n0slszZq0mWZb73ve9hMpm4//77kaQj2VRVUVBffwHNN64f9zmvR+Hfbw1QcWwimdnTJ25yblkaG7c1cvlxmei1sU2AN/W7KbQkjDoGAoFAEArp/C+hVn+C+twTSJ+/LN7DEcxyxgqGREvYBKYWeM0UQRNHXTXrn9pGnd1Fcv0AZYsOsDA3jU3nFA0HsgFvV7/jgIFNiwwEC1GlRONRq0HP1IlxtB6CHK1tjq3XTvWnnRzuSCHdmEbGwvShd1SSkrVH7SUrEIRjptzHYsmcLCdWVZUbb7wRm83Gr3/9a3S6MbH6ng8h2QwLy0YtVhSVne85yczRsbB0evtH8y0JFKcaeK859s3Woh9WIBBMBkmjRXP1dahvvIBa82m8hyOYY0Sz9C0QeD3zzPP85U9PkGhIPqrtTaXseaql0jV2F3WOQXwq9B9uw9FxcNinNUAwD9doMhN7WaNZ5hywzYk0gLX12vnwvQbaDnby7AsODrWmI/u0SCO8XhOTJFafYToqL9mZRLRaAQSCyTIng9iWlhY6Ojr485//jMEwPnhTtj+PdMb54zKT+3YPoqqwdMXUTb3DcV5ZKi/W9UZl2+HwKxOLfliBQBA5UmoGmq99H+XPD6DabfEejmAOEQ1hk5EkGpLpO1TE7vcJ24s4EVMRNhr7GbvdHvH+Ko9bRnl5BTqdjpS8YswLFo7yafV5VVJkLQstBnQapsXDdSYRaXA0U/r/bL12nn3BQVNjOm+8q2LUJCJJ0tDcUkWrlVl2goYz1qWQaJwb0+35qoIrmJnMyXLiwsJCHn300aDvqYcPwYEapG/eOGp50343Hf+/vfuOb6s6Hz/+uZKnbHlkD8cZznBCQxISVkMgzCTMUprTQaEF2kJb+qULCp2UTqC75dcWSvkWfh2cMn6lQFJWwi4QCBCS2EmcZTvDIYltyVvW/f1xrmzZkW3Jli3Jft6vFy/ia0n38dG6zxnP2dfGaefk4hqk/VxPLvJyz4Ya9ta2UFwwdCOjlXWtnFyUvCXthRDJyfrAYqyTlhG871e4vvQdWZIgYtLbusXBnPpWX9dOXW0A2wafr/9rEcNH/MrLy9m4cSPLli2L+j7bt29n69atUe+Lmpuby6P/+hfl5eVMmTGTo+0ZHfu0hirn+uqDXOQdzYQz05g6OjOuxYAa29rZW9tKccHA94aNVSxThJNlmvOOsho8rlG4LYtsVwZNwVZyXKZTIdtjseycUcMmeQ0ZzKUAQsRqeL27omA/vxbr1LOwwkZoDx8KsPXdZk5clkNG5uA1SZrL4tySfNbuGNrtdszameHTWyuEGDrWh64Afz320/9KdCgihSRyxCYv301+QRqWC7xeV7/XIoaqzIKps3HrrbdSe9THkfcDPY7udh8ljDaBDQkl9+MK8zsq1vr9fl544XUO1fiwbWjwB5mQ1nui2djWTtmhJhrb2qM6b2it7Tef3sMtT+2N+n7xEusU4WSY5jyzdByNwWbabZvGYDNnfNBi8pQjnHCye1iNvoZLllFwIWCEJbF2Wyv2K89iLV/VcayxoZ03X2lg0ckevHmD3/N43swCXthVR3Mg8t618eZraae13WZU9rAcdBdCDDIrLQ3X527EXvsw9q7tiQ5HpIj+rluMNfmKJC3d4twLx7P0zFyWnu3t91rE3Nxcvv/97+N2m2uDHTt28NDfNvLKc/4epyl3nyrt9Q5sFlSoM+CqqxU/v+sKWlob8HpduD302E79SUiHeq1td6mYHOUVerlwVS5Tpx7hwlW5TJo2jsVLSyianjds1r92N9hLAYQIZzc3Etzydo+/HxZJ7MGDB6O6nf3GS1A8A2vcJMCsL3n9xQZmlmYybmL8KhH3ZmxOOnPHeXhx99CsMauqa6FIKhMLIQbAGjMe1+XXEbznTuzGhkSHI1JAf5KSeI4Gpme4YirQ05NFixYxZ84c0tPTmTFjFgXeki7TlCPp7yhhpDWh4Z0B+w5UMGZyNYtO9/CddZU9tlN/EtLiggym5CdurW2yJUd+v5/n173AS89tov5oz+ua8wq9LDq1hLzCkbNkKxlGwcXwZzc3EvzJTdi//G6Pt0n5JPbVV1/lvPPO4/Dhw33e1l7/JK4zLzD/tm3eeq2BwlFpTJ89tJV7V84sYM32oZlSXFkvlYmFEANnLV6KNW8h9gN3Ydv9K5QjRo7+JCWJHg0MF0oogc6/45FHGTvOO+Bpyj2dL9L06/DOgNmzZ7PkpHnsa2jrtZ36k5B60t385Lxifnzu1C5b+gylZEmO/H4/F15wEZ+88gq++o0beOjRg70mskKIQVC9F/ZX9XqTlJ5jumnTJq699lruuusuRo8e3ett7T07oL4W5psF6OXvNdPWYrPk1OwhH6VcNCmHP7xxkO2Hm5g1enAqIYdU1rVQJOthhRBxYKlrCP7kRnjxKazTVyQ6HJHkgq4sXPmlBF3RdaSGkq+q+pa4jwb2VmQq0m27FxkKFa9Zerbd731Ee9NTwZxQZ8DGjRs7bttXO4USUrO9XvRFmjzpbuaMGdxrklTw5htvUbFzJ8FggAMHKqg7VEVFmcWiU3sfbY3lNSaE6MPkYphYBPv29niTlE5ir7zySu64444+qwUC2OuexDpjJZbLTdWeVqr2tLHsnFxc7qGfZuuyLFbMKmDt9tohSGJbWTBhYPvkCSEEgJWRietzNxG842bsklKsyVMTHZJIUvWNAR5/ohZPu5syq4mJYw5zwgmTep122d/kqy+xVL6F3iuwhvYRjbfQiOu2bduYMr2EKTNmAmZKnb1rG7fdeivbduzoiL+vdpKENDaBNpv6unby8t247UImTijhwIEKJkwooWBsMSWlY3u9f6yvMSFE76wsD65b7sDeua3H26T0dOJbbrmFlStX9nk7u8GHvfFVrKXncPRwgM0bmzjptBwysxL3559Tks+rlT78LYNbAVAqEwsh4smaWIT1kasI/vEO7JaWRIcjklTFvhY87W7clkWO7ab+0DgeX9PAq+vLep2aGUq+4jmdNdYiU4koMpSbm8tf9UMs+/rvGHXFnfzolSM0+vwEb7+ZrT+4iW3byrts9ROPdopHEa3h4Mihep7+92Fedgp2zZs/les+fzdfuf4vfP7zf2LFWbl9rnntbyEzIUTPrCwPrnkLe/x9SiexSqmobme//CzW/CU0p+Wx4eUGFpzoIa9g6Nd7hCvISuOEiTms21U3aOdobGvH19LO2JyhKVolhBgZrA+ehTW1BPsfdyc6FJGkSiZl0mS1Y9s2lmVhWRa5rkwOHhjPk2sa2fX8Jtp8Q1MkLNakNFFFho4EMmgcPQsyPVTVt7C3ogr2VTInJ5MZOWZKdmirn4FuWZToLXWSRf1RH0893URbqxts8NUHsSwPH7l0PMtPn8Jll45l0rRxPd4/tHa6qKgo5aorC5HqUjqJjYYdDGI/v4bgGRfwxksNTJuZyYTJyZHUrZpVyNrttYNWJKW6vpXJeRm4pDKxECKOLMvCuvw67G2bCb72fKLDEUkoz5PG8tPTaLBbsW2743vObVl4XBm8t7+Ipx6tGZJktj9JaSKKDHUvyFRcUgSTppCbmcmty5Z0bPVTUVEx4JG+ZCqilUg7ymrIcpkdHGzbxp0WwJvvjqrqcHgxriuuuIIHHnggaaorCzESDNmaWKVUEXA/MAFoB+7RWv9GKVUIPAhMBXYDSmsdv+HJLW9jZ2bxzqEp5Hph5tzkqdQ7b1w2lgWba5r4wHhP3B/frJdJnr9XCDF8WFkeXNfeRPCX38WePqtj6zIhQiZOLOCClT42v11NS1uQA++PxuPq3PKtPaOATfsL2PzoIQon7Gb+icWDtlVJKClNZpHWBPu++G3KX36R2QtPYM7uz7F9+/a4jPQNZhEtSM4iR4E2m0MHW0hLtzuKcs0sHUfZLj8eVxbNwRbOW+aJumBX9ynE1dXVSf8aE2I4GcrCTgHgq1rrt5VSucCbSqmngKuAZ7TWdyilvgHcAtwcr5MG1z9JxZLP0NgQ5INn5ibVfqmWZbFyVgFrth8dpCRWKhMLIQaPVTwD66KPEcM9IrsAACAASURBVPzjnbhuvgMrPTlmuYjkkVfo5dQzSwE4XHWI156rpT2jABs6vo+DGfkcPpLPk2saOff0ZkYX9V5EZ7DEWsF4MJK08IJMfr+fD3/88o5iQQ888ABVuyqYk5tNTtrAJtINVhEtGFiRo8Fo1/qjPrZtqaG+djSNjWZ7pKVne0lLt8gr9HLhKqgoq6GkdFxMnSihaerx6lgQQsRmyKYTa60PaK3fdv7tB7YCRcAlwF+cm/0F+FC8zmkfruHAkQz2BqZw4mk5uNOSJ4ENOXN6Phv3N1DbFIj7Y8tIrBBisFlnXgCjxmI/8pe+byxGtNFFYzn30nF8YGIVTcHOacahNbMeVwavPedn1wub2PB87wWg+ivQZnPk/QCBtq7LeHrapzWSWG47EN1H+qp2VbDoqQfx/O4HBG+/Gbu5cUCPPxhFtKD/RY4Go13rj/p4fI2fqspR+H02dhB8viC+us41wNFMHY4kUWunhRBGQtbEKqWmAQuB/wLjtdYHwSS6QNy6YOvWv8J7cz7FiaflkpWdnMt/czLcnDrFyzMV8S/wJJWJhRCDzbIsXJ/+EvZbr2K/83qiwxFJLt2bw/Qz5rNqlYfRo/fR2C2Zbc8oYNO+IvbtNwWgytfFb81soM3m5Wd9vOJUoQ1PZGNJvIaqEu0xBalys2FfJQTbYX8VVPe8f2Ii9be682C0646yGjyuLNwds/BsvF4X3vz4JO6JWDsthDCGfJ9YZyrxQ8ANWmu/UiqqqkZKqeXA8tDPWmu83p57zZrqm9nQMJ/FJ2cyZWrhwIIeZB9Z6OJ7/9nBlSdPxe2KfbQ4IyPjmLZoCQQ50hRg9sTR/XrMVBapPUYyaY9O0hZdxa09vF4CN3yXhl98l9zS+bjG9FzNM9kppW4N+3G91np9gkIZ1vIKvSw99zjqj/rYtGEvdQdyaHfngsvdMc3Y48qg/GARex89wNLzCvBMGD2gc9bXteOrD2LbnaNxoT1fY5ka2tdtw/ccHYjQSF95eTlz5swhJ81FcNIUk8BOLILJxQN6/MHSPe5oE7zBmJ4bvua1MdjMeWeNoWB0WtTrXoUQycsarMq4kSil0oDHgTVa6187x7YCy7XWB5VSE4B1Wuu5UTycvW/fvoi/aG+3efXf1Yx+/z3mfqbvfWSTwdfW7Objx49hyeTYe/O8Xi8+X9dpV7uONvOLl/fx2wtnxCvElBGpPUYyaY9O0hZdxbs9gk/+E3vTm7i+/iMsd2K3MeuPSZMmAcjV7cD0+N3cmzZfA0e3VrJpq0VDpukE6ahhYdtktB5l/owGxi6YQbo3p8/Hi/TaDo3E+nzBLusiQ/x+f5+JV2jNZlFREdXV1cfctuMc9UG8eS5WXDKR5pb4VV+2mxvNCOzkYqys6GtpJNNnX2+xRPMcxKr+qK9jzevk4kkp0Q4jKYaQZIglGWIISZZYkiGOnr6bh3ok9s/AllAC63gM+DRwO/Ap4F8DOYFt22x6s4mMI9XMOaFgIA81pFbNLmDt9qP9SmIjkfWwQoihZq28DLt8E/a//471oU8mOhwRRil1L3AhcFBrfbxzrMfdAZRSvwFWAQ3Ap0M1LQZLujeHcSeVcvrcBire2MnbB8bhcZnlMJZl0ZpRyJtVhWRV7Oe4kqaok9lwaekWS8/24qtrx5vvPmY0rq8KxtEULOo+2ltX20Zmdkxh9srK8kBJafweMMnEUkW6/qiPHWU1zOyjIJNZ8yozcIQYboZsoahSailwOXCWUmqjUuotpdRKTPJ6rlKqHDgH+OlAzrNzWwt1BxtZsP0+rAUnDjzwIXLa1DzKDjVR42+Ly+NJZWIhxFCzXC5c13wF++VnsLe+k+hwRFf3ASu6HbsZszvAHOA5zO4AKKVWASVa61nAtcAfhirIdG8OpWfN5/xVHiaM3kdmax3YNlgWWBbNmaN5s6qIFx+pYt+Lm6h5fWtMa2bT0i0Kx/RvOmk0azbz8t1481xYLlMFN79AKnYPhn27a3hiTSN794zi8TX+QSkCJoRIbkM2Equ1fhnoaX7ZOfE4x8H9bVSUtfDBun+TftpZKTWdLSvNxRnT83lqRy2fXDjw2laVda0sLZaeRyHE0LLyCnFd9WWCf/4lru/8EisvuWsSjBRa65eUUlO7Hb4EOMP591+AdZjE9hLMvu5orV9TSuUrpTqKMA4FV7qFq7CJRTO8vPvSYZoyRwEmkQVoyBzHm9Xmtllb+z8625fw9a3RrNnsPtqbnuGiuSWuIY149Ud9PP+KTY6z57DHlUVFWY2MtgoxwiRnyd5+8NW38/ZrjSxe7CL7zaewlp2b6JBitnJWAc9U1BIIDnydslQmFkIkijVvIdYHzyZ476+wg8FEhyN6Nq7b7gChilyTgcqw21U7x4ZE+FYrl193DYvP87J4cjVZLUfADpr/4JjR2fWP7GffS4NXzTgrMyeqLVUGMtrbXWNbO2WHmmhsaz/md3ZzI3ZF2YC32kk1O8pqyHYSWNu2aQq2UlKausXkhBD9M+TViQdDa0uQN15sYN6CLArL/gMfWJySvf9T8jOZnJfBa5U+lk7N6/fjBII2NQ1tTM6TJFYIkRjWxZ/AvvMW7KcexVp5WaLDEbGJlH1F7F2NdeeAaGzZsqXLtN0DtUc46fwPMr2+gZp3K2hrCfDu1iANmWMJH501ySxk7TxAyVlBZpWMx5PR/xlZhw624PPVYdvg9wVpD2QycWIeEydOPOa2Pp+PLVu2MG/evC5//0AqgDe2tvPttVvZfbSJaYXZ/PqSuR1/j93UiO/ObxGs3o1r8jRyv/8brOyeCz0lU2X2aGOpPVxP2aZKSudPoWB05zXRgsUzKNt1AI8ri6ZgKyvP9jC5eFJczz0UkiGWZIghJBliSYYYQpIllmSJI9LOASmfxAaDNm++2sj4yekUTU0neO8aXJ/6UqLD6reVswpZs712QEnsfl8rYzxppLuHzUC7ECLFWG43rs/eSPBHX8WedRzWMC5Gk8IOhqYJO7sD1DjHq4ApYbcrAiKWHHa2IFofduh7A61kWVxc3GXa7pQpU0x1TAvyF0wHYNncBg69vZPNOz00ZxYSnsw2ZYzilReb+dkb7/KDFVMZ7el7XWqo6nBpaWnHCGtautlT1OcLkut14U5rwedrjXjfngo+DaSyZ9mhJnYfaaLdhj1Hm9hSfZg5Y0yVKLuijGDVbgi2E6zeg698c6/vsWSoMBoSTSz7dtfwn+f8HK3Zw2vvtPKRS8d3FG9yZ1hcuCq3o+JwXmH0f1uqtcNIiCH03luyZElC44DkaI+QZIklGeLwer1orW/tfjzlk9jNG5twuWDe8VlQ9g6kp8PMaHboSU6nTPHypzcPUlXXQlE/qwubqcRSmVgIkVjW6LG4rvgiwXt+hus7v8LKiU/1ddFvFl1HWcN3B/g0nbsDPAZ8EXhQKXUKUDuU62Gj2Wc03ZvDpGXzGbvw2GTWsixySaO10eKWp/ZwzeJxZKa5mD0mG0/6sSOzPSWhfVUzDolU8CnaCru9KS7IYEp+JlX1LRTlZXZdIjS5GFJgz9hY1B/18d7b1bS2trOrOpvf//4z7D9QwcQJJcyZ9muWnjW/47ZScXh4CH/vlZaW8vDDD8dtayUx/KV0Ert7RwvvHwxw2jleLJdF+7onsZaf37m3XApKd1ucU1LA2h21fGbx+H49RlVdK0UylVgIkQSsRadglb1L8P7f4rru5pT+fE5lSqm/Yab9jlZK7QW+h9kN4J9KqauBvcBqAK31k0qp85VSOzBb7Fw11PFGu9XKMcnsLg8NGYXU2u3UEqCtwebHL+wjHYuZmRmcO7OQwtFuSid4OhLa3pLQ0PrW3oQKPm3bto3p02dSMmP2wBsA8KS7+cl5xc6WeRldEnAry4PrGz/t156xyaj+qI9/r/HjdZnrnrqat9l/oIJgMMD+AxW0u2oTHKEYDOHvvfLy8rh1AImRIaWT2PL3mjnt7FzSMyzsI4dg23tY13wl0WEN2Hkz8/na2j1csWAsmWmxTwmurGvlhEnxrdAohBD9ZX3kKuyf3oi9fg3WmecnOpwRSWv9iR5+FXF3AK319YMYTtyFJ7PV5Qf4WTW0N9hgQzoWF7pHMSqQRkOZTRXN3J1xkKtOHM/8CZ6oqg735Vvf/A6bNzYzfsxxvPOazdKz7bgUdvKkuzumEHeX7HvGRpqi3ZMdZTXkuEZ1dHJNmjCLiRNK2H+ggpIZMzhhyaKhCFkMsfD33pw5c/r13hMjV0onsYtP9ZDjdYocvPAfrFOWY2XFcVfxBBmfm8Hs0Vm8tKees0sKYr5/ZX0Ll8wdNQiRCSFE7Kz0dFyfu4ngT2/CLinFKp6R6JDEMJXuzWHakhJ+v9TDW3sOcfcbB2ithwLSOhKkfDuNQJPFj1+oZnxOGt86eQzfu+UXBF21nLBkUUzTGcOnQ04YV8LXr38Any+Ir669zxHc4ay3dcKRzCwdx9ZdfryuLAACGWncftvPcWf7Y35OROoIXzogI7AiVild+WfMeFOswQ60Yb/0NNbyVQmOKH5Wzipg7fbYp8+0B22q61spku11hBBJxBo/CeujnyF4953YzU2JDkcMc54MNwsm5HDnymlcs3QsfiuAbdvYtk0dAWoJAHCkoZ1161t5v6aI6n2z2bDZR31jIOrzhE+H3H+wgv01O/B6XXjz47dPfSpupdN9ivZbGzby6gsVvPruYeoa2o65fV6hl4tW5TJ2/EHGTajhwlU5nLlqEacvXyYJ7DAXWjqQDBVwRWpJ6SQ2xH7rVZg4BWvilL5vnCIWT8rlaFOAnUeaY7pfTUMbBVlusvoxDVkIIQaT65TlWCWl2H/7Y6JDEUnM7/ezYcMG/H7/gB/Lk+7mlGl5XHxRIeMWuMmda/FqZh1tzo5BhaRRYKXjtixyXBnU78riiX/X8syGWl7dUt9nQhuaDpmens7s2bP5sFrA0rO9cZlKDCaBDd5+M8E7biF4+800+vw97hubTCZPmMzkScWkudMoLppKxc7JHNo3ikNbXDz4j6qI7ZpX6OXUM0s5ZfmcjkrEQgjRk2Ex18Ve9ySucy5OdBhx5XZZnOeMxn7h5AlR308qEwshkpn1iWsJ/vCrBF9dh+vUMxMdjkgysU5DjVaeJ41T5pqt606Z5+W9g4386c2DHPUH8NsB8sKmG+fYbhp32DTSzhObaileks6i4tyIlY2jqaQ8INV7YV8lBNtpqqnhW89UUdlk9pX/yXnFEWNKpECbTUXZ+7y1yc2Xr/07+w7uYPz4EnKycjvaNzvoZuf+FhaWDItLUCFEgqT8cJ1dtQvePwgLT050KHF3bkkBL+2tj6nHtVIqEwshkpiVmYXr2hux9b3YB6oSHY5IMpEqBcebJ93NSUVefnX+dH64ophTTwrSEGztmG5sWVbHfzm2m11vtPGDx6rYebCJ18t9vFXp6/K9HJoOOSjTXkNb6bjT2Fs8n8omaLehqr6Fyrpj96xNhECbTc2BNqp3t/Dck3WUb04jx5VOdnYuJdMWdiSwofZtcrUzY+LQdbbHc2RfCJE8Ur4bzF63Buv0FVju5OqNjIfC7DQWTshh3c56LphTGNV9qupbmDc2tUvtCyGGN6toOtYllxP84524vnknVrp0vAkjHpWCo9VR+XdMNmNH+Xh7Yw3Vh/LJscO2srEs8mw3J7fl8c66JiwsagnwsHWIM2d4ycnJ5LhpHvI8g3M5Fb6VzrRxRUx54VDkfWOHUKDNpr6uHY/HxdEjATZvbKSpY7mu3THiattmynY7NpYNTcFWJpXYXHjqNFzB2JZKRRJN9ePuI/tPP/30gM8rhEgOKZ3E2o0N2BtexPX9uxIdyqBZOauAP22o4fzZBVHtr1hZ18qKmdElvEIIkSjWGSuxy97B/uefsT5xXaLDEUli0Kfn9iCv0MvpZ3mpbwywZU8j/oYghyoCZNtuXIDbsrBtk9SOstM42S6ksYKOKcdjS9LI8bgGJaENbaXjAX5yXnbEfWMHW6DN5sjhAG3NQcrea6axwcaywMlTw6PtSF4bgq1MGn2YWXPGcHC/j5LSceQVevHmpOPzDSyJjXbaefeR/a1btzJ37twBnVsIkRxSO4l9dR3WvEVYBcN3O5n54z20BW22Hmpi3rjeR1ht2zbTiaUysRAiyVmWhevK6wn+4CvYWzZizZN9IIURmp6bCOFrZ+vnBXhnZwN7trSRG3RjOyOKLujSqRy+hvaxTbUsOyeXI40BWhttTpybFdd1W73tGxtPoaQ1GLBpD9hs3dQUNtpqHJvAGlnZFqNGH2H2cWPJKxwPwKRp4+IaX6Rp55FeM91H9iWBFWL4SO0kdv2TuD75hUSHMagsy+rYbqevJPb9xgDZ6S5yM4bf1GohxPBjeXJxffUHUDgm0aGIBIlmSmii5HnSWPaBfBbMCLBzfwvjC9PYsdvHnrIAea7ONZ3hCW2u7eb2/1RzkiuPAtL4x7vVXHhB/qBNN46H8ITVnWaR7XHx3xf8NDX0kKWGWOAUeSY7G+YuyCYjy0XhqDTS0mPf4z4W0U477z6y7/V68fl8gxqbEGJoJO+najRcLph9XKKjGHRnzcjnwffep645QH5Wz0+ZqUwso7BCiNRhjY2++roYXgarEnG85XnSOirpThyVycxx+3nqPy8wasYC/DW5HWtom5sbKD9QRtvYCRTkjMJtWXjaXXGpxGs3N5pKxZOLzfTiGLW1BjnyfgCPx0V9fTvBgLNeNcIoa+Rpwl15PBYnn5FLU2MQLJzENT7bCkUjlmnniRzZF0IMnpROYq3l50e1TjTVeTPdnFzk5dmddXx43ugeb1dZ18oUqUwshBAiBUQ7JTSZ+P1+rrzqyo7E+/6//pM9h128f9jHbV+5nKMHduEZP40l19/P+Kx8Gt3BqCvx1h/1saOshpnO2tGQRp+f8t/fRcuRo2R6c5h97XXkjBlLY1s7e2tbKS7ofX1sc2OQdWsO4K9vjypB7en3x462WuTmJW7mlySnQoxsqZ3Enro80SEMmZWzCvjFy/v40NxRuHpI3KvqW5hRmDXEkQkhhBCxG8pKxPHSPfHeV1nBKYsXs2HDNnw1uyHYTuuhPeSNr2JSyWiWlI6NqhJv/VEfj6/x43GNomyXnwtXmWJTjW3tfOPpKvZOuhgmmdsW/6uMWz+cyW2vHO7YG76nPWMDbTYvP+ej0Zka3FcCC2aSWzAI2R6Ye3w27jQLd5o15KOtQgjRm9ROYvsxpSZVzR6dhSfdxTsHGlk0MSfibSrrWjljWv4QRyaEEELELlGViAeip8S7+/GLli0kNzc36kq8O8pq8LicKciuLCrKalh0qpe9ta1UNWHm+DqqMkaxYes+Kuu67hkbqeBTfV17RwILdFnHGi58lNXrddPUGMSb75akVQiRtFI6iR1JTIGnQtZsOxoxiTWViVukMrEQQoiUMZRTQuNRRKqnxHugCfnM0nGU7fLjcWXRGGympNRU8y0uyKAoP4O9da0dw6hFbUdZMvd4njx6uM89Y/Py3eTlu/DVB8n2WJx8ulnH2t7emclGGmXN8sSzprIQQsSfJLEp5PRpedz/dg3vN7YxxpPe5Xd1ze1YlkV+plQmFkIIIcLFs4hUT4n3QBLyvEIvF66CirKajv1UwWypc/uKqWw/3ExLQyOZdYeZNWshHm8uPzkvp889Y9PSLZae7aU9kIk7rSUh61iTuQK1ECJ1SRKbQrLTXSybmsfTO2r5+PFju/xub10LU/IyRkShKyGEECIWqVBEKq/Qy6JTvccc96S7WTAhB8gBxnY5Hs2esWnpFoWjMvH5WuMYbXQidR54vcf+jUIIESuZL5JiVs4q4KkddQSCXRe1mN7Y6CogCiGEECNJaM1qenp6XItI+f1+NmzYgN/vj8vjDTeROg+EECIeJIlNMdMKsxifm84b1V2/MKvqZY9YIYQQIpLQmtWHH36416nEsSSlBw4cYMWKFVx22WVceumlkshGMFidB0IIIdOJU9DKWQWs3XaUU6d0TsmprGvl5CKZoiOEEEJE0tea1VjWzfr9fi677DJ2794NwLZt25JyinKipWIFaiFEapCR2BS0tNjLrqMt7A9b3yKViYUQQoj+i2Xqa1lZGZWVlR0/FxUVyShjD0KdB5LACiHiSZLYFJTudnHWjHzWbq8FoL45QEvAZnS2DKwLIYQQ/RHL1NfS0lLmzJlDWloa06ZN4+GHH5YkTQghhpBkPSlqxawCvvGfPVy+YAz7/U1MyZfKxEIIIUR/xTL1VabJCiFEYkkSm6ImejOYPiqLV/b6sNIyKZLKxEIIIcSAxLLX60D2hRVCCDEwMp04ha2aVcCabbXsrW2SysRCCCFEHMi2OUIIkfwkiU1hJ07O5VBDGy/vqqVYRmKFEEKIAQlVKJZtc4QQIrlJEpvC3C6L82YWsN/XQlGejMQKIYQQAxFLhWIhhBCJI0lsijt3Zj4TvZmMzUlPdChCCCFESuutQrFMMxZCiOQhhZ1S3GhPOn+9/Hh8Pl+iQxFCCCFSWk9Vh0PTjLdt28bs2bN59NFHpSJxD/x+P2VlZZSWlkobCSEGjYzECiGEEEI4wqsOh0ZeZZpxdGRNsRBiqEgSK4QQQggRpnsyVlRU1OM0Y9FJkn0hxFCR6cRCCCGEEGG6J2PV1dURpxmLrkJrirdv3y7JvhBiUEkSK4QQQggRJlIyFj7NWETW05piIYSIN0lihRBCCCHCSDLWf5LsCyGGgiSxQgghhBDdSDImhBDJSwo7CSGEEEIIIYRIGZLECiGEEEIIIYRIGZLECiGEEEIIIYRIGZLECiGEEEIIIYRIGZLECiGEEEIIIYRIGZLECiGEEEIIIYRIGZLECiGEEEIIIYRIGUO2T6xS6l7gQuCg1vp451gh8CAwFdgNKK113VDFJIQQQojIlFIrgV9hOrzv1VrfnuCQUobf76esrIwlS5YkOhQhhBiWhnIk9j5gRbdjNwPPaK3nAM8BtwxhPEIIIYSIQCnlAn6H+d4+Dvi4Uqo0sVGlBr/fz6WXXspll13GihUr8Pv9iQ5JCCGGnSFLYrXWLwFHux2+BPiL8++/AB8aqniEEEII0aOTgO1a6z1a6zbgH5jvbNGHsrIytm3bRiAQoLy8nPLy8kSHJIQQw06i18SO01ofBNBaHwDGJjgeIYQQQsBkoDLs5yrnmOhDaWkps2fPJj09nTlz5jBnzpxEhySEEMPOkK2JHSil1HJgeehnrTWTJk1KWDzJxuv1JjqEpCLt0ZW0Rydpi66kPbpSSt0a9uN6rfX6BIWSaFaEY3b3A8n83ZzI1/bmzZsTdu6eJNN7PZGxSDskXwwhyRBLMsQQkiyxJEMcEb+bbdsesv9Wr149dfXq1e+G/bx19erV451/T1i9evXWGB7r1qGMPZn/k7aQ9pD2kLaQ9pD2iHNbnLJ69eq1YT/fvHr16m+kShtKHMkZR6JjkXZIvhiSKZZkiCHZYkmWOCL9N9QjsRZde3cfAz4N3A58CvjXEMcjhBBCiGO9AcxUSk0F9gMfAz6e2JCEEEIIYyi32PkbZsrRaKXUXuB7wE+Bfyqlrgb2AquHKh4hhBBCRKa1bldKXQ88RecWO1sTHJYQQggBDGESq7X+RA+/OqefD7m+n/cbjtYnOoAksz7RASSZ9YkOIImsT3QASWZ9ogNIMusTHUAy0VqvBWKtSrR+EELpj/WJDsCxPtEBONYnOoAw60foubtbn+gASI4YQtYnOgCSI4aQ9YkOwLE+0QH0xLLtY+o0CCGEEEIIIYQQSSnRW+wIIYQQQgghhBBRkyRWCCGEEEIIIUTKkCRWCCGEEEIIIUTKGOotdgZMKbUS+BWd1RJvT3BICaOUKgLuByYA7cA9WuvfJDaqxFJKuYANQJXW+uJEx5NISql84E/AB4AgcLXW+rXERpU4SqmvANdg2mITcJXWujWxUQ0dpdS9wIXAQa318c6xQuBBYCqwG1Ba67qEBTlEemiLO4CLgBagAvP6qE9clINLKTUZuAuYh9n67nHgRq11oJf73AD8UWvdHOF3XwS+DMwAxmqtjzjHC4A/AyVAE+ZzaIvzuyBwGDiA+axKA3Kc/1+Cea8eBD6ttT4Qw9+2DHOdcDzwUa31I2G/ux04H7CBH2qttVKqHfOcT3Fu9i5wqtY6qJS6GPiBE0sb8BWt9cuDEYdz/CzgTmAh5vv9mv7GMcDzp2O+O97GvD5s4EPAeOBVzGdF+OOdAXxda31RHzFF8zo5HviX1vpDzu++DPwMaAS+3f06Ryn1deAOYEzo8Xo49zHve+f48cAfMK+93cDlWmu/Uiod+COwBMgFpgGlWuttYfd9DJgW/nh9UUp9BLgVmAucqLV+yzkefr524Mta6+ed98mLQAHm2vdJ4Grg1dB1jvOYGlgSerwoYxkFPAScCNyntf6fsN99FPimc84ntNY3O8eLgZ3AZsz795Na631h9/MCW4FHwh8vjuf+MzA2dG6gXGvt7encSql1wNe6t0s/P7NuAD7jPMQ9WuvfKKUuBR4GSoGLieK12Jd+ts0dwBcANxDAvEfXhN0vquclDnEc8xz15/URjZQaiXUSlN8BK4DjgI8rpUoTG1VCBYCvaq3nAacCXxzh7QFwA7Al0UEkiV8DT2qt5wILMB8aI5JSahLwJeAE52IjDbPv5UhyH+azM9zNwDNa6znAc8AtQx5VYkRqi6eA47TWC4HtDP+2eARzETEbmA14gR/3cZ8vA54efvcScDawp9vxbwIbtdYLMPvB/wZAKXWc8/t64ExMcjHaOXaH1nqB1noR8ARmS75Y7HHO9dfwg0qp8zHJ4fHAKcCNSqlcoAHIwiRtU4AxwKPO3Z4Ji+UaTLI9KHEopSzgfwHlxLQH+PQA4uj3+Z3PyTbgd1rrRVrrE4AqzNaIa3s4XzSVQqN5nTQAZymlMp3Xyf9gOh7XAxcppUrC/pYizC4XXR5PKeWOcO5IaXEiRAAAD4JJREFU73swbXmTc+5HgZuc458FbKct3nXi6vjecJKXPju6nGvXcJuAS4Hnux0PP995wM+d4w2Y52mF1no+sAg4Gvb4uZjvt//2FUsEzcC3ga91i3kUJhk70znneKXUmc6vfwa0Oe11G+Y1Ee4HRFfRtr/n/t9u5w5/3UV7bujfZ9Y1mE6GhXS+Fj+G6WT4HBFei/0UU9sopU7BdGx8QWudDXwCuKrbY8bSNv2Kw/l1pOdooHFElGojsScB27XWewCUUv/A9NaWJTSqBHF6pg84//YrpbYCkxmh7eF8mZ0P/Aj4aoLDSSinp2uZ1vrTAM7oyrAdVYqSG8hxerU9wL4+bj+saK1fUkpN7Xb4EuAM599/wXyx3DyUcSVCpLbQWj8T9uN/gcuGNqqh44y2NWmt7wfQWtvOTIVdSqnvAq3A7ZgL/iBwD6bTexKwTin1vtb67PDH1Fq/4zy21e1083CSY611uVJqmlJqLGYUKgDcjUmOn8d8x29wvs9CvfnzgHal1I8wn2HvaK2nO+fKBsqB6Vrr9rBY9jq/755UzQOe11rbQKNS6h1gJWaksVlrXeHc72Y6E79mZ4TjDKAQM1oXasebMCNB7cAarfU3u7VJrHGsD8WhlAJzYfygUuoLQLpS6jta68eAmcB0pdTdwAcxyeUlWuuWeJ3fuV075n3wZ+fnL2FGnK4Dfuq8Vu7SWt/j/D5fKfUIZlum57XWX+h23qheJ5ikJAB8HPA7//4bsAzzOvmSUupETMfDVEyi8TvgY0qp5c5xD922cOzhMxBgttb6Jeffz2CS9O86MT2rlMoBFmMS2auA25xjt2JmbkxVSm0O/5uVUj7gF5hk9GvAK2FxlPfSBs86tzmklKpVSi3BvPeqMc/1I0A2cCjsfndjRr2mAPcqpZTWertS6gXgeq31u875XgKu01q/FxZLI/CKUmpWt1hmYEY4Q6OJz2JeC+vofE+e4fxtpzuP/1snrnHAucBOpdSbmFxjdfgI9gDP/WXn/uuVUv8CLCeWH2DeC2uBrymlrgx9xkXSz8+s/4beZ0qp54GPYp6XM4G3gKXAY8AHlVLXhmYmOG3zhtb6fqcT6edOW20EZnSfwdCPtnkWyMC8ftFa/1sp9X+dc5+AeY1Md9rndef4OsxMi5MwnZhXa603DDCOnp4jnHMuxrw+1mI6AwYkpUZiMQlaZdjPVc6xEU8pNQ3TMzRip4sCvwRuJLre4OFuBvC+Uuo+pdRbSqm7nQu+EcmZyvJzYC/mYqC2W9IyUo3TWh+Ejk6xsQmOJ1lcDazp81ap6zjgzfADWmsfZgRhJmZEYRqwwBmZ/qvW+reY987y7glsH94BPgyglDoJKAaKgPcwHUt/xSSCF2KmS4Y8g/lOex+TUP9Wm+ndbzsXrGCmf68NT2CjiGWVUipbKTUGc+E5BfOdke5c7IG5EHU5F67XABOBPGAUUKeUmqrM0qaLMdNBF2FGJWJpk2Pi0Fq/3y2Oi4D9WuslwFnAH5zO6nsxbfdbrfUHgDpi63SJ9vxZwJlKqY1KqScw04nbnP9uxlz8fi4sMTwR+ApmRHumUurDMcYUur2Fuai+HNNJUYyZuurGdFRnYBLaWzEXzeEjTqcAV2ituySwfXhPKRVKIhSd08rfwXT0XQq8jLk4b1JKLcQkTP8A5mM6RLv/zTnAu1rrU7XWHQlsH94BLlFKuZVS0zGJ8xRMZ0I2cLVSyuOcywZQSi2icxbBBsy06J84j3cPTts4SUhGeALbhx1AqVKqWCmVhnnuQ+3yNiYxtTHTy3OVWZoCZlTyRuffjVrrxU5MNxK9vs59mfM3fRgzzRsnlnnOebonpbHq7TPrdKVUofM8nI9J4NdiElwf5jUacsy1qFIqE9MeK7TWp2O+c2O5Zu2pbZ7CdPZsVErdpZT6NuZ5GQP8FjMt+njM6PMHwx7Po7VeCnwRM1NhoHFAhOfIaTMLM0obj+cISL0kNtIfPeITFmWmkjwE3KC19ic6nkRQSl2AWecSWr8TlzdICksDTsD0kp+AWUs07EfYeqLMGpdLML32kzAfqp9IbFQiGSmlvoWZKve3RMcyiEJrHLtzOcfPAf7gjNShta4Nu1+sn60/BUYppd7CXChtBAJa6zLMiG+ol97CjPqGFGIukP+K6blf6hzXmNEPMBfMD0YbiNb6aUznxCvO476CufALPdavlFL/peuslfMwyVkzcAST3M/CtNF9oVGZsDaKSxyYkUQfZpreO5ikPh8zIvxZoFVrvcm5z5tOXHE7v9MObcBWJ0lvAL7htEcJ5mL0NUxiHxqleV1rvcd53fwdOC3amOj6OsnAjGpNxCRyT2E6qU/GXCC7MSOSD2KSh3lhj/O0jn1d/9XA9UqpNzDJZ6hWwp8xHTd3YZKYlzGj4zdgOntewSQ8gQh/c7sTYyxC53sDM4r7Mp3Py2eA5c75ypzHx7ndT+lct/h1OtvjIeACZaZWX42ZKh4V5/X8ecz77XlgV1gsN2Keg3swSwCqnd/Nx8yUqHZut9P5/5uY7954nXu5M8K7zDk3mI6Gg2HnHojePrNux7wXn8S8FmdhnudvYV6joeuKnj4nS4GK0CwJzGsmaj21jda6AdM5WYZpi5uBWszo6wnO/x/HdIzlhD3k353HfRHwKqXyBhKH8+tIz1EAs173ibDnaMDX6ak2nbgK0yMSUsQImxLYndMD8hDwgNb6X33dfhhbClzsTNPIxrwZ79daX5nguBKlCqgMmxryEOYCZKQ6B9ipOws3PILpjRzOiUo0DiqlxmutDyqlJgA1iQ4okZRSn8L0rp+V6FgG2Wa6jdw5Fy9FmAJHPSW50ehyP2eE9+qw8+zCXPCA6SxY7Izi7AJeiPA4f8esiw39/BjwY+c+J2DWckdNa/1jnKmCSqm/YtY/o03Ru9C0yCswF4aHnNGDLzmJH0qpnZgEa1X3vzWecTjTUTMxIyiLtCnutAsz6rYBSFNKjXI+09qd4/Fuh4bQcczUv39gOhYsTJL9ZWd6c6iwU/f26K19enydKKXqMR0X/xdTZGo5Zp3y1zBrQc/EjMCeghkhn+g8zPeB/xdVA3Q99zactbLOiOUFzvF2pdQPMdOnJ2Pa4DCmrZswr81RmOmszwEPhP1dTaFOoBjiaCdsKZRS6mU6n5cnlCnG9T+YdpmN6ej5AGYqZwsmsczFSXC11k1Kqacxo2SriXH6ptb6Ccx7D6XUZ8Med79SqhkzyvtdYJ7W2qdMsbjjnPfIKOAjSqmDmCnoMeUbvZ2bzlG+HDo/x+ZiptjvxIzi5wEfwRRH60vUn1la6/twRiyVUj/HjD7egymwujjsYe7GrH0OCb0/BzzI0kfbnOEc/wRmrXcTpjMsgOkEy8bMtgifuh8S0+d+LM+R8/o4FThNmeURXicOn+62DCMWqTYS+wZmusZUpVQGpsfwsQTHlGh/BrZorX+d6EASSWv9Ta11sdZ6BuZ18dwITmBxpohWKqVmO4fOZmQXvNoLnKKUynIuSs9mZBa66v4F+hidhWM+Reeo2EjQpS2c6aE3ARfrbmsLhxut9bNAtlLqk9BRBOdnmJHFZszI13XOccKmCtZjLg57071d85Wpuhq60Hk+bMZQ6BrEi7nIWujcLjTK9XHMDIomzDQ4nBGHNzCF6x6PIlEIj8WlTEGSUEXa+c7fajlTh3EuxH9FZwfXW8AXlFJpzjTbbMyo7FOY6Z3Z3dpoIHEQisNxMWYdXVApdTmdo1nHAZaOrfppTOd3pj2Gpj6itZ7hfL9+GbOW73qt9WNKqVmqc6nKyc71mQszWh5aZ9pTPBFfJ5iR2Oedc99GZ+daNmaU6X3M2ukJmGugSkzH7Xcxr5W+2qFLEhH2N7swRWz+4PwcKpDzF8wU+/9qrSdj1sZ+FPP6DGJGHM9xjr0Ydp5ohLdBtjNNFaXUuZhOnjI6X59/xiT1H8IkDwGt9Vjgaczo/H8xn+HhVffvxRQmej2K2QI9tUshZhTtT87PozHJzh5MR8L/KrMbghtTBXgGZtbCP2JIUKI+t+pcw3oLpk1szLT/g5j12N/BvEcfiuHcUX1mhcVVjHn+H9BaF2mt07TW6ZjX/CHM62GmUirdaZvQEowyTLIdGpALzSrpK74OkdpGKTVbKbUkrG0+j0miyzEjsh9znpebMJ+boeflo85jnYZZZuUbSBzOz5GeI7TWn9RaT3Pi+Dpw/0ASWEixJNbppboe82G7GfMGGYkXogAopZZi1oycpcyalbecCzEhwPTY/lUp9TamOnFflUeHLa3165gvtI2Y6VgWpqd0xFBK/Q2TGMxWSu1VSl2FmTZ1rlKqHPOl272K4LDUQ1v8FjOK8bTzWfp/Ehrk4LsUUEqpbZgLqybMlDgwFyOVwLtKqY2YizUwIw5rlFLPdn8wpdSXlFKVmBGrd5QpOgRmhGSzUmoLZrTrhrC7ZSml3sNceH8GM3pjY16Hc4DfAz90Ygu/34OY775/RPrDnIu5SsxIzB+UUqERkXTgReecf8Bs/RDEjJJsckaXKoD1WuvQSEwAM9PHh0lQqgC31vo/mE6gDcpMO+xSvbOfcYCpFLwFk7DdB0xSSr2O+TxvxSQvt2E65no1wPO/jUmi1nd72D9hRkN/5jzeH+gcZXsF89xtwkyZfLTbfaN9nbgxy6OqtVmL/bDTFidhLpZ/jCks9SKdF9Y2fSSOPbzvwex0UY7p6K3WWv+vc3wcZvroKswUySuc4w/TOW10I2YkOPQ3h0aCe+xcUUp9yGmDU4DHlVKh9ffjgLeUKRIVfj4b02nzFHCl8/eHT5u9A9Pui7q3gTbbytTTy3pHZUYafw58ymmX0C4Xv3ZieRH4sdZ6h3P8LMxI/LOYLYlWY0ahw7ewiWpErx/nXg6UK6XKMO31E6DFmaKqMR0Mn6PrrKKIsfTzM+vhsM+sAxy7nOERzHTd/cA/nXg62sbpJPwCsFaZwlsHMGvaB9o2uZgR+mbnc2wycJHWug3z/r/duRa8DTNqHHJUmRH//0PY6PMA4oBjn6MfRXrceLBse8QvKRVCCCGESApKqQWY/XhPSXQsomfKqc6rk3hPemW2l3tOax237ReT6fWZTLFESymV48woQSl1F7AtEbMpVQ/756aSVFsTK4QQQggxLCmlrsVsZXNDX7cVojfKrO3+IaZidLweM2len8kUS4w+q0z9hVABsz8mKI6UH8WUkVghhBBCCCGEECkjpdbECiGEEEIIIYQY2SSJFUIIIYQQQgiRMiSJFUIIIYQQQgiRMiSJFUIIIYQQQgiRMiSJFUIIIYQQQgiRMv4/9kW+Q/IVokUAAAAASUVORK5CYII=\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# dates for one year of output on plot\n", + "dates = pd.date_range(start='1993-10-01', end='1994-09-30')\n", + "\n", + "fig, axes = plt.subplots(1,2, figsize = (16,8))\n", + "\n", + "for i in range(3):\n", + " rank = i+1\n", + " params = mappnig_dic.get('params_adjusted')[i]\n", + " n_params = len(params)\n", + " param_file = mappnig_dic.get('param_path')[i]\n", + " adj_param = Parameters(param_file)[params[0]]\n", + " axes[0].plot(adj_param, label='rank: {}'.format(rank))\n", + " axes[0].set_ylabel(params[0])\n", + "\n", + " statvar_file = mappnig_dic.get('statvar_path')[i] \n", + " statvar = util.load_statvar(statvar_file)[ddsolrad_res.statvar_name]\n", + " axes[1].plot(statvar.loc[dates], '.', label='rank: {}'.format(rank))\n", + " axes[1].set_ylabel(ddsolrad_res.statvar_name)\n", + "\n", + " \n", + "original_param = Parameters(ddsolrad_res.input_params[0])[params[0]]\n", + "axes[0].plot(original_param, 'k--', label='Orig. params') \n", + "axes[0].legend()\n", + "\n", + "axes[1].plot(ddsolrad_res.measured.loc[dates], 'k.', label='Measured') \n", + "axes[1].legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# similar for second parameter adjusted (dday_intcp)\n", + "fig, axes = plt.subplots(1,2, figsize = (16,8))\n", + "\n", + "for i in range(3):\n", + " rank = i+1\n", + " params = mappnig_dic.get('params_adjusted')[i]\n", + " n_params = len(params)\n", + " param_file = mappnig_dic.get('param_path')[i]\n", + " adj_param = Parameters(param_file)[params[1]]\n", + " axes[0].plot(adj_param, label='rank: {}'.format(rank))\n", + " axes[0].set_ylabel(params[1])\n", + "\n", + " statvar_file = mappnig_dic.get('statvar_path')[i] \n", + " statvar = util.load_statvar(statvar_file)[ddsolrad_res.statvar_name]\n", + " axes[1].scatter(statvar.loc[dates], ddsolrad_res.measured.loc[dates], label='rank: {}'.format(rank))\n", + " \n", + "original_param = Parameters(ddsolrad_res.input_params[0])[params[1]]\n", + "axes[0].plot(original_param, 'k--', label='Orig. params') \n", + "axes[0].legend()\n", + "axes[1].set_ylabel('Measured {}'.format(ddsolrad_res.statvar_name))\n", + "axes[1].set_xlabel('Simulated {}'.format(ddsolrad_res.statvar_name))\n", + "axes[1].plot(ddsolrad_res.measured.loc[dates], ddsolrad_res.measured.loc[dates], 'k-', label='1:1') \n", + "axes[1].legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Using `OptimizationResult.archive` method to reduce disk space from large Monte Carlo simulations and retain important information\n", + "\n", + "The archive method by default keyword options deletes the original simulation directories and input/output files of PRMS resulting in a great reduction in used disk space. Before deletion the method utilizes Optimizer metadata json files to track the simulations of a given stage that the OptimizationResult object was initiated with, it then opens the parameter files and statvar.dat files of each simulation and saves the modified parameter names and values along with the time series of the statistical output variable that is being optimized on (e.g. streamflow) to a new archived JSON file. Other data such as the parameter resampling method is also saved to the archived JSON files. The method puts these archived JSON files in a new subdirectory named \"[stage]_archived\". \n", + "\n", + "### *Note of caution* \n", + "\n", + "The archive method will remove all other simulations (or other files and folders) that are not tracked by the current optimization stage, the method does not however remove any other archive subdirectories. Therefore if you are running multiple Monte Carlo optimizers at once, e.g. on a computer cluster in parallel you will want to create separate working directories for each instance otherwise the archiving function may delete simulations from other Optimization routines before they are archived (from experience!) . In general however, if you are iterating over multiple `Optimizer.monte_carlo` routines but only running one at a time (common) using different stages you should be fine to use the same working directory for all simulations. " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "working directory size before archiving: 464 MB\n", + "working directory size after archiving: 0.3 MB\n" + ] + } + ], + "source": [ + "def get_size(start_path = '.'):\n", + " \"\"\" \n", + " function to calculate disk space recorsively of a directory from:\n", + " https://stackoverflow.com/questions/1392413/calculating-a-directorys-size-using-python \n", + " \"\"\"\n", + " total_size = 0\n", + " for dirpath, dirnames, filenames in os.walk(start_path):\n", + " for f in filenames:\n", + " fp = os.path.join(dirpath, f)\n", + " total_size += os.path.getsize(fp)\n", + " return total_size\n", + "\n", + "print(\"working directory size before archiving: {:.0f} MB\".format(get_size(work_directory) / 10**6 ))\n", + "\n", + "# calculate performance metrics on monthly mean output vs measured when archiving\n", + "ddsolrad_res.archive(metric_freq=\"monthly\") \n", + "\n", + "print(\"working directory size after archiving: {:.1f} MB\".format(get_size(work_directory) / 10**6 ))" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['ddsolrad_archived', 'testing_srad_ddsolrad_opt.json']" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# all Simulation directories have been removed,\n", + "# note- there is a boolean keyword argument \"remove_meta\" that optionally deletes original metadata set true\n", + "os.listdir(work_directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['tmax_index_50.4660898301.json',\n", + " 'tmax_index_51.4479452114.json',\n", + " 'tmax_index_51.6971617025.json',\n", + " 'tmax_index_54.9281475979.json']" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# and the new archive JSON files are within the archived directory:\n", + "os.listdir(os.path.join(work_directory, 'ddsolrad_archived'))" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "List of keys in archived JSON file:\n", + "-----------------------------------\n", + "COEF_DET\n", + "NSE\n", + "PBIAS\n", + "RMSE\n", + "measured_path\n", + "metric_freq\n", + "mu_factor\n", + "noise_factor\n", + "original_param_path\n", + "output_date_index\n", + "output_name\n", + "output_values\n", + "param_names\n", + "param_values\n", + "resample\n", + "stage\n" + ] + } + ], + "source": [ + "# open a single JSON file\n", + "with open(os.path.join(work_directory, 'ddsolrad_archived', 'tmax_index_50.4660898301.json')) as f:\n", + " archive_file = json.load(f)\n", + "\n", + "# print a list of the keys for each entry in the archived JSON file\n", + "print('List of keys in archived JSON file:\\n'+'-'*35)\n", + "print('\\n'.join([f for f in archive_file.keys()]))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Model performance metrics (NSE, COEF_DET, PBIAS, RMSE) are calculated and recorded in the archived JSON files for convenience. These metrics are calculated on either daily or monthly means between the measured data and the corresponding statistical output variable (name) that were necessary to call the Optimizer.monte_carlo method for each Monte Carlo implementation of the given stage. The file paths to the original or unaltered parameter file and the measured data is provided for ease of post processing and model comparisons." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'ddsolrad'" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# access the archive as a Python dictionary\n", + "archive_file.get('stage')" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'normal'" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "archive_file.get('resample')" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['tmax_index', 'dday_intcp']" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "archive_file.get('param_names')" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[[17.773118630451474,\n", + " 25.0999613753539,\n", + " 25.42387635286766,\n", + " 48.91685211172789,\n", + " 67.54997338262592,\n", + " 71.63529559990603,\n", + " 82.24234113218249,\n", + " 77.1012697501826,\n", + " 70.76581036501278,\n", + " 55.82360124645164,\n", + " 32.19886489579664,\n", + " 31.062113118348705],\n", + " [-19.21701813814721,\n", + " 8.691253931221718,\n", + " -16.913973400055824,\n", + " -16.075307466994555,\n", + " -9.535743486427437,\n", + " -18.973344222105908,\n", + " -44.03032441471215,\n", + " -45.2175532193168,\n", + " -8.189950107801238,\n", + " -24.815215785908567,\n", + " -15.504883375337561,\n", + " -5.08709301821418]]" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "archive_file.get('param_values')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Reconstruct a pandas series object from archived JSON files easily for further analysis of results" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "idx = pd.to_datetime(archive_file.get('output_date_index'))\n", + "output = archive_file.get('output_values')\n", + "output_series = pd.Series(data=output, index=idx)\n", + "\n", + "ax = output_series.plot(figsize=(10,8))\n", + "ax.set_ylabel('simulated daily solar radiation (Langleys)')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/notebooks/monte_carlo_param_resampling.ipynb b/notebooks/monte_carlo_param_resampling.ipynb new file mode 100644 index 0000000..6f5597d --- /dev/null +++ b/notebooks/monte_carlo_param_resampling.ipynb @@ -0,0 +1,598 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Monte Carlo parameter resampling simulations using the `Optimizer` class \n", + "\n", + "The `prms_python` module's `Optimizer` class `monte_carlo` method allows for methods of step-wise parameter optimization of PRMS consisting of arbitray user defined steps, e.g.:\n", + "1. Solar radiation\n", + "2. Potential evapotranspiration\n", + "3. Streamflow (surface runoff, interflow, groundwater flow)\n", + "\n", + "The monte carlo resampling routine is conducted on a set of PRMS parameters that are pseudo-randomly modified. In this example we show how to run the monte carlo simulation by modification on the degree day solar radiation parameters in PRMS, \n", + "\n", + "* `dday_slope` \n", + "* `dday_intcp` \n", + "\n", + "These two parameters are used in a modified degree-day model `ddsolrad` a PRMS module that relates daily maximum temperature to the ratio of actual to potential daily solar radiation which is later used to estimate daily solar radiation. When using PRMS's ddsolrad module `dday_slope`, and `dday_intcp` are required for each month. The initial estimation of these parameters should be calculated using historical air temperature and solar radiation measurements if available as described in the [PRMS manual](http://pubs.usgs.gov/tm/6b7/). It is important to have the original parameter estimation as accurate as possible to reduce the number of monte carlo simulations required to get improved results. The pseudo-random sampling method that the `Optimizer.monte_carlo` method uses works by generating new parameter sets by random samping around the monthly parameter values that exist in the initial parameter set (see below). Currently, two resampling methods exist: *normal* and *uniform*, explained below. " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from prms_python import Data, Optimizer, Parameters, util\n", + "from prms_python.optimizer import resample_param as resample\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib as mpl\n", + "mpl.style.use('ggplot')\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Example of 50 pseudo-random parameter sets created using *uniform* resmapling of the `Optimizer.monte_carlo` method\n", + "\n", + "This illustration shows the distribution of new parameter values for each monthly parameter value for the degree day slope parameter. The default resampling method is *uniform* which results in a new parameter set that is resampled from a uniform distribution with the parameter range set for the uniform distribution parameters $U(a,b)$ where $a$ is the minimum allowable parameter value and $b$ is the maximum allowable parameter value as set by the user in the `optimizer.py` file, specifically they are defined in a dictionary which is an attribute of the `Optimizer` class: `Optimizer.param_ranges`. If the user does not input the parameter they want to resample along with a minimum and maximum value in `Optimizer.param_ranges` the `monte_carlo` method will not run. The `param_ranges` dictionary consists of PRMS parameter names as keys and a tuple containing the minimum and maximum parameter value respectively. Be sure to never exceed PRMS's allowable range however it may be useful to limit the range in some cases. Here is an example of a potential `param_ranges` dictionary in `optimizer.py` that is used for this example.\n", + "\n", + "```python\n", + "class Optimizer: \n", + "\n", + " param_ranges = {'dday_intcp': (-60.0, 10.0), 'dday_slope': (0.2, 0.9),\\ \n", + " 'jh_coef': (0.005, 0.06), 'pt_alpha': (1.0, 2.0), \\ \n", + " 'potet_coef_hru_mo': (1.0, 1.6), 'tmax_index': \\ \n", + " (-10.0, 110.0)\\ \n", + " }\n", + "```\n", + "\n", + "The *uniform* resample method can be used when the initial estimation of the parameter of interest is highly uncertain, when using *uniform* resampling it will be computationally expensive to improve parameter accuracy and it is recommended to use on perhaps one parameter at a time, as opposed to a set of parameters as shown in this example. " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "params = Parameters('../test/data/models/lbcd/parameters')\n", + "\n", + "plt.figure(figsize=(8,6))\n", + "for i in range(50):\n", + " plt.plot(np.arange(1,13), resample(params, 'dday_slope'), 'r.')\n", + " if i == 0:\n", + " plt.plot(np.arange(1,13), resample(params, 'dday_slope'), 'r.', label='Resampled')\n", + " plt.plot(np.arange(1,13), params['dday_slope'], 'k', label = 'Initial')\n", + "plt.xlim(0.5,12.5)\n", + "plt.xlabel('month', fontsize=14)\n", + "plt.ylabel('dday_slope',fontsize=14)\n", + "plt.yticks(fontsize=14)\n", + "plt.xticks(fontsize=14)\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As you can see, the random *uniform* resampling of the parameter results in a uniform ditribution for each value regardless of the initial parameter values. \n", + "\n", + "## Random parameter resamples created using *normal* resampling \n", + "\n", + "The *normal* resampling method is computed taking a normal random variable (RV) with mean set as the initial parameter value(s) mean multiplied by the `mu_factor` keyword argument. In the case of higer dimension or parameters of length > 366 such as spatial parameters, the *normal* method has a different functionality. Specifically, as opposed to simply replacing the parameter values with a normal RV, the initial parameter values are added to a normal RV therein to keep the temporal or spatial structure of the initial parameter set. The user has control over the normal RV's variance by using the `noise_factor` keyword argument which scales the variance of the normal RV:\n", + "\n", + "\\begin{align}\n", + "P_{new} & = N(\\mu_{P_{init}} \\times mu\\_factor, ~\\sigma^2) \\\\\n", + "\\sigma^2 & = (P_{max} - P_{min} ) \\times noise\\_factor, \n", + "\\end{align}\n", + "\n", + "or in case of higher length (> 366) parameters: \n", + "\n", + "\\begin{align}\n", + "P_{new} & = P_{init} \\times mu\\_factor + N(0, ~\\sigma^2) \\\\\n", + "\\sigma^2 & = (P_{max} - P_{min} ) \\times noise\\_factor, \n", + "\\end{align}\n", + "\n", + "where $P_{new}$ is the resampled parameter value, $P_{init}$ is the initial parameter value, $P_{max}$ and $P_{min}$ are the maximum and minimum allowable parameter values respectively. Again the user must enter the parameter name along with $P_{max}$ and $P_{min}$ in `Optimizer.param_ranges` before being able to resample it.\n", + "\n", + "The plot below shows the resulting resamples values of the tmax_index monthly parameter where the mean was halfed (`mu_factor`=0.5) and `noise_factor`=0.2. Note that because this parameter is of length $12 \\le 366$, each value is resampled individually as in the first equation above. " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "param = 'tmax_index'\n", + "plt.figure(figsize=(8,6))\n", + "for i in range(1500):\n", + " plt.plot(np.arange(1,13), resample(params, param, how='normal', mu_factor=.5, noise_factor=0.2), 'r.')\n", + " if i == 0:\n", + " plt.plot(np.arange(1,13), resample(params, param, how='normal', noise_factor=0.2), 'r.', label='Resampled')\n", + " plt.plot(np.arange(1,13), params[param], 'k', label = 'Initial')\n", + "plt.xlim(0.5,12.5)\n", + "plt.xlabel('month', fontsize=14)\n", + "plt.ylabel(param,fontsize=14)\n", + "plt.yticks(fontsize=14)\n", + "plt.xticks(fontsize=14)\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "When using the *normal* resampling option it may be important to have a good initial estimation of the parameters you are trying to optimize as shown above. However the method can also be used to systematically shift parameter means to look at the resulting uncertainty in model outputs by changing the mean by a specified fraction and not necesarrily changing the variance.\n", + "\n", + "## Resampling rules based on parameter dimension and length\n", + "\n", + "* If the parameter dimension is 1 and the parameter length $\\le 366$: resample each value\n", + "* If the parameter dimension is 1 and the parameter length $> 366$ resample all values at once\n", + "* If the parameter dimension is 2, specifically *nhru_nmonths*, then resample each monthly parameter set all at once\n", + "\n", + "These rules were chosen for computational efficiency and practicality by avoiding individual resampling of spatial parameters. We would however like to add functionality for spatial resampling based on PRMS subbasins or other parameters in the future. \n", + "\n", + "## Example uses of *normal* resampling on spatial variables\n", + "To illustrate how the resampler handles higher length parameters such as the spatial parameter soil_moist_max, we show two plots below. In the first subplot we adjust the mean by a factor of 2 with little added variance, and in the second we do not adjust the mean but only add noise using a normal RV with mean 0. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "param = 'soil_moist_max'\n", + "fig, (ax1,ax2,cax) = plt.subplots(ncols=3, figsize=(16,6.5), gridspec_kw={\"width_ratios\":[1,1, 0.05]})\n", + "\n", + "ax1.imshow(resample(params, param, how='normal', mu_factor=2, noise_factor=0.00000001).reshape(99,109)\\\n", + " ,vmin=0, vmax=13)\n", + "ax1.set_title(r'$2 \\times P_{init} + N(0, 0) $')\n", + "\n", + "im=ax2.imshow(resample(params, param, how='normal', mu_factor=1, noise_factor=0.05).reshape(99,109)\\\n", + " ,vmin=0, vmax=13)\n", + "ax2.set_title(r'$ P_{init} + N(0, 0.5) $') #stdev = noise_factor X param_range = 0.5\n", + "fig.colorbar(im,cax=cax, label='soil moisture maximum storage (inches)')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# A simple workflow using the `Optimizer` class and the `monte_carlo` method on two solar radiation parameters " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "You have no statvar.dat file in your model directory\n", + "Running PRMS on original data in ../test/data/models/lbcd for later comparison\n" + ] + } + ], + "source": [ + "# set file paths for input files and output directory as well as measured solar radiation csv\n", + "params = Parameters('../test/data/models/lbcd/parameters')\n", + "data = Data('../test/data/models/lbcd/data')\n", + "control = '../test/data/models/lbcd/control'\n", + "work_directory = '../test/results/'\n", + "# create an Optimizer instance with the paths, be sure to always give it a title (required)\n", + "optr = Optimizer(params, data, control, work_directory, title='testing_srad')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## The measured data file \n", + "\n", + "The measured solar radiation file is needed for comparing the simulated results to itself to determine model accuracy, because it is not a required file for PRMS we explain it here as well. It is simply a csv file without a header, the first column should contain a date in the form YYYY-MM-DD and the second column contains the measured data. In this case the measured data we are calibrating on is solar radiation from a weather station located near a PRMS hydrologic response unit (HRU). \n", + "\n", + "Other date formats may work as well but were not tested, the function used to read the file is [Pandas.Series.from_csv](http://pandas.pydata.org/pandas-docs/stable/generated/pandas.Series.from_csv.html) with the `parse_dates=True` keyword argument which tries to parse the index (first column) as date-times. " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1937-10-01,447.752204422\n", + "1937-10-02,441.216580147\n", + "1937-10-03,410.682144625\n", + "1937-10-04,176.349945467\n", + "1937-10-05,126.152799887\n" + ] + } + ], + "source": [ + "srad_hru = 2490\n", + "measrd = '../test/data/fake_measured_swrad_lbcd.csv'\n", + "# top 5 lines of a valid measured solar radiation file\n", + "with open(measrd) as fh:\n", + " for i,line in enumerate(fh):\n", + " print(line.strip())\n", + " if i == 4: break" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/usr/local/lib/python3.6/dist-packages/pandas/core/series.py:3727: FutureWarning: from_csv is deprecated. Please use read_csv(...) instead. Note that some of the default arguments are different, so please refer to the documentation for from_csv when changing your function calls\n", + " infer_datetime_format=infer_datetime_format)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['../test/results/tmax_index_51.4479452114', '../test/results/tmax_index_50.4660898301', '../test/results/tmax_index_51.6971617025', '../test/results/tmax_index_54.9281475979']\n", + "--------------------------------------------------------------------------------\n", + "Output information sent to ../test/results/testing_srad_ddsolrad_opt.json\n", + "\n" + ] + } + ], + "source": [ + "# run the monte carlo simulations with normal resampling method for 4 simulations\n", + "stage = 'ddsolrad' # user defined calibration/optimization stage\n", + "output_variable = 'swrad_2490'\n", + "optr.monte_carlo(measrd, ['tmax_index','dday_intcp'], output_variable, n_sims=4, method='normal',\\\n", + " noise_factor=0.1, stage=stage)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "_**Side note**_, the `monte_carlo` method saves metadata to a [json file](http://json.org/) for each succeesful execution, basic information is printed to the console also, including the location of the json that was just created from the current optimization routine. Here is the contents of a Monte Carlo optimization simulation json that was initiated the same way as the one shown above:\n", + "\n", + "```python\n", + "{\n", + " \"end_datetime\": \"2018-08-06T16:06:10.981373\",\n", + " \"measured\": \"../test/data/fake_measured_swrad_lbcd.csv\",\n", + " \"method\": \"Monte Carlo\",\n", + " \"mu_factor\": 1,\n", + " \"n_sims\": 4,\n", + " \"noise_factor\": 0.1,\n", + " \"nproc\": 4,\n", + " \"optimization_description\": null,\n", + " \"optimization_title\": \"testing_srad\",\n", + " \"original_params\": \"../test/data/models/lbcd/parameters\",\n", + " \"params_adjusted\": [\n", + " \"tmax_index\",\n", + " \"dday_intcp\"\n", + " ],\n", + " \"resample\": \"normal\",\n", + " \"sim_dirs\": [\n", + " \"../test/results/tmax_index_53.1266889019\",\n", + " \"../test/results/tmax_index_54.8540785043\",\n", + " \"../test/results/tmax_index_50.5818611757\",\n", + " \"../test/results/tmax_index_47.2399851267\"\n", + " ],\n", + " \"stage\": \"ddsolrad\",\n", + " \"start_datetime\": \"2018-08-06T16:05:18.901943\",\n", + " \"statvar_name\": \"swrad_2490\"\n", + "}\n", + "```\n", + "\n", + "This information is useful for the user and the PRMS-Python framework, and json is a natural fit because the syntax of json is pretty much identical to the Python dictionary data structure. \n", + "\n", + "### output file naming system\n", + "Each PRMS simulation conducted under a `monte_carlo` optimization routine has its own unique directory such that the user can revisit the input and output of any simulation. Each simulation will follow the rules that are set from the initial control file given to the `Optimizer` instance. The name of each simulation is used for future referencing and has the following format \n", + "\n", + "```bash\n", + "[param_name]_[mean value of first param_name to 10 decimal points]\n", + "```\n", + "for example:\n", + "\n", + "```bash\n", + "tmax_index_48.2399851267\n", + "```\n", + "\n", + "If the user resamples more than one parameter at a time for a given parameter `Optimizer` instance the output directory names will use only the parameter name:mean of the first parameter given as input to the call of `monte_carlo`. You can see this above, the `monte_carlo` method was called with two parameter however only the first one *tmax_index* was used in the output directory names. Note, the JSON metadata file retains the entire list of modified parameters and the output directorys contain the actual resampled parameter sets for each simulation, therefore no information is lost if the user desires it for whatever purpose. The likelyhood of having the mean of any two or more resmapled parameters identical to 10 decimals is extremely small, therefore each name is more or less unique. Each JSON metadata file maps to the set of output (simulation) directories that it corresponded with, and there is never a case where a metadata (json) file name will be duplicated due to a built in renaming system. If there ever was a duplicated parameter set within a single `Optimizer.monte_carlo` simulation, the established simulation directory would simply be overwritten and both JSON files would point to the last overwritten Simulation directory. If this turns out to be an issue in testing we may switch to universal unique identifiers as Simulation directory names." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Quick and basic visualizations of current optimization results\n", + "These plots are only useful for quick viewing of the current `Optimizer` instance outputs, i.e. not what have been executed in a seperate script even if previous `Optimizer` routines have been conducted on the same parameter set. For viewing accuracy of many different `Optimizer` routines conducted using the same user defined *stage* use the `OptimizationResult` class. \n", + "\n", + "### correlation between measured and simulated\n", + "* plots a one to one line and scatterplots of simulated versus measured for each monte carlo simulation result\n", + "* plots coefficient of determination $R^2$ for each simulation against the measured data" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Ny5RatKw9p1HeBJBlmb/85S8MGDCAMWPGNLY4GnVMbfV2VaW8mrLebtu2LWPHjmXTpk0sXryYXr16cdddd9GmTZtz3ygNDY16RTOwq2Hjxo1cc801TJgwAYDx48fzwAMPsHjxYp599tnzPp4oirVOGgwVTxRQ0GWVdyhsNhs6na7cUuNvfvMb5s2bx5w5c4iKigLUuOspU6YwduxYhg0bxr333suDF2lVCI1GohZGeUPz0ksv8cknn7B69WpuvvnmesmZ0Gg8Lie9/de//pW77rqLxx9/nFWrVpGYmMh9993H6tWrayWvhoZG3aHFYFdDqDi+2NhY1q1b1+CyXHHFFQAUlYlpDSjq1q1bV7tvIP6vrEfabDajKErI2q/h4eEMGzaMF154gaNHj16w7BoaTYVly5bx2muvodfrSU1N1YzrS5DLRW9v3bqV0tJSBgwYAMDw4cP58ssvOXHiBHv27KnT69DQaEocPXqUl19+GZ/P19iiVIvmwa6CI0eOcOTIEW644YZy369fvz5YEul88Xq9PP3008GlxlBUtdTYvXt3oqKi2L9/f7ABxs8//4zNZqNr167Vnrd79+60aNGCU6dOceWVVwKqktfr9bRt25YtW7YwceJEUlJSGD58OKAuYyqKQmFh4TkHAg2Ni4ENGzYwY8YMQG0qU1/16jUaj8tJb2/atKlSKEirVq249tprtf4FGg1LqPKs9URhfj5rb7uNZrm5/LB9O30XL26ypWCbplRNgA0bNmCxWLj66qvLfX/y5EmuuuoqADIyMrjhhhswGAw1OqbBYKj1UqMgCNxxxx04HA769u0LwOeff864ceOCyjQzM5Mvv/ySuXPnVkrgGjt2LOvWraNPnz4AfPPNN9x1111ER0dz7NgxLBZLsEyVoihs3LiRfv360a1bt1rJq6FRLQ1cL9vr9TJt2jS8Xi8PPPAA9957b6PIoVG/XE56+8Ybb+S1117j6NGjQSfIyZMnMZvNWqMkjfqlgt5ElnEPHVquZwKPPYY1NbV63Vr2OGFhoCgIJSXIFgvodAjFxeX29Xg8/G/UKBbl5iJ17szYv/3t3A3OJAnD/PnY8vIaXMfraxOT1sR59kJ6zu/du5dXXnmFZcuWUVxczMmTJ2nXrl3Q+9CsWTM2b96M2+3G6/VWWcrOZDLh8XhqLUcorrvuOtatW0dWVhYbNmxAlmWeeuqpYEewVatW8emnnzJu3Lhyg4fJZKJ3796sXbuWb7/9lm+++QadTsezzz6LXq+nRYsWdOjQgR07drBhwwbef/992rRpwz/+8Y9zxgnWhvq4N7VFkyU09S2LdeFC3EOGUDpqFEpEBJaPP8bbr1+9yaLX6xk0aBAAzz77bLA+8vnIUVeyVIe/pnHFzomXOheks6Fu9HZ9/bb1pbfNZjPXX3898+fPZ8eOHXz77bds376dxMTEOtfbl5NuOh8uKlkkCevChZjXrcPw4494r74aBOH8t6Gy3rS++y6uKVMAkGNi1P1376Y4IaFa3Vr2OOaVK9GVlOBMTMT89dfoSktxPvkkitVK5PTpiL/+yqrkZI79/DPrYmP56KOPaN6tG+Z16/CUXbGqcA3GLVvQ3XYbhSNG1EjH14aq9LauYkb0JYCSk5PT2DJUmZHeGDQlWaBpyaPJEpr6lsWWkoJz2rQqPzeULOcjR33LAhAXFwdwudUP1HR2CJqSPJosobmYZLGmppbrzGtKT6/k+a3JNlBZT0bffTeFzz1Xbj+zx0Pen/+sbiBJRI8bh7dPH8SdO9G53ehzctBJEq577sE1eTK2efMAcE6bhi0lJfh/a2oq4sGDzOvShaUzZ+LQ6QgbOZJmffrgHjQIU2ZmORkrXkPE7Nl4v/oqeG/OpeNrQ1V6W0ty1NDQaHDO1cSmVkgS1tRUbCkpWFNToZqY2RrLUYtjamhoaDQ1atIErKaNwirqTfegQWebjq1ZAz4f+s2bsSUlgSRhS07G27MnckQEcvPm4PNROHs2UuvWiHv3EjVxIsbMTAwbN6o6tqQESkvV4x88iBQfz29/+1umxMfDoEE069MH8eBBbHPnVor3rngNAMJPPwVlbcjeDFqwoYaGRoNT43rZ54qfKxPDJ+7ciXPGDKTu3YNxgOcqGXguOQKt34PekLfeAn/5Nw0NDY2LhZo0Aatpo7BKenPy5KBeDniQhWnT4KmniB4/HoD8xYuxzZuH3Lo14sGDuIcPx7h9O2FLlqDzeFCMRhSLhdiEBIr/+EcQBGwpKQg5ObjHjycqKooJCQn44uODet2WklIpnrriNbgHDcK0ejW2U6fOPwHzAnN0NANbQ0Oj4alhvWxrWhq+UaNwtmyJLTmZ6PHjcSckBBVd0ADu0IGYO+8kIikJd0ICH7ZoQbfMTDpNmXI2cayssqyQRON85BGsixapA0AZRVrRG6JbubI+74qGhoZGvVATp4Zr0iSsCxcSMXs2AO6BA1WPckWjshr9LRQVIXXogOHNN/FaLKAouAcORMzOVo3frCzEn3+m+U03oT95EsVgwNu1K67JkzF+9x3GLVvKH9+vty0rVqDPyaHYb7AHJwAVjeAJE7AuWlTO+BeiotQQkfM0mCs6WGritCl3m2q8pYaGhkYDIxQVIXftivXllykZMwaWL8edkEDUxIlIvXph2Lo1OHB4+vdHKC5mW4sWuP7yF5bLMtd++22wTnBZZWlLSgKdDufMmeoS5ZQpOJ9++qwiXbgQBAHD1q3YkpJwJiYiZmejRESogmnVRzQ0NC4mauLUEEUQhHLx1Na0tKCOrYm+k8PDsSUn47v/fkpcLiguxrhpE6b160GWMWRl4bviCnRut+rEcDrxdeyIe/hwzGvXooSFlQ9NCcgtSVgXLCBizhz0R4/ia9MG94ABRN1/P3Lr1kjx8bgTErAuWlTldZ6vwVzRwWJZvrz6+1dx//PaWkNDQ6O+KRP3LO7cibBrV1DhyuHhmDIykOPicE6bhrdHD2zJyQhFRZT84Q+49+1j2/Tp9JJl8seNK9cFr6yyxGIBs1k9XYcOGPbuxbJ8OdbUVKQOHTBlZuIeMoT8JUtApyN63DhM6el4H3oIOKuondOm4R4yRC1LpaGhodFUqWE+Sag47PPRd65JkzBkZSF+/DGm9HTk5s2R27Qh/8MPKUxKQrFaKbnrLkp/+1s8V1+NHBmJ/tdfafbQQ+j37sXbvTulosj2P/2JsLlzVVlLS4maOBHxyBEUs5nCp5/GPXgwQkEBwunTnElOxj1kCKaMDHWsqOJaaxpjHuBCc4U0A/tyQkvY0rgIKKvMnTNmYJwzB/NnnxE5bRrIMuL+/Uj+LnfOxEQMWVkYtm5FeP99bjxxgndKSvi1QwfmPP98ubrCZZVl2SQaW3IyUlwcJaNH4x4yBNuLLwL+BBlRxDlzJt5+/VRPh99rc76KWkNDQ6MxqamRHNSTkoQtKQnDtm2Y1q1D6tABqIG+E0XcCQlIv/89rgcfRDx8OKivpQ4dEE6dwrh+PXJ4OO4BA9BJEhgMGHbuBIMBKTqaTz/5hOkZGUzNzcU9ZAhRU6Ygx8VxJjkZOS4O8eBBVQaTCSE/n8jEREzp6YgHDiCHh1e6VsNbb5W/NmpmMLsmTTqbvJmeft4NdLQ1zcuIcssje/YEl9m1JW6NpkTQeJUkTJmZ6H/+Gdfw4cixsYiHD2P87jtc994bzE5HUXAPGsSXn37K3b/+ijk2liGff45Y4XkuF4Pobz9tS0nBsHs3+e+/j3XRIoSiIgy7dqkxg9Uk+1SbDKSFj2hoaDQxahruENCTEbNn4+3ZU01OTE7G9vzzyC1bqsZtTk7o2Owyx4hesgTbqVPBJEVQnRnebt1Ar8fy2WfoSkrwdu2Kt08fFIMBncfD0UWLaH/sGCcjI3nooYeQOnZEcDrxxMerOjc+HsMPP6ArKcGwZw++6Giktm0x7NiBYc8ezvz979jmzQuZO1Pj5PoANcwVqnL3Wu+pUb/U5SDt91ybV61SP3boUG6ZvTbB+xoa9YIkIe7cSWRiIkJODsV3343cvj0lf/wjpvR0ziQnY3vpJUzr1hE1eTJyVBRyRATm//6XMYWF/PvKK+n3wQdE+BuMlD1uuQRHCCY4ugcORDx0SPW2+I3lcyni6v5+oYkxGhoaGtVSi9bkNa0QEjAqhaIitV60JCHHxBD+xhtIHTtSOmIE7nvuCeaphLRRRBHvQw8hv/oqUrduRE2dihwVhZCbS/GYMbhvuQWpSxdiRo3Ce9VVwfJ92w8dYsqxY7yl07HxppuwduyoymqzqdVA1qzB/N//YtizB2+3bkjt2uHt2VMN6Rs8GF/79iCKla41mDtzgQbz+aIZ2E2UuhykDW++SeGQIYBqXFvT0oK1JaF2wfsaGnWKf8AwrVuHt2tX5BYtsHz/PWFLlyINHgyoHhhx715kv7L0DByI1KYN5i+/BIMBoUUL7unXD/nrrys3UChTbSR6zBh0Xi+lI0fiTkjAtHYtpvT08sbyuRTxubLoLyAxRkMjiLYaohGCUPYBTzxR7T7n670NGKmm9HSkTp3wXnUVhXPmqJ+7dSNizpyzyZAhVsQNr72GNzcXw+7deHr3RurcGSEvDyE/H1N6OtZ33kEoKECOjsa8ahV5RUWs272bPUD4iBG0zc/Hm5KCHB5OwYIFWBctwpSZiefaa/EMHEjJb3+L7fnnKbn7bjX5fcgQTOnpIa/V+9hjalhgA6O9qU2UuhykdU4nUpcuQePavGqVOiOsWO5GQ6MhqVjD+sknEQoLwe3GlJGBrrQU/YkTyIDlww8x/PRTUHnb5s1Dio/HvGIF0tVXAyBbrRh27cJrtVY6VeB9sqam4uvSBTkmJqiQheLiOu3sVWNPkYbGOdDC+jRCUSv7oGw1jrS0SiVJKxIwUs2rVlE6fLhaso+zjo7AuYGQK+Li+vUUPvUUht27wWwm7IMPyF2zhuj77sNrsahhJoqC+MsvlN58M+Hffceoo0eJsNvpotOh7NtXSfaAV92amqqev0cPLA4Hhl27yk8aKjhAbI30nmhvZxOlLgdpxWYLHsvt92QHZ3grVpx/8XUNjTrAmpYWbHWrP3FCTS6UZYrHj8ewezeu8eOxLl6McOgQ4v79uAcMUDPaFyxA/PFH5FatEPfvR1dcjBwZiSspCePmzWfflQoGvLhnj+oJDAuD0lLV4H7nneBKzgUhSVgXLsSUmQmKgnH9enReLwCKwYBp7VrQ6XAPHIhryhTNMLoUqeOwPsP8+ei0sD6NEISyD2pasaLGq+NljNTA6p8tORlDVtbZ0LqADGVXxDt0IGL2bHSHDhExaxbeXr3w3HAD4u7d2FJScA8ciPG775Dj4vCVliJHRhL2wQcAXFVaSs///hfFZKLg9deRunVT+x+MG4d78GDksDDEvXtVJ4tfFndCglrtKfCu1SJ8pr7QKYrSaCevJ5ScnJzGlgGbzaYWNq8tdaisbRYL8quvNpllxgu+N3WIJktoGkIWm3/5L+BJNuzYgZCfj7dXLyxffYXr3ntVj/Yzz2Du21cNCYmPRzh+nCKXi50nTzIkKwtdURFydDRydDRCYSGlt92mhpH4fLiHDVMHgKwsbHPnonO78XbrFkyYFHJyKHj77Rq/D1XdF2tqKkJurlqrG4hITMR79dXqeX7+GTkmhhK7HcuyZcixsVUaRnFxcQC6kH+8dLkkdHagg13AcDGlp5/bAK5Cz1tTUxFHjUL64gukDh0Qs7ODRkzZLnZ1ufJSHZebbqopjSZLiOfGFmimcg4qPjfnfI6qaOQiFBYi7t6N1KMH4u7dwS66gR4DhthYxAULwGRCAXxXXqk6GQYNQjx8mDNJSUSPGYN4+DC+K67A07cvwpkzlQx295AhWJYvp2T0aLUNeyDuOywMOJtLU/bdqfgeCk88Ua+/U1V6W3OjNFVqE4xflVHewIH9GhrAOSeJcng44sGDuPwVQ4wbNyIeOoS3Z09c48YFDQvzs88iR0dzJjlZ9bg8/TSf7t1L9qlT7H3gASb99BO+9u0xbtxIQWoqUufO2JKTsay2PEKoAAAgAElEQVRYAXo9UocOSN27I/XqhfOvf1VlKixEyMlB6tEj2EjhQiadQlERWCzBJVOdooDFol5769bq7ejQAcPu3eg8HoBGn+hq1C21Wba3LlyIkJenPiu5uVgXLsQ1dWqwwZKrZUstrE+jMhcwpp/36niFc4UyYAvefltdEf/yS8xff03p6NHoN21Cat8eobgY9/XXY/jhBzCZ1ITEgQOxJSdTmJRE9D33AGBes4bctWuD4X/iwYPBak9yeLjqGc/IAH/pVcVgwJmYiNS9e7nmYGWLOVR6Dxs4p0HT7pcQVSlrDY3G4FxLka5Jk4iaOJHIxESk+HicTz6phlKgxvSFffghKAp6RcHdsSPiDz9g+8c/8G3axHBZ5oTJRNfTp9EfP463Tx90bjdS585Y09IoGTMGw+7dSPHxRE2ciBwXp8b8Aa4HH8Samlq+c+MFLrfL4eEIubnB2ERFp4OSknIebFtyMr64uGColrbEf2lRm7A+U2Zmua55Ec88g2vqVPVYP/0ErVtrYX0adcp5l6qrQHUTScP27fhatqRk1ChMRUV4RRFx3z4MWVnoJIk8hwNbcjK6Eydwf/opEf5QujMvvEBEUhKRTzyB/tgxvN26IRw5gn7/figpwZmYqJZk9fkofOEFkCSi77uPiOeewz14MK5Jk4jwv0twtpiDe8iQcuEzDV3hSTOwLyGqUtYaGo3BOT16ohj0fAhFRZgyMnBNnow1LY3CpCQ1W71DByKWLaP4zjtpftdd5Or15MkypcB1ioKyYQPu66+HkhKk1q2xvfCC2kXs4EEUg4GwDz9En5uL5/rrcY8dW6nFepWynSeuCROIeuABou+9F0Wvp9huV9sAFxYi5OWhP3ZM9daPHx/0mmjVRS4tLtRwAcAfslm2jnCNK9toaNTEQ3uBz5EcHo64Zw+mjIxgTWzrwoW4hw5VO+qOHIktORn9gQNYiotx3X+/GvLhL6HnfOIJbN27U+x24y4uptnvfkfU5MlB+b3XXgtuN57rrw+OB7Z58zBkZeG95pqzyeotW+Jr375Sc7CyxRxAfZdsftkbusJTgxnYdru9C7AMUFBjVToAs4DF/u/jgQOA3eFwnPHvMx+4FXABExwOxw8NJe8lwaUXX6/R1KmYWJiVFVzCC+nRC6HsA0rQ8tlniNnZ6M6cIeLll/FKEi8VF5Ou15PZogW+mBjk6GgIC1OXF1evJnboULU2dlgYrsREIp98kpI77gh6rQNJYrakJGwvvohz5sw6WW63LlqEc9asYCKQaeNG3AkJOB9/PDjABZZWEUVtif9SpBaGi3vgQCzLloHFAiUluAcNCh7L++ijTSbWWOPioEYe2gsMkwisPMpxcUjx8bjHjyciKSm48gIgZmfju/pqdLt2IR48qDYHGzcO6xtvoLzxBnq3GzcQ1aoV+iNHkGNiUKxW8pcuDZ7HlpJS7ryK0QglJYh79yIePIinXz/EffuwLF9eqTlYcNWnwrU3dIWnBjOwHQ7HXqA3gN1uF4AjwKfAk8Aah8Pxkt1unwEkAk/a7fZbgY4Oh6Oz3W6/FkgFrmsoeS9GqlTWGhr1ScVye/5kF3HPHmwvvli+rNg59pfDw4OZ4uLu3bgHD0a6/Xbk777DkJeHOzyc+/72N8KSkvDabGpL3g4d0O/fj3joEL42bchfsiS4lC7k5+NOSAAolzjjTEwkety4YKLlhS63ly0DWDJmTLAua9kBrkoPpyRhXbAA0zffQGbmBcmh0QhcgMHimjLl7L6xsVrYh8YFURMP7QWHSYiims8SSIyUJPSHDxM5YwZCTg7h8+ahc7vxde5MwWuvYfr2WzVELiWFwuxsDGfOUABcaTSitGiBzuWi9LbbMK1bV8n4tS5YgHDqlLoquX8/xm3bgp7p0uHDKXj7bcTs7GDyZdSUKQhOJ7LNRsGCBZVEr5NVpvOgsUJEhgL7HA7HYbvdfgeQ4P/+XWAtqtF9B/AegMPh+M5ut0fa7faWDofjRKNIfBGgKWuNxqCswo5MTMSUmakmFXbrVl4RV6Rsc5kePXAmJiJmZ2Nas0bN/C4sxLRuHbrevdEVF+O55RZeOnkSMS0NFAVvz54IhYVYFyxAf/w4EbNnoxgMahmnQFfGsDBMGRlYvvqqXMteMTtbjd2royX3gGdEKCoKfi43wFVjhFnT0hDy8yl87jnMdSKNRkNyQQaLFvahUYfUxENbyQj/7DO1ClJNJ4ilpZi//BLTmjXoSkuRw8PxtWiBkJOD/vhxlIgIvG3aIB49Ssy4cSAIIMsUXnGFamAD6aNGcc/27Qg7dgDg6dcP94ABlRp+RY8bh7dHDzXxfeJEwl97Dc+116orl4JQrpa3NS2tfF7NokWV363LpJPjGOAD//+DRrPD4Thut9tb+L9vDRwus89R/3eXtoF9Ics3mrLWaATKKWx/9jdUU+mggmHtvfpq8HqJHj8ed0KC2kxg+nSQZYS8PIyCoFYU2bcPqWdPdH7PtrhnD1KPHijh4RT861+hveaTJ1eqj1ofSWIBBW/YuhVKS3E++WS566/OCKtYgUTj4kLr3KnRVKiJh7aiES7u3n1eCd9RU6ZQ+OSTahK6z4fxhx8ovusuLCtXouj16JxOdMXFCPv2IRsM6IxGnH/5C2GLFhGn12OQZcZv3QqAIooo0dGg14MghDyvUFyMHBODr107lPBwMJtDNgdriu9hgxvYdrvdAIwGZvi/qipQOFQt2Es+qLihs1w1NCrhb3Jhy8ur0SSvrMJ2JyRgfPHFakMvAs+4UFREyejRRE2eTOGMGRh278awYweGPXtw/vnPGDdtQjh9Gn1EBHTujOe660AQ1MEg0PRg+3b0hw8TMWdOsJGL1KOHqnxDTFaD71J1E9naTHL9k9vAAFeuSxrVK/9yFUjUeqoaFxFa506NJkMNnGwVjXCpR4+zusnfJKY63Sc4nbhHjMC4axfOadNo2aMHnuuvx7x6NVJcHMa8PHytW2P8+Weknj0RjxyheOJEbK+8At27I/78MxQUgMeDp3//YF6KedUq1cguc073oEGY0tMRd+1CyMnB27UrFBcj7tuH7aWXgnW45YiIYGhhU3oPG8ODfSuwzeFwnPJ/PhEI/bDb7VcAJ/3fHwHaltmvDVCpG4Hdbh8MDA58djgc2Gy2ips1OEajsVZyGD0ehL591Q99+2JcuRLhAq+ntrLUF5XkkSQMb76JzulEsdnwTp3aYPWBm9K9aRKySBLmP/0JXdu2EB+Pb8gQopcswfvoo1Xv89hjRLz1FrqVK9XlQYdDraABlLsa/+8s/u9/mEwmaNYMwWpF17w5ke+8g+7QIRRRhMhIYh96iL1eL22+/hprUhJhX3yBLi8PXC4i5s5FkWWUli3RuVwoYWFqs5l+/bCuXIkSGws2G4aUFMS1a8HnQ3fsGNaMDKThw/FOnYrhzTfxjRqF3LUr4k8/lbtGw/z5+G69FX16OsL+/YRNmUKpv9OY5Y03MJ4+jeJvcqArLq78zD7xBEC56zfExBB59Chy164IP/2Evnnzs7/1Y49heP11LM89B4MHY7fbny1z19Y5HI51tf9BNeqbho7r1NC4IELUtQ4YprbkZDVcr5puobLNhmnVKuTwcMLeeQe5WTOMmzejkyQwm9G53ehPnkTR6xFOnEDIzaXZ/fcD4OnfH/HwYXSyjM7tDhZiEPfsQTh5EvOKFRi//RbP9dernmuLBffgwZjWr8e4eTO+Nm2C9a9NmZkUjx2rhvsNGRIMLWxK72FjGNh/BD4s83k5MAGY6//38zLfPwwss9vt1wGnQ8Vf+wefdWW+eqYpZF7XtsOT1WjEvW3b2VmY0YjrAq+nKXW+gsryWFNTKSzbivWOO4K1Levb0G5K96YpyGJNTcXTogXyK69Qsm0bpv/+F7moKLRcZTy97vBwtSSkKEJJSZXHLhwyBJPbjdS6NeKvvyK88w7K8ePovF7y0tKwfPYZxs2bkTIyeNftZuANN3Br8+Zw/DiUlqIYjcFujng8yGFh6PPy0OXmqga60Qj5+chz52J44w1Khw9H6tQJxWTC9s9/4mvXDtFuVweR1q3B6YTWrbGdOhW8RlteHvJ//4tryBCk++4jMjER+dVXAXCPGsWZ1q2D3coCVUhMr75avedo/Hj1Xn34IVJ4OGcmTVLPHWDiRJg4kTjA4XA8W8ufr07RKj9VQwM3rNDQqC/KThANu3erbcepOsyiYMECNZmwsBChoABf69agKLjGj0fq3BkUBcOePaDXIx48iE6WVe+00Yh10SKkjh1RLBZ1u19/RTx+HKl1awoWLgRRJGrcOKT/+z9Vt/o78Hr79QvaBLZ585C6d8eyYgXu4cMxpqQEZQ02EisqqpMGYhdKg57ZbrdbUBMcJ5f5ei7gsNvt9wOHgLsAHA7HCrvdPtJut/+Kqqzva0hZq6SeFevl6A2pSQUGjYZBKCpS46h/+kn9Td55J1h5oyLnG84U+J2DdUpXr1YTZOLiMG7bRtT991N6++0svekmErZvpyWQcOYM+qNHUfR6sFhQwsPRnziBTlHQnTmDIqgtBOQWLSj+/e+xfPYZeL0I+fkoERGU3nor1n//G2+PHigmE2eSk4lMTETcvbvK5cSyHSbFvXtVgz6QvNi1q2oYWyzB7WsU73cR5kdcMpWf6kFn13koXygZa7pdxWvRjH+N86GMbrKmpiJmZ1cfZmE2U/Duu2c/B563/HyaPfEEuN3oPB48Oh20awexsQh5eYi//IJOp0NwOvFZLCh+fS7Fx+Nr1w5TZibigQPo8/KwfPklhl27VC94YSHIMqbVqzGtW4diMiHu2YMcHh70pAerjjSxENsGfescDkcJEFvhu3xUozvU9o80hFznQ73/gHUxEFdQsDz2WN3IVk8EKzAUFmJZtgzD7t1qXGphYWOLdulRg/bl7oQETKtXE/nzzwg5ObiSkkIeo9qWtCEoF6s9ZAjGjRuROnWiZMwYLO+/T9jSpeg++4z4kydZCEyLiSG8oABFp8Prj93TnT6N0qwZituNThTVZUlFQTh+HOP27eg8HtWLYjbj7diR8FdfRTxwAMPu3Xiuvlo9f9u2mLKziZg9G/2RI/jatMF9441Y33xTXZYMC0M4fJiY0aNRrFa8Xbsix8aCIAS761FSEmzZ21Ti/eqZi7byU33o7LpOqAolYyDU6FzbVbyWpmZkaDRxyo4JYWGY1qyp3sFXRW5L1L33cvrllzH++CMH16+nw5Yt7D12jM7du4OioBMEFKMROSICobAQ/a+/4ouLw3399YQvXIgvNhad2606XaKjKXzuOaLHjEHq0AE5LAydy4Vh717k5s2JmjyZ0ltvJWLpUuSoKIwbN1KwYAG2118/v/eyniej2rT2PGmKmaoVqahgI956CyZMaGyxqiTgtTcvX46nf3/ylyzBlJ5O2PvvN7Zolxw1aV9uTUtTDdX4eNW4FsXKta6ffBKo3JK2EmVrPCsKxg0bkHr2RI6IQOrRAwQBqUsX5JYt8Vit7M3NZQvw1/BwrO3aoWRno7RooXqtdTo1bu/ECRS9Xs0od7uRIyMRXC70OTnqd6WlWD76SM1o93hQIiLQFRUhFBSo5f9OnsTbqxdy8+ZqdZLsbITc3HIhH8ZNm/Bccw2YzVBaGrw3we56MTEAdVZH+yLgoq38VCc6u4pa7XWVUFVTGYPbSRKm9PRy3eoChkG5Y9UgaU3j8qbimGBKTw9dWlWSsC5cSNgHHyBHR1N6yy24ExKCY4jgdOIeNAjx6acpzcnBCHTzeNB//30wnM/XurWqy51OEAQ8ffsS/vbbKGYzOklS9XV4OEpEBJbPPlPDUFwuwhcswNOvH16DgaJHHyVi1izEn3+mYOHCcmX55PBwxKws1Rvu7zKJJNX42ut6Mqq9aedJvWSM1/EsqqKy1q1cWf15CwvLZeM2uBL2e+2FwkLkiIhgBQapR4+Gk+EyodqBvMxzqDRrBm538LdAlnEPHXq21nVGxtmJ0ddfq97oHj2wpqaefX4kiaiJExEKCvD070/JH/6A5eOPg++MYds29IcOqRU09uyhcNgwir74gpv1emI8HrwWi+qhLi2FoiJ8ViuCwUCx3Y74yy8Yt22jdMQIDDt3ouh0iIcO4b72WvD5KBk5EtOmTfjCwnDffDOu++8nduhQzKtWIZw8Se6aNdhefz0Yw4fJhGH79qDBLDidOGfODN4aW0rKZdtdr64rPzV0Ynq1CaZlqC7J2DB/frmkWP3KlZg2bDib2PvYY9hqojOrSOgOJaOurDyBBOEffsA4dy5KTAxyjx4oZjPisGHlk3TLHMs4cyb06QNz5lRK5j0fmkQCth9NltAEZTnPogE1LaxgmD9fPeaQIUgTJxI2fTrWjRsBEB57DCEqCttttzE5P5+hQKewMCK8XjXJ3OnEe9ttiBkZoNejM5koSU3F+MEHKLGxKO3a4Z0wAcOiReiOHkXXpw9GRUHu2hVdeDjC/v2YfvwRz9SpmHv0QC+K6IqLsVSQ2zNjBlF/+hNKmzbI//d/+B58kOglS9D97W+h3/k6LCoRKjldM7DPkzqJka4YwlHGeKmLWVTFSYASERHy3AFPpCkjo1w2brnzN2A8nxwRUWkmrVG3hJwghmj4EvPKKwgeD85Zs9RVkGeeUZMYKVPrWhSDoR6h6qha09LUdrq9elEyerT6e5rNmDIzKXzuOfD5EPfswfLxx+DzEb1vH20yM2l1zz1w8CBydDSe7t0x7NuHzuNBbt8eX0SEGqqxfz8oCkpMDKUjR4IsY1m5Eu811wDgnDYNOTVV9WIUF2N7+WVKb7kF56xZapv0l19Gjo0NxvCZVq/GFx+Pc9o0TKtWIeTnY5szB8OePeiKi5GbNavWE3KJU6eVnxo8Mf1cCaZ+qksytuXllU+KLSgo7+WrIrG3IsGE7oCOCyTHhpDR5vEE5QnuN348tuRkLG+/jevee4P6uGySbtljKd9/ryathUjmPR+aQgJ2AE2W0ARkqfIZK0vZcX3nTkq++07tI1BVYQVJIvrrr8HjwWezIb/zDp4OHQCQrVbkV19l9zPPcOUNN/CgomBp2RLdjh14R4+m9JZbMK1dC0eO4G3fHkUQ0Hk8nL75ZpqnpCC1aYMcG4u0ezfi0aNqw5pPPkHndFI0ZQqIImFHjqA/dQrf3r2waxeeli1RwsIoqVgQoqQEunUr927aTp2CMu9SWeqqqITNZguZnK4Z2OdLHcRIVwrhKGu81EHYScVJgPexx4IDQKWuexkZahWICtm4Vclan/F8l2OCZ0MT6h5XrEttTUtTPbrffx/06CLLZ+OnBw3COHdu8G/BOqoVlq2FwkI1QTA3F1BblcsWC/ojR7B89hnm5ctBUZDat+fUF1/QfNQo2v72twhnzuC+8Ua8v/kNhu+/R/fjj+D1opMkSgcOROrQgbClS/H07w9uN8TEYPr6a7ydOpWrKe0eMICwd99FByh6PbkrV2JNTQW9Huu//40cFYXO46F4zBi1/W+nTsFr8rVsieHHH/F16YIcFgayXGVcbJBLN7msTis/NTh1oLPrauWyyhWkc8hYdj/nrFkYdu8O1g+uJM/5Jq1pXFKcd7v0is25quhd4PWvKHv69ydi9mzkK65AjorizNtvY5s3j6hWrdh/xRV8brXyyFdfYfnb39D5dX/+228T9fDD6jsUF4ccGUmzhx5CV1JC8V13EfbRR4g6nfr5978HiwXzp59iXr2a0ttuo+CNN4j6y18wZWai6PUU3323OnYtWlTJXgj1rgpV3Kv6tjkuCe3fqNRiUK34AqAodRt2UkFZl126DNV1T4qPr5SNG3L7+o7nuwgrLVx0hLjHgd848LsLRUXot2zBHRcX9OgaN2woV2O04O23z7b69tdRNaWnI3XoQOnw4biHDMH2/PM4Z8zAtG4dkY8/rhrYERH4WraEkhI8/ftjTk/H26oVMXY7vrg4hMJCfK1bq1nn+/cjnDoFoohiMOAeMADxyBFMa9ciR0XhnD4dW0oKhqwsNTZblrEuWoRw6hRhH3wAej3Ff/gDzpkzsSUnEz1hAoUvvEBEYiKlCQl4+/dXjfX338d9003lV08yMvBec02w7JN51SoUo1GdrFbBpZhcdklUfqpILXR2XQ3EtTXUK+4XaMBxLnk0p8VlgP95Nno8WI3G6vMDQiWod+uG1KtX6LhrP0JREc7ERKwLF2J9910El4vSfv1wPvUUYnY2cng4BoOBK775hqQHHsA0bBjKlVeSu3IltpQUWl53HUpYGIooIh4+jGIwIHXsSOmIEYR99FEwPFWfnU3JH/+IKT2dwtmziXjhBcSDBzFu3Eju//5Xo2ZgoZ75KoM+6tnm0AzsC6Q2g2ptlWUlajFQlKvk4PdEClFRhL3/PlKPHpjS08udv+z2lYrQL1wIgnApeuwuKwK/sWvSJLUOeVYW6PVInTsHu2UJhYXBOOuKuCZNUhXv4sVI7dqp3RQ7dFCfp8zMYKvbvJdewrJiBSUjRxI1ZQr7+/Wj0+nTKCYTGAy4Bw3CungxxXfdhXDqFObVq9VSTi1aUHzTTRh+/BHvddch7tqF1K4dES+8AIpCye23E+ZwYMjKQjEYKB04EKGwEJ3Xi3zFFSCKOBMTaTFwIJblyxFzcji5bBm2efNwDx9OuD9uvKxSdg8ciJCXhy05Gc+11+Lp3Rt0OgzVJAxfDAnQ58ulUPmpIrWaCNXRQFwrg1eSQJaJeOYZUBTcgwbhmjy5ZrpWc1pc8gRXIPv2xb1tW7UNVwLbQg0S1Msgh4cjZmfjmjoV99ChmNasAUGo1LFWZ7FwZskSNWdl1iyi/vAHtfqTy4XUpg1S167IzZtj3LwZzw03VHo2TevWAaou9XXsiK91a84kJ6vHQ3XmBMNbZ8wIhrWUe4eb0DOvWUMXSG0G1UpKtqbKsgK1GSgqnrusJ7ISkgQ+HxGzZ6ufFYV8f2UPqUsXImbPpvC556o/f6hJgCRhffNNTJmZALgHDsTlj7XSqGdClVgq+0zExpK/eDHRixfjvvFGTOnpFI8dS9j771eO058wQW044HQi5OdTMnw4JWPHAmB78UXk5s3V50GSiB47lojnnkN/5Ai4XBSEhzPjk0942mqlR0kJ4rFjmDIzKR0xAteUKWr8dosWlA4fjkkUKbnhBgxz5mDMyEA8cIDiO+9EbtkS8fBhwv7zH3QuF+4RIwA1JtD41VdnY8UBMTsbb5culIwejbhzJ2GLF5+to2qzVVbK/ox56+LF6nK836iJefPNKm+t1jL74qDBJ0IXGDpkTUvDPXQorqlTz+amNLauvHTDoS46Qj3PlbzRFTzXrgkTsC5aVL4KTTVUabP4j2ubNw/ZYgGdDqG4GHHnToRZs+DMGby9eyNkZqI/dgyhqAjPjTeiWK3B3gJlcQ8cGCzVKxw9invAAGxJSRh27yZq4kScTz6J1K2bGt6amYnUvXuTdmZob8QFUqtBtY5mWLUaKM7j3Na0NNzDhuHyx07Znn++XDxf4LzVnT/UJMBgMuHNy1MT3QDLsmVVTw40RV6nVDUpq3jvvVOnYnr1VcyrVqndEHv0OBun7w8VClu8GDkiAs9NN2FavRoxO1stg1dUhGHXrmBHMGtaGkgSrilT8LVti+XRRyn86SfuUxTMFgtS794UOBzB/cs+o+4hQxB+8xssTz+N/uhRSkeMwDNwILjdCPn5nElOpvmttyLk5UFpKXJ0tFqr2ufD27Ur5nXriLnzTmSbjYI33sC6ZAlSt25YFy1C53ajiKIagy1J5Z8rUVTzIgSh3P0qlzBcAW05/uKgoSdCFxo61BRXRi7FcKiLlcDzTN++VYaEBBLYS2++WfVcL1oU9GTXdNytuF1mZiaDt27Fffvt6gp32e62e/YQM2UKiteLkJtL6bBhmL75Bv3x45i/+ELtLRAWVum0rnvvJfb229Wa13v24D1yBO9VV5G/ZAmRs2ZhyshQQ1rKOk+asDNDs1QukMYcVOt7oKio2AMhJGWX0c91/lCDg87jAYsl+D0WS8jZLGiKvK6p8WBdwcg1pacH4/QDoULiwYMUPfaY6tUeMADrhx8i/eY3UFKCe9AgQF3SM69ahWIwIP76K/Lmzew4cIB0RSFjyBDe+de/kP/9b6LHjQOdDvfAgWerdfiXxUW9HtcNN1A6ejTO6dOxvvkm5m++QX/qFMbNm9EVFyNdeSX6Q4fUkJSCAnytWiHu20fBm2+eXUZcsiR4TXKzZuWSfKImTiyf5FNFPF/ZhOHq7plG06WhdfaFGshNcWWkJvW4NRqAMuFDok6HKIpIPXsGy6VWTGA3rVmDmJ1dbWlV64IFhH34oVrresSIcrWuA4Z3zs8/88PHH3PKZuPmiROJBLW7rSwHwzhQFEqGDcP4/fdqPs2ZMwDoFH/lTlmudDlRDz9M4VNP4R4+HNOqVUQ89xz5H32kXmoZo9qdkIDxxRebfB+CWr0Jdrv9RuA7h8Nx2datCtKIg2p9DxSVFHtEROVl9HOcP9TgoJhMcORI0AtOSYnaKS8Edeq9qWk74kuY8x2sA/HVpowMwpYsUTty+Xy4xo5FV1SE5dNPVYO2RQsUnQ7D1q1ny9oB7qFqqK7488+Qm8tjW7ZwVUkJlthYPuzbF8v8+ZhXrMBz7bVI7dsHlXlgX9fUqUQePQpffIEcEaE+M4qCcOyYWsavf3+E3FyMO3bgs9nU3IKBA3FNnoxt3jyk7t0B/7Pz2WdB5W/YujX4+5syMpD9CZ3niuerUa3jJozdbr/S4XAcamw5GpXqdHY9rJhdqIHc6CsjkoRh/nxseXnB8weuqWJis+YAaVjKhg/FzJ2L5PHgnD49qMcqJbAXF1MyenS1pVWF/Hw8N96IHB6OeeVKjN99F8y9saal8UunTgx77TXa+HysVBQik5PxtWsHTifm1avxDBqE/pdfUKKjMWdkgCQhx8Tga9WKwlmzEGg538AAACAASURBVA8cwD1kiFo97ZHyKRtCYSFidjZGv+Gsk6Qqq1dVG97aRKhWOrvdXlV1k4+APna7/aTD4ag8DdGoH2qwbFObY1T1kJ5TsYcaqCoe3x/rVfYYgs2G/Mor5ZN2qhg06tJ7E8obXm3ZtUuQ8x6sRREEgcKkpOBgGrZ4MeYVK1DMZoxbtoCiYNixA0/fvjhnzz5bAvKbb3BNnoxpzRr0R49i+fxz5gK7DQa63XUXjByJnJ6Ot1s31bj2e8oDqxkBD5l+1SrEVasovflmTGvWYP7f//B16oR70CCE4mL0J09SetttOKdPV2X2P4OGrVuxJSXhTExEzM5G3L07OKjYkpKwJSerdb79lXQC56zRJK6pNGk6D+x2uwnYD+gbW5amSn2smF2wgdzIKyPWtDR8o0bhbN367D0JNJnyh5AFnvumEL5ySVKFc8i0bt3ZfhomE+jVVzugx0IlsJcrrUr56mCGrVvx9umD8OuvlI4dCxYL+l9+wbxiBQgCbNyIfdEiTp8+zdzOnYno1w/9sWMYd+xAf/SoupJ44AC+K6+E7t3RLV+OYrWimEzoT57E+q9/4b32WizLloX0YAsFBSgmE84HHyTsnXdQTKYqq1ddDJxLUonQXbt0qA0EFDRl3WDUhfI/r2PUQrFXOv6iRZWP4Y9vDdT+ro669N40xVjGBqOCgnb+9a81VlSB+2ZZvhz38OFY334bDAZ8bdqg6PWg16M/ehS5devg7y7Fx6Pfvx9bcjIlY8Yg5OXha9MGS6dONO/aldh//Yv8GTOCCbTmFStwTZhA5IoVajknkwlxzx7Vu9yjB16/h8yUnq4a2unpiIcPI4eF4e3WDblMbHTgGXRNmoTtxReJHjcO96BB6EpLg8+R84kniL7vPmwpKQg5ObjHjwdqHs8XOEcgCTRkk6ZGwG63D6rmz6YGE+QipV50xEUeOiQUFSF37QpO59l7UiGELGQ9bo06I6RzCPD26EHJ6NHqNrNmQc+ewFk9FiqBHVEMllYNVgfr2RPntGlqQuF33+Hr1Anjd99h3LIFobAQT//+uE0mjuzYweqSEnKtVvo6nbBlCwVvvYXUvTvNb70VOSoK4cwZ5Nat1WZII0dCWBglo0cT9cAD+OLj1cpjBQUoRmNwRTEga+mIEZjWrcPyxRfINhult956Ub875xph16Ea0E8AgYYBOmAzMBLIrTfJNCpRF8q/vo3MmrTiDtTrrJG3rw4Hp/MpQH+pcSGTs7L10U2rVoFOpzZ58Se0RCYmqjFxGzcSM3o0it/odQ8YgOnbb2H5cgxZWeS/8w7R995L98xMDDt3Em234+3VC+HMGYwbNtCyd2+83buTv2SJmlT74osITieK2RycWEXMng3+GD59djZiSQlyZCQFTz8dlLdcU46ZM9UST4KAt2fP4GBkS0nBnZBQLq7QsmJFjSdxFScdoZo0NRLrgGOAtrJYC5pivHNjI4eHq4nDfg922XsSCCELTJSDORQXkZfxYqCqcdWZmBh0nKDXI8fElI9LrmL8LGt4G7KyVMPbf7zoceMwfvttMAZbPHQI4dgxvPffz6//+x83bN1Kz44d8YWFIZw5o1YD8zeJMWRloRiNaogIgKKoHvMuXZCjo5G6dAlei+noUdwJCZgyMhAPHiRq4kQ8115bLnTlYu/mXO1b4HA4htjt9j8B7wFvAq85HA7Fbrf7gEMOh+Nkdftr1C11ofzrdQCRJMSdO4lMTPx/9s48vqkybf/fnJ4kTdMUW0AR1GIRFArMjIC4DIsdqIgjOvrOAQUckI51nVfnpwOMAygMAyoqblCYyvIKCmfGDUdE1MqisriOWMpmtQJVBFpomjZpTk5+f5zkNEmTJoWWbrk+Hz/SnCTnOUvu5z73c93XhZKejmvYsKDvD9XrPNPVvgYJ0LdUnCJHtEFNSU4niVOmYCov19Q3nnmG1P/9X4SKCp1vjceDeOAAZw8ciMHlouaXv9RUOYxG3JdeqjksCgKuYcN0ndUO06fraiKmbduwrF9PwpEjeM49F+f//A8WWcb1m98AaM2Kvv15DxzQjvmnn3D36YOxsBCD241w5AhV48Zh3ro1SI817IOU3yjBd+4CVU5iojqFnKfQh45wJk3NhBJgvCzLn4RukCQpEc0AJo4IaHa+cwuEIyeHtFWrsB07Vvec+Clk0eRa4zgtRJq3xeJiHHfeibhvH8ZOnXBE0OiPRGnzG2np6mDFxbiGD6/tvdmyhYRDh1BTU/H27Mm1vXujiiLeyy+n7P776Tx8OJY338S0bRsVDz1Eyrx51Pz615i2bQOjEctbb+G4/XbEoiLUlJQ6Zl7mzZu11UYfrRA4NU+QFoqoM7Msyy9LkvQf4B/A55Ik/S/haSNxNDEaI/g35QRizc/XnPu2bNHcl+bP1zhTPsRUPW9KWb5WvlQLp16JbkhTUmpuLu6cHE4MGYJ540Y633gj5UuXomRkaDy+wkISP/wQQ3U1nq5d8Yoiamoqpi++oOaqq0hcvx7n6NEY3n+f48uXk7Z6NeZNmzB9/jmYTHhXraJ86VKMRUUIJ05Q9u9/IxYVkbh+PZa33sK0YwdV48ahpqRQeccdpLz6KqLHg2nrVqpuuQXcbpQePTDW1GBdsQLlgguCGxQj2MEHTkZqcnK991W08+z/TqGiIqJJUzPhM2AgUCfBRqtqt+8Gx2hoAzGi0SGKuO+7D7vdHnZzu6benSFEmrdjVTiql9IW7rsDH5wyMkgbO1aTO01NhfPOQ3U6EYuLcWZnI377LYLdjnjwIFW33IJr5EgSvv8e9513Yli+HLGkhKS77sI5ahS2uXP15N41ZAhiSQmOAFqhUFkZrOGtKHVoJK1pdSSmkcqyXAHcK0nSQOAF4OwmHVUc4dEYwb8JJxChslITfvcpN9gWLAhb9Qur1+lD1ASynetin+pk1pCmJMFup2b0aLDbcWVnY3j4YcwFBaTMnIk7MxP3pZdi2LoVOnTg+Lp1dJg+HdPWrahpaVqg792bGrudN/bvp/Kaa5AkCaFfP40OUlYGgO2JJ3D36UNiQQEdpk9HKC2l4qGHSJJlEo4cIWnNGk17+9prUffv5+Sf/kTauHGIhw6B0Qig8f2OHQOTKfh8iGJtAlxZqZvihDbbntZ5brmJ2K2RNsiyXANceAbHEkc7QJxWcwYQieoRqnAUOD8GGL/4VZPCUtoCvzvg87rSkihStnYtaRMmoGRmIn7zDQk//qgZcA0ZQvlf/1o7b2dkYJs/H/H77/G+9BLOzEzEwkKN+jFtmlbkef998Hgwb9mCcfduxG++wXnttbiGD9fN5/xo7TK9DcpMZFn+TJKky4EUWZZPNtGY4miliBZo/UmPacMGVD8HOwTREpvW/oM7XZzyZBZrU5KiIJSVkTh5MurFFyPu24dQXo64dy/uSy+l5pe/JGn1arxWK4aqKu07kpIw2O04b72VxA0bUC0Wvtu6ldzycp72ehErKzHu3q11px8/jnH/fvB6cffsqXH8ioq0pcuDBylfsoTU3FwSftbYZ+Z33sHrk+dzDR2KaccOxG+/xd2vH44//pGUmTMxODTWQ+DxxNRs2xTnuZkhy7K7uccQRytHmCTNpCgR+2bitJqWg8C4F2j8Ynv0UdLGjgWjkQ4PPIDSs6ceuwMrxLjdCCdOgMWC48QJEh5+GM9jj9VSR8Ik4nUKGJ064e7ZE++kSdiHDOGs3FxMO3bo3HDz5s24+/al4pFHsMgylvXrSXr5ZQDNITIArX11pMGlP1mWvcBJSZIMwBBZlrdE+0wc7QOxyvoJNhuOwOXGgB+ruGsXYlERSu/eYROb1v6DO12c7mQW7fPW/HzKn3uO1Geewbp8OV6TCcftt4OqkrhuHdTUaJqoVVUYd+0iZdYsDJWVGLxexJIS1NRU8j0evi8vZ1BKCtePH0/ynj14zj2X6htvJOGXv8S6dCleq1WnE6lduyKWlOAaOhTrihVU/f73pCxYQMKRI5w1bRrKxIn60mLN4MHg8WDauRNjYaFmePPdd1rw9jmD2RYsCNK5PhU6UmtOGiRJygYmAZmADbADhcByWZbfa8ahxdEKEC5Jq3nssch9My13Nadlor5V2GgrtFG2C5WVmlNjXh6mL7/EazRifeEFjLt3k3DwIM4bbyTxrbcwb9uGaccOagYOxDVihF5ISL39dsqXLeNbs5m/vPgiK3bvJtFsxty1a20MVBRSp0xB7dpV77UKLWAIFRUYv/0W244dGPfuxX3JJdgffBDzxo0krVqFe9AgzJs3U33LLWC1ak68glDn4S1qoaOFr2ifzkhMwIfEZfri8COWQBvGtCCo2rh7N7b584Nd9QLQWiuLjYbTncz8n/cFpsDmQEQRoaIC88cfo/bvj7eyEvell+rNKYgixs8+Qzx8GHfPnriuvhrB6QzSO//vDz+QvmULdkHgnzfdhOmhh1Ceego1OVnXPSchQeMsb9lS2+Dy0EOk3n03hqoqvElJlD/3HErv3nT83e8Q162jauRI7H/+M2JxsXYcgqAH1fIZM3TpqcDEwDZ/vmbbeyp0pFaaNEiS9ADwF+CfwKvASSAF+AWwUpKkx2RZfqYZhxhHC0dgEQOLRX+9QQWNFp74NCfqizvRVmijbfc77VaPHasZcG3bhlBWhicjA3ffvoh791K+ciWWdeuovu46Uv/4RwSXS79GBo+HiooKJv75z5gqKig76yzOnjEDh4+W5x+D2rUrJ+fN0/t6hMrK4EJZYSGesWOxp6cjHD2K8NNPegXb060bVFcjHj+OC8Dp1PnXoYilINSSV7SjGc3cVs9mUyOPpe0hHmTqIJxpQVBVuk8flH79ghsdAtCaK4stCdalS7WqgcWCcPQo1qVLcdx9N2JhIVXjx1Nz880IOTkYd+6kbM0abPPnk7hhA85RoyhbswaxuBhzQUHQdarMzeWxzz9nPfDcM8+QNmYM1iVLSFy3DjU1tZZnt2kTph07dBoIHg/Czz9Tc8UVKOnpGP/7X8xbt5LyyCOa/JPHQ/XNN+vB07JuXdj7I0iezyc3VZ+VbhtdDXkIuFqW5T0hr78mSdIraEWReIIdR0QEFjGorgaDAQCxqAhx1646MnDh0GiJTxt0360v7kTc5nSSmpuLsagI07ZtlC9ZEjZmOXJySJs4EdatQ+3YEa/NhunLL1GTk1EzMjAWFpL6hz9g8HpJ/M9/UDt0qJUunT8fV0YG2++8k4k//sh5aWmk3347SkByrY8xPV2/R6wvvojw4490Hj5ck/a75hrsDz1E6pw52C65BOGnn7BPm6avSvsNZhLffRexsBBndjbCTz9h3Ls32LYdohY6WnoMj5btLQc+B+1BIwSGxh9O20JLf7pqDggVFSRs3KhXsIWKCt0CO6aqdCutLLY0mLdsCZLWSpk1C8fdd2tNLMXFmObOxdmzJwmlpVqVu1MnnGPG6G6Jge5fevVDFFmyZAkfffQRQ4cO1bh9R4/iHDkS0+efY125EtP27VrDy4MPknrffVjWriVpzRpqBg1CSU/HkZND6pQpWJctw9O1Kyfnzyft0UexvPoqWCy190eYiVe1WLQlbYsFqqs1h9B6zIza6GqIFc0ELBx+ApLO4FjiaC0I4V2b339fK2J07AhA4ty5iJ9/jn3qVJQ+faLOZ42V+LRF99364k6kbam5ubr6h9dsJjU3F/vDD9eNWaKoS6MqvXppRRRA7dgR8cABhBMncA0YQM2wYZg++QTx4EG9Am385hsmdujABT/+SFerleyJE1Huuy/s+F1Dh2IuKMC6fDmmHTtwXn01arduOCZPxrJ2LeaPPkLt3x/7n/5U6zPw9ttarL7jDm0ev+MOrPn5mDdtwt23L2UvvYRYXHxKHg0tNYZHS7D3A1NlWf4wdINPU7WqSUbVRtDSn66aA2JhIWpODvbJkzU+1urVemObYLdrustLljT3MNsffOYtakqKFjx37EDctw9vYqLu+mhdtEhPYI3btuH+xS/qyOPZ8vO5rrISddcuTa7xhx+oHj2a46+9RocZM0j47juE6mrMH39M+eLFmDdv1nRUP/1U43qLIvZp07Sly7IyOkybhnLddZj+8x+8ycm1tKIwFXgMBr3apv+/HrTR1ZBXgbckSZoNfE0wReRvwL+bcWxxtFCEJrKhq1OCzQazZukKUdHms8ZKfM7IHHqGV5rrizuRtgl2O66sLMQDB0jcuBHTV19R8/77dZoCg77jjTcQ9+/H4HIh/vADjokTcfftS83VV5O4cSOqzYbXRwESjh/HazZzQUYGS5OTeU2WSdm2DSGEQgjgmDQpaL52jhoFoohyzjnaACwWxJISvBdfrP0dqSjm78kKkOYLe41bca9MtLtoM3AJ2rJiKDy+7XFEQEt/umpyhPlhKJmZevODmpyMkpmJdcWKIPemhio+xNFwuIYMwbJ2bVC1F9AryEL37rjS03HddlttRcFbK39vqKlBPHBAXy4WKirqNkd5PHg6daJm8GBs8+ahWq0kGAza76KkBEfPnlj+/W/UlBQSKip0Sohr6FCUjAyqbr0V8fvvsRQWYrDbOfr663pgDVeBdw8YgP1vf9MGqCikTZiAUFUVJFcVFKBPZTWk5euy3gk8CqwEulLrWfAj8BIwq5nGFUcLRiyJbEPms8ZKfMKaRp3SN0XGGVlpjjWJjxCT1ORkOl5/Pcovf4mnSxdq+vQJ2xQY+B3WvDzsf/ubrmOduGEDQkUFXqMRZ3Y2Sno6Z02bhlhSojUrTpzIzC1bGL95Mz3eeCMyTzxkvrbNnYty0UW4Ro/GIsuYtm/XjvOcc+pSPsIg7H0VInwQceWkha9oR3NyzK1nmxu4utFH1IbQ0p+umhrhApeakoJn5Eidg+1fnopX+s8sHLm5tQG/c+fae1MUUfr1Q3n0UU3pRVFIefRRXRe1bNUqEEVSd+1CtVj4OTeXLjNnYvr0UzznnVf7PRYL7ssuQ/zmG5Kff56Eo0epvvZaXEOGaEn87bdz9pVX4unSBa8oahSRSy7RzRCUvn0Rv/9eG9+ll+I+7zwtSPsCr1hSgmXtWuw+9y+/Ja8/UNvmzcOdmYn9wQeD5KpOdwI1LlpERQumffm0rqcD0yVJOgtIBiplWT7RvCOLoyUjluS5QfNZIyU+Z8J990zMP6ebxNcMGoT1pZdg7168gqA1mIdpCgyE/7iseXlU/P3vpDzyCKqqkjJvnial16sXVbfcgn3aNP0zlvXr6dKlS4N44kpmptbEPmeOFofT0jj5+ONYBg+OybE5kjGY/3x1mD4d85YtWn9WK8sPWlTppc2hhT9dNTXC/Ujt999fx3bXmp/fviv9zYFI96bP7j7hgQdQu3ZFOHIEd+/eqMnJGKqqSBs7lrK1a1G7dOHbrVtxDByI9Xe/wzpmDLhcunKHvzmqfNkyzf1x927Us8/Wqxk1gwcjnDhBzdChmLZs0fiCvvvFsm5dkK1uh5ISxJkzsS1YoFUzpk3TrdrTJk7E3aePxrcOCNTGwsJaK/RTVUIIA4Pd3moeBn1J9QlJkgRJks6KJ9lxRELE5Nn3QGuqqYmog92kOANz6JlYaW6wi3FSEni9CNXVqElJmD/6CCUjQysaTJ9OhxkzUNLTYzouobISEhLwJiZSMWeOpiAyZgzmggJQVa0AYTZj3LEDjEaseXmoSUmx88RTUnDceafe72JbsCBmKhEQ9hoHna/0dMSSEu2trSw/OOVfiiRJIrBUluXbG3E8cbQhhA1cYWx323ulv9kQZtnSmp+Pfdo0UnbsQNy7V7Mnv/VWTU4vJ4eON91E2oQJHDp6lPElJUgGA5f96ldcXl6udbD7lTs6dgRVJW3CBAC9cg1gzcsj8YMPUDt0AIcDb1ISltdew9O1q+7qWP7CC6Tec49mwXviBMefeQalXz+tmrF5s16BF0tKaivwAQ6OALZ587QKd6ASwmkGaK/N1qIfBiVJ6gosBnoAjwH7gDeBzpIkfQHcJMvywWYcYhxNiVPlE0dIZP2VRGHAgJiqka0RZ2L+iSWJr0OxA+wzZmj/VhQtOX71Vd2y3OF7T7TjMn72mSaFl5mpj0Xp1Qtl9WoUs5lUwPjFF3jS0zWqR1YW5vffx1xQ0CCeeOix1ufY3JDz5Ro2DNP8+fUqQrVUnM6jaALwByCeYLdHxBDI/c1oKTNnAlqShaLU/a7GqFLEJREjI8K5CbK3nTePtAkTSDh0CKGiAjp35uScOaRNmIB48CAO38TgHD2ag4WFDPzkE+4BJl50ER3379dscEPcvqx5eUE8aX/i68rKAjTZL+OuXXh69MC4axdei4WaK6/EddttpN5zj87z6zRrFuaPP9aoK/5qhihq3+OTfPLreePx4Bo5UltKnj+ftAkTNH65qpI2bpy2f/99GHp/xHAPue++G/PTT7fkh8HngD3AbiAfrbHxF4AReAot6Y5opx5H68YpURHque/bBX3vDFTJg5LSAEOsIA+CCPrjWCy4Bw/WbMQtFs0n4MUXI89vIdezbMUKrCtWYN60CVwu7NOn4/ryS/61bh1CZSWXvvUWgywWjU7nt1B/4w1Uq1VLzgFUVVf/iHa+YnFsbtD5Sk6u/3hbMKLpYBfUszluMNOOEVMgF0UQhNoka/durYFuwABtudFnTtIYSXFcEjECwrlu+c5NIEeveuxYjDNnUjNwIMadOxEyM0kbOxbX1Vdj+vRTOkyfjpKezr7u3Xnj8cdxeTy477qL1NRUjFu36oms3tWuKJg3bQq6tv7JWenVC+WCC+g8YgSGmhq8VitVEycGBW4hgIqhdu+uVUQA11VXkbRmjVbFsdmoGTQoyIksZeZMHPfcA6BZBC9YgOPuu8Mm+6H3R6z3dAu/r4YC4wABn+GMnxoiSdI9wH+bcWxxNDFOJSGu775vjGpkm8HpaHIHxI1AQ6zA8x2kP+5wYPz6a82Vdts23P36QUqKrvYRblx+Go+/yBAqGuBPWpOefJLX//Mf/vrzz8zp2JELfMdj3rhRH4NYWIhy0UVUzJ4NgGXNGlKnTNEM4ALpK+Hm7UiOzQ1By4+zMSFaQ+5goABYHea/V5p2aHG0ZIQG8kgNF4Hv89ti1zz8MK6sLFJzc3FlZWF/8EFcWVl6hbMpx9PeEOi65crKwrx5s+66Je7apVEuNm3SKroGA0rPnlrS27EjBrcbBIHyF1/UnbYOvvgiC1wuXrz4Yp7csIHEd9/FNWQIFbNm6fuzLVhA6pQpuH0TReL69Zx9xRUkvvUWxk8/xTZnDtZly6gZNIjqMWOwP/wwxk8/BacT8NE4fFQMAE9WFkJpKbbHHyf1vvuoGTwYZ3a2ZrX+8cdB193/ef17fAlBLPdHG7mHRFmW3bIsu4CKEN71MWj0HrE4WhD0hJjY6VD13feOnBzMBQWY5s7FXFDQEldszhj8DyKnO19FOt/+c21bsADxwAHc/fsD4P7FL0j88ENd7cM+bVrQvv3j8s+r5q1bw19PUaQyN5e7jx7l3uJizurYkeGvv07nzz5DqKggafVqzcm3oECjk5jNOk0kceNG1C5dsD/4IMLx4wi+HiqxpITUKVPCr0zHEZUi8hWwR5blOtqpkiSZgUVNMqo4WjxibQwJep8vQAj4fvjhGsZOkerRbiURo5yvOq5by5ejpKfrXGvz5s2IhYWkzJyJKysL465dOEePRrz+ehSTSZff83//4JdfZsPdd/PLc8+lxu2uNRbYvDlIOq/D9OmI332HeOAA3rPOwlBZievKK1Euvhjh+HGsL72EY+JEAO26G42oaWn6smn5kiVYV6zAsm4dCZ06Ufbii1jz86m54oogi1683qDr7jdACKVwqMnJiEVF2vGWlCCUltahiUSTi1KTk+GBB87s9W04DkqS1EWW5Z+A/iHbegJHm2FMcZwhnAqfuN7Y2RjVyDaCOqsDb7yB8dlnddO0eueqENk5sahIdzbUz3dA1da2YEGQDrnpq684OW+e/rfl7bf170zcuFF78Re/QMnIIOHQIX3F0TVsWND1fPbZZ3nllVdITExk5cqVpPfogaNHjzrDteblYX7vPRy5uXi6d8f87rsIP/3k27kF42efUXHLLTh8sT7iinE7p25GO9KFQFmEbW5gcuMOJ47WglgDeeD7hNJSXLfdhoXgKmVgYD9Vqkd7bZSMdr5CXbeE0lIcc+ZgW7gQpXdvlN69dXtdobISY1ER3pQUEt57D8fQodgeeyxI8zT5xRcZ6DMQUPyB22csgMEQ1Plt3bgRV3Y2jsmT6fDggyQcOYJ6/vnYZ8zAWFgYRO1Qk5PrXGd9srHZwG4P+7BQJ6G+/XasK1bUOU9+fW+dKjNxomZOIwi1wd9HWYokFyXu20fK4sUwaVLjX8jGw5/QPAoI08yYicbDjqOtItrSepiEp73GzoYi9EFELCzE849/6JKz9c1VQXFk925s8+drdIsI57vOQ089cyVozrrWxYuxHTyIc+RI1HPOQSwpwTR/vsZf9sFsNpOQkMCiRYv4Vb9+ETX9HTk5mDdtwrpsGRgMeLp0Qe3SRfuS6moMVVX6WPyrm1GPux1SNw3eAPOINgJvaWkkp+AzB5vNFqSU0ZxoMWPxP3HX1OCMwMG2LVwY9OQe+iTf2Ggx54ZTG0vo+alzviI1OIbwAM0FBVrg8xmpJMsyXrcbryBw9IMPIDFR/341ORnh6FGqb74Zy2uvYdqxAzUtjZrBg2uT5qIiOkoSSvfueM1mDC4XCYcP48jJwTViBOb3369NbqNw+vznxZqXh2vYsKAqdGjzS8TjCnNu0saNC+JlB7430vns+OyzHP/Tnxp0jRqCrl27AkS3oWxbiMfsMGiK8dT3+zjTYzlVNNtYQmKpUFEBc+boY6lvrqoTpx9/HDUlJXJl17+vigqND927t1b1zszUZPEmTSJt0iTcAwfqRlrWDz9ESUjQvQoijamkpIT09PSo90LQ9qKi2oeCpCRM27ejLXC/vwAAIABJREFUduumV8nNmzfXjZ0+988zOZ9HQlPfM5Hidvup1cfR/Aiz3Bj6o2y3VI9TRNTzFVrRUhSsL7yAecsWkl56CQDP+edrShs+yoTp009xzZ6Ne88eLP/+N+cMGEDVH/4ALhdqx4616jCzZ5Nw6BCebt2ouewyvXrsr4RV3nEH5oICxIMHwe3G4HJpfG9BqO1IJ3LTTyj8lTZ/JdsxZ06d5cb6mrxCz5X/PeHeG+kz3pSUhl2gZoAkSf2APsBHsiwfliTpWuBa4CtZlpc17+jiaE6csipIy3cwbXqExFJrXh7inj3gq2DXN1eFq34HuReHxrxAN8aA9/mTYGteHu7MTKrHjAHAIsso112Hy+lELC7WlaGMhYV13BTTffrZ0e6FUEv08iVL9EKL44479Fhs3rw54qpHe5/Po6mIJAOPA1cBhcAMWZa/Ddi+S5blfrHuTJKkDmjSUX0BFU3ibx+wFkgHvgckWZZP+t7/LNrE4AAmybL8VcxHFkerRKMuV7YD/ldDz5c1Px+hrEzTVF27FqG8XNca9XeJG/ftQzlwgJ0dO/LN8ePc53SStHIl3uRk3BddBIBQVYXXbKZ86dJaC9tQi3tFIWntWi15Pv98hKNHsWzYgCtkTDFP+jF0ltcX0EPPlWvIkAa717kfeEDT1W6hkCTpj2g0kCLgGUmSHgamAm+juTteJMvyX5tzjHE0H0414WnpDqbNAUdOTh3TtPreq0vWGgzg8WB+7z09rggnToR9gIkUG4XKSuzTp2NduhTzli1af9OUKfqqcMrMmbgzMylbtQqxuDjs9Yp2L4RaoltXrKg36Y543O2YfhQt23gSOB94BBgG7JQk6WZZljf5tndv4P6eAdbLsvx7n1GNFfgr8L4sy49LkjQVzeZ3mq/q0kOW5Z6SJA0G8oDLG7i/OFobGlGep13wv2I9XwENMV6TCXtGBlgsqBaLXoVQu3bF/uCDGLdtw7N6NdLPP1Nw4gTlKSkkjRmD47bb6HjzzQh2O87Ro1HPPVezsO3VC3NBgd5soz/IiKJmnz55MuaCAmquuALjnj16B36oFJifnyju2hXeVMDpjBrc6w3o4ar50YJ/yGdsLf8BbSpwtSzLn0mSdAWwGciUZXm/JEnPAx+ixdw42iFONeFpTQ6mZwxhTNPqe2+gZG3azTcjfvstJ596CvPGjaT84x9asaIe6b7AJFhNTkYsLtZWA2+/HbG4GPHaa/Uih1BZyZG77+bIwYNcGOF6RbsXwiX3qbm5VI0fjysriw4PPUTnkSOpGj8+cvGqjcjtnSqizRbXA719FeXXJUl6G5AlSZoky/L6huxIkiQbMESW5UkAsiwrwElJkm5AS94BVqJNANOAG4D/8713hyRJHSRJOkeW5SMN2W8cZwjRqsUB240dO4JP97gp0S5MEmKBopB6++0I5eUI5eWoycnY/vEPMBgQysoQyspI+PlnPGefDYrCt88/T5fLLmOjqnKhKGK88kqE0lI6TJ0KqkrNr3+NKysL09y5iAYD1iVLNLUQsxnh6FGsS5fqtrmuoUOxyDKmL76g5tJLcQ0ZUudaBAZ6vxW6v8Pemp8PDz0EUBvcs7Mxb9xIam4u5StXBh9rQwJ62wz+nWVZ9rlDsAMwyLK8H0CW5W99q4hxtFec4j3f0h1MWyRCeNRCRYX2ckYG7sGDMX7xhV5IUFNTw85VYSvG1MbMxI0bcWZna/1LqakIr2jqyZ6kJObfdhuvFhXx6pw5DAh3vaLcC+GSe8Fux5WdrdFO7roLcdq0OgWTOGoRLcOxQO2KrizL70mSNAZ4Q5Kk+4CGdEhmAMckSVqO5iz2GXA/oCfNsiz/JEnS2b73dwMCu+AP+16LJ9gtENGqxYHbOxw+3PQ/yACd53ByRa0CioJ1yRLMW7eC14vXZELJzAxudgl8kAltjPG9B48H4cQJTj75JHg8pDz8MElr1+Lu14+E0lLUDh0w2O2oF19M4uLFzH3nHbqpKp3PPps+PXqQuH07rl//WttF9+4Yd+7E/pe/oHbpglBainXTJqqvu46TTzyBWFysmb34Emw/V89rMoHXi+OOOyJKgYHWBKP07q3tK0QKy7hvn94178rOJnnxYqyLFmHevJmEw4fxdOuGa9iwIH53O8QBSZJygFVoFLzjkiSNkGX5fUmSrgZ+aN7hxdEa0QocTFsc/HOeuaCAqvHjSVq9WlP7yM8Hlwt3Zib2++/HNm8ewtGj2ObMwT59OmJxsR4fw9I07rwzKGa6srI0OsmePSjJyXi9Xh48dIgO27YxzWwmvagIx9Sp4QdZT2EsXIXbtG0b5o0bESorSfj+e1SbrX0Xr6Ig2iz0DZoz2Eb/C7Isb/fRN94Bkhq4r0uBe3zLl0+jVaojJenhOunrvFeSpOHA8IDxad2rzQyTydQixgFnZiymmhqEAQO0PwYMwLRhA0LAPgO3i/37I776atD2xobx2WfxzJ5NwocfYiwuJunJJ3GuXl1nib8lXyfjs89iqKxEefJJxFWrEMrKEPfvx52Tg/Hbb/GMHEnaqlW477tPf7/n+utJ2LgRNeA95qlTwWbDarWiXnIJQt++eJOScL/5JuKYMSiPP4560UWYHn0UJT+fc48d45VzzmFjQQHquefivekmTA4HhhMnUEaNQiwspNPMmRiOH8cpyxhvuglh8mStgmK1Iopi8Dl96CHcDzyAcfFiOi5ahDclBfcDD4SlWxg7dqTD4cPaOPfswbR3L95Jk6BHD7yffkqnhx/GtWgRCevXI548SaLdDpdeivvee0nYto3EykrMAeekqa9RU0CSpEcC/twUQMmLBQ8BrwFL0MzAcoA3JUnag6aDfXsDxxLvm4mjra72NCn8K6iWdetwZWdj+uorxOJireo8YgQAaRMm4M7M5Oj772NbsEBzxB0+XEt063HD9SMwCU7o1ImTOTm8uGQJZ61cyVmCwOixY7FMnVq3COPX9VfVILnUoMJXGEpdzcCBpMyejVBejvGSSyhbvTq+olEPoiXY84C00BdlWf5SkqQRwJ8bsK9DwMGA5ctX0RLsI37qhyRJXYCfA95/fsDnzwPqaDn5Jp9NAS/NaglyQu1N1shqMuH6/PPa5SSTKciYIHB7h8OHUUK2NzZsx49jT0/XNYttCxZgD9Oc1pKvk+34cUhIwN6tG7aEBOjcGdP+/ZwYMgTbjh3a68eO1cpEHT+uvXb8OPbJk/X3pCkK7t69YflyBIcDdf9+qocPhyeegOJi1GXLtMrJjTeS8sUXdBgxgtXDhnHWWWdht9sRRVHTj77ySoSjRzGqKq6uXXHMnAnV1ahXXYWwfDkkJqI6nTiuvDL8tQ3Uj47UKDhxojYBvPIKSnIy6sUXQ48e2O127CtX0nnECEwjR6LabFRlZ4PBgPGLL/AkJCB88QXuSy+FgHPS2Gjq+8VmsyHL8iOn+nlZlgskSeoEpMmy/DOAJEkD0DSwv5RlubiBXxnvm4mjLtpBA/npwk+x0G3IU1L0FTh/4ipUVWmydYqC2qkThpoa/fPW/PwgpRDb/PmonToF7yRw9c9m4+01a7DPmcN64N7nnuOcPn0wByTNdXT9Z83SVxujVaKt+fm4rrkGx333aVrejz2G7fnn4ysa9aDeX0R9PGtZlr+hAdUQXwJ9UJKkXrIs7wN+g6ZMUghMAh7z/f9N30fWAfcAayVJuhw4Eedft1xEa5gI96TdlGgL8kB+vWlx3z6ortb40zabFqwDgnfg+4MCus+90GsyYdy9u5ZG4adZZGWBx4N44ABpEyfi7tMH19Ch5OTkaIlkeblmztKlC8LhwyR+8w3CiRNU3XKL1q3un2AtFtS0NISqKtROnU4v2NYnhfXDD1RNmFA7WfjcxjwXXEBN//4Ihw9j3LkTl6861F7h62/5OeDvPcCehn5PvG8mDgAUpY5jYbtoID9N6LKiPhtyJTOzjt28P2abCwpQMjJwZmfrnGZdKcTfu/TNN5rGdT04efIkKQYDN0ydyo033ogCQUlzaF9SqBNuffNk0Gf79EHp1y+8prXv4ctUU4PVZGrXD18NOmpJki4ERqPRN971N880AH8CVkuSZASK0ZwgE9AaJ29H4wf+HrTkXpKk0ZIkHUBbboy7RrZkRFtCDHnSpomrxm1BHihI2gnwJiRgcLtJmT0bT7duoKoa3zjw/SEB3TZ/vtY06JPS8+uo2hYsQOnVS+cEiiUlqJ07a4lzXh6mmhpSP/8ctUsXTj72GLY5c7SdWCy4Rowg9Y47UHr2BIsFoawMtWPHJjEQqE8Ky5GTg/nDD0n48UftnJx3nnaf1Xet20HlTZKkYWjFj75oNL5DwE7gKVmWjzfgq+J9M3Fgzc/Hc/31QY6F8QbyGBADrcbfxGgsKsLdu7eujOSft8TiYhx33lmb/EaJVbfeeiuO/ftJyc7GA4hFRUGqTKrFEpRQ13HCDYydgbEyKQnxv/+N3tOkKLpjrrdXL1yXX96uH76i6WAXybLc2/fvYcBbwMdoXOh5kiTdIMtyQaw7k2X5v8CgMJvClpxkWb431u+OI44gtAXOoCjiuPtufQkvnPOW//WwCaOikDZhApb161G3bAni8AVW+AOXLf37EAYMQLj3XoTSUq2CbrEgHD+O0rkzSkYGps8/15y8OnfGdd11pDz6qD7Oxj4HEaWwRBHX1VfXPSf1TEJtvfImSVIu8A/g38DnwM1oPTTdgSJJkq6RZfnLGL+uSfpm4mhdECorUS+5BHxSfXry18pXCFsC/E2M/gq2dcUKXFlZQSsFDS0SWR9+mMT8fIQ33yRx/XpqBg/WdP99ybRt7tyYdKwDY6VtzhyUiy6KaMEe+Bm1a1dOzptHh8OHMb/1VkQb9faAaKWb8wL+/XfgXlmW/w9AkqTxvteubKKxxRFHHAEIVzWqL2HUOXyjR2P517/ofOWVYDKhJiVp2qlLllCQk8MV11yD4usyD9pHejqiqmIuKMC0ZQteoxHl/PPpeNNNWvXcJ7VoWbtWM09oBjR0EmoHlbeH0XSwvwaQJCkPeEGW5SskSZqAxqkeGuN3NUnfTLwxPTa0lPEYO3ZE+PZb6NEDYc8eEjp1wn3XXaQsXoxhw4Z6m5abAi3lvMBpjkVRsGzdSmJNDd6kJMwHDyJ+8AHmxMTa8+mTKBWAaHsJGstDD2F89lm8w4ahPvUU4p49mN97D3H7dlyPPYbiayJPW7OmbkO4omBctEgbi9mM+xe/wNRBU/eseeghVECcOxdbamrdMdTU4PX1WYn9+2NcuhT1wgub/Xo1V3N6tF9EYPXhYrSudD/WAM810tjiiKN9ogH64GF1SSsrtcqHr4pt/OyzIBcw+/TppE6ZovG3fXQPy6uvYlm2jJs//ZQPv/2WgTt38kZCAoaAfTBgAK5hwzBt24bQuTPOUaMwbd+OePAg3qQkqiRJcwu7/HJMn36Kc9SoM3quAqv1DalAt4PKmxVN/cmPQjSqB2jKH4tj/aKm6puJN6bHhmYZT7jf2MSJpK1aBceOoSQna/0z1dWxNS03AVrSdTqdsVjz8qi+5BKqfbHTIsu4fvMbHJMmRT6fAdfHk5RE0TXXkN6jR9ix2I4fRz333Fpxgb17wePhZLduGkWzWzdsP/+M+sQTQdfbmp9PRVYWZpcLpVs3xKefpubkSQCt6T2MiIF+TCYTrsGDMb/1FsYlS/CUlFA+YwaUlzcrNa+5mtOjHaFRkqTJaEt/XsAEuAM+m9CYg4wjjvaGhuiDh6vWWvPzsc2bR/XYsdqbnM5gF7DiYpR+/TR6R3o6Su/eeM1mNr/1Flu+/poZFgt/7N+f5EWLNOOZykptCfFXv0JNTNSWAX2B0N/xbs3LwzV0KMbZszFt2YJQVgZeLyhK5KDZCNznU6Z3hHAJze+/36q5+VGwFXhCkqS5aIWvGWj8awAz0NBMKN4301YR5jdpzc/HNWwY5s2bEUtKSJ0yhfIXX4zdsbC9oBEa+eo0Me7ahWvo0GAX25DvDIyByx58EMeIEfRbvpzhw4fXGZ+4axdqly6Y5s5FPfdchB9/xDVkCGJRkX59Tdu2Ub54ca2xl896XaioQPzmG8ybNiGWlOAYPx4EIbzDbgD0PqDKStSMDMpnzgRRrENvbGvUvEiIdkfsAG7z/Xs30Af41Pf3MGBvE40rjjjaBQIpC+oll+hOXGERplrryMkhbeJE8CWM9mnTsC1cqG+z5udj/OwzcLtxTJyIuG8fu3buZOvXX/NgQgLDH3+chDFjMI8di8Htxjl6NPapU0nZuVOrpATAX/115ORgmz+fhEOHcF5zjW6OUF/QbAzucx16xxtvROaf17Nvc0FBkzRkthDcjWYycwytKPIxMN637TxgbkO+LN4303YR7jcpVFZi3rwZV1YWjl696OBLAP1UhfbQJBwL/OdOGDAA1+efn1I8C21iFHftwjVyZL0x0r9iuScnB88775AFlHnrtjlY8/OxT52KecsWREFAKC3VOdP+JkQlPR1UFfPmzSi9e6P06qWtSmZmgstF1YQJmHbswN23rzb3TJpE6h//iPHAAZJWraJq3Djd9EZHqJhBeTnWvDwSN2pWKkpGRlul5oVFNJm+4fVs3oGmKBJHHHGcIgIpC34nrgZBFHENGxY0UapJSUGJZ9mKFViXLSNl9myqqqt587PPeAbYlp1Nt5tuwpqXh6dXL9SOHXXnsUA9Vj+CKuidOuEcMwb7X/4CROczNwb3OZTeIRYWBrucRZjk2gHvWocsy6VAliRJVjSb9MqAback1xdH20S434WanKxVLH2/KSU9PahJTU/KMzKwzZtH2sSJmntqe0i0A5xyE9etQ6iowPjxx9gnTjylmBK6IqlkZkaNU2pyMmV33smfNmxABUYPH85le/fiGDIkSEpROHFCr0QLpaUIFRVafMzJCZLXs+blIZaUAGjUQIMB+/TpWtHGYsG4ezdlL72EbeFCUnNzUTt1omzGDBK+/x7r0qVRKXr++wW0nh5/ci+Ulta/4tlGcEpHJ0nSOOB1v3tXHHG0eyiKvrwG4BoyBEdubtQAElYfPJYqUT20B7ze4Elw8mRcw4ZpGqqiyNkvv8yDx47Ry2TCtW+f/h04nSi9emFdvhzvxRfXHWyoRvULL2jyfRaLZjjTsWPE42wM7vOpTEiNte/WBlmWHf5/S5KUiLb6eECW5YrmG1UcLQnhfheOnBxSp0yplWMbOlRL1Hyf8Sfl1rw8jZa2bh2uq66i84gRqGlpUZUpWjMCrc9rBg2Cmho82dl1DWBirfKH0/yPEqe2Dx6MOHcuv/d6+cWQIXRbuRJh4UJNSvHaa1HfeQfxu++wvPYazqwsDE6nTvnx62sHKUgNHYrpscd06odryBDE4mJcw4ahZGToVXY1ORnBbkfp3VtXIRH37sU9cGC958x/vygZGaROmULCzz9Tc8UVuG67rV3QRKLJ9GVE2PQM8K0kScdPwRksjjjaHKz5+QjHj1MxezYAlrVrYwsgYfTBY+Gr1Ud78GtcB02CvuDquPNObr31VgAcvonA+NlnuPv0Qe3YkQ7TpyOUluJeuDB645LBUKseEkVFpFF0yU9hQmq0fbcSSJLUB3gJ6A28g+a2+yGQCoiSJN0ky/J7zTjEOFoIwv4uRJHyF1+spYv45D39+gv+5Mxf1VaTk7EtWIC7d29OLF6MeeNGUnNzKV+5snZHbYRWEmh9fvKJJ0ibMAHDq6/iDTGAOVU6XCxx6ofSUr41GKgeMYJBK1Yg7t+vJb8VFZgeeQTx+HGEsjK8iYkY9+zRuNQlJThHjdLHbr//fm0/b7yBWFio8a937ULJzES1WLD9/e8IdjtCeTnO7Gxsc+eiZGYilJVh+de/qLz3XjzdumGbP5/EDRuwT5sW8ZgCk3m1a1dqrrhCPxeWt98+havQuhDtLj+AxuMLN3vu8G2LNzrG0brQAOWO0PdHmiCEykqwWPSKKhbLKet/hqU0hIxBqKiIWL1Vk5MRd+/WG1SE0lKU++8PrvAGfJ9rqKbaJlRVoaSn45gzJ1hyK8LxC1VV2P/2N/1ttgULIh9UE+iSx5w4twVN9NjxPPAuMBFN4aMAeFSW5ZWSJE0E5gHxBLs9IszvOOzvop7fS1Bfh9OJfdo0LG++SfUNNwDgys4mOS8v6DNtRXs+yCm3oADX8OGI11+PYjIFzQd6/FYUzAUFOv846oNFDHHquuuuY9ebbzLwk08wPflk0KqD4aefqPn1rzWKX1UV3nPOoTI3F9NHH2mGM376oO8eEAsLsU+bhnnzZqrGj0csLkY4ehSlZ0/sM2Yg7tuHbe5cnYZXfe21dLrxRpKXLsUrilSNHUviBx/UO97AGC2UluK6TWvpay8ridES7JVoEk/3+KzRAZAk6Ufgl3EL3DhaIxqi3BH6/kgTRJCtOWiUic6dT2l84ZZuQ8dgmzs3YvVWD7hVVahWK45p07DNmxc0nnob/0KskVFVXCNGaO/dvZvUKVNQ+vVD3LULcfdu3SXyjAfM9pU4x4pfAb+RZdkrSdLDaM6LL/m2rSIurdpu0SiJru83pysYLVyIoboapXt3AMwbN6KG6A23lR6IcE65Ce+9p9H6AlCf/XmDVY/CFHT69euHuGNH8EcyMzF/+SUJpaV4LrgAg9NJwpEjiN99h3joEGpqqmbC5acP+hpYzZs3a0WW7GxMCxZodD9VrZV93bcPJUMjMij9+uE591wqZs7ElZ2tXetPP6VeBMZo33FZ3n67za8k+hGtyXGyJElXAf8nSdImYGZA00zcoSuOVokGKXcQ2wSh25rPmqUFsaFDwweQGKrh+lO/fwkvMxPjF1/o36dccAHigQOk/eEPeBMSaru5/RBFrZHl/vv5ctIkLlm+nJSDByl76SX9LfVVyc2bNmH41a+w/7//h1hcTMqsWbpLo3nLFtSuXbE/+CBiURG2+fNR+vXTjsVns95sS8EBTUj+86ampLSMJekzt0zuAC4AStDcG0XgHOBHoDNQ1RQ7jaPlo1ET3YDEyX7vvaTm5pK8dGktBzsAEXsgWht1JMwDvZ/WFwh//E7cuBFndrZ+XLGeb+uSJZr0qcWCcPQo1qVLg1xyrfn5OjfeL6VYM3AgXouFhMOHwetFqKjAm5iIcuGFOCZNwrx5M44779Tpg+AzEispQUlP15JlX5HI+NVXVMybB4Bx+3Zs8+bpFe2qceNIWr2a5Ly8sNe6oeevrSPq3SzL8seSJA1C4/J9IUnS7KYfVhxxNB0aqtwRU5NciK15JARVkYqKtGpwZiZiYSHCr36FNTFRX7q15uXpy3O2OXOwzZ+P/W9/I238eGouu4yTTz+NeeNGklavxnFvsDqampzM+oUL+eOHHzLYZmPdXXcFWaiLu3YFNTIFVsmFykqEW26prbh4vbXH7wvIgCbtFNKR3iRLwYpSrx28vuS5a5cuTeVf8mxQ5Sjk+xpz0j+Dy+QrgI8lSfoIuAh4FviXJElr0fSqX22KncbR8tFkzb6JicGc6xBEonK1FepIHQQkkq6sLBDFBp1v89atVMyejdKrFyc++YSMZ58Nmlf83PhAKUXTzp1409PB6QTQVhESEjBv2qS57t5xh/Z6mAZHITVVr8irHTuC0ahfq7JVq0ibPLlW//rOO+vMNXFERkwzhyzLHjTzgjXA00AioDblwOKIo6kQVrkjxvef7tJWID/PNn8+CT9rLtNV48ZhPXIE15VX6hNNoEsjZjOJ69aByYRYWkrZ2rVAeM4jwIaLL2bvxIk8Agy/+mqUe+4JqlC7e/dG7dxZMxt47DHKlywhbdIkPVFVf/97hIoKTSUEahtdAnl0u3cj7tqlB9/6eOGnA+OiRVTUYwcftOS5ZUvQkmdDxxHzpN/ARPxMLZPLsvw3SZK+Rqte/wWtcv0IkA28j+a+GEc7RLM1+0aoXIbVtX/uOZLWrsXg8eDu2ZPypUtbrSLJ6Z5vWZZZOXUq63r0CGp0qyOleP75WDdtwjN2LOoXXyAWF2NQFBy33YZr+HBN2coXm0LHFGgkpkMQgmKga9iwtvHg0wxoUGlGluWDwP800VjiiOPMIIxyR6zvP10E8vO8SUlU33ADYkmJxpX76CNSNmzQdElVVevo9rs0ulwkvv46ltdfx1BVhXnDBly//W1YzuO+ffv44113UeX18q8rr+TSHj1Q8/PB48E1ciRCZSXVY8ZgLijg5Lx52BYswLpiBe7MTKrHjIHrriNt6lS8hw7hHDWKslWrEIuLMRcU6AoDlrff1irG06bpLmD18cJPBwa7PWJyGjRJh1nybOg4Yk2EG1p9O5NSgbIsyyEvPdxkO4uj9aCFLdGH07U3VFZSMXMmnu7dsebl1VUkaU04xfPtGjqU408+if3tt7nF62X/eecxIHAFb9IkUnNz9RVI4ehRlG7d8Pz+96h2Owk//kjVhAm6pGBQs30MYzqtB4OGCgi0cUQ9ckmSOgA3AX2BJOAQsEOW5febeGxxxNHmEMjPU202TcFjyxYsr76KNy1N4zHn55O4YQNqhw4Y3G544w2SVq/GNXgwxt27qRk4kNQHHsCdn49w4gTOUaOw5uVpXLt//pOvFi3iDrudPhdfzBWPPIK6datWqd66FUdurp7cCZWVerIXatuLKIY3kgl8OFmwAKV3b327kpmJuaCg4YE5SjXYa7NFTE6DljyHDcM0f37Qkqe5oKBBE0SsiXBDK9JnsnooSVJH4GYgE7ABdqAQeFWW5eNNtuM42h4awRI8EsLp2pu2b8eVnQ2A2rUr4vffn95OmpLn7XSSOGUKpvLy8PrfofueNAnrihXBfy9bVsc74cvhw3lvwQJMXi8Zl1/OgEGDgh/mV6wIklI07tmjUTnWrEH88ksM1dWajrXP08BP6YsZ9SXhUc5nQwUE2jqi6WBfBbwFHEWT6uuBJvH0R0mSDgK/k2X5WJOPMo44WioaGsAD+Xn+RpXvviPhp58ztxXYAAAgAElEQVTwduhA0po1VPz971jefhvh6FFMO3Zg+OgjvEYjnm7d8FqtKD17YvrqK4RjxzSr8gcfRCwuJjU3F/vDD2M6/3wOL1nCbJsN99atGlcvI4Ozr7ySjjfdhPOaa7C88grGPXv0MVvz84Nse42dOqE6nYhFRZg3b9bl/lAUAF2qyzZnjm6VrqaknFIwjVYNdt99N+annw6bnMa05NkAxJoIN7gifYaqh5Ik/Qb4N7AL+C9QCqSg2aXPlyTpZlmWP2zygcTRJtAYluAREUbX3mswYN64EU/37gilpXVW5xqKpuR5p+bm4s7J4cSQIWH1v0P37Y/PgX8rF10U5J3gXbiQCbLMYZeL0aNHM2XJEoSnnqr7MB9w7qyLFmF77DHE/fvh0CGU887D/OGHWP/v/xBKS3H4aH4xoQEJdLjz2VABgbaOaDPRC8B9siyvBpAk6Q9oXL4ewJNokk+3NOkI44ijBcO6dCnC8eMRO74jQZd8qqxEufBCKu+6i0S7HfXECUhIAKcT4aefqBk8mISSEhAELG++yc87d9Jp1Ci8JpNuZ+7fp+CjUtzYqxc33HADwi236Fw925w5VF93HcY9exAPHUIoLdVURSJw89wPPIDDbtetbZX0dFwTJ2LNzwe05h1HTk5du+RTQNRqcH3JaWMnrjF+Xws2r3kOmCLL8muhGyRJ+h2wCM2EJo44ouJMSuw5fC62KbNnB3OwTwNNMn6nk9TcXMw7duARRRg0qG4vjKJg3rQpKFEVQqhugt1exzvhxA8/UFZWxoABA3j22WcRBKH+h3lFwbR9O+KePdCtG9WjR2PctQvz1q1aTJ4zJ2xDeKRiUEMS6HDns6ECAm0d0RLsDODlgL9XA0/KsuyRJGkmmhRUHHG0TygKSS+/TM2QISidO+MaPZqUOXNiSrDrJHKKgnnlSkxvvYVYWIhz1CjUc89F6d4d5cILqXj4YTreeiudRoxAPHSI8oULSfrXv6gZPBjrsmW4RoxADaBSGPfswWs0Ytq6lc6DBmkmMhkZqKmpnJwzB9vChcHBNWQ8NlGslfvz62MDlvXrteH6gqx9xgxsCxacVpLbKq3MWxifNQDpQCSLtPVoMTyOOGKC/7fJgAFN/9sURRz33tuoKhVNEVtSc3OpGj8eAEPfvvrfgdV2a35+bU8LaD4EoVQ3mw2qq4O8E87r04fXcnLo1q0bFosFqP9h3pqfj9qtG87+/RFuuQX1rbdw+44xmvtvuGp+QxLocOezjoBAc0u3NjOiHWkR8DvAXw25GfBbo1cR3uExjjjaBaz5+ahpaTgmTwbAIsvgPUV5eFHEff/9lP3hD3qVQfjxR1y33abJ9M2fj7tPH7yJiQhOJ6Yvv6R8yRJsTzyBWFKiNSAuWYJ1xQos69ZpDYjTp2PetInE//wHw7FjKD17onbooDUjFhfXSi/VE/T0gJqRgW3ePIy7d+M1mRCLivTmxtOdtFpwNbg1Ygfwd0mSHpFl2eF/UZIkKzDLtz2OOGKC/7dp2rAB1c/BbkVo9NiiKBj37cP09dfUDBxI0pdfkrBjB3i91Fx2WZCiUmBPi3H3bsqWL9fic6BF+e7dpMycCaB7J/QPjcVhijG6Ecxnn+EaOlRbRQXEkhJUiwXx22/rxPdYqvkNSaDDns8QAQHrE0+0TSnGGBEtwX4AeFOSpEfRkumuwA2+bX3RKiJxxNEuIVRW4hw5kpTp0zF4vQiHDlHlk7Crg1i52uGcr9avR01L0wJpdTWoKqgqtuef58cff8R99dWk+j4T1IDYpw+W9eupycrSVElSUkh8913EAwdwXncdanIyrmHD6g16/oCaMnMm7r59KXvpJU0xJNBgJjDInkpTUcutBrdGTAZeAY5JklQMnETjYGcAXwHjmnFscbQ2+H6bgs2GI5raUktEI8cWa34+Steu1PTvj6d7dyyHDuEaPJiaK66o67RbXKzR6ObOJeHgQdImTcI1ZAiq1RrExTYXFDRojIGVaNucOQjHjqF26oTl3nvxHjuG0r079unTdYdda34+jpycYO+DYcPCFkYakkDHgrbi4nmqiObk+IkkSb2AK9ES7E9kWS7zbfsKuLXphxhHHM2AGBJF1WLB/MEHGHyNf57zzwdBCPv5ILvxWJ/kAxtZAk1cfA6KR887j/97912eVlVeHTeO/v37144tQKJO3LtXS9CzsjC/9x7KhRdycv58PbgLlZV1x/vAA0FjECordaqI0qdPHeqIH23WPKKVQJblEuBKSZJ6oqmIJAOVQKEsy/ubdXBxxNHKIVRWUrZ6Nam5uQh2OwnHj3Ps3XexPf+87m9gLijQPATmzsXgdILHo3HJDQZS/vY3xNJSSEhAycjg506dSA+U0YtxDDpFb/p00iZMwD1wIMoNN1A2YQK2hQtR+vQBapNaa36+bsIllpRgmj9fawgPRSM/kLRK+l8jIhYnx3Iic/riiKNl4jTlmaImiv7mkpISlJ49deMWoaoKFEVrDuzSBeGnn1C7dMH08ce6m9apPMkHVQJ698Z+0UUMf/ddfnA6eaFnT67YsAE++UQ/Tr2JsqIC4dgxEn78EePMmZr83m9+owc96/LlKOefH9zMOHQoKYsXw4QJQS6JsdBC2nvFoqXAl0zvB5AkyUaczhdHHKcNNTkZ8YcfKF+5EnHfPlI++QQSE4P8DZSMDJzXXIMrK4uUWbNwDxqE0qcP1rw8PL16gdGIkpFB2axZTJJlnhoxgoui7TjEsVaPxcXFuIYP12zQfZ4O4ZJaobJSK4z4Em/bggWnz4WOYY5t7/S/aDJ9/wVk4CVZln84M0OKI47Tx+lWUqMlitb8fNTzzsNx1VUoGRmIxcW6yYk1P19PVpXf/EbbVlSEbd487DNmaEEvKalu80c9CAya3sJC1qxfz3c//MAT55zDqKeegp07EUtKSJ0yRZeqq3O8ikLq7beT+M47JL38MmpqKmpqKpx/PmrXrpycNw9x925N8qmqitQPP8Q+daq21Lh7d2RaSIRxRjzOdtTkcqYhSdJ9wEZZlvdKknQ+Gl3kSsDrs0+/VZblw806yDjiOJNoRC3scGpLVFcH+Rs4s7N1zWvx+++hpkZzvS0pQU1KQhk6lIrPPuPkSy8xzONhmc3GP6LsN2g+ixKLwyW11vz8Rq8kxzTHtnP6X7S77BJgBPCoJElbgOVoZgVVTT6yOOJoCEKC6Onadkdb2hIqK1HOPx/hyBGsmzYh7t+Pu08fHD6FDr+roOPOO0mcPh3nqFGYt2whbZxGgfUajXV4cjz0UMTxBAbNNwoK+PMPP9ClSxdu/e1vse7cqcnm+ezCIz1MWPPzUXr0gIQEBIeDhP37qbn8ck1hJD1dq8Bs2YI3KQnl6qtR9+7FvGWLXvmIRAuJNE41ORm83jhl5Mzir8Ay37+fBz4Hxvj+noEm03dDmM/FEUfrQrTE2bfdvGkT7sxMXa//tGJQOLWlkNddWVlYV6xAycjAMXEiwtGjpObmgteLc+RIfrj5Zv7829/yS4+HXhddxLhOnSAvr97EX6isRLngAlInTsR44ACGigpqBg0K/5kwSW1TVJLjq5XRES3BdsmyfLUkSd2B24CZwAuSJL0GLJdleXNTDzCOOGJB6NN0RNvuSFzjEEQLSGpyMsKRIyAIeC68ENxuaq64AgBx1y6NFrJjB2fl5mJwOnHddhumHTv05pYO06fXJq+xBKeAoOnp35+0v/yFFStWYP34Y13rWty3T7POjcDpEyorwWrVk2TbggUIVVVas+NVV2GbOxfT11+jduiAMz8f9bnnNNt2iL3qEToBLVjQdEG4KV3aWi+SAZfv35cDv5dluQZAkqS/AD8118DiiKMxEa2CqpvkVFZSPWaMvr2ptbyDKtl33KHFJKsV+/33Y1q8mO2jR/Onn36ik9XKxcOG4fjzn6Mm/mpyMmnjx+O54AJOTpxI4oYNmDdtir1C3ASV5PbOr44FMc1Gsix/D8wGZkuS9Gu0ZPsNSZJOyLJ8YROOL444YkLo03Qk2+7QoJyyeDFMmlT3C6MEJEdOTm1zSefOura0NT8f+7RpmDdvBoMB0/btOEePxrx5M0pmZu0YfRVuqE1ehRiPNTsri99OmYL53XdRLRaEQ4dqu8N97pDhoCYnIxw9GqS7qnbujCMnR+dg1wBV48Zh/ec/qfBZj9sWLEBNSgKISdovdJ9NFYTrTLBLl4IgtPeE+wvgf4A1wAE0tacvfNt6A9XNNK444mhURKug+rf7Y45QWdmwGHSaikiurCwQxVqqXH4+x374gSFHjrDTYmFY3744x42LnPgH7j8pCfHwYQxeL2JxMScff5yOklRbTFEUjM8+i+348eCxRjqGRihOtHd+dSyIdkbrNMbIsvwR8JEkSX8CbmySUcURRwNRJ5GLYNsdGpQNGzZE//IIwcg1fHhQgqc3k/TujdK7NygKaRMm6MoiqtWqj9EVmLz6vjNWU2Brfj6ua67B7tsvBoOeWJq3bNH4f2F4z46cHKxLl5Iya5ZG3fDprgYZyviOVfzgA8xOp87nDlIxaQDVoymDcOi1TJk5k4rZs9s7HeUB4B1Jkq4FPgXelyTpdcCL5mnw1+YcXBxxNBaiPbz7tztycvj/7J17fFP13fjfSU+SpmmKbUERdN06RaAwp3ifXGSKlz3gbTt4ocqkA8T5G0wcVKBOEIuuz3TopLAy4AGHnD1ehsNVxAr1UYdDpmIBLytWpV6QVpqGNE168vvjJGnuOUmT3jjv14sXTXLO93zOycnn+zmf7+diXbECw/vvx9ZBqaj85CVaqNxAwDFhApecdRY6wPzMM2A2R5Q/1IGQJUmKE2XiREw1NXi8XR5923ZMnoxt6NAgWaN5+VNS7ekEj69WQzwD+7VoH0iS1IbiJdHQ6HHUGnKhStmTkxN37GjKKF4yibW8XIn9mz9fiW/esSPIq+5rDKNvbVVisEPDVaIY9pE8N7Zf/tJfOirr6adpfvxx3KNHhytPvR7XmDFhXovA6+KcOBFTZib2AM9+0vF2aVTCod8lOt0JHxMoSdJeURRHAr9GCRE5AowB3gN+KknSqz0pn4ZGqoin84M+HziQpk2bYnppw1Y377/f35XXr098OrmlBaGuDv0552DJzAz3AAdWcvI2hLHPmoV561bMl16KtaGBY8uWkX/99eibm5WGMWPHgrfkqy/MBMBdWIh72DDarroKYf9+8m6/HY8gcHzqVP8561tbkYcPB5sNd2EhOWVlnccNcLgY9uxR2ranMn5aC9WLis6TbOe53ounsbGxp2XAarVi6yWF+XuTLNDD8oQmQ86bh80Re9XcWlGBbe7cIGUZVVkHjB+0ndeb7TrvvCBjPEihv/EGTSGl8b745S95V5b5UW6uvyFBqDfZVFOD8c03OX7zzQiffIJ5yxZ0Hg9HduwAQVDknz8/4n6hTW2iXZeY+6aZqPdLHI9TOmRM9707ZMgQOPFK6mk6OwK9SZ5+KUuExHjbb37j/zjvppuCVsRMNTUAfg+yu7AQS2MjLZdcElHXWCorcY4fj2nXLjJffBGPwYDzxz/GXVhI1ubNyEOGYHzzTZqffNKf7B7pGEJ9vf91NH1mqaxEmDyZY0OHYl22DHQ6bIsXY122DMM779BSXg4o3YblgQNBlpXuj2azEiqYn+9/mEiUaHNDv7xnohBNbyf1mCGK4kpgkSRJvePqaWioJVoWeAzk7Gys5eU4pk5V3mhri76kFtIcRqiv7/Rmjxrl92b7FLvfi1BYiPDAA+RVV/sz3rPvu49//PrXzP30U5544glu8cbbRfLcZG7fjvDJJ0rcH5C1ZYvfgA+MQYzqtYhzXVStEHS3JyNSC2EtJjAIURTPAiZ5X74kSdKHPSmPhkZvwe/gKCzEWl5O5ksvgdPprzbiHDcuLI/H+thjft3pnDSJ7JUrgzzGQSuNLS1kPfgguu98h7arriLzH//AVFuLcfdu3EVFyDk5yLm5Sm1qb4OazO3b8Xhb0rsLC4M82bH0mb2khLxNm7B+843Sln3jRkBpRHPy2LH+c7AtXIj1sceQzeaUXUetmkh04tXBviPKR8VAvSiKLZIk/TnKNhoa/QJ7SQl5xcUQoqTU7Ocz+AKVnk8J+UMcCgvJE0V0jY3KD7K9nbxbb+XAoUPoDx8mLy+PybW1GD77DIu3nFOocS9brRjefRf77Nlk1NeDxxOmmLuUcKgi1KPHuzhqMYGIorgTmCdJ0r9FUbwB2AD4wkIeFEWxWJIkbQbUOLFxuzHt3OlfKbQtWAAmEzid5BUX4xw/vrMCSACBHXJN27fjyckJCwX06T33nj3s2rOHbJOJS779Fr3NRtvYsUFecktlZXCDmkmT0B854u+Z4HOYqOn667r7bmw2W5BjR6ivxzVsGI5rrsG0c6c/JKVj6FCannrKf37WioqkL6VWTSQ68dxLVcD7wNGQ97OAn6GUg9IMbI3+jSDgHD8+LKFRzX6RvNm+/X0GeE5ZGcLnn9P217+S8etfIw8YQONHH/Hbw4cpB/Z95zuYc3Jo2rQpcjknt5v2888ne/VqTh4zBldREc2PP47p9deDtkt31rfmyegVnA284/37fuAnkiTVAoii+CNgNaB9MRonNJaqKlxFRUr5vqNHMT/7LPLAgUpoQ0VFVIM2sENu1lNPoTvnHAx1dUooYIAXus3hYHNdHeOdThrffpv22bNBlhHq6iKO5y/r59XJecXFwRWbEiBUzzevXq3k5zQ3037hhThuvJGcxYuDG591wSjWqolEJ56B/XNgIbBFkqRK35uiKH4BXC9J0tfpFE5Do1fgdoMsk1NWRsbnn9MxdCjOceOU9+PEYfsUTkQl5DXA/aWWBAHXhRdy/O9/R1dfzxnA8auuwjxihL92dbSuks5Jk5TJwZstb3r99XBFl2YPr+bJ6BW4gVygCRgCvBHw2T+Bgp4QSkOjN6FvbcXmbcqVUV+P8dAh2n76U6zLliHn50ffMTSUzmpF/t3vEOrr/V5o+49/zLxt27j522/Zl5PDT0aNwrR1KzqHg7arroo6XmBZP+f48SlrhgPgHj0aZBk5Jwfztm0gCBjq6pI24uMdT0MhpoEtSdIGURT/BpSLovgW8EtJkt5K9mCiKH4CHANkwCVJ0gWiKOYCW1AU/yeAKEnSMe/2K4GrATswXZKkdyKNq6ERl5Dsb18MXLRGM4FYqqpwXn456PVBSSexOibGqjriqxriM7Ll7GxcI0ZgfOopeO019M3N7M/IYMq553LmmDHIen38rpJez7Ft8eKYHph0onkyegV/BZ4QRXEmsBEoFUXxQZQEnIXAvp4UTkOjNyBnZyPU1ysOjq++UupI792L7vhx5AEDIoaHRCPUC/2LAwf467vvcl5WFrPz8iAnB8fYsbgLCsh6OnLhtYi6M4U5LXJ2NqaXX8Y+axYd3/0u+sOH0Tc1xe3Mq9E14n5bkiR9C9wpiuIFKF0c3wWMSR5PBiZIktQc8N5CYIckSY+IorgAKAUWeuu4fl+SpDNFUbwQqEQpO6WhkTA+o9dUU8PxW2/1G8kRG81EabvuS2wxVlR0JraEGOyxSiDFNLzXrCHjjTfwNDeTMWwYZxUVYTUYkFHXVbJXeI41T0Zv4B7gT8DnQAMwGljk/exTtDbpGhrB+TEHD+KcOBHnFVfgLiwk//rrO+OwE2wu82lREa/88Y+cm5nJNbfeSkdWFnJOjhLr3dCAu6go7hg+ku09EO18Ta++imXdOqUm96WXYmpsTLhxmEZiqL6ikiS95TV07wLygbYkjqeDsIZ11wLjvX/7EnIWet//H++xd4uiOEAUxVMkSfoqieNqnOD4jN4gIzlKo5lobdd9iS2+qiKukSMR6urwZGUh1NVhW7gQS1VVVIM3zPB+/vmghjCOZ56BZcv8XgUb3uQTFV0lgwzwKI1mkibV1UG6Ml4qZEljd7OeRpIkBzBNFMVhwIXAaSjdG98DaiVJcvekfBoa3U6U37U/P+bJJ8msrkbvcGB4803azzsPLJbOVcqAlcdYesFeUsJ3qqp459pr+aa9nZzFi5FD5hJfGT41pCSnJeDcPZmZ2BYswD1yJNZly3B5m4sJBw6QO2MG7tGj+6ze660kdBUlSZKBx71hI8mU6PMAL4mi6AFWS5JUBfiNZkmSvhRF8WTvtkOBzwL2Pex9TzOwNRImNPvb99pjsYQZo9HarvsSW9xFRRj278c5diyyw8Gx8nIGlJZi2rVLie3z1swO9TiHGt5CXR22RYuC2rY7A7fZvx9h3774XoYQAzyVng9IfXWQroyXClnS2t2sl+Atx+cvySeKok6SpH7X9EBDIx5xf9ceDx6DAf3Ro+ja2wFFV/uMWtV6wdtcJqeqipNaW5FXrwaPJ7hz7syZquWOuzIZ2gcgQrhjkOwHDmBdsQL36NFBVa1Mu3YhDxkSVgVFo+sk+5jyT5Rs9SMJ7neJ14geBGwXRfEDFKM7EpGaLYRtK4riBGCC77UkSVitaptOpw+j0dgr5IDeJQv0kDzz5pGzahW6tjb0koQ8ciRZDz+M3ulEN3o07b/9LcLHH5O3aRPk5zPg8GHk4cPRHzxIxskn47r7bkDJIANg5UrMn3yCPGwYJ732GvqzzsJw6BDy976HNTcX7r0XUJZrrKEyvPgi+n370Nnt5Lz+Ou8ZjYwYMwbh5ZdxzZ+vbFNdjf7f/0YePhyj0QjHjmHasAHX3LnKWG43hiefRGez4bFacc2Z4ze+je3t6MeMUbYbMwZjdTX6BK934HeUivGCxk5wvKRkSeL6qBm7O+5dURR/G/BypyRJO1Mw7GFRFM+WJCkhna3lzWj0deJ5gvUOB03evgEZhw5hfPttjj77rN+oTcSTHGjQ+hq+NG3e3Om9jucZDjSas7Iw7dgRNTQwrFFZhHDHINlHjMDt9VoHVbVqaMBdUKDq/DQSI14d7E+jfHQy8G9RFGVJkr6j9mCSJH3p/f+IKIrPAxcAX/lCP0RRHAz4KpN8DpwesPtpQFi7L+/kszPgrft7Q/egE6mLUaL0mDwBysdSWYlzwQIGVFdz7KqrMD36KLbZs7F+801n18bNm3FnZ3OspARC5S0uJveOO9Dv3YuhuRk5N5eO3FyalywJ3jbEy9Dk6+C4YAGmHTv45Nln+XbxYvZdcgnnXnWV0j3RK2feTTfRcuONnQq0rAzbjBl++VsClx4ffbRzydNoxPn2252eD6MRe4LXO/A7SsV4gSQ6XjKyJHN91Iyd7nvXarUiSdJvk91fFMXaKB/lA1tFUXRJkjQugSG1vBmNPk08T3BgwqNz3DisDz+sNGMJKKUabX+n0xk0VqBBS0AzlzDDNUrYSqjRbKqpiZqIqG9pCWqEo2sLj9qNdu6BYYX6xkacxcUAWvWnFBPPg30c+BIopzPmWgc8A9yNUgpKFaIoZgF6SZJaRVG0oHQXewClJut04GHv/3/z7rIVJd57iyiKFwHfavHXGqnCpwg9r7/uf+1XLmqS9QSB9osuQt/UBJmZ0NaGnJcX5qGItLzoO/bnlZW8sncvFwBGkym+0LrORZ1YXpVUV/PoTeOp3TeZ69NPqqCMAOqAdQHv6YAfAJtRvNGJoOXNaPRp4v2uw+pGr10bpMej7W+z2RBFkWsmTWJhZiZ6ux1h3z6EAwdwjxgBDodfZ4cartHCTvx6K6Cmtk+G0LlFqKvj+K234pw0CdP27eglSf25B85xvg64L76YnhyeE5h4V2008Bvg90CprwOYKIrtwOsJ1sE+BXjOG38tAE9JkrRdFMU9gOTtGvkpSgMbJEl6URTFa0RR/BhlufHniZyYhkYsfE/2rjlzMC9ahOH99xM2qvTHj2NbvNj/OlI3rNB26DllZQC45s3j5eeeYwNw5qWXcuamTehWrgza1zluHGZJ8hvwzrFjw+SP6JVJdTWP3jSeyn2Tuj79owrKMBRnxUyUsqr/BhBFsRx4OoneBVrejEbfRU3icrzffYTPXS4Xs2fP5r333mPq55/TvHEjxh/+EGH/fn+cs6+edqRa09EcAD69FdjZ0TlxIpY1a0CvDzoPd1ERQn09Ru/48qhRqmSPt40/h8fbQj5v2jScEyZohnYSxKuD7QKWi6L4F2ClKIqzUTzXCSfLSJJ0CPhhhPebgMuj7PPLRI+joaEG35O9sbqatoEDlU5cCSoPNeXx5KwsJRbPbMbw5pu4zj6b/5SU8MZll3Gdy8WZ3/8+523cqCRc5uQEyzhzZufkMHBgkIJW7W3tB5UxkqGfeKMTxhvKMVMUxYuBKlEU3wQWk4TO9qLlzfQQvUmeviqLYeVKOiZPRh4+HOHgQfI2bfLn0ySLx+PhV7/6FTt37mTgwIHcccMNWHzOjwsvVPI4Fi0KWvYJysUBDKF5PgMHKufkzdMRXnkFd2YmrnnzMAsC5gcewPnII0HnwaBBdEya5H8vo6YmJd+RLxfFsHIlHXfcge6ZZxAmT0742vXVeyZZIuXOqJppvcbxZFEUrwf+gRLPp6HRd/F1UbRag+NsQ5JM8HjQOxwRjVNVRpyn077QuVzIAwfy1dGjlJlMGCwWrv/ZzzCtXKk0m5k3T1lWDJExlvzx6E+VMRKif3ijk0aSpDdFUTwf+H/AXuCkJMfR8mZ6iN4kT1+VxXr0KLahQ5W8mKFDsX79NfLvfhexf4Fax8Pjjz/O+vXryczM5Omnn8a8axeORHNUiouj5/lMn46lrQ3nJZfgdjgQPvwQQ0cHxwLPI0KukDxvXkq+I18uCkeP4rDbMRmN2H3HTGD8vnrPJDt+pNyZRMv0PSeK4kvAmcA3KZJNQ6PXEJYFDtiWLIlsnKow4vQOB7YlS8DtJnffPswvvMBFej01f/gDA/fupf3uu2n3bmtNg2c5JbVUNfok3rKqj4miuAXFMG6Os0sQWt6MRl8nWmlU044dyHl5GPbuxVVUhGXNGuxz5sQdr7W1lQ0bNqDT6aS31A0AACAASURBVHj88ce54IILsJ15ZtdXy0JXGqdPx7J+vX9M59ix4auloW3bUzR/+BxHhj17wOHAVlqqJT8mScLfiCRJx4F30yCLhkb34VVoxvZ2LEaj34MRNwvc7cayZg2mWqVYg3PsWOyzZkX1fgTG1B2/6Saynn4aoaGBM998U0mmSVDeREM9ek2XR40eQ5KkL+g0ghNBy5vR6NOErjK6i4pwDxtGTlkZLUuXYt66FceUKeTcf78qAzs7O5utW7fy5ptvcs011yhvJrFaFrqymDtrVlBPBMv69cFj+hIRuyPkzXs+vmsXWFFFIzG69MgjimKLJEk58bfU0Ohd+BScfswYnG+/7fdOBxqkgeEaPuPUUlWF/uhRWpYuBcDsrZ8aTcH6lFTm9u20TZrkz1D3dWhMVN5EQz36ZSzyCRpXngpEUdwnSdJoNdtqeTMafZ4ICXzCh0r/pYxPPul0OHjUpygMGTKEG2+8sUtiha4s6m222CuNPRHydoKH2aWCrs5K16RECg2NbiZa6ITfIH3+eYSPPkLndJJ3003+LlzWxx4DsznIy61vbY1+IEHgM1HkdMA5cSIIQrgnOYo3XY28cemHSvKEjStPDeU9LYCGRk/h0+94PFhWr8Z14YWYt2zBOS6R0vBdJ2xl0Wrt/SuNmmMjYULrmyaEJEn/lypBNDS6E5+Cg5AapV6DVM7JwbZ4MU1btijear0eBEHZzuFQyjEtW4Zx1y6EffvA7Y54nI8//pixY8fykN2OqaYGa0UFppoaf61R6yOPMOjyyxE++QSP1Ypz/HhlAlAr7wlImPcn1gOORhCSJP2lp2XQ0OgxvPq96amncF5xBej1yIMGRW1h3tHRkRYx7CUlQfNB8+rVwfNDL1xp9Dk2bPPnK6UDI8xTGsEk/fghiqIemCZJ0v+kUB4NjdQR44k7sEyf7PMaB+xn2rkzaD+/h3v6dHJ/8Qvyf/YzPBYL9ttuw/njHwd7Ub3HdR45wv9t2YLt22955/33aamqIiMjA+isNWqqqcE1YgTu734XJk3C9MILEQ3GhEM9+rG3QYsrj40oivnAjUARSnUwG0rzmWckSTrak7JpaHQZt7vrjVBUrOx1dHQwc+ZMCgsLKS0tRa/vkj8y7vHD5OllOlxLmE+crnxbBpRuYZqBrZEaUqxQEgolCDi2sG8frhEjcEyZAoC1vBx50CBlzPXrsS1Z4k+OMdXU4B4xAvO2bUHHtV16KT8tK6OluZnywYO5/o9/9BvX0KmszFu34jr7bISGBqWe6RNP4C4oCJcvwVCP/hxG0eW48l42caUSURR/DPwvsA8lGb0RyAFuBVaIonijJEmv9qCIGhpdwvDkk7R0g25bunQp1dXVDBgwgOnTpzN06FDlgwD9YcjPh+LiYP2RIv3S23S45thInJjfuiiKZTE+NqRYFo0TnFQrlFhP3KFJjoFZ3ANKS5Hz87EuX47eZkP/9dcc2bEjaEyfcglqse5FZ7Pxq9Wr2b17N4MHD+bWyZMhKytINp+ykrOzcRcUYHzzTQzz5tHR2IjdWx6wK/Rrb0MX48p728SVYh4HZkiS9GzoB94+Bk+itFPX0OiT6OIlBKaAtWvXUlVVhcFgYO3atZ3GNcH6Y8Dhw2H6o0v6JdB437PH7zyIep7xjP0U0i8T5tNMvDWPJcA5KHWvQ/8Vplc0jRONlMbWut0I+/YxoLRUyRzfvz/ICA47VkuLPwZO//nnWDZsQB48GI9Oh5ybS+6sWeB2+w1je0kJZknCsGdPWMycDfimtpasrCz+d+lSLIMHh4nni8HTt7SQ9fTTSsODwkJ/lZGuosVsR6efx3AXANuifPai93MNjT6Lx5sQCOnRbdXV1dx///0A/P73v+fiiy8O+jxQf8jDh4fpj67ol8A4Z1dREdZyJSc52nkGbt8xaVLkuGhvSI21ogJLZWXUfKG4eB0btvnzlQeGfrLql07iXaEDQKUkSS+FfiCKYiZwc1qk0jghSeUSlKWqCtvChZh27UJoaMD48MNBdafl7GyE/fsx7N7NgA8/RKivx11QgPPqqxkwdy46u52MTz5B53DgsVrRNzUpzQjuuIPcWbPQ22zIVitN69dDZmbQsXXz5vEXnY5vP/uM0z77LPKTfgQvrNVq7ezmFY84y5CatyE6/XypczfwoCiKv5Ukye5709so5n7v5xoafRbXnDmYHn00Lbqto6ODiooKPB4P9957LzfccEPYNoH6Q3/wIO4Q/dEV/RJonNtKS8krLsZaURH1PP3bu91kbN+OsH07QNB80M9X7Ho18Qzs54GTo3zmBjakVhyNE5lUGoX61lbcI0bgHqGshvvrTvsM05YWcufMwTN2LM6CAtquvJKsp5/GWFdHxldf4Ro9Gp3DwbHHHsOybh1yVpbSXEavj90QAEAQ0M2fTy5Kt42oBBrJmZlkvv02xmPHkK1WmlevDjPcA4moNL3Xrz/GFqeSfv7w8XNgM/CNKIr1wDGUGOxC4B3gph6UTUOj66Sx9GhGRgZbtmxhy5Yt3HnnnRG3CdQfGQMHKm3Oo3yeqH4JMs7r63GOHx/zXAMbmclFRbgmTfJX+PDt16/DBXs5MWdfSZKixmBLkuRG69SlkUpSqDijeRECDVN9czMZ3/++v2SekJGBbf58pUW6x0Pm9u1kP/oouuPHsS9YgGH//pQqq0BZ8m68Ec8ZZ3B03TpM27eTO2sWzRuiP79GkkPzVKikH9YG9yFJUgNwiSiKZ6JUEckGWoE6SZI+6lHhNDT6APn5+cyJ1dUxQH9EXHXsgn6Ja5xHaameuX07nsxMv1MlcF7q5yt2vRrNvaXRL4mmqIIM04ICDIcOAeAcPx7jihVYH3kE4YMPED75BH1TE4Z33qHt2msx//WvePR6Mp9/HmNtLW1XXolz4kTk7Gza29sxGo0Jyxgoi87jweNNpHFOmkR2ZWXwxiGKVTabw5Rml43/bkyY0UgvXmNaM6g1NPoScYzzMCdKwAqqcMUVERuZ9fMVu15NvCoi4yRJqvX+rQfuBX4K6FDCR8olSUpPJXYNja4QRVEFPs07x40j6/e/98e4Na9di6WqCvdZZ2ErK4OODnKWLMHwzjt4TCbcw4ZhW7QI87PPklldjfGtt/i6spLi4mJGjRrFfffdF1SKLyYBSZjuggI8gP7wYQBM27cjW61Bm4cqVtOOHZhqaoKUpqWqKtjozspKqF5svOx4jd6PprM1epw+VAbT422RrtPpelgSdcTqQJy3aRPWb74JN6L78YpdbyfeXf93lPg9gPtQkhqXel8vBjKAB9IjmoZGDJJU4qFP821PPYXN4fB/rm9tBZNJqfDR2gqCgOvccwEw7N0LL76IPHAg7WPH4tHpuK+sjP/7v//jgw8+YObMmZxyyimqxLdUVWFbsABTbS1CQwMeiwXdkSPk33BDZwx2wLkGNb6ZPp2c2lpc550XdO6h54bHk1DISFh2/ObNqs5Fo1eh6WyNHqUvhaqtWLGCY8eO8eCDDyL00oeAQKKGewgCrrvvxqY2SV6jW4h3RwU+1k0DbpQkqQ5AFMV3UZS5pqw1up0gJb5/P7kzZuAePTq+sR3yNG8N2U7Ozsb08svYZ82i47vfRX/4MEJdHQAdp56KY8oUMj75BMvq1byanc1fduzAYjKxa/JkTtu4UbWxr29txT1yJO6RIxU5KipwP/BARAVpqarCVVTkb3yTd+utuH74Q2xz52ItLyevuFhJhikpCT63iorYISOhYSdZWTGz4zX6BJrO1uh+Eq3f3AvYtGkTTzzxBEa9nlKDgdMGDOj1Hnct3KNvEa8Otifg7zyfogaQJOkgoM5dp6GRYvStrbgLC7FUVpKzdCn65mZsc+f6M6iTxadcLevWkVNWhvvMM3EXFSn/zjyTnPvvx/LnP/PNt98yxdt8Zsd//Rf5xcXY5s5Ff+QIedOmxa03qrpOtdd7jcmEdflyzM8/j9DYiK20FEtVFY6pU3GNGRPxvOMdI7CGqnPiRAB/LfCMl1/WlHffRNPZGt1OovWbe5qamhruu+8+AF66+mpFf3v1YFfmj7Sj1aLuU8T7drJEUaz1/m0WRbHAm6WOKIonE6cKmYZGUqgI/5Czs7GWl+OYOlVpM56V5V+K9HtMkgkjEQScl10WHO9cUwOAc+JE7HPmoDtwgL/ccgtuoLS0lKK2NmzDhmGprMQxdSps3Ypz3LiYXvVInghrBHH83uvrroPJk8lZvBhPRgbWBx/EcOAAQkMD+sZG3HPnhnmK4nk7IsXz2ebPBxKsya3Rm9B0tka3k2j9ZtVE0uGJbBtB37///vvMnj2bjo4O7r77bsYIArZ0lLHriVj0PhT/fiIQ78rPCHkduPx4LrAxteJoaKiL4bOXlJA3bRps3Yq+sRH7woWYt22LWpIvkVjAaIZp4HvXbNvG2aWlXOxwILz/PsKBA/6OXXJ2NqbaWuQhQ7DNn68ce80a0OuDFF9MWbyKMnP7dtp+/GMlqbG2Fp3LxZEdO8ibNg3hs89wjR6NfeFCrA89hPCf/wRPanGSW7TyTf0STWdrdDuJ1m9WSyQdzr33qt42kgwPPfQQdrud66+/ngULFiCvXp0WPdgTseiqjqkZ4d1GvDrYUQvxSpJUDVSnXCKNEx5V5eYEAeeECYoy8cYiG7zt0COW5EvEMxHFMA187/TKSk5etIhWbwy4dcUKdE4nOBzYSksZsGQJ7oIC/7FzyspoWbpUtbL1KUoAd2EhQn09Hd/7njJmZiauiy7CdcEFyDk5mLdtI3P7dprXrME9cqRqZa7F8/U/NJ2t0ROkRJdEMPwCOxWaamqUes8mU8QSomr1/apVq3jiiSeYP38+Op0ubXqwJxq8qDlmX0pC7etojy0aqaeLT8hqPatBinHQIJo2bgw6TtA4Bw4g7NsX5uFNliBFNnIk7tGjsc2di6WqCutjj6FvbMR5222AEoeITpeQsvWN7y4s9HuyZasVZ3GxsoHDATod9tmzET78EMOePf6ESdXKXCvfpKGhkQpSoEsiGX6BnQrdhYW0TZqEMGlSRKNQ7bwxYMAAFi1alFLZI9ETK4Rqjql1duw+NANbI+V09QlZlUchUkcr3+usLPB40NvtWJcvx11UhFBXh23BgoQ8vIF4PJ6gWqkRFVmgovbKZ962DTk7G+fYsQkp26B63V5Ptr2kBMuaNeQsVaqueQwGrI88gpydjcdo9NfUdo4bp4V7aGhodD9dcK5EzAnxOi0yt2+nbdIkJVclNzdiCdGEPdFpDpXoiRVCNcfUQgO7D83A1kg5XX5CVuFRCDXic2fNwrZoEe5hw5RW54BtyZJO78fo0Yl7eL2sW7eOgwcP8uCDD2IwGAAViiz0HHwGt0plG3F8QQC9PijUxJeAaSstxbRrF0JDA8aHH6Z57VrV56ehoaGRCrriXInntHBOnAiCEL2EaIKe6LSHSvTECqGKY2qhgd2HZmBrpJyknpDdbixr1mCqVQogOMeOxT5rVlSPQqgRr7fZ/K8xmzuH9RrTEWVyuzGsXIn16NGoHoxXXnmFsrIyZFnmmmuuYfz48coHiSrPSNuHeFCYNy94e68i1Le0KBVJioow7N0bscase8QI3CNGAEr9ay1pRUNDo7vpinMlluEX+FnGwIEc830Wxwv97LPP8uqrr1JRUYHJZEqZrGH0pcTBwLmltVV5sOjN8vZhVF1RURSrgP8nSdLxgPdOBdZJknRVuoTT6Jsk84RsqapCf/QoLd7wB/OWLTE9CmEGs9Xqf01AZ0afMR1JJktVFR2TJ2MbOjSiB2P//v3ceeedyLLMvHnzOo3rWCSgaP0elMJCrOXlmG+8EfnSS5Vwl/XrMe3ciauoCDk/n+O33opQX++vMevzzstZWRh37+4MDxk/Xlvy09B0tkaP0KXwg1hOi4DPAkuIxvJCv/HGG/z6179GdrmYD4wqKAjSyakMlehriYN9Td6+itpHFivwniiKxZIkvSmK4k3A40Avrsiu0ZfQt7aC2RzkhfaVvYtEqMHcvHo1lvXrldf5+QBxS9bpW1uRhw8Hr/c70IPx1Vdfcfvtt2O327nuuuu45557VJ1HIorL50Hx1c82VlfjnDjRH+6ib23FMWUKOfffj33OHIwVFWE1ZvF4glquG1es0MJDNEDT2Ro9QJBezsoCwvWwagKdFb68GocDQ36+v4pINC/0Rx99RElJCS6XC+mCC/j+3XdjC9HJqQyV6NbEwRR4y+PK25c88r0YVVdMkqSpoijeCvxNFMUPgFOB6yRJej2t0mn0SZJ5Opazs9EfOeLvPIjDgTxoUPQdIhjMiT6By9nZCAcPgteDHejBePDBB2lsbGTMmDH893//d1CCYywSUbQ+D4rvQcKTkxMU7uKXx+PBVF2NsG8fA5YswWM0Yps7FwRBaYce0nIdwFJZmV7l2FcUcF+RM8VoOlujRwjQy5bKyi55SQPnkcC8mgGHD/vHiuSF/vrrr5k2bRrHjh3j6quvZtKwYdgj6eQUxkh3Z+JgKrzP8eTVPNypIV6r9EAOA21AIXAI+E9aJNLo84TFR8fwRPuwl5Qg5+eTc//95JSVIefnpz35wl5SQsbLL2OtqMBUUxN0vOXLl3PzzTezbt06MjMzVY+pugW69/immhoMe/ZgliRcd94ZFO5iLynBLEng8ZCzYgXy4MG4CwqwLVjgb+cb6XihLdDT0fq3O46RCvqKnGlC09kaPUbQPFBYiGnnTqwVFVgqK8HtTmh/zGYwmbBUViI88wymnTvB7fbr0EAd/sgjj/D5559zzjnn8Pjjj0NOjmqdrAq3G0tlJdaKCgwrV0aVI10kM7+GEk/eVBxDQ30MdgUwDZgNbAMeQll+vEuSpL+mUT6NPkhST/OCgH3OHOxz5qRfwIBjuu6+G1uEluA5OTlUeL3BflR4QxNadvR6UHz7ZD78MLLRGBzuMnAgTU89hfWxx/xtzAHML74Y9XjWxx5L+3JlX6ml2lfkTDWaztboaQLnAWt5Oa6ios7OtipXNQPzagzvvENLeTmCxYLc0tIZ6hEyztKlSzEYDNxzzz2YzeaUV80I9O4OaGhQEtBHj0bOzvavLKaTlHjLtS6/3YLaO2EEcLYkSV95X98riuILwAZAU9YaQfTXMkCqls2SWXb07qO3WrF7jX3VTRQiHK87lGNfUcB9Rc40oOlsjR4lcB4w1NXRtGkTEPCgG+iwMJtBp0N//Lh/zgiaR/LzwWDorCKycCHWxx6LeNysrCzKy8s730hxubzAh/aMmho6hgxR/+CQgpC1pOfXBI7dX+fw7kbn8XiS3lkURaskSeHuv57F09jY2NMyYLVaI3pGe4LeJAv0LnkSkcVaURHkRQ59HUaCyjSmLImMlQIlHve6dGNsc5fulxTLme57d8iQIQDqAv6TQNPZ0elNegl6lzxdlSU0HttXvz8oxlqnw7Z4sf/zUEPVN4Z5zBgcb78dcZvuIPBcBpaV4RgypLPCSZw5IdJ1SNU5xPuO0nnsZOTpTnpKb6ueaURRvAK4GRgkSdJkURTPA3KAmkQEEUVRD+wBPpckaYooit8FngZygb1AsSRJblEUjcD/AGOAb4CpkiR9msixNDTU8PHHH1NVVcUDDzwQVis1kES9oUkliqTCIOyOBgd9pc16X5EzDaRKZ2todJWYoWxuN4a6OnTt7VgqK5XckwihXL4xjNXVyEZjj3lVA89Fd/gwzptvBtTFd8cMWUuz0+JEDZfrSdTGYN8N/AqlxNON3rcdwErgkgSP+StgP4qiB3gY+G9Jkv4qiuIqYAaw2vt/kyRJZ4qiOBV4BLgpwWNpaMTkm2++4bbbbqOhoYH8/HzuvffeqNvap08nd9Ys9DYbstVK8+rVMcdORqFFM8q1rG6NREixztbQiI4awzBCZ1th3z4GlJaib2ykY/Bg5IEDcU6ciHXFCuSBA8OPEyGUbs+ePaxdu5bf//73mAMajKWVwHMxmzE9+ijmbdtUhVLEctJ01SETWL4w0WNrpAe1VUTmApdLkrQCkL3vHQTOSuRgoiieBlxDcC3WicAz3r83ANd5/77W+xrgf4EfJ3IsDY14tLW1ccstt9DQ0MAPfvAD7rrrrpjbW9avx7ZoEUeffRbbokVY1q+PuX0iFUV8RMve1rK6NRIkJTpbQyMeCVXq8VbgyJs2DXdhIe7TTyfj66/RNzUh5+Up8drvv6/KO33o0CF+/vOfs3XrVv785z+n8IwSwGts2+bPV4zhOB7nWNU7ktHxgde+Y9KkmNe+OyudaCgk0mjmM+/fvqBtA9Ce4PEeBe4FBgCIopgPNEuS5JsAPgeGev8e6jumJEkdoih+K4piniRJTQkeU0MjDI/Hw/z58/nnP//Jqaeeyrp168jyNkaIRsLF+b0dGRNJFInmZdC8DxoJkiqdrYX1acQkol6M4tX2GYS+Jlqmmhoc116L0NCAfeZMrN7kxHjtu5uamiguLqapqYmJEycya9Ys9QL3ZG38GCFrYTo+KytuPwN9ayvuwkKlfGF7OxlvvBH9fNSEy52gfQPShVoPdi2wMOS9/we8qvZAoij+BPhKkqR36AwG1xEeGO4J+CwQXcBnGhpdYtOmTTz33HNkZ2ezYcMGBg8eHHefeB7pME/O+vUJeTcgupch7P3p0/21WNXWldU4oeiyzg7AF9bnwxfWdxbwLUo4HwSE9QGPoYT1afRzEqnF7zPGfbpT39qKc/x49I2N5E2bBkDTpk0xPeFtbW3ccccdHDp0iFGjRrFq1SqEBIzA3lobP1THA3HllLOzsZaXK6ElN96Ia9SoLp1Pb702fRW1d+XdwAuiKP4CsHo7g7UAkxM41o+AKaIoXgOYUTwsjwEDRFHUe73YpwG+dPLPgdOBRlEUM4AcSZKaQwcVRXECMMH3WpIkrFZrAmKlB6PR2CvkgN4lC/QOeW6//XZ2797NbbfdxkUXXaRup3nzyFm1Cl11NZ6cHFzz5mENUOzG9nb0Z5+N4ckn0dlsZOzejX7ePNUeAKPRiDU3F7xx4HqUH4mfgPfzVq6kY/Jk5OHDEQ4eJG/TJlx3363uPNTK0kvumRNNFlEUfxvwcqckSTuTGCYVOjswrG858Gvv2xNRkidBCeO7HyVv5lrv36CE9T2RhNwafYxEavH7jHF7SQnW5cvJfPllDG+/jfNHP8L02mtgNvu919FyVlauXMm//vUvTj31VDZs2EB2gqt5vTbZL8TDbK2oiCunvaSEvOJiUFG+UA299tr0UdS2Sv9CFMXzgQuA76AsPb4VENqhZoz7gPsARFEcD9wjSdI0URS3AD8DtgC3A3/z7rLV+3q39/OIme/eyWdnwFv394bSMCdSiZpE6S3yPPHEE4nLMn16598OR9BHFqMR/X330TJ1KgDmY8eQH31UdTJiQiUDjx7FNnQo2GwwdCjWb75J6TXtLd8RnFiyWK1WJEn6bVfHSYXO9qKF9WnEJoFa/IHGuFBfT/Of/oR7xAilTJ/bjWPKFACs5eXIgwZFPNyvfvUrf/y1mpXHUGSzWTme2QwOh1JjO5BeEiahKixQEHCOH49z4kQYMwbh7be7FD6ohSKmFtV3jSRJHhRjd3eKZVgIPC2K4jLg38Ba7/trgY2iKH4EHEWrIHJikkplF2msFB7XXlKiLHN6PTm20tIueRNioSlCjXh0VWcHhvV5VwohBWF92qqjOtImj9vtX2XzWK245syJq9sSlmXePHKeeAJh6VLlkBMmoDebleP4VuKWL8d8wQXK+AMGwNix5LzxBrqWFjI++ADHQw8FrRAGyrJq1Sr1soRgMJnQmUxgNIIs4zGZ0AecmyGB1UFV1yWJ6w3EXTEN3U54+WUMFkv07dSg9pgq6E2/p55aeYx65URR/AwVMc+SJH0nUUEkSdoF7PL+fQi4MMI2TkBMdGyNfkCAcSvs24dtwQLcI0d2uTydvwxSYSHW8nJlaW3SpIiljZIqmSQIOCdMCNovXYav1mlLI5Q06Oy0hPVpq47qSJc8lspKWgIbjvhW2WI4FZKRxeJy0VJWFn4c3+dGI86331YazRw7BoBt7lxlW6MRe8gKoY+uXhfrt99i+81vOl9XVASNl8jqoBpZol5vNcRYMQ3dzi9LrO1Secw49KbfU0+tPMZKcpwGFHv/rQSOAcuAEu//zcAfUi6pxglPYKKFPGQIptpaIPnydO3t7Tz66KN0NDfjHjYMS1UVjqlTcY0ZE7W0UbJl8bqtFFKC5aE0TghSqrMlSbpPkqTvSJJUiLKCWCNJ0jSURMmfeTeLFNYHMcL6NHqWaLot1Qlu+pYWTC+/TN5NN5FTVobp1VeDkrEDdaWcm4vw0Ufk33AD1uXLsQcaeSkmXrJ6MuVVY6GVWD1xiTore73MAIii+EfgSkmSDge89w+gGvjvtEqoccIRpJAKChAaGoDklJ3H4+G+++5j8+bNnHHGGVx/441+BSdnZ8Pw4eg3bw7bL2oIRrzQkRO4c6BGz9KNOlsL6+vDRNNtqhPcVIbPCXV1yHl5tCxdSsYnn2BZsyZ4JTBAV1oqK7EtXty5YuitwHT48GFWrFjB8uXLycnJCTtGMsRb/Qv6PCsLPB7lISDREEXvdTLs2YN12TJspaUI9fXR57BeEvutkTrUfntDgNDHrlY6k1s0NFKGfwIoLET/1VcYX3uNvJtuwjluHPaZMxMaa9WqVWzevBmLycS4Sy8l5/77yfjsM7DbsS1axICDB3FHUHjRlLDWUVGjj5BSna2F9fUfouk2tXkdanWge8QIMv/+d4SGBmSrFdd550X13kYy7o8dO0ZxcTEffPABWVlZPPzww+pPMpaxGs0JErKPbe7cLul73772khJ/SKJz/Pioq5ra3NL/UGtgbwW2iqL4IJ1xdqXe9zU0UopvAsgpK8NVVMSRnTsR6uuV2qAJeA8+veceDP/7v9wD/OwnPyH/9ttpGjYM4cABrCtWYH3su/HRQAAAIABJREFUMaW0USSFF0UJJ9JUQUOjB9F0tkZkoug2tXkdaj3dwoEDtJ9/PvY77/R7sJ2XXx5x21Dj3mU284tf/IIPPviAM888k9LS0oROMRljNdI+XSlbF7ivbckSrBUVMWXQSuT1P9RaAbOB3wKVKJ6RLwAJeCA9Ymmc0HgnAH1rK7b584HEFU7r8uXcuXUr7wCPzZzJ2QcO0ORTXiNG4B49Gtv8+UpmcQLJD5G8PJrnQaMXoulsjU7UOAFUhrep9XS7i4qQs7LIveMOdB0dePT6qLHVocb9zIMHef311xk0aBAbN27kpJNOSuh0kzFWI+0TL1TQ2N6OxWiMeD0TrfSkVYbqf6itg92GEncX2hlMQyNtBIaKWMvLMezfj6WyUpWHeJDJxPcnT2aE0chPy8rg5pvjKy8Vk1AiTRXUjqmhkWo0na0RSJecAG43hpUrsR49quiw6dOxrF8f19Mt5+SgP3KE5j//GQCzJGH5859Brw/XhwHG/TPPPIP07LOYzWY2bNjA6aefnvD5JmOsRtonXqigfswYnG+/HfF6JlrpSasM1f9QPdOLongWcDYQdKdKkvTnVAuloQEhoSKjRtG0cSNCfX24MotgxOpPOok/Xn89zu9/H8NHH+EcNw5TTU1M5aVqEkqgqULQmL7SgNOm4ZwwQTO0NdKOprM1fHQl/MBSVUXH5MnYhg7tTED06mZ9a6u/82IkZ4Svy6CcnY1t4ULypk2jZenSTh27Zk2YwX3ttdeyZ88eLrvsMs4+++ykzjcZYzXiPomECoaSaMK7liDf71A1w4uieB9QBrwLHA/4yANoylojPagMFYloGHuVZdYLLyjKcubM4AnA7cZSWRm0xJfsJBSWdQ7+rHN9S4tSGrCyEsfUqbB1q78ElqZMNdKFprM1AulK+IG+tRX5jDOwPPoo+tZWDHv2gCzjvPzyuM4IX5dB33bodEE6NqesLNjg9o5TXl7etRNOxlhNYB9/Kb8xY3pHOEfoKkOAp11bPe051F7tucAFkiS9l05hNDQiEXNycLsx7dwZpETMW7fGVZaRlviSnoRCyk0FTijW5csRPvwwqDSglsCi0Q1oOlvDT1fCD2SzmawpU2j/7nfJ+PhjdO3tZP3lL/6KTrH0WehxnWPHBunYUINbtV5Md4dfFV17LVVVGKurkX0x2D1I2CqDt4a5lhvUs6i9Ix3AwXQKoqERjViTg6WqCldREdtzc/nhD3/IyeXlyIMGxR0zkrfaV5Yp6DgJKt/Qcd1FRZhqahSvj8Oh1EL1Ge8hYzNvXhevVC+kr8Sg9xU51aPpbI1OuhJ+oNOha28no6GBjoIC3GecQWZ1NdYVK7AtXBg7Pyb0uN7fWTSDW61TI5WJ5cl27bXPno3easWerg6BCegkfWsr8vDhYLMFPahoVUl6FrUzyBLgcW+v9a8CP/C2y9XoDfQ/I0EhxuSgb23lufPP572SEr7KzaXEasU5ZQq5xcXo2ttBp8M5diz2WbOCrkXEJb4Ixwn1SMdTvmFe8Jwc7LNn+x8SrI89FpQ8Ezh2zqpVwW1q+wEpmQi94Twpva9DH246OnBecUV/8vZoOlsjcdxuLGvW+LvnOseORW+3454yhY4PP+RYeTkDSktpu+oqTLW15E2bFjs/JpQQHWs/doy3pk3j8vPPx3TyycGe4BjzWSpL2nW59Gqa5t1EdKecnY1w8CB4Pdi+BxWtKknPovYuWO/9P3AdRIcSz5eRSoE0kudELBf3RWsrf7jrLvZ6PLxaWIjzvPOQTzoJeeBA5Lw8HFOnYt6ypfNa+JRhSwvW5cvRn3MOcmZml2u++ojqbY9gvIeOrauu7uLV6H2kYiI0PPkkLbHu63gTXITPwx5uysqw33VXdDlVlOXqZaz3/q/pbI34eO9v086d4HLRsmwZCALmLVsQPv6YjrIyjBs2MOiyy8DjwX7LLf7kxKj5MXF+l263m9m//CU1e/dy2YABbCorCxIpbD7zJkQa29uR9+1D2L8f98iRXTYeu1p6NWjb/fvJnTED9+jRXTa2E9Gd9pIS8jZtwvrNN2Ex2ElVJemvzrpuRu0V+15apdBICV02ZnrLjypUjmnTyJ0zB8NHH+HJyOD41KnY77yTL7/5hmtfeAGxrY0Fw4dzkdlMU2mp4iUeqjSscw8bBmazPwY6zLB6442otVkhieSgJBJlfGN7UtQKuDcR9/q1tZE7axZ6mw3ZaqV59WrIzAzaROdd9oQEklwDvgM1DSQgtrdHTVmuXoamszVU47+/W1vRHz2KqbZWub/NZtxFRWQ+9BDtF16I/osv0Dc1kX/LLbhGjCDjq6/QHzmC+3vfwzluXFDom2nnTlxFRdjuvRfrww8zaMIEOk47DefYsbTOnMniJUuoqakhNzeXpUuXhskU+hv1JUTqx4zB8dZbWFesCDZkkyTh0qsx5DTV1iIPGYJt/vwuO7kSmnsEAdfdd2MLCVfp1rAZjTDU1sFuSLcgGhEINDTNZtDp0B8/Hm78ercz7NmDddkyJc63vj7hp/re8qMKlWPQf/0X7eecQ9Pixf6OYC5Z5tWNGyn58ktyTz+d87duxeldppSzsxE++AA5L08JA3E4/HHZiXqN01mbNHRs17x54HCkbPyUk2wy0Jo15JSV+cN1cLv9++XOmsXxW2/FOWkSpu3byZ01i+YNG4LG8Fit4RNNgCyGPXv830ukyVBNA4l4ZRz7Wpc1TWdrJILv/pazs8HhQGhoCNKd8tlnc2zOHHJnzAC9Hvd3v4urqIiOwYMx7t6N4b33yHr6aY5UV3ca6y0t4HQy6PLL6TjlFNp/9CPsM2Zg3rKF90pK2LhjByaTiXXr1lFYWBgmU+hvNCghMqBZWJdJsPRqTDkbGnAXFCgydlFP9GRd7L6m73orUWdHURTXSJI00/v3RpSlxTAkSbotTbKdeMSIC7UuWwY6HbbFi8OMX59Cs5eUYF2xIrjWcgIE/agKC8kpK0u/NzvUaJs+PawqiM5uJ+OLL/yKRtfRgeWNN/jm/PPZ/O67vPyHP5C3cWNnbdZvv8W4dy86p5PMl17i+E03+a9Fwl7jdNYmDRnb2suX4JJNBkKvj1iKC0Bvs+GcNAkA56RJZFdWhg3hmjMH06OPBk00gbJYly1TEq68v41QA1zYtw/hwAHcI0ZEbyARWsYxhF5XlisCms7ug/SGVUO3G2HfPgaUluI+/XRwuzHW1mJ87TXF43zppej//W/yb7hB2XzECGSrFcP77wPQfvHF/thsy/r1yjxSWEjmtm14jEYyjh7FYzbjaWzEPWwYh5uaeGvHDgD+8Ic/cP7550cUK1oFki79BlVe70SM28Bt9Y2NOG9Tfl5d1hNq5p5AR0N+PhQXp+T+6XJXyUhlA3vgvk7HtUmEWEc7FPD3x+kWRCNC+EJAXChms3+70CdKfUtLp/dt4EBc556blFEY+KOylpcry3spWOqKSOgyotfrnjtrFq6iIhxTpgBgLS9H196u1Jd2ODC+8w7Chx/iGjWKXz75JNO+/RZLbi76Xbv8CslSWUnzn/7kv46mmhr/DystXuNekBDTHSTr1Yi1n2y1Ytq+3e/Blq3W8AHixK/bSkvJmzbNX3s8LMZ6//7w5eQEH5x6W1muKGg6u4/RG1YNLVVV2BYuxLRrF0JDA/rGRo7fckuQc0ceNgzPe++ha23FWFtL89q1GN96C53DgXPCBGXeKCjw6zVreTlyTg7uM89Ef+wYGZ99hr6pCeuyZWQPGMCoiy9myeWXM/nqq1UnMNvvuAPL+vVd+g2qvt6J6IfAbX1VUrZt6xavc+D5DDh8OGX3T1e955HKBvbEfZ2Oa5MIUWd2SZLKA/5+oHvEObGJFReKwwE6nf+9wCdKoa4uaJk966mnkjp+4I/KUFdH06ZNfllSvUQUGPPnmDLFf/PrbTZspaX+RMTM6mo8mZlk1tbCG2/QkZ+Pu7AQj8mE4aOPyI3whB3TEEyD1zjphJg+FtuWrFcj1n7Nq1eTO2sW2ZWVnTHYiY5ZX6+s2ARcx6B7YOTIri8nd0dZri6i6exeQBfLeialZ5N5aI8QYuUeMQJQmmTpHQ6/XJjNYDQqTWPGjyfnt79lwMKF6I8eBUFAqK/H+OabyIMHo//yS5pXryZv+nSE+nrQ6XCdeSYZX35JxpdfYvzXv5BPOomLn36aiwUhZpWmMF25fn2Xf4NBzihvI7CUEPId2ObO7RbHSeD9Iw8fjn7z5tQMHO8BI849F61sYHeStmuTAH3DdXaC4DcavG21AazLl+MuKkLOz1deB3jpfLiLihQl5/3MXVTUZVk8JhPCRx8FLat3HlBlbHgoAZUYPG+8gb2kxD+uvrVVOY7VilBfj332bKzLltExeDCuH/6QjMZGOoYOBY8HedAg9N9+q1QBCUyOS1EseqIkMkn25di2ZL0aMffLzAyLuU6FLF1e4tTQSIJEH6BTcZ9Gq7YRy+COG2JFiHNHlrHPmaPMS3o9bddc4//N5c6YgTxkCO6CApy3345l/Xo8JhNtV1yBnJ9PZk0NtLXRetddyhgVFarK7aVDV6bKGRVK2hwncQzZwPtHf/Ag7m7Sc/HON2LZwG5eve2paxOIZmD3InxGQ05ZmVJbdNMmhPp6TDU1sZV0Tk7QzW7asSNo2U1tA5O4y+oRtrMuWwayjHzKKQgNDeTOmEHz2rVhCZi+WFjbwoXoL7gAfvMbrOXl2EpL/Y0K5OxsmlevxrJ+vd+L7jr/fOScHDL+/ndMu3cjDxtGy/33+5sc+JY1c2fNov3CC3FefnmXY9ETRc7ORjhwAFNNDZkvvYS+qQk5KytiXG+fNvySjUdPRRx7BOUca0zVDwN9OGRHo/eh2igMKRfqLipSauYnoatCc2dy//IX2seOVQze8eMjGntBIVb33sugyy/HuHdvp7NCEDp/P/n5eEwmpTrToEE0bdwYXG4vZHXI/OKLyvlkZ2N67TVwuZAHDsQ+c2aYzoulD8M+y8rCUlnZpVKZ6XBGQYTv/fnnU1K7P54hG6jnMgYO5Fi8+ydF4Yzx7vNIZQPjPoSkWBcnfG3SgDaT9CZ8y9CxaotGINSYwONR38AkWjWGSMvq3m0zt29XXhYWgtmMYc8eWm6+GfuwYUqiS1VnzelA74Y8eDCmXbvgggs6lfq//41stdK0bp2/PFtg23HTyy/zxc03M9Pl4ndNTZz1ySeYdu1SOiTu2qUkdw4bxoDf/IbsVavI3LHDP0lYn3iiW8Iv7NOnM+iqq5Ryct/7Hs2rVmH+298iTmw9mRnel0nYQ6TSqO/LITsavQ+1D9Ch911MJ0oCXkxreTlyXh7Hysv94/pKlEaT0/q739F21VWdCfTeUIygkCurNawEXMxzlmX0R4/Sfu65/KulhTFZWUFNtnzE0ofR5rWulMoMc0bV1CS0f9RxQ66BUFeHbdGi5PRKAhWSAvWc1WqFOKEzqQpnjHufRygbGM8oT7kuTvDapAPNwO6FdLX2srWiQnUpuohLhb72t3V1ne1v6VwKlK1W3AUFWKqqwOFAZ7djqqnBsm4d+sZG9Lm5/rHlIUP8yt64fDkCkLFyJfnPPUfHKafQtGWL0gHMq9QDsZeUYHjlFb5avJh7bTZePfVUvjN5Mm3eREahoQG79xoZ33qLjsGDObZiBRn/+Q+DLruMjoKCyO17Y2UXJxH+Ylm/nvaLL0bOz8cxZYqitDMzI05saa1K0o9JV2hNXw7Z0eh9qH2ATuS+S8SLaairo+2qq/zzh2XdOn/ZuGhyGvbvV7zSsWSJ0U010jlbvLkUtbW17H/nHfYOGsTNmzej1+uDx42lD+PMa8n8VtPl4Agd111UlLSsYXNyeTm2JUtSsuKZqnDGZK5jPLumP+piVQa2KIpVwP+TJOl4wHunAuskSboqXcKdqITdvNOnJ7TcFHQj79+P/t13ldjtrCzweNA7HP5x/De1242cl4dl0yYyq6tpu+IKf4iKpapKGddnLB84gHXFCvQtLUrM9KFDmJ95Bsf11+MeN46sp58GvD+YggK/LPLgwRj/+U90H34IR47guOoqLGvWYJ85s7MkYICMHVlZSM3NPGKz0TJ0KC//4Q9kvPuu/xrlzpihlJYqKMCTmek3bk07d6JzuYLkj9Z4JDS7OCz8JUppxEB856k/cgQAoaEB2WJBHjgwNTeERtpCa/p0yE4MNJ3dQ6h8gE7kvkvE8PCYTDjHjg1yeNiXLYspp6WyEqG+PqYshiefpGX8+M6QvMBQwNBzdrsxvfYa/xIEdu7dyx8FgT3jxoUb195t1YYFpKRUZrocHCHjWiork9YrYRWSiosj5l4lQyL3Xcxtk7iOJ2LejFoPthV4TxTFYkmS3hRF8SbgcaAqfaKdwET4sSaydBJ4Iwv79tG+dCm2ggLFYAT/07Clqsp/U5tqanCfeSb2229XDMRTTgHojCs+coSOoUP9yYPykCHKWIsWYX7+eXA6lXg7vd4f1yZnZ/sbeFjWrUP/5Zd0nHIKujFj8Ozdi/Gf/ySjuRnTK6/g+sEPsM2fj/WBBzC89x6uiy9m7z/+wYEDB7jOaKRk4kTy33036EfZfuGFmF57jYxDh9A5HEo3sauvxvDuu7iKikAQIk5IsbKLAz+LVRoxEP957tzJgHvuQf/ttxy/+WYt/COFdJfnqR99Z5rO7sUkct/FMzzCcmcefhj36NG4CwoU41pNM6g4suhstuCQvMBQwBAsVVV8lJXFndu3IwOvjR3LaSNHYo9w7ETCArpcKrMb8y26olfCKiSNH5+yh4Jk63unRDfGMcr7oy5WdXdJkjRVFMVbgb+JovgBcCpwnSRJr6dVuv5IEj/yiB6MWOMExh5VVMCoUUr8kc9gbGvDunw5hgMHcA0fDm43mTU1tE2a5L/JhYYGLFVVuAsLldrEbW3ojh/H8O675F9/PXJenn8ZTLZY0B8/jnDoEMJ//oPHaES2WLDPmNHZeMCr7AdNmIBrzhx077+vtOU9cgTdoEH+TouGAwfoGDaMlnvu4c2vvuLHe/fy9dq1ZE6cGKSgLVVVSkLjnDnKA8L27WQ9/TTZf/oT+qYmmh9/XLkUESYkOTsbYf9+TLW1mBob6Who8HcXDFRusUojBuJvcHP8OG0/+YmWKJcOusnz1F/QdHYvJ4H7Lp7h0eWSlCpk8WRlkbl1qxL25nDgPv109C0tEVdWWz7/nIt37mSWx8OVF13EKLebphSEynS1VGa35lt0Qa+k1dBMtr53d9APdXEiVsBhoA0oBPYD/0mLRP2cZH7kkTwYakszBZbL8TVUyZ01C+eECbRffDHuwkKynnqKtkmTcE6cCIKAc9w4jA8/TOYHH9A2aRK6tjbaL7oIc3U1HYMGoW9q4uhzzymG+IEDSqvc999H53DQduWVyHl56JuaIsZVdwwdimHVKjwtLTgnTcLz1ltKS/NPP1WW1T7+GFwudB0d/OIXv0D48EPaJk4MviBud1i3R3NbW2e5N1+x/5deiqigfOEl8pAhyGedhe3mm/3fQ5Byi1EaMYh+qBg0+gWazu6LBJQz9VXLSEmpv654cDs60H/zDaYdO5Czs3GNGoVw6FBnIt/+/eTOmIF79GiETz9lqSgy6N13uWTYMDyNjV2XXQ0qajP3iRhfbT6JTR+q/KQ2BrsCmAbMBrYBD6EsP94lSdJf0yhfvyOZH3mkJ1rr73/fWTA/K4usp56ifdy4sNJMQeVyvAaj4YUXaL/4YiW2e/16DAcOKOEWO3b4j9G8di2W1avRHzmCoa5OOW5xMe4zziDHu+zoM1Qzvv4a91ln0fGd7+D+3vf8yX2Rkvyc48Zh2bGDjgED0Dc303b11QgNDRj/+U+lKcHIkch5eeRNm4arqAj5yiuVHUPK/blGjAjq9ujzgAPxFZQg+L08VqsVt82Geds2dftqaPQBNJ3dd/E5T9RWy1Dr8QwNJfEZxGFGSgQDRqitpWntWn8MduYrr9A2ebJ/LjPV1iIPGaJ0/j1wgLvvvBPnRRfRUVDA8eLiqOeQSm+tqtrMsYz5PmS4ncj0pcpPau+eEcDZkiR95X19ryiKLwAbgP6prNP0Y/P/yL3NZAx1dVj++MfY1SoitGLN3LqV9jFjFCP9uefQNzVxbNkyf91sv3EboVyOcfdu3IWF/oYArhEjcF5+OaaamuClRZ0OdDo8VisZX3yB4amnFCNdlv0hFe7Ro/3GuenVV8msrsZ1xhm4fvADfxx3IPYZM8h+5hn0JhMZX34Jej3GPXuQc3OVMJL778eyfj3Cp58iDxrkV7iWNWuUzmFmM/rmZuT8fP95BmbBJ/o9MGYMwv79CPv2BXuqNcWq0bc58XR2PyFhJ4zX2eGbryxVVRF1WOC4ptpa5MGDFT3oS1r09iAw7dyJq6jI36jLUlWlzAUZGdhnz0b48EMyDh1CzsnpNFgbGvzVStwjRiDn5dHy4IOK8fzii53l5kL1agodGmpqM8cy5tNiuGlGe8rpMysRqI/B/kmE92pFUfxB6kXqHaTrKSmomUxREU2bNindsVRUqwiUS9/SgmH3boRDh5RGAJmZ/m5clrVr0X/5pd9gDG0042tPbThwANeIEUpjgczM8GTA48exLV6MnJuLqaYGD9B+/vnQ0UHuz3+OzuUi4/PP6Rg0CHQ6pSFMYyPCZ5/hsVhoXrAgLEbPsn49bevW4f7HPxTP9Ztv0vzkkwg1NTTn5TFw/XolVAWCroFp1y5co0YB4BEELP/zPzhEERwOnGPHJqy0AhNmhLffxrZwob9rZW9+ItbQUMOJqLN7LQkaWclUy1AzXwV5cA8dwrh7t5KUftppZL7/PoMuv5y2K6/Ede65OK67zj+GeetW3BMmYN6yRcnjcThwjhsXZLDqGxtx3nYbgL8jr7W8HMfUqcrBHY6061U1tZljHT8dbevp6MB5xRV9wtvaV+hL1UZUWyWiKBqBs4CBgC7go9RUau9lpO0pKUIzmajVKkIV8/Tp/thjoa6OjjPOQM7Px7B7NwCZ1dXobTaMu3fT/OSTuEeOjNxoxtue2ledBEHA+sADZL78MoY9e3D+f/bOPTCK6uz/n5mdvWWzGzYhXEWQewiKFu9IgKiIWLRq38UK1FhQFIs/abXKqwQVKVLhxXoFmgoKCmy1RayIiEjQqtyKIuFuICDXkIRks9nb7Ozvj9ldsrmxSTYhkf3+k+xtzpkzM9/znOc8z/cZPBjnxInhG9k5fjymt98GUcTw+ef427VDOnSI4mDMc3JWFogizvvuw5mVRXJWFmJ5OdYHHkDu2RNMJsTCQtULXVGB0r8/zqC3I+Wuu/ClpfHo/Pn0fe01Hu3WDT1U8y5ofvoJf6dOKJ07I1RUIEST5BJFIqhoNsP06chpadXHP444WjEuNM5uqaivs6YhahnRzFeVDWLdpk34+vShdNYskqZMIaDXo7Rrh2v0aMwvvIDR40G3fTtiYSFKSgq+hx9GuvdeRIdDLeT1xBNhDl20aBGZ2dn0++wzjB9/rIYYLligzgtBb7Fj6lTML7/c4DGMBs6sLKwTJ57tY1CLO1o02HCroVpxyFljyc7G+cgj6tfic0tM0JrURqKNwb4BdVtRD1iAMlQZqCOoCTStE3UYYE29SopGraIqMVsnTsSXnq7GHo8ciXX8eAS/H9dtqrNKt20b4okTuEeORO7XTz3FUKGZmkpNT5iAaeFCrO+9h+D14rrtNlw2G0a7Hev99yPl55P46qsgivh69cJ36aWIpaUY16whgBr7XPLWW8iXXILgdOLJzMT80kv4O3VC7t0bw+rVqmc7MRGpqAjDp59S8ZvfhJMuQ54O+7PPsuKDD7hSp2OSwUDChg3oN2xQvSQ1lBsX/P6z1yk1FbGsrMYxjnZia00r4jjiiAY/W85uhWhQyEc91TKi4rDKHlxFQcrLI2nqVDTHjyO43YhnzmBcsUL9v6SEgFaLdvt2NCdPIi5bRsVNN+F4+umIwmDLly/nmWeeoX379nz55ZeYTKZwc56hQyP4t6l51bR4cWT1xBqS7OtCQw23iLoKU6eqlYbT0sLXPD63xBitKE8qWg/2POAvdrt9ns1mK7Hb7ck2my0bqDjXD1sy6jLAYrZKqsWIj0atoioxiw4HjqD+qFhejv/ii4MnYkJJTKTIbic5Kwvtf/8b1quW8vMJWCy1n6so4h08OKIKoXb3bqT8fEqfew7d1q0kvP8+mqIiNOvWoSQn47dY8F5/PdpduzC/+CK+tDSkH3/EMm0a2p078fXvj9yjBwGjEd2WLZTOnYsHkPLyQBDQrFlD8mefAXCiqIj+69bxGTAwOZkEvx9vejquu+/G+M9/hvvpv+ii8DgJTif+du1wPP64Ks/37rs1Dn20E1trWhHHEUeU+FlydmtEkyzga9jdNC1eHDWHKRYLjqeeQp+bi/7zz/G3bUvhunUk/e//os3LU+eKHj0Qi4vxV1Sg1WpBo4kIG8nNzeVPf/oTAFOmTIkwriEKXo1xfHKjd50baLhFtNu1K1JBgXq4ffvCdSDic8uFiWjv5t7AX6u89yJwEJgT0x41I+p8IGO0SgobtsGkxuRx41Th+HNIL0ENxGw2I+XnhxNNQkQdOn7y6NEIPh/uW25BPH2a5LFjCej1CFdcgf7bbyMqQmq3bg2HnABo9u3DdcstGFavRnPsGILLhXTwIK7Ro9Hm5SGePIkgCPgvugj3LbegX78e6cABNEePUv7ww5Q8/TSmnBx8/fuH4+7069ejOXVKHVe3G/eIEYjl5Wi2bcN7ySWU79rFk3v3MhYY0LkzZkBOSECsqFCLJaSnh5M1PRkZiMXF6rikpKBYreEFSaiwzTnHr7aJrRWtiOOII0r8LDm7NaIpFvDVHCYhb23QaDW//HKdRmvlpEi5e3c8GRmYX3sNuXdvfEeP4snMVGOrKyqQu3ZFo9cj7tsHOh3mGTPwbt7MztdfB7+fRx55hHHjxlUY2AvwAAAgAElEQVTv5Dl4NdZ5TkpCglpMLRgnHnLINDUqzzMhiduws6yGHdg4LhxEe+VLUbcZzwDHbTZbP6AIaNX7Hc0RGhAy4k3z56uG56pVeDIzz5JJHav4qsRcsmABprfewpKdDYBn0CAQBCzTp6M5cgTFaqXoX/9C2rcP8+zZSIcOIXfqhGbzZsjPJ3XYMEreegs0GnC7z4ac3H03xvffJ8VmQzGb8fXrh3jqFMZ//QvP0KEIZ84gHTkCioJYUoLmyBHk3r1xXn65GtoSLJcrlpdHeNiRJHy9eyMWFanygRkZmGfPJtCtG6XPPcexX/2KsX4/hl69aHPbbfCPfyA4HDjvv5/EefPQbt6M56abVMUSQJuXp143q1WNcwvGmOvX1xxSGvdMx3EB42fJ2a0STbCAr8051BCjNaDX4xk2LBw3jKKoO5lbt4LPh3PMGAyrVqFfvx6hooIzt9/O5ceOYfZ6WdivH8Ofeiqm59BgBAKN+30DUW2eDpWQj+OCR7R3wT+BkcB7wN+BLwAf9ZB7stlsemAjoAu2+77dbn/OZrN1A5YDVuC/wDi73S4HE3TeAQYCp4HRdrv9cLTtRYPmMMBCRnzIE6skJkZPiDURsyhS9vzzyL17q6t1QaB4yRJS7roLsbhY1YROSSGQkEBAkvB37YrQsSOlU6fS9o47SP7d7/D17k3JggWk3Htv2CDGYABRxP3rX6MYjei+/hrDf/5D29tuI5CQgDszE/H0aTTHjqHdtUstB37PPTgfeiicvKIkJqqFZ775Bs3JkwhuN4X//jempUsRy8vRb9yInJ6OkJqKtG8fvUaMoOfx4yg2G0JREf727QmYTCQ9/jhiSQn+Tp3C18hz8804H3lENajXrUO/cSPG1asjr1tNceZxz3QcFyYazdlxtFzU5hyK1mitVl79xRfPamIHva7hHJ2HHkJITcV5331IBQVIXbrwwMMP88knn3DnVVfhEsWYnkNDIbpcOKZNC782z2nCjZoaigHFjeo4qiJamb7HKv0/12azbUb1hHwabUN2u91js9mG2e32CpvNpgH+Y7PZ1gB/AOba7fZ/2Gy2N4HxwILg32K73d7LZrONBv4C3BP1mUWDZggNCBmI2q1bwe3G8dRTDSLEsP712rXqy+7dw+ojpoULCWi1BBIT0X7/PdLBg/j698ffubNqOBsMGFeuRElNxTN0KM7778f80ksRISfmGTPw9e2L61e/wrhiBUqHDriHDkW3eTOC34/v8svVsuayjL9rV/ydOqH/6quwJnXoXFNvukktAvOrXyF37Yr1kUfUCouyjOnNN0lYsgT0eqyLF+O96ioMbjfuoIZqQKtFqKjAPXKkGru2cWPYM151jGoqBdyaBOjjiKMpEQvOjqPlojbnULRGa1Tl1SUJ56RJiBUV8NxzOB0OtdpuQQETZs3igUGDEHNzY34ODUVzJqvXtxhQHBcmGrTkstvtXzbwd6EEG32w7QAwDPhN8P23gemoBvYdwf8B3gdea0ib5x1BIz5EJhGxcdRQeGbXLkzz51dbEYceaFCNa9PChWi/+QbB50MsLqbsiSewzJuHKAiIpaVqAuDGjRg+/hjNnj3o/H5ct96KlJ+PJTsbqaAA5733hqs3avPyKH73XUyLF6vyTKdOUfK3v2F57jnEoiLE4mJEtxsCAVXSKTk5nMyBLGMdNw7tgQOIJ09Scffd4f4n/u1v4f7rv/gC9403oi8oQDh0CN2WLZzctAnT4sWIZWUEEhPB7SZh6dKwighuN9KOHaSMGkXAZMLXty9Ku3Y1DnVrEqCPI47mREM4uyXuOsYRRC3OoWiN1voYo0piYlj5yTNkCLoXX6yWkB/Lc2gomjMkMD7XxBENopXpuxjV2L2CKjF8dru9d7SN2Ww2EdgG9ABeB34EztjtdiX4lZ+AzsH/O6NKSmG32/02m+2MzWZLttvtxdG216IQIpOqSSjB7G9Ldja+/v0pXrIkXD2rMvmEHmi5e3dMOTmYlizBNWIESmqqGpf94ovh+OqkP/4R85w5yOnpKG3bovH7EQsKVMWQa69F7tkT6cABxKIitLt24RkyBM/gwUiHD6vyUIWF6LZsQe7VC7xehDNnSFi2jIDJRECjCRv+7ptuwvngg7S//HICWi3+iy4i4PGoxvTXX+Pv0AElmFkulpcjHj1K2YsvogwciPj736sJlgYDzocewjR/Po5nnkG/fj1y9+5I+fl4MjOxTpyI3KMHaDSITifanTvDC42qiMvtxQiyjPaVVzAXFcWrj7VSxIKzW+SuYxx1I0qjtT7GqHPCBJKXLsV8+nTLjjGueu6yjOmNN9SdUAjXd0CSGq1g0pBiQHFceIj2jvoHsAfIBlwNbSxoSF9hs9kswL9Qy/lWRShTQajyvlDpszBsNttQYGilNjCbzQ3tYmwgyxhffx3dmTMEzGZ8kyaFH17tK6/gHzUKpW9fpD17SF6+HN8TTyB4vfD005gBBg5Et2aNWgQlCG1KCklHj6L07Ys4ahR89RXMmYMIyDodugULSPrsM3C7Cdx+O9oNGxANBgLDhuF/7DG8Xi/aN99E+vhj5IQE0GgQdDo0soxQWkrAakX/9dcIq1cj5ucjlpTQftAg5F/+Uv3uoUMIbjdKnz5IR4+i2bwZedQoDHPnqmEjd9+N/OCD6B99FM2WLWi2bycgSSiXXkryokXsPXkS67FjFH/5Jf0SExF37kR0OEhetAjfpEnovF7E4Hl7774b3cyZiAMHoq2oQLRa8T79NAogzZyJQZYjxiaMKVOwvPkmwpo1BCwWfFOmYD4Haep0uvN/vwTRUvqifeUVxNtugx49kHbuJHXiRJQBA6rdy82FljIu0Dx9sdlsz1Z6ucFut29owGFixdkX3q7jhYB6eI8/+ewzBgwfTqdOnZq4U41ADQazKScHsaiIsuefB8C4YkXYcdXYcMKGFAOK48JDtDNlX+C6Sp7mRsFut5fZbLZc4Fqgjc1mE4PHvgg4FvzaT0AX4FjQe2Kx2+0lNRxrA7Ch0lvTHVGK8zcVTPPn4xk1itJgMRX93Lkgimqi49atlI4bBw4HdO6M+fRpHA4HJp0Oz7ZtZ72vOl1kkYFx41TCWLYMOTER+brrzn7/+uuxLl2KfPQo4rFjaPfuBcB9/fV4rr0Wy1//iiMrC7KyMLndeK6/Hkt2NuVZWSTs2oVy5gy6jz6icMMGlXimTkXu3l1NnPz0U9zDh6MMHYr5r39FDgQoXruW5KwsdPPm4U9JwZ+cjK+sDKfTieHAAeSUFOTLLqNizBhMixaxNTWV1StWMEhRuO6ll5BmzUIxm/FcfjmOa69FP28e7uD5Kzod8gcfoARfSwkJyKWluLZtU8ehtBQlNbX2AgyVK1a6zm1XmM1mzvf9EkJL6Yu5qAh69FDvy08+gXbtKH30UfVenjevupcohlq2NfanhYwLNH1fzGYzdrv92RgcKiacfUHvOsbBt99+y6RJk0hISGDt2rV07hy81M3w3NcHNRnMYnk5GI3hUA6MxrDYQKw0s+tTDKiljVkcTY9or+5HwBDUTPQGwWaztQV8dru91GazGYGbUHVZvwD+B1gB3Ad8GPzJquDrTcHPG1/et5lucLG8HKVvX3A4kLt3x/ree3gHD0bu2hVfWhrmWbPU0rGVY67HjsU6aRLa/fsJaDRUjB6tytNVKe1d9VxCW3yFa9aoZWJLS/G3b0/p7NkYP/gAfW6u6h0P/ga/H0t2NtoffsD0t79R9uyzGFeuRHC5sI4fj5yerhKPLKNYrUiHD2NYvx5f375q7HVKCtZHHlEzzRctwtevH9otWzB8+inGf/0LwefDd+WVCG43hi++gEOHuCc7mwf8ft6+804yHQ4CRUU4f/lLPEOGoM/NVeX9HntMvTZlZSS8+y5yejr69evPShNOnw6BgFrdMe4taFJUjrmUggmoUPNEFE8sbbFoNGfDBbTrSMvaKYHz3599+/Yxfvx4vF4v48ePp0+fPgjBisPVdmKXLsU3eXKz9KumcQntgALhHeBASgrCqVMkHT0KgKQoBNq1w2w2R+4I79mDpm3bBo11fa5RU4/Z+b5fqqIl9ed87TxGa10+Cnxts9l+BE5W/sBut/8uymN0BN4OekREYIXdbl9ts9l2A8ttNtsMYDuqpBTBv0tsNtt+VP3WRsfyNZcxUNlAMc+ahZKcTOmsWWcl5r78kuSxYyNirq2PPILcvTtyr16IFRXoc3PDGtNieTlKQgIEAoguV2Sp8+CCwbR4sVpwRRTVeDBJAqMRqaCAQJ8+Z88/KHdnfu45DB9/jGXmTPwdO+IcPx7pyBGknTsxz5iBNi8Pf4cOqvZ1YSFaWUYOKocIsoy0f79aXTE5Ge2PP+Lv3BmlbVuE4mJ0O3eiWK0ESktZXl7Oo8XFGC6+mNlz5yK/+ipCSgqeQYNUffB33lENuDq2LJ2TJuGcNCnqIgpxNA6VYy7FY8fwBItI1BRrGE/2abGIBWdX/s3PetcRWtZOCUTZnyZyGhUWFnLnnXdy5swZhg8fzp///GfKg95fUHe5HJ07V9uJbQ7UNC417gCPG4dp4UL0jz8OgQDujAycY8eqfa6yI1w6YYL6fgz6Uut3m3jMWuX920w4XzuP0T6JiwA/sJsGxvPZ7fYfgF/U8P5B4Joa3vcAtoa0VRuqGQMrV4YrG8aSnCobKNpdu3Dfcks4+c60aBGeIUNUr21QFilUBl27Z09Y4zpp6lQSli+n5K23zmpeA45p08KLAyBiwWCeORO5Z088I0diXLYMw8cfg06Hv0cPkGXEM2cwz5yJ6HCEjXCxtBTP0KF4hgyB3Fz0+fkgCAheL0rbtihmM/4OHRCdTlVbW6dD8HgISBIBg0FNQAROf/aZqiZy//2wdy8BvR756FGuKy7mlF6P9cMP0ev1KImJ+DMz0X/yCaZFixCPHcMZPLc6IctYx49H6dAB8cQJlA4dsI4f33ITblozJAnf5MkqIYV2SqpqjgcRTyxtsWg0Z7eIXcc46kRTOI1kWeb+++/nyJEjDBgwgNdffx2NRhPxnZb23EckbSYkAIQdMcVLllSfI85D9d6WNmZxND2itUwygU52u71lLEcaiIgbfPduDKtX473uOrXK4JAhsfNoVzJQTPPnq6EQ69dHGJSmnJxqZdBDpcClfftQTCYEvz8ifiyEsKcwWHErFCYip6WhWCxYZsxAc+QI7pEjUdq1w3jkCNbx45EOHcKZlUXF/feTsGgRUkEB/nbtVLm93Fy1nxs24HjmGbXfmZkYP/4Y5wMPkLBsGZqTJxEdDuQePfB36IDm5EkSli1DadMG/dq1SPn5qoxfUhLOCRMQPB50n37KL06eRHnnnbBqSvLy5Sjl5chdu6rGdRQGsiknB6VTJ+SuXZFvvBEpPx9JFBt3zepSy4jHy6k4x0QUtRpBfDybG7Hg7PO+6xhH3WiKHSQJmNe5M98fPMivMzNBp6v2nWrPfVZWkzirou/0WZ4KzV0xWXTUxFsQfk+bkgLjxkV1rvHKwhceon0CdgApQKs2sCvf4NIPP+C95pqzoRvr14cTIGICWVYJp6xMrZKVnh5hUFZdcXuvvJKE5ctJHjcO+ZJL8PXrh69nz7ARXjlhL7T61f3nP6qXuXNnpL17EU+fpmTRIhBFDGvXIh08iMNmQ7zmGsTf/x5h3z4Ej0fVME1IQPB4kNPTkfLyEK1W9Lm5eAYNUr3lej2WqVMJBI1Y39VXq33p1g3XnXcS0OvRb9iA0qkTFVddRcK776LdtQvB68Xfvj36DRvQnDzJRU4n+HwoX39NQBDA64VzxULVQGpi0CCXCgpwPvQQhqlTkbt2rX7NZFndFqxJmqkKTDk5+EeNwhFMRq1MxPHY4tiiUeMZepbKy1GMRhAExIqKuKFeNxrN2S1h1zGOutEUXlFTTg5pf/wjXV99FenQIfQ5OfDEE5FfqrLwNr3xBmJRkZpIWFiIaeFCNazvPCCWi44wbwXrVCSPG0dAp8Px1FPIvXqRMncuyWPHqgXczsVF58FrHsf5RbQz03pgrc1mW0T1eL63Yt6rpkKlGzwklF85dEPu0iVmq3DtG29QVsmg0K9fH/lwVV1x33QTzocfDic+Ku3aUfKnP2FavFg1woPVEsMC/1lZJCxZgnLmDIHjx/GlpaE5fjyiII32++/Rb9yImJSE3KULhvJytN9/j2/AAKQ9e5A7d0YxmRCLizGsWkXFvfeqfRMEEEV8V1yBp00bNZSkrAxEEcHlwvDxxyhWK5pTpwBwTp8OkoR04AD+lBREhwPNwYMIgoDg8eAZPJjS//s/9GvX0uaPf8S9Zk2NRm0INRljSmIinowMdLNn0+bhhxEqKvD89rdqrHqV39YmzVQVEcmoVYg4HlscHaI1nBsznpWfJfOMGSAIOJ55pvb24t5y+Llwdhx1olavaCOegdCzqiP6Z1W/cWM4vFHatw/L9OnnzcCO5aIjNBam+fNxjR4Nq1YhFhWhz81Fn5uLPHYsikaDJzOzZTph4lx4XhHtSN8AHAWGV3k/ALQ+spZlpB9+QOnQAd3MmeG4Xrp0iZnXUggabcgy+vXrwyXOa7rBw8aHLKOkpiJ4POoHdax4TfPno6SkUDpnDqAakpWPJXfvjnX8eLVEusGAUlhIxZ13Yti4Ef233yI4HDgmT0YsLqZ07lw1fKW4GO3OnRQvXx5uxzxnDo7HH8c0fz7uESNw/frXGD/4AN2mTQguF4LbTepNN+G+8UYIBBBkGbG0lEBCAkLQuxwifX+3buo59uyJad48dYtt69ZqYxIeD7cb88yZaHfvxtenD8hy2OMup6ejz82tts0WlmYKFuTRbd9OIKRTWmXcI9QyqhBxPF4uOkRrODdmPMPPEtQcKlUF8d0H4OfG2XHUjFrmiMY8AzU9q2J9+xWoJh7TcFQxEpkypc6vxzIUIzQWoZ1SJTFRfa+gIOz0UhITW6wTJs6F5xdRGdh2u31YU3ekOWHKycHx1FPoc3ORRBHx2DFK/v53zC+/HDOvZcBsDnuu5e7dcd90E2JhIcnjxuEZMiTC4As9xOHvDh9+zhWxWF6O+5ZbVMPaaES3ZQvuESNAFMPk6HjqKcwvvohYVoZ29248GRmUvPEG+g0bSHzlFRLffBPfgAG47r5bDbcoK0Pz008kBcMvPBkZYUNILC/HMXWqmlxpMCCWlOC++WZcv/kNpkWLYPt2Th09StmIEXTt2RPx9GmkgwcRS0tp8+ijKG3bqpUd27VDl52NV5YRKyrA56u2nRgaD/PMmXiGDlXj5Lt3J+Hddyl5++06x11JTEQsLMQ8axbea67Be8UVIAg1jmXVCmWViTgeLxcdojWcGzOeoWcpHCoVlAqrrb347sPPj7PjqB/q8wxs374djUbDZZddBtT8rJ5L4MwzeHB4LsLlwpOREatTqWYkWt58M7LeQVXEMBQjNBbarVvB7cbx+OOYZ89G9+WXACg+H6VPPNFinTBxLjy/iLZU+na73X5FDe9vtdvtV8a+W00LsbwcOS0NOU2VdDXPmQOSFFOvpW/SJPTz5mFYuxb38OEQCIS3mKoaz84JEzAtXIhpyRLVsB08GPnii7Fs2FB9aye4mtdu3YovLQ0lNRXpyBEUq1XVppZlVQ+7rEw1gkeMQGs24xk0CMOaNeqi4scf1XLpP/6Idvt2ku+/H9fIkWh37MB9880o7dsjFRSgmz1bVekgaEjl5+N86CGkfftUwjGZkLt3hyNHcH3/PU5ZRly3Dm3HjgQSEvClpxPQatFv3YqmqAjt7t2czM2l/e23Iw8apMakjxuHZcaMCAM7TGq7d+O97rrwuSfOn3/Oca88ltq8PFU3+8EHMb/8cvUvV1bLqOGz+Er/3IjacG7EeIaepRpDpWpoL7778PPj7Djqh2ifgYKCAu677z4qKipYuXIl/fv3b9Cz6pw48ayXOTU1pkmPVY1EYc2aBh0naoQ85mVl4d3S0IIhOSsLX3o6hRs2IO3fj3Xu3EjZ2BaGOBeeX0R7x/es+obNZhOA7rHtTvOgtpsupl7LSiTlycwMrxxr3E6SJBBFXCNHqkY4kDxmDL7LLgtvR4Uk6UKreeeECZhnziThvffwd+mCZ/BgAEyLF+N4+umwN1w6cADh1CkSVq0Cvx/xzBnQ6wlotWpIh9uNePw4xn//m4BWS/GKFWEiNP/lL2dJMyEB/bp14aTMgFaLbuNGkr/+mrleL6NlGZ8k0VcQ4MwZVeszGIPtHjGC0tmzSZo6FdPy5QQuvhjn/feHxx9FqUbGzoceQvfNN6oBL0no165FiUYoXpJUY10UI7weFwSxnI94u+ZYiNSzjfjuA/Az4+w46odonoGSkhLGjRtHUVERQ4YMoU+wXkKDUDXpMYZKHlXn64DF0vB+RoHQHKtfv56KMWOQ8vPDr31XXnlWXjctDeWyy3A8+miT9qcxiHPh+UWds6/NZnsn+K+u0v8hdAPymqJTjcW5Vs613nR1TeTnMl5qiRMLe2O3bEH77bf4rr4a84wZYU9cCGJ5OY4nnlC9zw4H0t69eIYNU43poC526Pih1bzSvj3ewYPDSiiVPzeuXImUn49pyRL8t9+O4PfjT01Fc+oUvl690O7aRUCnw9+nD77+/dF9+y1iaWm4yqSUn4+Ul4fj6acjEjVD8diO//1f9F98gfLyy/za6eSAKJLRrh2CwwFuN/6OHRHcbuTOnRFPnFAJMqj6IQ8dGrGdGNDrayTjkgULsE6cSOL8+ShmMyULFkR9D1yIxBKPtwviAt59aK2cHUeMUdszEJynlDNneP/DDzl0+DBpaWksWLAArVYbs+ZjGZpQlct9U6ZEqGrFGuE5dNUqPMOHo5szJ/y6uY39RuMC5sKWgHO5t36s5f8A8B/gHzHvUQxwTiOjvjddqMhJUIfZk5FR7bi1xomF2vL7VZ1rseZ0ESUxEfNLL+F4+mkALFOnYvj0U5CksH62aLWiWCxnH/DKZay7d8eSnQ2AecYMpP378Qwbphq1JSUEBAG5f3+1MZ8PweVCrKggEIxZFsvLUdq0AUUheexYAno9YllZ2BMud++OZdo09Bs2qLrZikLe8OF8OGsWdwDyrFloVqzANXgwmqNH8fXvj/Hjj5GOHSNgMKBfvz5cGt03eTJKMMlRSU1F1utrJmOD4Zwx17XiAiSWeLxdHLRSzr5g0cy7TqF56uFXX2X34cM8Yzbzy3feiXkZ6VpDExpyvlW43NzEu3KhviuJierOaaXXzW3sx9G6UeedarfbnwOw2Wzf2u32T5unS41HrI2MUJGTCM3ssrIIT7lYVqYqVwTfk777DsaODZOH6HLhmDYtfExzUP0jBGdWFqk33YRu+3YUs5nit9+m/XXXhWX15CFDSFi2LBwmYly1Si1j/dvfqsebNQtf//7hxEbtvn1qMlgggLh/P6477lDjpgHp6FGU5GQ17jwpCe327SgWC+7hw1Hat4fduyPCTEw5OYiFhSDLlM2ahXHFCqQDB0gXRRyzZ9N39my0J04glpTgfOABLM89h/eaa9Dm5VGWnY159mzE8vKw6oe5hu3EJosTu4BkiuLxdnG0Vs6+UNHcu06hRfjw4cPJzc1l3K23YuzUKfoDRMmnte0gtoZdtlDfxTNnsPz5zyhWK7pvvlF3UJvZ2I+jdUMIxFJOp2UgcGrDhtr1p+sLWSZ57FgAfOnpOKZOJWnaNMRjx9TwiaAAveHTT/G3b09ZsJBM0sqVuC2W6tWlgt/X5uWp4vRZWZgWL0a/YQP4fOHfG1esQLtzJ55hw84a8WfOoJjN6L/8Uq2YKEkIfn+4q8VLl4bJLvmee1Rd0u7dSR0zBsXlwj1iBGJhIcY1a3COGYPu22/Rb9sGXi/OsWNxTJtG0rRpaA4donjRIqwPPoh2/37EU6dUT3PXrhS/+656/LFjEbxeNYHT78dz883oP/sM6cABNMePg9eL5uTJcHx45WIvZrM5MrGwCY3gqrGAVe+Han05jzCbzThKSho+FjEcxxY3LhdIXzqpxo7QZA20TASOHTt2vvtwXu6zkAxqTa8bxQc1JOopFkuYq+XevfF9/z1tvvkmqvkxNDbn4tMa+1Cp7+aXX671fKNFc12naM7VbDSe3Y09zw6clsST0LL6c754+2e5/KpcPryxsbemnBx86emq/vP775Ny110oVqtambGyAL1ej+6rr7A8/zyejAwCyckYVq8G1BVxaFVsyc7Gl55O8dKlSPn5WCdOxPH004jl5bhuu02t+njppWh37cKTkRHxgJtnzECoqMDfuzeafftQOnZE7tsXT2Ym5pkzkfLzwwY8gHnmTOT0dPzDh+PxeNTqd+3b4xw3Ti1s8/vfq4U7FAWlffvwwsEzeDDJY8bgnDgR3aZNaA4dQvvjj/g7dcI8axau0aPx9e+P0ratSjghInU61WpegQCaU6dwDx+O4+mn1VjwujwVsQrnqK0CZCsKm2iUh+cCDIuJI47WjHPtOjWUD2pN1Fu37uz8mJAAVFHkCRmHteQU1YdPaysY1lp22aI516oF5VqiRz6O84efpYEdyxs8Qv/ZaCSQkBAO04gQoLdYcI8cqcYniyJKnz74ZDlCks/50EPq8UJZyL17IwaLaCiJiaDRIF96Ka7bb68x3kvweBB8PpSUFCSfD82JEygXXaQWlklPR79+vWrA9++vGvC7d2OdPBkhNVXt94IFYDCEybOy7FmoFLlzxgwATEuWoNuxA21eHsVLl5LyP/+D3KuXKn+3a5fqla4hOTS06jeuWoXr9tvD594chm1rJ3SIx1HHEceFhHMlY5+TD2rZtaorUS80/9Sl9FFbTtE5+bRSf8JFxCr13fHYY+c/+TzKnb5o5o7KRbDq5OsLKFQxjrP4WV5h0/z50d3AUdz0VfWflcRE1aCsLEDvcqnKG/v3o5s1C9OGDdCjB77rr0fu3j3ioav20AaLaDgnTAIeUnkAACAASURBVDhbJr1SXyovFhKWLsV71VW4br8d8ehR9Lm5eIYOVY8TDEcJG/CyjHXyZBAE5JEjqejQAevEiWrSYOi4Vc8/Kyv8OqDX401PR0lMVEuyWyzM2rGDu669lovmzat1SEPErhiNGFesQLd9O2JhIYrVGo5P17Zpg8njQXS5Yko2lStihqpnum+88ay8YCtQE2ltC4I44oij6dBQD3flxLzyZcsoLiqi64wZaPPyML3+OggChnXrADVBvqpxWJv29LkWBJX7Y54xQ1WlmjYtcu5sZMim9pVXMBcVNXjuiHZXIBolqspFsOri69YQex5H7BH1nWmz2S6y2+0/neu9loBzVUEModpNv3AhiGJY95lAANHpDIdaKBZLNa9t6CEMic17r7kGuVcvxN/9Do/TiXnWLJTU1HCb4Yd25Uo1Ni4t7ezxU1MpXrKkVsLwd+6M0qYNluxsBKcTwesNK32E+lW5KmRAEHCNHo00fDjSRx8hVolBqnr+oXAVuXdvXLfcgnXyZBSrFbGkhI3JyfjWrWO4ycRX06aRnJxcYx9D7SMIqnqJTgeCgG7TJhzTpiH37k3KrFnot27Fd911iIWF1So5NhS1VcQMyQu2BlyI8oJxNA1aE2dfqDiX4dVQD3fod76TJxFnzybB66Wib1/8H3+M+aWXQBBwDx8eTmL3ZGZGGIe1ytGdw0Cu3B/H1KkkjxtXZ1GoeiGo5iV264bSsSOeIUMaZKhGvUsYxWIgoghWHecY35m8MFGfpd8OoKpVtQtocUKQ0d7AVW96S3Y2ZdOno8/NxbB6dbjwipSfH3WypOh0qsSydCnG06fR7tqlGs0hBB9a0/z51TSmz3V8T0YGYnExviuvBJcL9623VjNMQ8RqWLsWIRBA7tIF/dq16FasgEAAZPmsskkVj6929+6zsnyXXor7l7/E8fjjfPjhh0yaNAlBEPj7q6/WalxHtL9uHe7hwyn9y19Akki5667wWGt27sTTuzeOxx9Xtx+nT4+JgV353N3Dh4e9G62KzOJx1HHEDq2Gsy9U1Gh4BXcWdV4vJp2uemx0JfUqxWis2YMqSZwZP56Phw3jNa+Xh61Wbp09m9TFi9X6A0TyZeh1CA2Vo4swzPPz8QwZEjM+C6l5yf/3f3i2bVPVvIIhmtVQx+50o3YJa4hNj+b8zsvOZDws5byjPqM9oIb30mPVkVgi2hu46k0PqGEXmZmI5eWIRUU1xxDLMqYFC9B/+SWan37CffPN4WS+ULKhb/JkXNu2hbfFqqIhK9pq5WhrWi1XriA5aBDWyZMRNRqUQICSV1+NWPFX9fj60tKqeTS2bt3KlGCCy7Rp07jlllvq7mSVCpZIUkQojNy7N1RUhBNsANXwjwVqa7upyCxOYHG0bLQazr5QEZ6DKqlLWcePx/HUU4hXX41n2zaVs4MGr37DBnxpaSipqUgFBYg//QSCUM2DGggEePLJJ0k7eJDCtm25/Z57MFosqkHqcqkSrpKk8iQ15C1VXujLMslvvFE9LKMG/qvT495IvgzlCUl79qgCA4sWhetAVEVdOwON2SWstd7FOXA+dibjYSnnH1Hf3Xa7/Ug077UEVA6ZqAvOrKxw5UTFbMYzaBBSQQHO3r3B5UJJSFA1rasYaaacHMTiYsqefx7TokWg0YRv3lCyoW7NGpSQ96EGNGhFWw/vZuiBVpKT8d9+O8VBTW7jp59W+07I41uyYAGmxYvDHo2S3/6WR4YNw+PxMHbsWB588MGo2q587BChhI5tXLWKQLCgjXnOHHC58GRkRH3chrR9znuhgcQfJ7A4WjJaE2dfEKjDIK2sLpU0bRr63Fy4+uqw8yXENSEDWSwupnTWLJKefBLdpk3Il14a0dRf//pXVqxYwVOSxAczZqAdORLjiy+q0q9Bvo02dMOUk4N/1CgcnTtH8FwE/+3ejXX8eORLL0VJTMTx2GPVOLSxfKkkJuLJyED/2Wck7d2LeOxYOCm/Kup0YDVil7C22PRzoj5txshxEw9LOf+oTwz2YOAKIMIStNvtf451pxqLaG9k0+LFkWEa69YhHjtG0tSpyF26IBYWot26tRoJieXlYDSq6h1du6rKIQZDZLKh2YyzDt3FJl3RVn5AzWaUYcMivblVHmD3jTeqngyDIcKjoQPefPNNFi1axAsvvIAg1EOetyqhyHL4X/+gQSheryobWNUTHwtyiZbMggkzyZ9+GtY4P6ekYCXECSyOlozWxNkXAmozMKupSwXnFMXtJvmuu9Du3QuBALqvvkLw+RCcTgImE0lTp6LbtAnvNdeEw+1Cx7zssstok5jIXSNGcOmyZfDee3gyMiJqJUQLsbwcpW9fCCpmhHiuMv/pc3NROnWq1o+qx2kMX4bmTMHrPat4Vcu51OjAisHc0hyl0mPluIknzJ9/RHV32Wy2VwEb8CVQORCrVVepqemBD0nwieXlKO3bU/z00zUqi4iFhUj79qkr6uxsNAcP1s9QbsJY24gHdNcurDNmYO7bN0L6r2rRG93mzdUTOYFf/OIX/OIXv4hpn5KOHoUPP1THsbxcJZBKBXcaYuw2tE/+UaNQiooaJCkYJ7A4Wip+rpzdmlGXgVk5VEQ8eRLdl1+i6dYNJTGRCpsN3bffojl2DNevf43prbdAUfAMG4ZQVIRu06awN1osKwMgMzOT3Q88gMnlwte5M9pNm1SvuCjWu3iV9P33aG+6Ca1eHw5Piehz795IBQXhcI3ajOd682VNHv8onFdQswMrFoZrc5RKj5XjJp4wf/4R7fJtDNDfbref/3JbMUSND3wUhq9zwgRMCxdiyc4GQcCTmYnzwQdbTPxtxAParx/KZZfhePTRap+Hi+QENav1QdmmkCJKLGOKK/dJ6dsX/R//qFaarKJgIpaXN0w/uzIZG42qiklFRZ3nEfLMhIi+pnCguhAnsDhaMH6WnN3iUA+vaMR8s2sX0g8/nA3TGDsW6yOPoN27l4Ag4O/SBY3TqSo6/eY3aHfvRlNQgOGzzwjo9YglJZjefhvB6cRz7bUoiYlov/9elXk1mRBdLgwrV1KycCH6jRtxPvAAlhdeQCoowDp+PCV//3tkHHWo4mNaGtLu3RGVH+WePRF1OoSvvyZhxQoUqxUA5+9+Fw77E48dwzNuHFB7DlR9+bJeBnEtxnhlxMRwbYZS6TFz3MQT5s87or07jgCepuzI+UCDDSRJwjlpUkyUL5oC59rGUoxGzDNmnNWoTkk5q6JSyegNE1qMt9bEPXtUfe5KZBdRcIf6G7sR+qvPPYf2hx/wXXttnTKASmIi0p49OCZMwByMT2wpuxBxxNFI/Cw5u6WhPkZg5flG2rED+ZJL0G7dilBRQcKyZZTMn4/luedUwzUnB3w+9N98Q8qddyK43QS0WpQePcBiwXv11Tgffpg2kyah37SJQEoKvgED0Bw5gn79enzXXYfg9WJ8/31ISEC3ZQuK1RqO2w7FS0s//IDjqafQ5+ZSMWYMCe++G1H50ZKdje/KK9XjX301cv/+AIjFxZgWL45IhDTl5GBcvbp2Dq0nXza2amTVts7rjmM95tC44+bng2itpPHA32w22zLgZOUP7Hb7xpj3qrnwMzWQzrmNJQggCAR0OsSSErUy5L59FBUX86+dO7mrd+8IQqsrmaVGoqgru3zlSnR79+JXFMwzZoRDQeosuBMFKpOxdvdu/L16nVMG0DlhAslLl2I+fRqlbdsGxSfGEUcLxc+Ts1sY6uUVrTTfJN9zD0gSZc8/D34/KXfeieX559H89BP+Ll3Q7t6N97770L36KjidCLKM0qYNuv/+F9+llyL36oVx1SoEtxtfu3bkA90LCpAOHiSQkIAQCBDQaDCsWoW/Z0/EoiJcd96pVh8+cSIcL500dSr63FzE8nI8w4eTOH9+ROVHQE2qPHgQ0edDSUhASU1VVbYqS+Q1wVxaH4M4mutwPg3Xennjf6Z2yYWIaK2JgcCtQAbV4/kujnWn4qgnKhu0oQI5laokVt3GEisqcDzzTPh3hrVrOX7yJEv27uVfkyfTuXNnBlmtEd7k+iSzmHJy8AwZgj439+yW5IIFAGj/+1+Uyy7DYzZjWLuW9ldcga9fPzw33KBWXAwmPtZVcKcmVCZjoaICxWQ6+2FtMoCShG/yZBzniOeLI45WiDhnNwMa7BUNBNBt3ow2Lw8pPx8EAf/FF+Pr25ekP/4RQZbRrlyJAPg7dkQ4cwZ/p05od+3C17cvYlERYkUF/nbtqNi2jbxdu3DcdRfXyDKK2UzRP/9Jwt//jmXWLNy/+AWG1avVZPz161E6dDgbLx1MqJS7dkW/di2K2az+DZ5XSHFEs3w5oseD67bb8AwZgvGDD1Datm2iUVVRH4O4pefDxBPiL0xEa8H8GRhlt9vXNWVn4mgYTAsXIhYVgdGI/vPP8V12GY7p08MGMFOmqMUJgnF2gtsd9h57MjMpKyvjxmXLGCPLLGvfnj7z5uG54QYQBMxz5iD98APSrl3I/fpFlcwilpeH9cSdvXuTNHUq1gceUI1frxfN998jpqfjvu02tN9/j2/AgEZXXIwg4zZtwO9XZQCdTgI6XaQkVdxLHcfPH3HObgY0VPc5oNWi3b8f9HqEigr8ZjO6b7/FfdttiGVlBDQa/OnpCCdPEqioICCKuH71K6QDBzBs2IBisRAwmfjC4UAry1wuinT76isEpxPNkSO0u+465I4dUdq2xfGnP+H4wx/CfRFPnMAT1G72ZGSgmz0b0Wol4d13kdPS1L9BudlQbpH4xz+izJ2LfuNGtM8/j2fw4Kb3ADdAlrYuY7zOys3nmhsaGSbZ0hcAcTQNor1DnEB8W7GFQr9xYzh2OmnqVLR79gBnDWDtq6/iKyxEu3MnQlkZAbMZ7XffkTx2LI7rr+e2tWv5zalT/DRgAEkrV1J26BDmmTPDsXlKhw5YJ03CPXJkVMksSmJiWE9c2rcPuWtXTBs24Jg2DSU1FWNenhrG4XLhGzAgvLpv1Kq+SmGEEBlK+fk4pk5Vk3fiWtVxXDiIc3ZzoAY50lClRemHH3A8/jj6//wnMrkQkA4eBEUBn4+ARhNOzhaLi0GSkHv0QLt5MwgCksNBwGzG8uc/E9BqEU+fpvDTT5m/eDEzZszgFHAsK4vA4cMEglJ+7owMtJs3I1RUqOEoqMa047HHANXYNH70kZrYGExoDNUqqDH8r4XnHUVjjNdYubmmnKMa0FgFknhc9YWJaA3sbOBlm832PHCq8gd2u12Jea/iaDCUhAQkpxM4awBL69fjS0tDOnwYz7XXojl+nLIXXsCSnc3qjz5izu7d9NFo0GVk0GbCBHVy2LsX/bp1eG65JeyFViyWsIxhXckszgkTsI4fr+qJd+2KJyODhKVLw5+ZxoxB/PFHAjodckYGUkFBbFf1lcjWPGcOcloaEN+ai+OCQpyzzwMi5EiffBLr5Ml4r7tODcUIBDAtXIjum2/CIR5KUhJKmzaIJSXqe8ePU/aHP9Bm2jQIBAgYDGquTHExitmM68470W3ZQuDWW5mxbx9pgC4lhd6HD6M5fhyMRoSSEozLlqkhcGlpapw3YFy+PCJ/RjGZ1DoQQbnW1Jtuwn3LLc0ikdpoNMCjXFPl5mjDNhod4hGPq74gEa2B/Vbw78RK7wmo8XyamPYojnrDM3gwxhUrwGgERUFp0yYiJCLxvffwZmWhzcvDd+mlGNatw7RoEdq8PIYMHcqjHg9vXHUVqe+/r3o5nnmGpP/3/zAtWQJaLaZFixCPHUO0WqMjCkmK0BPXb9xIxejR4T76L78cRa9HTk8nYfnys9uRTbCqj2/NxXGBIs7ZzQ1ZRr9hQ9joE48dA0GgdNYs9GvXovvmG/SHDqk5IlYriKIquVdYqCYQms1o9+3DMncunmuuQev3I377LYLLBTqdWswsPx/3yJG0/etf+VyjUUM8BEFNbHS7welESUggYDCojpKDBzHPnImcno5h7Vq8gwadTf7Ozsb5yCNhuVbd9u24Ro+OlEgNGrI6rxdTqDJxCwixa4hHuaoX2TN4cNRzQ3weiaMhiPZJuaRJexFHo+AcPx7rgw+i3b+fgEZDxT33qGQT1DklECDxtdcQi4owvfEGAZ0OJSEBuWtXOm/fztI77iCQkID473+j//prdJs34+/UCTEvD+327fiuuAJ5yBASli2LvlM1bZ0GDe5Ax46UPPFEsxB1fGsujgsUcc5uStTgQTXl5OBLT8d1++0AGD7+GAKB8E6e0qEDmoICAgkJBJKS8Pbqhe7779VVjyjivvlmlJQUjMuXI3Trhnf6dAx33IHg8xEwGCjNzsa0ZIkqr9q+Pek33IChUyfYtAnD2rUIbjeKyUTAYkE8fVpVHklJAUlCt3EjmqNHMXz0EeKJE+Gkc2nfvrAaiGI2A5ESqeES7QMH4tm2rcV4tRvkUa5lTopmbqjXPBKjUudxtH5EddXtdntBU3ckjgZClrFOnIhYUoJr5Ehcd9+N8Z//DBOhKScHeeRIvH4/osOBYdUqfJddhpKaipKcjOB2477jDjSHDoEsoxiNeIYORb9uHYLfj+Hzz9F9/z2+3r2R+/VreD8rh22YzdBcyh3xrbk4LkDEObtpUZMHVSwvxzF16tlkwpIS3DfeiHbvXqS8PJSkJDyDByOePo1hzRpITkZJSEBTUaEqPxUXo3TogOjxqIofM2bgT0lBdLlwjRiBZeZMNEeP4u/YkYpx4xAyM0kcPZozc+dS8vbbdOjZE8HrxT14MEJFBfr16xHPnEE8dUqVPbVYQJJQkpNJHjMGz403ol+/Hu3WreByUbJgAeY5cyLqAZhffrlFql/ExKNcn7mhHt+NVanzOFo/ajWwbTbbQrvd/mDw/yXUUmLXbrf/ton6FkcUMOXkoHTqhHzppeFqjNqdOxG8XgDEsjK8zz+PMm+eus0oSfi7dQNA6dABIFyRUmnbFk1hIcaPPiKg1eJPTSVgseAePhyxuBhp9+7zdZpxxBHHORDn7OZDTR5UJTERKT8f50MPIe3bh7RjhxoHfeWV4HQi7d+PfuNGND/9BIKAfvNmUBQCRiMVd9+N94Yb0G3ejHPsWAwbNiBt2oQnLQ3XsGFIR48ilpfjGzCA0tmzMX7wAUlPPolQXo60fz+6HTvwX3wxmoIC9N9+i1BcDFotBALIPXsi5edTOns2lhdeAIMB7Z49FK9YoRqOQe+s+bXXqtUDCBmyDByItHt3ZPXJ8+iZbck7k3FJvjhCqOvpOFjp/wNN3ZE4GgaxvBz5oovQf/45uo0b1VX9JZfgHjUKT2Ym5hdeQHz2WbwaDXz5Jdv796dXly6Y3noLsagI74ABFL/3HtLhw5hnzkQsKUFOTwdZxvDvfyP+9BMJy5bhS09XJ4ra0JBtsfhWWhxxxBJxzm4m1ORBrWr0yf374/jTnwAwvf462o8/xnPjjfj69cOwZg2+tDTEkhK8112HITcX7b59qvrSuHEUrltHu6wsyrKz8fbsyb6VK8nYsAH3iBFYnnkGQZbVpEZRxPj++3huuw1fjx5oDh9GSUpC0OnwXn45um3bkPbuRXC7MdrtVNx7L/Ill2D4978xv/xyrWXFQwidk27NGqRt23A8+aQq1xqNZ7Yp+b0uj/J5nlfi8dpxhCAEaivCEWPYbLaLgHeADoAf+Jvdbn/FZrNZgRVAV+AQYLPb7aXB37yCWizBCWTZ7fbvomgqcOzYsSY4g/rBbDY3fQETWcY6fjxicTHi6dMETCak/Hz8bdsi9+1LyVtvkTxmDMLAgTj9fg6/9RbvVlTwYJ8+JD/1FLrvvkM8cQLd5s1UjB2LMysL6wMPoN23D7GwEH+HDnivvBLtzp1oTpzAe9VVqsxUDWRlmj8/YltMv25dzRqjskzykiX4iopUGatKhK1fv77pttJqId1muU5R4rz0pbnHpbbJr45J0Ww0osybV/uEWfW3WVmYFi9ukgm2qa9Rp06dQE1GvJDQ+jg7CiMuzIndu9Pu+utBUXBOmIB48iTGjz5C7tEDoaxM9TQD3oEDUdq3P1vtccECWLuWwwUFHDt+nM69epH05ptYH3gA36WXIlRUIJ4+jXTwIHLfvgRCFXoTEtBv2YI/JYUKmw0kCdM77xAQBDUE5cQJVS3k2Wej5l2z2QzTp0fUKTDPmVNn3YJqc0KM+P1c1ymm7Z7jOtfYl1gZ+PU8Tkuay6Bl9ed88XZUV91msw0DDtnt9oM2m60DMBvVSP5fu91+Iso+yMAf7Hb7dzabLRHYZrPZ1gL3A+vsdvtfbDbbk8BU4CmbzXYr0MNut/ey2WzXAPOBa6Ns6+eHWpJqHI8/jvXhhxFcLjTHj6NYrWhOn0b84QdSBw/Gf9FFKG3bsuadd7BUVDBaq6VraSmeTZtQrFaUnj0xfPIJCUuXov/iCzw33ID3mmswv/46iCKGL75A7taNgMWC44knVJmn9HSkH35Qw1AEQY0rdDojNUanTcPXvz8YjYiFhZgWLsQ5aRKmnBz8t96K8sknaE6eDOtrKxYL4pkzYQ3Zytt+ptdfJzEnB0GW8bdtS8X//A+i11sv8orHxdWM5h6X2oo96DdswJeerkqE7d9/9j7Ly0Pr8+FKS8PxxBOYX3qJ5HHj8AwZEr724WO2RrmxJkIsOLsZnSKtD1HE5IY42pKdDYBr1Cjk7t1JXL2agCii3bEDuXt3dN99p77etYsT31UaLo2G7ySJT48fJ0EQaDNwIO1ycxH8fvwdOqC0bYtp0SKUxESK7Hak/Hysv/sd7ltuQe7RA/HMGQzr1hHQ6XCOHasWjCkvR7ttm1rJl2AIw8qV1Xm3Bk6tr2e21lCJugzHGBinsQzRaBA/xijvJz5ntX6IUX7vDVSCBfg/QIsa37cw2obsdvuJENna7fZyYDdwEXAH8Hbwa28HXxP8+07w+5uAJJvN1j7a9podwQID5jlzMM2fr6p3xPBYppwcPBkZ4SIu1vHjEcvK0P/nP7hvuknNNNfrETweNXNclgkkJqLdu5dl27bx2/376SgIDNDpkEpLMXz2GQn/+Ae6LVtQ2rShLDsbX//+iKWlIEl4rr6asuxsKu67j/LJk/H16YP+q69QOnVCsVhQ2rbF178/Zc8/r8Zn5+WFtUWlffvQHD2Ka/RoHI8/jmv0aPQbN2KaPx/D2rXonn8ez5Ah+Nu3R77oIhSLBbl7dwxr1uDJzMTx+ON4MjMx5eRgyskhYflyHH/4A6c//JCAVqu+rvSdaK5BVdINZc43GrG87ucBTTYuUban37gRT2YmviuvDEuE6XNzw/dZxZgxIIq4Ro/GOnEirtGj8Q0cGHHtQ8c05eTgGj0apV278LGa45xaKBrN2Zx1ivQDrgMesdlsfYGnUJ0ifYD1qE4RKjtFUOUB58fiRGKO5npmg4aW78orcWZlgSCo8qhB5Q7B5UIbTH70paWhmM1YH3kk/PMfd+xg0Ndf8ywgzZ1Lj44dcU6YgK9HDxKWL8f86qsI5eUIfj/JY8ZgtNvxd+4MRiNK27YobdqgOXUK3c6dqgKUouB47DE8Q4ao5dkBaffucBl1xWhEPHmS5HHjahwX54QJ6NevxzxnTlSyquH4bSKLkoUMx5o4vK7PokVt7TYEzc2PLaXtOGKDaA3szna7/bDNZpOAW4AHgYeB6xvSqM1m6wZcDnwLtLfb7SdBNcKBdqE2gSOVfnY0+F6LRFVi0L75ZnQ/rM2YrkIyIT1pT2YmpbNmoXTqpBq1BQUo7doRkCTQ6RCdTnxpafg7d8Z19904/X7yVq5kDdAnJQUhORnXyJEgCGiOHUP/5Zco7durhKvVot25U9VLveoqEpYsIWHRIpKeeQZkGePKlaoe9pkzaI4fR7d9O/r16yGoaV2ZfP2dIy+V5qef8GRm4h4+XN3CDFaIRKPBsHYtUn4+itVajVDE4ARScf/9yL17E2jTBiFI/FVJpy5yjiXpVkYsJoTziaYal2jbQxCQe/cOtyuWlyMVFCB37YpYXo5n+HAIhrGJwS0+JTEx4tqHjlmX3NgFiEZz9s/VKRJ+Zh97DLGwsFaDMlZQEhPxDBuG0q4d/m7dVMdCjx6qXJ9Ggy89HUGWCZhM6j0uy5RlZ3Pyn//kc0Vh7VVX8fCKFRhWriR1yBCkAwdAUZC7dMGXlobcrRvS4cMobdviycgAlwvpp59AFPEnJ+McMwZvRgZicbHqBa1kKJtffBHvNddQOmuWWkVSo6m2gA0juGAIVYM0v/xyneNWm0Fel+EYC6OyvguButDc/Ngi2m7lTqOWhGj3XsqCRNkf2GW328ttNpsO1StSLwTDQ94H/l/wOLUFgdcUh1jtuzabbSgwNPTabrer8WLNDJ3XizhwoPpi4ECkzz6Lqh/aV17BP2oUSt++SHv2kLx0KULlYw0YgDFYiQunE3HKFMQDB9D06YPQvj3SDz9g2LEDQRDwDxiAsHkz2t27ESwWtH37Ilit5JnNPJqQgO7KK2H/fnjySYTf/56ARqMqi1x3HbrERPSvvYZy0UUEOndGGjUKaft23KtXo3v+eTRGI9LOnWgCAfRff43SpQv+m29Gm56O7vXXkUeMwPfww2jfeAPB4UBMSCDpgw/AZAK3G6FrV4wDB8KAAWjuvRfz3/9OwGjEf801KBkZSCNGIG7ZQtLRoyh9+yLu2YOmbVsIBBC0WqzLlqFkZKApK0PQ6TCbzeHvhMa56jXQrVmDGLoGU6ZgefNNhDVrCFgs+KZMwSxJ6ILHitV1j2izvsdqZF8ahCYal2jb48Yb1Ws+ZQpJzz2HZscOAno9PPQQmvXrafPll3DzzSStXIl0+jRJK1finT6dpAMHzl774DGl775Dpyh433uPpJkz0ezYgbZt2/A5xQLNcY1sNtuzlV5usNvtGxpwmJhxdrBP3ajFKWKz2c7lFDnZkDabCuEdj2CBFVatwpOZieXNNyErq/4HDIU1lJWdLT1ua/bEzAAAIABJREFUMoEgqNUajUb0X3yBWFGB3KULmg4dVNUmkwkR0O7YgdKmDYGEBBSzGVNODj9edRVfLV/ODW3bMvT0aRSzGX+7dmh37ULw+wno9f+fvTMPbKpM2/4vJyd7k9KWTSqyiEipiAyby7AMIiIKzozvFEdgRO2I4vKCgwOMCo6IFWUGP98ZLBUFXmGA+qKIioBYSxUUBhyw7JsU2bvRpGm2k5Pvj5OcJm260QJVcv2jpMk5zznJuZ/7uZ77vi4czzyDZckS/J06gU6nlA9IEpasLIzr16Nxu5GuvRbXffdhyMtTCYuqTrdqImcyIRQXI7VsWWtpRb1LF2oolait1OSSy++FUENpyuVUK7lc546VpjQd6jvr/A/wb0APTAq+dhuwvyEnC7Ip/we8l52d/VHw5bNpaWltsrOzzwZrBUO2vieA9mEfvxqo1gkTnHxyw16aeTkK6y16PZ4dO9Qfpc5iqVdRvbW4GEdyMpSWYvn4Y8QNGxRL3K1bkbp3xzprFq5u3XBMm0bi6NHo77gD94gROAcNwrBpE84FC2g1dCi+/v3RHTiA1LYt4vHj+JKT0SxaROm6dbz/r39hevddpCNH0BQWohs/noDLhefWWxHOnEHzn/+gX7oUfD6c99yDUFyMbupUNAUFlCUnY01JQY6Lw1hQgLd/f0xnzxJwuRA++YTArl1IgQAlY8dimTcPe+jB3LcP66uvKra8Nhvcdpt6f/TXXkugrAxfv37otm2D48eRfD7K/vlPpTlt+XKkuDjKQjXYDgdxr7yC5qWX8LdqhTMtDWHmzMr3BO9z1e9A1utxhn8H4ZOny6Xc/0Y2P9R5zgbgsjWFXIT7Uu/zhU1sbpsN5+LFQFB+0m5HzM3F36uX8rcNG5Tfx6xZ1b57xo+HsWOVY2VkVB5LFNVragpc7O/IarWSnZ39YhMcqkliNvz8SBFdUhLxJ08ier2IFouykG8AKVLteEGSRLthA3J6OrqDB9Fu2IDG60UaNQr/kCFov/wS35/+hPmBB9B4vfj79EGbnw9eL/h8aH0+NICcloaxooKbHniA1N27Cbz4IppRo9Dq9VBRQaBbNwJuN5pz54ifPx/N6dPofvyRQMeOJC5ahG/iRJg6Ffef/oTxgQcQi4uJ/+QTpNGjEVeuJNC6dcQ16pKS8A8ZguHLLxE3bwaDAfmNNyIXsAQXliYTuvnzEb/4AoPBgK9nzwsjFWpY1Nf6N0lSyRttixYwYUJE3XbobwGzGQBNRQUBq1W5H7UtroOfFb/4An+PHnhffBHx8GESly7F99RTynuefRZQtvurXuVFX3DXcu6qiBhL6J6UlSHk5yP36EEgPr7u+0E9SKPw+13LPb4shFENuFzESH2NZuakpaV9CPizs7OPBF8+CTR0SfUuCpvy/8JeWwOMR2nCGQ98FPb6E8DKtLS0m4HzIdakOaLqatM3eXK9JvbQit2Qk4PUuTPuYcPwDBqkJqe6vXspee89EEVKVq4kcexYpVxk0yZ1lR1qEvRfd51i0Wu3q/JQAPz3fxNYtgzBbsefnIzGbkcTCCCcPYtj+nSklBTip09Xyj9KS3H9/vcIixaBz4c1IwO5VSt0u3YRiIvDlZaGeOiQUiOblKRob+fkqA006vZeSgpSjx44Jk1SE6iQZa92717OrVhRqRIxd666Qo62UnY+/TTOp59u8HdwKVb8zVmP9SeBGtim8NesVqu6aKmVSYmZCqloqpj9syRFxo3DsnAh2i1bkO12yqZNQ9yxIzopUldD3oIFiEuXwvr1EAhwftkyEv/5T7ydOyt26CdOoJs2DQIBZKcTb+vWlC1YQOLo0chGI4HERIW91uvx9e+Pa8AAEh5/HOHsWaznzmFfvRqf2Yz21CkCRiMBnQ7x7FklhldUEBBFKu65B7lVK8QDBzD264c/yJBX3Haborf99ddo//Mf3AMGKM2O4dcYvBdyeTmeO+4AiLqAtVqtyEECxeDxICUnI86bh2fIkAsjFaIs6mv7myUzUyVv4k+eRJ43T33Ww/9mnTULNBoczz+vzKth74uG0GdNxcXKXDZvHo7HHsNaVFQ/gqyZKmWErsuQk6Msro4exXPbbXXeD6ibNAq/37Xd4+Z6by7W8aMRI/XeN83Ozj5Y27/rQlpa2m3AGCA/LS3tPyjMxl9QEuvstLS0h4HjwO+Cx1+blpY2Ii0t7TBKR/pDDTnfJUeVyb2+W9KhBM24YQPuYcPUAC716IFjyhQsmZmIR4+qCgloNMhmM/j9qo6pbLFEqCjo9u7FkpmpypWZvvoKv82G+667EH/8EeHUKbyDBiHbbNheegkCAQJ6PY4//xnbyy8jLFqEcOoUJcuWkfjQQ/h69UK3bx+y1YopOxvH5MkkTJyIJhBAzM9XbXejbe9V3W4y5OQg3X67ck21bQNeSDf55UiwYkldDM0UjY3ZQfz8SJHgM6sarATjaDVSJCiDKrdrh9ShA55BgyK2yy0LFyKUlOAaMQJv//5YsrKIDxIbstmMbts27K+8grBoEbLZjOGrr/AMHox49Ci+W25B4/Ph7dcPjEaE4mJkmw3Dpk14+/dHat8ew549JDz1FHLLlmgqKsDrxX/11UidOiHY7WgkSSVXPEOGQE4Ouh078N1wA67RozGtXIncqhUlK1bUeS/qgxCBInXurM5ZQP1JhUYohISTN3K3bgjLl0f9GyZT5enqoSAS+mxED8ilrne+CJrdoesyrVmDZ9gw9HPn1ltRpS7SqN4qLcFa7ivZ5+KSXW12dvZmQFvDn4fW8JknL96ImgnCApxnyBAQxYgHPFzqyXfDDZS8956SaMuy0pxYUIBw4gT6b79Fd/gwhWYz8iefoPvxRxImTMDx3HMY3W4CX32Fcd063CNGIMoy4r59OJ57DuejjypJ+e7dWF9/XWFajEakfv2I/+tflcT7mWeUer+sLAx5ecpx7rwTx3PPKTJoixdHTFjhD2Y0q13f5MkY/vY3Vb7KM2CA0kgR9vDF6sBiiOHy4konRUIuuWUZGSo5ULUhD5NJ3aXT+P3ot21TGrz9frSnT9Pi6afRuN0UrltH4oMPIpw9i23mTLRHjigSqomJGNetw+nz4Z41i/gXXkDq1AkA/y234A8ElFru06cR/H7kYF+Kv107BIdDsWBv2xZn166KZF9SEphMSsw1mZpUeSKcQPEMGQLUsaNUBY2J6eHnFvbvR6qhbhuXCzRKpVJ9EuXQZ53p6So5pSaDl8Cw5mLNc6HrkuPiMGzYEPHvOlHHoqu+dfK6+fMjmO4rcQ6/spYTzRg1rhqDP3ahvLxS1N9kQrd9O/bf/x5n164kjRyJt39/vna5+O9vvuHFBx7glx9+iOBwKAEpIwNv+/YYtm7FtGoVGq8X9913Rzb6mEyq1bp+61Zkt1thbcaMUTSJe/RAjoujZOlSrG+8oY4lYgUb5cGM9jAKogiCgP2ll2p8+GJ2szHEcHlxpZMiQnk5UocOavyyLFqE1KGD+nc5Lg6hsFDZfh8yBKGoCLllS5zp6QrznZSEt18/XPfdh3XuXAKiiC4/H40s42/fnoDRiFBRwdarruLjTz7hztGjGVRcDLKMtqAArcuFZDBgf+UVLO+8g3HNGjQVFcgJCVT8/veIx47hGTiQhIkT1RI/f9u2iorIwYPgciG3ahV5UY1IGhtbDteYmB5+bm3Llmp/TrVxJSUBRNq51/eaWrVSyzGhumHNxUgQL9Y8F7ouwW7HvGyZqvLVFCWM9f0daIL5B1y5c3gswW4uaMCqEZcLTUWF+uAHLBb2Hz2K+5tveBL4pdOJuHcvstWKePAgGo8HBAGpQwd8qamK9qrNpkib2e2YVq5Et3s34q5d6A4dAo0GZ79+6oMkt2uHY8oUNchEJM179yLm50cGtLCArT6Mq1erHfa6N9/EZ7fX+vBdVLvZsElGl5QE48ZdcVtXMcQQQ+2Q4+LwDByIIScHS7Bszjlrlvp3Z3o6lqwsdScuoNMh6fWK/npqqrLrt3Ahpk8/Rbd7NwQC2GfNwrBpE2JBAfq8PErOn4edOxkIiGYz7htvRLd/P+LRowjFxQjXXYdp5Uq0hw4hdelCwGxGe+4c5uXLVVdd1agrIQExPx/tqVMY16/Hf/XVimxf2O5goxjTRpbDNSqmhyl6aOx2ZdxVHFsdkyY1PI7Xck2XguS5aPPcxSxdrOexA8H840q2jNe++OKLl3sMTY0Xm0NhvcFgwOv1NtnxfDfdhGnVKoy5uchWK/rvvsO8ciW6777jZFwcJevW8Scg/dZb6aLRoN+xg9IFCzB9+CHGvDy8N95I2d//jpycjOHLL7G//DKmVaswvf8+cmIivl690J47R0CvxzNgANpTpxALClRNYl+fPshJSRhzcymfOFEdi+mDD3BMm4b73nsJ2GyYVq3C16dP5cAFAV+fPujy86l48EHco0ahb90a7YoVipxVUpJqTBP+ufDr1Z48qSTuQhTZ9pAsVW4uuu+/x3fTTdHfFwZLVpaiyT1yJPrWrRFXrIgc82VCU/9mGoPYWKLjYo8l2On+14t2guaJZhmzfTfdhOnDDxHKy/G3bo39r3+NTOAEAV/fvrj+678QioqoGD8e94gRGNevx7h2LdrTpyn/7/9Gbt0aAgGlnK+oCPfIkfh69cK4cCEfnz7NvbLML++4g/u2bMF//fX4evbE37Yt+v37IRBAe+YM2sJCPIMHI91wA1K3bmhkGc+QIVhnz0aXn4+/Y0fKJ0xAW1KCWFCA95ZbKJs3j0BCQkRMNubm4h45EkCN595+/eqMoY3+3UsS+u3bsSxZgun//g/8fpx//GOdsTocobgtjB6N22gk/s9/VuaUkSOjzz2NhO777wnYbDXOUdD4+1Lvea4eaE5xEkC89Va0y5c3ybU1Fpcrbsdou58KwlaNlsxMSjMzMWzaRMXu3Rz5+GOEQICXe/bkhttvpzhY+4zRiPOxxzCIIpw8SeLYsWicTqW7HaV+TrDbkW02jBs2qJ3sjmeeIXHsWMRjx5CtVjzjxilDCK1Cq+ioSikpQO2r/KpNKnJwy6rGbaZ6rpJDDpeGvDzV4TLE7NSE2hpmYoghhhiA2mNQlVILIbgjZ/nnPwEU5aWdO0kcM4aA0YiUmkpAp0O/bRuYTDiLijjtcvGDLHP33XfzwE03wZYtOB9Sytbjp0xBvukmfDodukOHEIqLIRDAmZ6OeOgQ+ldfJXHsWLUvRzx6VO25EcrLcY0apbLT4TE5aiP6ggUIRUWKf4LTiX7LFkrffbdJd/UsCxfiGToU58SJaj17Yy3QhYtcgnBJFKJ+zk3yP+drqydiCfZPEEJ5uSKDl5LCiRMnOJyXh7ZFC0bNnYuze/dq2zG+p55CTEvD36lTtW54tQMdEA8cAI9H6XJPTUVu1aoyyKxdGzXI1HeLq1qTis3WJA9fuMOls2tX4qdPr3Pbs7aGmRhiiCGGulC11MI6ezbi3r2Yly/HF9T+d0ydSsKjj1L67rtqOV3CxIkIxcU44+I4p9VyU0ICY//f/0M/aRIBo5H4KVOUMpAzZ+Caa5C6d0dOTkZ74ADi0aOq4knpO+9g/fvfkW029TWhrAxDTg667duVZj+DoVpMjlayZ1yzBvcdd2APGprFT5lS/9KRetZ0N0W5hWqI07u3cl0XuwThQhPES9Ac2azPH4OK2F3/CSI8QexYUUHHRx6h9A9/wLJ8OYaXXgKNJlKZI0z2LwTTp58Ckc0QQlER2tOn0c2YgWfgQKXGbcECDF99BaDU81VBfVf5tTWpNPpeFBTgDAbZkMV2bbhYY4khhhh+pghqXodiYYhNBiVhlFJSSJg4EW1hIf5z57D/9a9KQ7nfrySWkoQhLw85IQHh1Clap6SQ1LcvvzhxAu2QIWicTs6//DLiqVOK54DJhHD2rOL+2KEDzj/8Adtf/xoRw8U9e6gYMwbPsGEYNmxA/OEHpM6dcY4fT9Jvf6uU+O3Zo8qoKh9SkkZLZiaO555TjL+++gr9jh04Zs5UenrMZgy5uZEJWg2osaa7SpInm0yNToZDcVu/bh2yXk/pggWKDG0z8yC43ApYdZ4/loBfMsTu6k8Q1ZLaJ57ACui3bo3KUkMtTHMtq3RLZiZCSYnKbJiys6s/rPVd5YeXlVitkWYHjUCoYz9++nT1ug2bNl2WscQQQww/T4Q0r0Ox0PaXv2B99VXV0ETctw/vLbcgtW+PePgwttmz0Tid+K67LtJI7M471dpp1+zZVATjsW3GDMRTpxDKy5Ua7E6dMO3ahfOhh9SYHZKfC7dmNy9bhv677xD37SOg12NetgzLO+/gveUWvIMH4/r1r7G8+y4IQkRCFc4ou++6C8uSJcRPn65YvHu9+Hr1imhsDzkKVkVNzHQ1/4ONG2svCawPQopa9TWeuky4LApYkoTuzTexFhej2749YvFX9fyXewFwJSGWYP8UESWptWRm1qrZeiH1ZCGdV1XE32hsUl3VJoEoUvrOO+qKXHW4vJIRYyhiiKFJUTUW+vr1Q/fdd6p6kpSaqpTbDRoEgoBu3z78rVtT+s9/kvDEE+j27cOXkqKwyUZjtfphoLoh169+hSk7G4xGcLuVXUkqEyQAqXNnzMuWUTFmjPpfy7vv4ho9WjlG167YZsyoJokqx8Uh7tunKpoEjEa0P/ygaDLqdDimT1fHZlq9Wk3eqsaTmoibaElmOPt+WXGR4+NFVcCqAZaFC/GPHIkjORnrrFlYMzJwvPBC1PPHJHAvHWKz7k8MBw4coGvXrmiqsBnG9esRSkuJnzoVqVMnZbswaFgAXFA9marzejBoAOd2K0YHzQ2xZooIxBiKGGJoWlSLhV4vnsGDIxrPPQMHYvjyS4yffYamvBzvyJFYlixRDL3efx9b375YFi9W7MWr1A+H5ADDCRAhaE8ulJer+tpQ3VFRt28f4tGjasmEWFCAaeVKHNOnq8x3tWR30qRKl8pOnXA++CCGvDy1fCTcaVfcswf/K6/gSE6uFk9qIm4uR5JZX1zs+FgrmVVTct/IpF8oL0fu1g0cDhzTp5M4blyNWuDN+bv5uSGWYF8MhG3XNOUKedeuXfz2t79l+PDhvPHGG+h0OixZWUrgP3wYuUUL9N9+i+b8eXQHDlA2e3ajzheh8xqs62527HCMra2GGEMRQwxNi7piYSipMuTl4e3fH8e0aYhHj2KbMYMv+/ZlzMKFLP7uO0YFAiDLePv0wTZzJgQCSr/Lo49Wj1s1EAdVHRX133yjMNpGo/JfWQZBUJsfPQMGVE+oovXlrF0bcS2hBFFKTYUuXbAEk321BCHY3xNtjE2qwFElxjN58oUfi0bEx6pzzfjx6BYtqj7P11Z2WUNy39ikX46LQ9y/H5KTFeOjQYNq/PwlUUeJAYgl2I1HlAQvfLumXg9LPZLEkydP8siDD/KE280thw7RIisLAMvSpUjt2uEePhzZZsP00Udo3G7cI0Yof8/MRO/1YtHrI1fLVZoXawzwEyfinDix6e5XEyPG1lZHjKGIIYYGoiopUsXExJmeXnssjOK4K3Xtisvl4tU//IEKr5f/tGnDsBtvBJSYq9++XTGNyc7G+fDDF+aoaDbj7du39mQ9OL/Um2WukiBaMjMxvvgiZb/5jfKC2113nG3CXcWqMd721lswfvwFH+9C42PVcSRMmBCd2a9lPq8puW8sKeJMTydx6VKsRUV1J82xHd9LhliC3UhES/DCt2vq87DUlSSWl5fz4IMP8kBhIadvuoneH36IMGcOAFKHDkpn+rlzuO+4Q3FpbNcO2WZTjyv07o1nx46I1XKdzYs/EVzxbG2UYB5jKGKIoWGoSoqENKUbunAPT97Kt21j0eHD3OZw8ESnTtzTvTvIMsaNGzGvWIF96lQ8d91Fi8cfJ2HCBEqXLKnbZbYqm+v34xk2DOeTT9asL91IltmZno5l/HhMWq3imDhtmuKzcIlQNcZr1q1r1PEaFB/Dv48qzYOCw4EUZZ6vbT6vltybzVgyM9Ft34511iylrOfo0YaTIqKI76mnaA6GTTFU4vLY6vyMUE38PmQ8sH8/QL1WyNGOEYIkSTz++OPs27ePDgkJPLdsGXq9HkwmMJnwDBiAcO4c2rNnsSxYgMbpVCx9q3SKS507Y8jNxTp3LobcXDAYlDq+rl2bZ/NiPaFqo1K/e/2ThSRhyczEOnculsxMRYKRymDumDIFz5AhSsd/cEJ1TJmiBPYrvGQmhhjqgkqKEN3EpL7x0ZmejiEnB2NGBp8++SQzz5/n8x49uHn9egRRxDN0KO5hw0CjUWT0Dh7E17MnQjAxCn+e/cOGKc9zGKo+74avvrqgcQKVcWLSJACsb7wREVvC3yfdfjuuUaNwPvbYhSWAjUDVGB+w2Rp3wAbEx/D77UtNxZqRoY5DtlqjzvPqvCtJym9hwwb1voZ+H9bXXsM6ezaGTZsQCgspWbwYNBoSx47FkJMTI0V+JojNvI1EtO2mOrdrGqARWl5eTklJCQkJCYx84AHM584htWihGAnIMpjNaLxetCdOoImPx9++Pd7+/SPGRu/eWDMy8N1wA44pU7DOmoVu27bm37xYDzQbtra2Mp+G1InX8N6aWJE6GfxYjXoMMdSJiBrWxpiYBJO3kydP8j+ffkrb5GSWLFmCxWKJaE40r1iBacUKILgLqVgt1+kyW/V5BxpdDlafMjvfxIkY5s27LHG2aoz3TZ6szH+XAOH3u2rzYOmCBSSuWFFtng/Nu6o047BhKvnhfOyxCB1y05o1iuvm4sU4nn8e69y5ld4UsZj9k0fsW6sN9UhOoiZ4dWzXVLX3Fk6cAI0mavBq0aIF/7diBfLf/06SKCLOnq1IQiUlof/2W2S3G/fddyOcPQtararLalm4MEKYP7B3LyXvvQcEA8WYMc27ebG+aCb1ZLVNUg2pE29oIl1XPWGsRj2GGOpGVVKkmonJ+PGKL0A9k57k5GTWrFlDaWkpbdq0ASKf1dJ//IOEJ5/EuGEDstWqmsHU5TJb9XmPpj7SUNSrzO5yxtkq57Y2JtmsL+EQfF/V0o2qzYO+p57CUVqKZeFCtak0VL9v3LAB97BhEf8GInaXw1lv1bo+FrN/Nogl2LWgXj/0Cwg80ey9EQSlOSY8AJjNEAiQmJcHkoSvf3+kLl2Uh3jiRISKCrWhxjp3rnp8NUiGCfPLr79eKb109CieX/2q4Q/thbKhTdwF3hxR2yRV7zpxSarmoBaRSOfnY507F+25c2hcLhxPPlkng3/F16jHcOXhQuJUFFKkaqNfOCmS8MgjlL7zTq07Ue2zs+lQS29E4caNtRI20Vxmqz3v0ZrTG4hm0xTtdpMwYQKCw1G56DAam/QUlgULEAoL0e3fj8bpRL9lC6XvvlvtHobmfmd6OtaMDBLHjVOS6ygLmGp5wuLFym/H70coLCRx/Hj8V12Fe+hQlckO3XNnejrWV19Ft3u3+juxvvFGLGb/TBBLsGtBo5KTYM1stCBfm713+MNqnTVLOZZGg3PCBCUxHjIE24wZOCdOjAiMuFyq01e0INkUpRQXurJu6i7wZoUamI7w+1/fCUw3fz6+1FRco0YBYH31VbV0x5meTquhQ/GlpOC6916kjh3VxqjavoNmM3nGEMMlwsVgAKORIlGPG4wHhtxcfKmpajwILw+oFXW5zF4EJvmyldlVWQjpt2yhYuxY1fo9WuNnYwkaQ5Cs8nftimw2o9+2LfJ7DPlKBNlmqXNnHC+8oJRu1HDfa8wTNBqQZcSCAjQVFQhFRTgffVTVIVfvecuWlCxdWqd5Tww/PcQS7FrQmB+6bv587DUEeWd6OgkPPUTSqFEEzGZ8KSnIrVoB4CksxHPttYqjlsmkHs/fsSP6779X/hFMpCMCY1ISQKW4fNiWZqgbvabJoL5Mz4UuOBrUBf4TqxmuxnSMHUvAYEBKTcWSmdkgVQ9N0CRA7VrfvVsJvACiiJyYyPm33lLfHxeUaqwNzaZGPYYYLhEaTYxEiT+1kSIAZ86coU2bNsSFlJvKy5Xa2mDcjzqG5hLrLlP5R7WF0JIleIYNA8AzbBhxmZlR31dvgiYKI649eRJfjx6UZWRg2LAB44YNEd+jZeFCPIMGof/mG3S7dpHwyCM4pk6tde6vKU8QKiqQ27TBNWIErtGjsSxaVEma1HLPYzH754Pmm7k0AzTmh66p0oVuWrMmIqACeHv3BotFbdioqKjgo48+Yv/33/PnxYuxBl/3DByIJTMT7enTEZa5tQraZ2aqQSn+5MmobEtDmZ4LXXBU/VxtXeA/tfqziCaYF14g8f77o8p71ecaAlYr4tGjSqd+mCFECLLVimHDBpXhCTVG1YpmUqMeQwyXCo0hRmqKP7WRIsePH2fkyJEMGzaMf7ZsWWNtba3n2rePhEceQUpNRdyzByk1FV2rVpEyffX1L/iJoOpCKKDVRo1vFyrTlzBhAhVjxkQw4v7kZITCQuKnT0e2WJBbtIj4boTycgybNuGYNg3Dpk2YPvoI65w5SjlQDajVzbKggLKgdbn22DG0gUAlaVITYjH7Z4Of5pN5qdCIH3qgahe62VxpTduhg6JV3aaNevy411/n6aefZsPp07zodmML1kxrPB7leHo9vl69kG22eiX6dXWjV31PfZieC11wNKQL/JLWDEdz3IQGsUpVJ/NotsT1RV2d+qULFpAwYQJxmZkRjVExxBBDJRpDjFSLP6tXKzuBdjvi8ePIVciB8+fPM27cOIqKijh+/Dhyhw6VtbUZGej27q1xDOHnMmzapPoXVIwZg3j0qCrTF94sXaN/QXNhwxuAqrGz4v77MS9bVi2+NYSgCYfgcFRjxN23345QVKTYy1dUICckRHw36k5FSgpotcpxyssv6F4609NJeOQR4l94AalDB+wzZmDYtKnZfy8xNB1i3/RFQtVkCUBu146yjAzEgwfRz56NKCgy5OLBg2zcto3PtmzSuBhUAAAgAElEQVTBZrMxcPVqjBs34njgATWoGHJyGm6dWks3etX3RGVZopmYXMiCowFd4Jey/qyquURIc7beDLokgd+vqLGgMEpRbYnri7oWdEajUpMYQwwx1IwLJUYkCTE/n/jp05E6dMAzcCDinj04nnsOQ04Ovu7d8fXsqehP5+Qgnz9Peno6hw8fplu3brz99tu4zebK5L5VK0W5qYZ4FxHrCgrUshPPsGHo586tRowI5eVgMqlJebh/wQXt/F3mpLzaQuixx3A++WSd76uvTF+0HT/nhAlYFi7EZ7FEvWY1KQ77DRjy8mo9T433XhQpfecd9R4bNm2KlXtcYYgl2BcLVZPKuXORguyG1LUrctu2CKdOYZ07l+0HD5K2ZQuiKJKVlUWXLl0QVq9uFJPrTE/HkpWFbcYMRK0WQRAQ7PZKBlwU62R6Lke5xqWsPxPsdrQbNigMttmMYdMmND4foDS31HjfqzQylSxdinj0qGoQEKufiyGGnx508+djD5YGiAUF6OfMQUpNVeOAr2dPtQ7b/O67fLhzJ9/k59OmTRv+93//F1uQWa1vjAyPFcKpU3jGjcOQl6ckg0Fd7nBiRI6LQygsjOpfcCE7f5e9HK++C6ELlOmLuuNX1zlFUf2c8cAB9N98U+dOYa33PlbucUUjlmBfIshxcXgGDcKQk4Nl0SKEM2coXbAA87vvciw/n0nAVS+/zIBgfbUcF4e4d2+lVvapUwpjKor1Yx5EEQQB+0svYdu8mYrkZFWFJHyFXdvDf1kk3mobU7TrpmElHRGn2rMHOT0dx0MPET9pEtrjx/F36IB44ACWrCw8Q4fWWjtZrZFp9eqf3DZtDDHEoEDjcCClpCClpACVDeOhnSipQwf033xD/PTp+H/8kb/5fNjMZjaNHEm75csb/syHx7pQbLPbMS9bhpSaivbzzyNk+sJJk6r+BRey83fJ4vvFYspDTYx2O0JpKe7hw5FbtKg8fmjHT5KwZGWRGGyM9AwYgHPChBrHYFm8OLKPJiS7VwNiqh8x1IQre/a/hFtk4e5MUocOOGfNUhK1oUP5VXo65kWLGO504gx7f3jNtucPf1ATuVqZh7Br0m3fjjM9Hc26deq2Y0MCabMJHLVIX0EDSjqqHjY1Fd2RI1i3bkW/fTveQYMoe/llrBkZWN57DwQhqsFETSYBoe3kn0qDZgwxNBeo6kcNjcFNGMPVvpnOnZX66T178AwYgGHjRoTycswrViClpCDu24fcsydf9O1L4dmzJIwZgyP8mY/mxEcdREAUYqGaTJ8o4pw4EefEidXGfiE7Z00W3+v4DqrNV1lZIAgN+87C57WgKlaoiVE8epSAwYAhNxfHc89Vi7uWhQsRCgvxpaSg37ED85Il6LdupTQrC8vixdXGcal6k2L4+eOKTrAv9xZZ6EHWSxLDA4EIpydEEalHD9VIBsD06acRn4MqjTjl5Yj5+TimTkXq3h3rrFlYX32VQHJy5bZjAwJpc9FHRZbxDB0ayRinp2ObMQON1wt+vzIJVlSoi4pqATvKJCDbbPjvuANHcjL6vDxkk0l5T0UFAa1Wvf6qv5GaTAJC28kQMwiIIYaGwDFlSv1icA2xoSlieKhvxjZjRrXSL8ef/wygWlxL7drR6o47aHXmDNI331D4ySfqMx8tZsCFEwH1wgWUIjRVfA9J24VKaxIeeUR1wgwnekCJi7YZM7C/9FLkvajDHjz8noZUsQSHQ9mRffddfL/4Bfrt2zF98AHGjz/G8OWXCss/cKAyhn378KWmUjZ3LpZFixD37CFhwoSohEiDFx6xMpAYasAVnWBfyhKI2hI1Q04OUufOuIcNiyjhkE0mxWzGZAKXCzkhAUtmZjVTE3H3bqTrrgOTCaG0FENuLlL37ool+tixaMxmbEuWICck1KumTMWlDBxhW6TGtWvx9u+P1KkTnkGDsL30kmqsA0rtdOLo0Wh8PuSEBMRDh5BbtsSVlgZud9TO+vCFR3hQT1y6FOu5cwhlZZg+/RR/27Z4+/TBHezgj/YbqckkwJKZ2TwY/xhi+AmiPjG4mibyzJkqo9voGB5yvi0vV4mNmlxZWw0ejPPRRzGuX4+3Vy9a3XMPpVlZSi9HDW6sNZEil62crInie6iBL9yEJzx5DRE9jmnTsGZkIBYUYFi/HuusWQhOJ8K5c+DxINjtyhx25gwJDz+MdOONqpuxceNG9N98o5TOtGqFbLcjW63EP/ssvpQUDJ9+iqaiAktWFgG9Hvcdd+BKS8M2YwbaM2fQeL34O3QAQDabCVgsCNGkdIkx0jE0Ha7oBPtSlkAIdjuGnByMH32E32xGcDpxPPOM6hrlHjZMKUdYvFhlsgkEVFMZNBr0W7fieOEFlTlNHDsWz+DBaDweXKNHK8HM5cK4bh3OiROVmuvBgzEYDJRmZUXWlNXBGNSKi1BaE5o4DTk5+FJSlOQ6+G8CgQjpK+P69ciJiRR/8AHioUMkPPoocqtWyC1bKkH8jTcijil17Ur81KlY58xB6tFDaRay21V7ZPn11yl96y1ss2bh79gR8cgRSt95B+sbb0T/jdQwMcUCcwwxXDjqE4OrLnhDsaEpY3i0Z760tJT4+Hj1b5qKCry33YYmqGahPX4c24wZipxqSkqlG+vs2arcao2kSGEhlqysyNKPaBKijU3AL0ZJpCQh7tqFbt8+pYQvJQWpfXuMBw5U+gNMn07imDG0GjwYOSGBgF6PJWgz77n9dkS3m7i336b4gw+QOncmcfRoxIICvLfeinD2LAgCss2mzHUuF8K+fRi3bEHq2FGZKwMBNOXluIcNw/j11wQMBsyrViG3bo3/uuvw9euH7ttvMa5Zg7hvH94+ffB166Z8D1VKglRzsBgjHUMTQPviiy9e7jE0NV50VLWXrQG+m27CtGoVxtxctCdPKgEnKJ3XWBgMBrxer/pvS1YWnkGDmHXuHFs+/piBTife3/0OX58+CKWleIYMwfThh4rSyKFDaCQJ84oV+H7xC2SrlfKnn8byr38pQVgQ8A4ciHjsGOVPP41p1So8v/oVclIScuvWmLOz0ZaUqNdk3rwZ54gRAMhJSRhzc9Ht3o1nyBDcI0cSsNkwrVqFr0+fel2bJSsr+meDzSTG3Fx033+P76abot7PqvcGwJibi3vkSIy5ufivuQaxoADX6NGYV63Cd+ONiMeOYczLQ05IwN+xI74bbiDQogVSt26YPvwQb9++lD/zDOLhw4pbV58+6jEBzEuXEjCbsb/yCkJREZZFi9AWFaHLzydQWor7179GKCrC9dvfoj1/Hrl1a/X+1fs3Igj4+vTBe+utyv1o4G8p2n25XIiNJTou9lisirnGXy/aCZonXmTmzHrFYN333xOw2ZCTkhQ1Db9fiQ1NEMND3606L+TkYFq1CrfRyPvTppG1cycDnn0W60cfYdiyBe2xYzhefJG4rCw0LhfuX/8a/Y4daLxeNF4v+t27Ma5dS9lrr+H84x8xbN6suBMGAoiHD+N86incI0ciX3UVliVLcP3Xf6ljsWRloRkxAvvw4Q2OzzXBkpmJUFQEOh2asjKlbKJXLyVm5+RgycpCd+gQuvz8arG7pt+9JSuLgMGAxuNBbtlSqYe2WtFUVCClpirf0+HDCvvcvTv4/fivugpdfj7+1q0RT5wgYDQiHjtGQKdT4nIwqS6fOBHrm28iOBwgy2hPnMD84YcIR44glJcrjrmdOikLoWPHQBAIaLUEWrRAcLkQioqQOnVCTkjAnpGB4euv0Z47h377drSnTuEeOhSxoADrvHnIrVtTNm8egRYtGnSvr6TY1FA0p/Fcrrh9ZTLYVVbyjkmTGtRkcSGrfyk1lX0ffUT86tU4NBp+TEkhIfi3EPNpDNZJS9dei27fPgKiCC4Xnl//WrFYjWJeYwkGbNv06fj69wePh4oHHlAS8eCYtVu3Yp05E/HoUbRFRcpkMHw4UufOlXbqNdUuR0FNpTWNqWmP6Nbv2FHt1hdOncI5a1aEeopuxw7w+TB8+SUalws5Ph45MTGyUYpIJkpu2xbhzBmsc+ci5ufj7d8fx5QpxJ88ifiXv9RsDhGrr4shhouO8F6TqAgrIbPOnq0kbzZb7U6GFxqzg8+8JTOT0qlTGTN7NmfPnWPsli24fD5Fr3nsWFrdcw+tb71VYbNvvBGxoAB/q1ZoT5/GkJeHLzUVf3KyqkrieP55rK+9ppzi+HFMK1fimD5dOWcgEDEEobwcuUsXLPPmVatjvtB5yJCXF1H7bJs5EwRB3SmsuP9+zCtWILdrp9RRB1nmGiFJGL78EvH4caRrrkHjdKKRZXT79lGyeDGWxYuV3TyzGY3bjX7zZgImE0WffUablBQEpxN/u3a4Ro1Ct2cP5uXL0Wg0eFNT8bdvj/X11wmYTHh79UK3cycBUSQgivjGj0e3eDH+jh0xfP01cmKi0jRZVIS3b19Ft1oUEY8cwdu7N870dCXxN5lw33knrtGjAcWoR27ZEl+fPjWWBMUQQ2NwRSbYF5IIVrO1ffhhpcGO+lnWHist5elPPmEI8Pu+fenscFAakt0LJXF+P+YlS5CTk9E4nbjuvRfj55+DxYJu9+7IoBUXB4GAUvcWarb77js8gweryhch1Q1XdjbGPn3QuN1I11+P//rrMX72Gfh8arCJqF2uA3JcHOK+fRi+/BLjunUIJSXIJhOC03nBNe1qyYrdjnn58soJNJRch76DgQPRb96MtrgYjduN+/bbEX/4AaGiotqEE6Eze+YMjmnTkFJSVBMBALlLF7RutzLZBAJ4Bg6s1RwihhhiuPSoGrPrY7wV1Yo8WCJWn8RUU1ZG7rPPMn3nTvSiyE2dOlERtO8mLo7C3FyQJFoNHYr29GllV9HpRDx8GE3wfQGDIYIUCSkN4fcjHj5M4rhx+Lp3xzNwYOWJg4Y3uuHDcd10kzKWigoSHnkEb79+eO64o2maJQOBytLFoBGL3LYtZRkZxE+fXuexLQsXgiThuflm3HfdhfGzz9AEmWXrP/6hkleWBQtAkgjExaEpK6Pl8OFqaYxQUoJw7hzOMWMwf/ABuFzo9u4lYDSi37sX7w03ICclKYl7cGdX3LYNqUMHXL/5Dfp//xvZZkNq3x79rl3od+xAbtmS0rfeUizlBUEt9ZNSU0EQIo167HbEPXsqjWUGDYr1zsTQZLgis4hQUAklqoLdXvdnqtjaCqWllP3tb0B0y1q914tFr8eZns4PP/7Ir9es4V1JIq5bN7rceSeOQYOqBzBZRnA40O3cieb8eYSSEvzt2+MaNUp56I3G6uY1oTq355/HOneuyryE6zTb3n4bDeAZPlx1kjT84Q/o9u6F4D0Ir12uCyEJQaG0FG/fvrjuuw/TqlWIhw9Hr4cMY5/EPXsQevYkYdeuyiS6ivFNtUkw+Hnjhg3oN29GOH8ez/Dh6PPyEH/4ATk5OboKQRSdWdOnn6qmDgD6F1/E26MHjuefVyfuWHIdQwzNC00Rs+W2bVUr7GoMbZSa55Offor7yBGm6vVkPvssxpwcNFUl4BYsUMZz/jymVasUNnvgQKROnXA+9hjW117DsHGjql2NLCsmVkFHQbGgALlVq4h+DcvChTimTSNx9mz027cjFBXh/s1v0H/9NYa8PJxPPKEMuYEkhue227BNm4Z4+jT4/fiuvx4xP5+KceNwDxuG/uuvEc6cUWJ4+/YYvvwSQ26u8uGhQ2H8+IjYKJSX4+vbF3HvXuJnzkRjtyPHx+Pu2RNkGcPnn2PIzUX744+4hw7F+MUXBCwWxGPHcN9+O4Zvv8XfqpVSAqLTIZvNeIcNQzxyBO25cyDLOKZPR+reHaG4GFDq9PU//kigTRvi//IXNBUViMeOUbx8OVK3bqqqk2Hz5mqklyUzs5pRj3joEI6pU1W/Cf2rryq/ixhiaAI0TcHxTwzinj1InTvjmDIFqXNnxD176vxMqNwAQCwoIGCxIHXtqgTwKJa13ueeUxVB3n77bYrOn6e0Uye6bNiA87HHkFJS1M+EYNi8mYr778dz2214Bw7EuHGjEqiCDoG1jimU0EoShtxcTGvWIObngyShsdvB7we3GwDtsWMERBHPoEG4Ro3C+dhjiEeP1n/lHpQQ9A4ciOOFF5TaOpMJKSUF6+zZJP32t1hnz8YZFPYPyTiJe/YQMJsRP/mEit/9DnHPHnWyQ5KwLFiAUFgIoDb+hN9T9+23o9u9G+HMGfRffAGBAIZt25DatweUCafqPVX+ELlVXLpgAYa8PKxz56LNz8cxbVrtn48hhhguK5oiZgtnzuAZMoSyjAzkdu1U+TxQYox/2DAcU6bgGTIEY1YWXzudXA28c+eddBMEfP36VY/ZeXkEDAa8v/wlcnw8QnEx2sOHlbKEgweRbTbV8Ktk+XJ8N9yANSNDafAbMkRpbg8SC9a5c5Uk0G5XDG9uvx00GryDB+P69a/x9u2L9uTJ6jG/vtBqlZKQwYNxjRqF1KULGo8H87JlGNevR5+fj/bMGQw5OUocliTsQclC8dNPSRg/noSxY2l9yy20+uUvEXfuRLdtGxUPPIBrxAj87dqhPXcOV1qaQpxMmAAaDRqfD6GsjIoHHlD+7fXi69mTs1u34gr2vlj+9S/Q65FbtCAQF4eckIAcF0fiI4/QKnhv5aQkpNRUNOfPIx46pKiF3HMPvuuuwzpnjsJUB1WdQkZq4XCmpyMnJWGbMQPbzJnIiYmKtGr37jgfe4yyjAykHj1iBEsMTYZL9ktKS0t7B7gHOJudnX1j8LUEYCXQATgGpGVnZ5cF//YmcBfgBMZnZ2fvbKqxSKmpiEePog/W7EqpqXV+pqqtra9bN8S9ezGtWqVsUyUkgCRFrU9+6aWXaNeuHXf5fBhfeaVSdi8pqdp5XL/7HYa8PASnEzkpiZJlyyIf+PBk0WzGsHFjhGqFZeFCpSxk1Ci4+25szz+P1mTC17Ur2uPHSfrtbwkIAhX331+76kXIJcvhQDaZlBo3pxM5Lg5v794YV69WSmScTkUez+VCPHw4qgNWSMZJbteOsowMWt99N+b330du2xapQwdM//kPCQ8/jHj4MHLLlgTMZkV6adMmnBMnqvfUsHEj6PVoJElVVwloNGpSXm3CqWpQ8+yzWF9/ncTx4/EMHoxj0iR0772HePRoTFovhhiaMZoiZstt2yqKEbNmoT12DO0PP0SYi8jdukFQus20Zg2/GT+eMzt30vqZZ/AAppUrkVu1ijiH9uRJ7M89h1hQgKasTFXGCJUlONPTsb7xhtrvgsGAcc0aMBjU3buq5S/W2bMRDx7EN3EipmCPjSEnB9d99ynsbBiTX414CY/bIXtwo1EhXvLy0MiyYnQWHJf21CnsM2bgGTYMw2efYZszp1I3um9frHPmILdrB2YzugMH8LdsiWvECLSnTqHbuRM0Glo8+ywBgwFf9+4IJSWYVq0CoxF/x44gywR0Oozr1iEdOYJnwACEsjIMX3yh+BZ88w3OceMQjx5Fl5+Pae1apORk9Lt2IcfH4/zjH5GuuQbb3Lm477lHcWrcswdj//54BwxQrmX8eGyzZtVdxx/FqCcmrRrDxcSlXKotAv4H+N+w16YBG7Ozs19LS0ubCkwHpqWlpd0FXJudnX1dWlpafyATuLmpBiLbbNXq+epEqNwgqJRhyMvDPHo0UseOuO+6C8+vflWpbb13L7qtW4k/eBDh1ClE4Mknn0T/P/+DbtcuNLJMIMgkqJAkAjod8VOnIpSWIickIHXsWG0Y0WoRwwOLUF6OI1g/J5SXg16Pa9UqHA5H1OaYajV2waTUvHQp3r59KX3nHZJGjgSNhuK1a4mfPBnzypWULlyI6f33Ma5di/Hzz6l44AEkg0FZXEiSWtcHiu6oWFCA1L498ZMno3E40J84gRwfj+6779BUVKAvKEAoL8fvcuG/+mr033yjskUhJkqoqMA1YgTGTz/FO2QI+k2bKH/iCQybN2N97TWF5UpNVaWWqlqah7RZWbNG3V3wTZ6MYd68mLReDDFEQXMhRpoiZpv/9S9a33orrnvuwT5jBqZVqyLNRfbvh+RkNdHypqfTPjMT88MPo/H78V13HaXPPhtxCn9yMvodO5SEMjkZX2pqNadFOS4Oa0ZGZb+L16sk18HYW5WUkVJTMeTkoF+3Dt/11yNdey1CebmiFjVoUPS66Kpx+5//JOl3v6NN7954e/cGWUbjdBLQ65E6dMD66qsQCOC/+uqIhYt7xAgcU6YoPTyff47csqWiRV1cjFBSgsbpRLrxRjQVFQguF5rSUqSOHfF37EjAZELj86HfulXRmT51SmH3+/ZFv2UL0g03oNu1C1/XrkqJjywj/vgj6HQEdDpc996L+f33FUUQnY6SZcswffAB5q1bCRiNahmg7e238V99Nc6HHlJ/D1WbROuLmLRqDBcTl6xEJDs7+2ugtMrL9wJLgv+/JPjv0Ov/G/zcViA+LS2tTVONxZmejiEnB+vcuTWWX9SEkL15yYoVuO+5B/fdd+OcOFEt+XCmp2OdMwfh2DGkDh1wTJumbkUaNm/G/sorFH/wAfZXXsHw9dcRx3X85S/IiYn4evRATkxUE+VwVA3G6palJFWa0GRk4ExPxzVqFJ5Bgxq05RVKSuXWrXE+/rhyfpNJYUFAacCUJMXIZuZM3Pfdh//qqxHKyzGuXUv8tGlKM1GHDqpxDoBw6hTGtWvRf/stmooKNMXFaH/4gYDRqGyj+v0ERBHvL34BGo1SgxcMmqHvS7d9u3Kp3bqhPXIEOTERz+234xkwAHHPHuR27ZSJOFjfXs3SPCjfKMfFKffObkc3f/7lNXuIIYbmjUXAnVVeCxEj1wM5KMQI4cQIMAGFGGkSNEXMLszNxd+2raLZvGkTjmnT1PjpHD8e/YwZkeVtwQb00nff5dw33+B4/nksixdXHliSCBgM6Lduxbh6tZJYGgwgSdXGrtu7F9OaNQohEnbeUENj/NSpJDz4IPFTpyLu2YMzPR3v1Kl4b74Z3f796LZvR05KUuqKa7rGsLjd6p57KJ88Gen665GTktAdOkTxhx/iu/FGbLNnY16+HF1+PtrTpxGPHVOa1M+eRffdd1jmzwefD/HkSYwbN2L64ANITFTkB51O9Hl5aEpL0ZQq07l49Cj6f/8b3b59ePr1Q3A48P3iFwjFxaqZi9StmzJQvR45ORn38OGIe/bgb9sWTUWFwpKLIr4ePXCNGaOosZw4AUYj4vHj+Nso07/UuTPixo2qcpb1tdcwrVwZ2STaEAQXYY4pU6KWlcQQQ2NwuWuwW2dnZ58FyM7OPgO0Dr6eDPwY9r6TwdeaBhfyUAUTWOOGDQp7IkmKZnVBgXLIMBMS3w034Pn732ustVah0UQed9MmpNRUzr/1lsJi5OVh3LBB2VoMBu2odddUBtiSpUtBoyFxzBiss2crSeSbb6ra1Y5JkxAKC0kcNy7iuKFrNOTmYlq9GvHIEeL+9jelycXlUuu3hRMn0DidxE+fjnXWLHTffosvJQVxzx5811+P/ttv0Z49i3nFCpzp6UidO2PYtAmNy6UE9NJS5M6d8fXsCYKA9uxZtIWFaHw+ALSFhWhPnSKg1eIP1laHvq+SpUuR27RBuuEGVWfVsGmTcl+C5SeeIUOUJtRg0hyS3zOtXIlw7hymlSvV+khxz56Iusuqi5kYYrjS0WyIkUYkQiopIYq4R4zA37Fjtb4T/dtvUzFjBsUffIDjuefURDoqoRGM2YljxyJ16oRgtxPQ6ZTa6U6dSBw7NjK21tLvEmpoFM6cIWA2K2pHU6cqcqTz5ytkzvLl2F96SdGlruG6VTLBakV77BiaigoARRnkqqvQlJcT/8ILyG3aICckUJGWRsBkwtetG/pvv8W4bh26/HxKli5FKCzE8OWXBLRa8PvRuN1oDh/Gn5QEgQDas2fR79qFJkiABCwWhRQ5eRLDv/+Ne/hwHH/+M6VLluC+8048Q4dSmpWF9tAhxGPH0G/dinD2rBKzX32VgF6PfvNm9Nu2KSUkJ0/iHjoUy4IFmFasQCgpUXdprRkZ+G+8kZJly/D16oXuu++UJtEaFh4xxHA50VyXa5oor0XdA0pLSxsMDA79Ozs7OyT6feGQJHTz56NxOAhYrfgmTkQ3fz7+kSMJGAzounQhcelS/HfdhX7WLJLefFMJMqJIyfTpHPvkEzrddRfWW25B2L8fbUICiYsWIWo0JL7wAv5bbgGvl8DQoSS+917EcXWLF6P96it0Bw7gGz9eEeG/4w4Sly7F99RTMHkytrfeQrNuHQGbDd/kyVhFEb3Xi9C7tzL+OXMQR43C88or0K0bwpEjWJ55BmHqVHRvvon/4YfRrFqFOHJk5XEB3ZtvounVC30ggOfvf8fwwgsKSyGKBBITaXPLLWiCtYqGggJwudAUF0NyMoIkIXfujHDyJFRUwDXXYE1IQP/882gBf+/eBOx25Uvs1w/x//4PLBZITFQY8qIiMBrRer1oAgE0BgP+O+6I/C4lCZ0oIu7apTTLJCbie+op9HPmEOjalfiTJ5F798awbBlyp074Hn+88l61b49761Z0b79N0vz5BGw2NL16Idx4I1avF3r3Rr9uHUJjfzuNgF6vb/xvt4kQG0t0XIqxpKWlvRj2z9zs7Ozci3rChiOCGElLS6uLGDl7icenIKSbv3276qLoGTgQ/Zw5lZr548djnj+f4wsWsPWDDxi8ejWWMCvz8M+GEuPw0jOCOvzFa9aQNGqUQrD06aMu2EPlHDWVIgjl5UpDY48eOKZMUZShunfHtHYtGq83asldxE5b6Br//W8S77sPX+/e2GbORCguJm7ePNwjRmB5910CJhNS+/bodu1SVDzuugvZ5ULq2BHx+HGE0lLcwfHr9u1DI0m4hw3DtHq1cp0OB3KLFkqPjM2m2Jt7vUgtWiCWleG3WhEEAc/NNyPu26d+Bc7x40mYMKNEtVYAACAASURBVAHdgQMENBpc994LHg/Gzz/Hf/XVmD74gJIVK4h/7jmEM2cU6/TiYrSnToFej/Phh3E+/LAiT7t+Pbq9e/GuXg0uV4RyVgwxNEdc7gT7bFpaWpvs7OyzaWlpbYFzwddPAO3D3nc1cCraAYKTT27YSzPr6+QYFZJEwiOP4G/XTtHFvPlmDPPm4Ssvx5GcDOPGqZJxkttNWaayC5rwyCPYbTaWrF/Px04nn/7+9+ivuw45Lo6Az6c4T5WUKB3VJ05QMWYMzgcfxPrGGxHH1ZaUoFm4ENluxxfcKkQUsRYVoV5XUJ0DSVKNCOT8fFzbtiGlpCAePIjO76csORkcDrj2WnSShGvHDiguxuV0YtDrcbZpQ+K6dVBUhBwXh89ux/GnP5E4bhx+rRZZEChdtQrT2rUKi63RgNGIa9QoVYc28f778R85QuDUKTydO+O55x50//kPuq++gpkzCezciat3bxAE3CNHYl6yBCE3F1mW0RgMBJxOZJ0OTVwcgbg4Ak4nUpcuAJQ8+KAy/iAsmZn4Cguxz5wJBJuO5s3Drdfj6d8fw8cfI/7jH/hPnaL0hReUMYfuFYDPF/FvS2Ym4vff4wjVXer1OBvz22kkrFYrjfrtNiFiY4mOiz0Wq9VKdnb2ixftBBcX9SJGLgopAtWIEfx+/CNH4ps8Gf1f/0rr8eORhg7Fl50NgGH+fCzp6eQUF5NTWsoN5eW0eeghDH37Im7YgH/gQOShQ9EXFlZ+dvJk9HPmIPTujW7zZoRjxxCsVlp89RVamw2Dz4fcvn30BfuzzyrJ8vz5GOfPV8bYogXxJ0+iTUqixVdfIbRsqfy7ZUu0gqD8/4YNyKmpCtnyq1/RasIE5J49I64RUUQ4dAjT7t1wzTXIHTqg278f7dq1CvlxzTXErViB78EHCZSVYTpzBk1hIULPnsijRyMuX47pu+/AakX0eECrRZ+QAF26EDhyBI3Xi9bhAI+HQHw8Gr0edDpEt1tR0TIY0AA6vx+5Vy/1+9QtWoT/lVfgz3/G99hj6I4cwX/HHQhffIF3zhx0X35Jy5deQlNcjDs7W1GoCvtKBcAauncAb76pkDvXXquQVy1bXtbF95W2+G8ImtN4LhcxcqkTbA2RQXgNMB6YE/zvR2GvPwGsTEtLuxk4H2JMLjYsCxeq5QahZprwcgOpa1e1rji0crZkZuJu2ZLBO3eicTp5OyGBFvfeS/HLL2OdNQvTxx8jtW+P78YbEc6dU9Q3gtt96nE7d0YoLFSaQm65Bfx+5TyiWGN3c0TD4969WF99VdWQ9gwYoI5X2L8fz8CBlXXMbreie52RoahrBJtHrLNnIx49imfQIKTOnZX3BscYqiVS65nLyxEPHlQYoa1b0Z49iyE3V9mOdLsjmmVCKh9SaqpSrx1kJwImE95+/RDOnUNCMWUoWbEC8ejRqHrUQnm5IgcYMgowmZSmzkmTKmuuO3SIMKepDc70dBKXLsUaXGDEGlxiiKFeaBQx0ihSpCZ3xqrESN++JDz2GL7z55Hj4ih+5hmFzBg/HlwuLJmZ2IcMYd/nnzPp++95XaOh26hRGE6cILB9O5LFgrtlS8Wy3OlEjo/HY7djuPdehBMnoLSUkj/9iVbDhoHbje6FF/DHxRHYs4eSGTMQd+yIumAPnVdt1ty4ET7+GNluRwyqHckff0xZejpWqxV53jzEDRvwhcn50bo1ZU8/rTT8zZihvPf8eRxz5pB4//3YZ81SlFM6dEC/dSu+jh3x9umj3LPTp/H88pdqzGbdOvxXXUWgTRs0Hg/MnIkvLk7pk/n8c2S3G43BgKZVKwIeDwGDAe2ZM7juvFOpORdFxcGyTRv8nTvj+NOfFPWn4HVbi4txJCeT6PdT3qYNpq1bcTmdaK+6Cumzz5DLy5HbtcM5Y4ZCiNSFceNIXLoUioqQ4uIoS0+PIGEuNa6kxX9D0ZzGc7mIkUsp0/cvFNYiKS0t7TgwE3gVeD8tLe1h4DjwO4Ds7Oy1aWlpI9LS0g6jdKM/dKnGGUrSQsmpZdEiVdaoxm5ju50V27ahOXoUX5cu/MJggCALi8mkBOjWrTn/1lu0ePxxdPn5lc01wePagnqjJUuXKgnmxo21yzFRpT6we3d1m1F5QVLHq23ZkrKg6L6qufrGG+j27FFqtonsXhfsdszLlkEgoNr5WjMyQKPBOWlSpJ34o4/ifPRREh55BDk0uf3hD4pdbej6gqorxvXr8V99Nb4//lFhp0H9nLd/f7U23DNoUI263xFGAS6XIpt1oXbmoojvqaeaTRCIIYZmimZDjNTkwvv/2Tvz8Ciq7H+/Xb2l0+msbLLIAIoo4gKIKztuqDiO45X5isIMKIyO89MZN0DccERHZoZZVETcQbFGXHBDdCCAiALiwirKEmRJCFlIp5N0d3XV749b3XRCwhpohPs+Dw/p6qpbn66+ferUueee6586NVH201VQIJf8zsmR5UqRubvJJfa0ykreW7+etfYcjrM6dCD73nupee89OWH7nXdI+/BDdj36KL6338azdCnpM2ZQ9tJLYBhkjh1Li7POwszKwgoEiJxzDlphIZHzz69Voq8u9ZVxbbC8XJJdSwRbCgoSq9DG24kHYLx2CgnYc3VWrACg5rLL8L3zDs7CQszMTGquvppIjx54vvhiD5tdt1KWa9MmWXlECCrOP1+WkC0vx7VmDWZuLlpZGaHf/Q7X998n5sQkf+54ACncsyf+yZNl6kd1dcPVUPaFstmKnxFHzMHWdf3/GnhrQAP7/+EwymkQMyMjEe31v/gi2rZtMiK6F75Zv56nN2zgWp+PW7t0wbVyJZG+feWb1dWyZNGOHWT//vdoO3YkiugDCSOqVVYmDG3C8CZFZv1Tp+5R5SI5qu5aswbXihW7cwtHjEgYsEAgsPspP8lo+ydPrl0DOql0lBRiJJzxeM3uwKRJmE2b7rGceNnzzye0ehcs2G1k66k9mqwnvpqjVlmJ2bw5UZ+vQcMbd9aTlzVXUWeF4vBxtAVG6nNQ49u1wkKM/v0JjRpF0759MbOzEyOQ7tWrpc2yMf1+Fj33HK8An55zDs127sScPp1df/qTdMZzcnAWF5Px73+j2fNQHNFo4tzO4mKMNm3YOW8e3jlzSJ8+HePMM/co0VeXfdns+kbe6tbzjq9CGx9BbCgo4tq4Ee2bb3CvXClX233zTczsbIL33CODFA6HXN9gbzbbHhlwFhTgjUYJ9+olR0pPPnn3eg7Z2ZS9/PIeupO1x3Oro1277l69V6E4xnFYB1k/8ijG2rat3nTt/SPp6R2Hg/CFF4LDgXfhQplOYU92iecgA5iRCF/fcAN9Nm7E53YTbd8eR58+RMvKcK1cievHH3EYBpbHI53r7GzKnnsO/0svJRaM8SxejNm6tYwm9Oolzx+LoZWWgteL+8sv5Wz0vn33WEJcq6zEtWIFwXvvxTjttERqS7KDHSwr23NoFeofbj3MJA/X5AwdStUNN8iFDuwbVUPGeg8aGi4+SC2pRmmpn+NJS8uWLaH+XOZjmf222f7Jk/eohx0aNUoGCzZuxGjXDtfGjaR99BGW243l80mbm5ND2Qsv1JocmPbUUzheeIFAejrRX/wCl9eLWVGB6fPh+e47tNJSLJ+P0G9+g3fhQpzFxZS8/TYAub/5DdHOnTE6dMC9Zg2e5csJn3ceZVOmSLteUZGoy59wKOM2276/OLdsoebiiwmOHbvHPQUa6Gt7s3nxthcuBMuS95vmzdF27MC5YwdOe+5P8L77wDDIHTKEaPfu+7adhiEnw9updN5586gYPz7xHWQ+8AClM2bs3zetbPZh42jSAkeXnlTZ7VRPcjzy7OsHbv8d7dwZfD688+YRPeMMol27QjhM7pAhhPv0kYXy7fYCL7zAZdu3E+nZkx1PPol37lwydZ1w9+4E778/sXpY+ltv4YjFMLOz5VDnJZdgdOxIYPx4jJNOwmzeHFdBAZ4nnqDs+efJHTKEikcekYZ35Ej8L7xQe3Z6UjQ6Pvscakd24iSGVtu3JzBhQuJzpLr288Gs0BanoeFihUJxDBG32RUVuL77jvRp0+TCLyedRNkzzySWF/d88QWu1avRysowTjgBraKCaJcuaMXFGB067GEfAm+/TfSCCwideSauNWtwFBVR8tZb5F57LUbr1nDiibh/+AH/iy+C10usWTPyfvUrHLEYGAam30/axx+Dw4HldmO0a5dYzMo7dy5VN9wg57TUsdnxpdN9s2ZRPWhQ4j3frFm17k/uvDywo9W17lnDhiWc+Jzhw6UT7/fj+fJLzFatCPfuLYM0+fmk6zrRU0+l+uqrcdn1tEGmzERPPz0x/6Ze25mkhbw8gnfcAS6XLN1qv+974w1cmzaRM3Tong8T9aBstuJ44vhxsOsum21Houv7gXsXLKDikUcwOnYk6+67SX/zTTBNjBNPJNK7N0bbtmQ+8QRoWiJynDZnTmJhltCoUTieew6toiKRR502fz7h884j2q0b7m+/JePZZ3ef1+cDqOUsJxsorbJSLjvrcNTrPEOdocd6JkXGh1b9kyfLFcXiqxlOmZIYJmzUKPZ+RioOaoW2Op8J6n+oUCgUP2MMA/+zz5L+2ms4olEstxszEKDmkkuoHjwYn66Tc9ttBMeOlXYgFCJtzhwchoFr50458vjZZzgMA+f27dRcdVWiaf/UqVhpaZQ/84y0O/PnQywGgMM0cZaXYzmdRNu3x1lcjJWZiXPzZqqvuopdkybhffddcv7wh8QKjiXTp5P5xBM4wuGELQpfcgmeiRP3sE17LIBlTxhPLgFodOxIVkEBOcOH4wiHd9+z1q2j6aWXYmZloZWWErEj0FpJCVp5OWWvvLJ7cn5VFTUDB8qos+0UO7dtI/f663EVFBA9+WQCf/2rfH/+/D2i7pgm4QEDamkxunTBcrvxvf467jVriLVsSfSkkzBzc3F//TXR007DP2VKg6kyymYrjieOGwfbP2UKWkmJrOBhvw7deus+f+Cezz4jlp2N2bIl2vbt+KdOxXXBBUTOO4/gXXeRNXo03gULEgX+tcpKvHPmYGVl4Vq1anf6wwcf4P7hByrvvpvQqFE069aN3MGDiZ53Hu7Fi4mecQZQe/GYcK9e+HQd98qVMvfOrgxSX0WRvU7CjK8WNno0zo0bCffunVjNMPOBBxIPE7UiCoc4lLe/kYpDWap2Xw8VCoXi54t/6lS0nTtxRKNEzj4b78KFOGpqSJszh+CYMbI8nL1SIID7+++J9OmDtnUr7m+/xVlSgtG8OXi90il87TXc39grt1sWsbw8su68E7NVK7lMut2Otn071NRgNW+Oe9UqHJaFaRiYGRk4CwvlMuL5+XIEccgQIuefj+/99+Vk9uxsuQDXqlVk3Xknxskn17ZNSbbYaNMG34wZuyeMjxhBYNKkRO1rzyOPYBUV4aisJNa2LTnDhxPp0QNHZSWRAQPwLlqE86efcBYWEu3eHcvnIzB+PLjdpL/8cuJeZ3k8WBkZYFk4qqupufhirLQ0wn364KiuJu2993AVFODculU67OnpaMXFsjyrpmGceKLUsmMHkYwMgvfeS+DJJxN1ur1btxL6/e8TEfnMBx5o0MFWNltxPHFMOtj+yZP3cAzjUWmzaVOM9u3xv/gi4QEDahm+uEMZf0LH75dGyuPBUV1NuH9/HO++S+WiRbi7d6+1mmPZs8+Se8MNuLZtw7ViBTWvvIJbCPwvvoj/hRdwmKY0Vu3bk3XnnTgiEVybNxPt0YPoGWfgWr++9mQXIHTLLfinTiXatSuuVavQWrRoeJngupU07NXGtMpK0tasoeyuu/AuWoRr5Uoy77+fcL9+0uHesgWjfXt5SNICC/sT6a9FHYdcq6jYv0jFwVYA4dCcc4VCcfTgf/rpROWhcM+ehEaOlGkSa9YQa9GCWOvWxFq1wrFzJ46qKvJ+9Su5emJJCVn33INnyRKcW7dirViBlZGBFq/b73TiLC4mumMH1ZZF0R//SPNPPiF9xgywLMzsbBzRqCxRV1RE7vXXo1VUYGZmSqfb4SDWogWRLl1I+/RTPF9/TcUDD+D+9ltizZuTNns2vtmzcZSVEeneXZYdLS8n2rUr7iVLZNUM05TLqc+Zg1ZaStmkSXi/+AJXQQHatm2UTp1Kzq23yrSPnTvxvfEGlseDIyMDo2lTNMA7dy6OYBDPF1/giMWkI9y0Kd7PPsO5YQPOggKcRUW4V6wA08RRXY1x8slYLhfuVauw0tKovvZavPn5pM2dS80VV+D93//wLliAw7LkZ7zgAszMTFkt5YUXcK9ahdG+PTm33IKjqIhYbq5c5XHBgt3lYPv1w5ufj3PTpt33UkfDUwiUzVYcTzgfeuihVGtobB6qcDioueoqrMxMfDNnEu3eHd+bbxLu25dw//6kv/EG3qVLMQMBME3SFizA/9xzVA0ejLOoCEcshvezzzBOOglXQQGW202kb198b71Fya5dlNfU8C+vl/6RCOHevUn76CPcBQUYp55K+X/+Q83VV5N1882waxfRs84i9Pvf46iqwvP11zKfT9MSjrWZk0PlXXfhXr+e4F13Ee3eXdbIBrlf9+5ELryQmmuuIXLhhbXf3wvxpdFrrrqK9K++wiovJzRqFNVCkPHUU1g5ORht2xJr1gzv558T6dUL17p1+GbOpGroULRgUM48nzmT8KWXkpafT+SCCxITadLy83F/9x3Rs84CTat1vvh1Nzp3xszLw7VuHc6tW6V2wOv1ErGjK4dE/PpccMF+X5e6NJqWRkBpqZ/jSYu9GMLDh+0ERycPMXYsFQ8/TLh/fzzLlsmV/zwe3KtWEeneHe/ChXKhlZ9+AtPEuX27zLVu1QrvsmWYmoZWVUWkSxfc69fL1W2cTsymTSlxOglVVFBpWaStX4+3ZUsc1dU47RFN4+ST2fnhhwT+8Q+0wkIckQjhvn1x7tpFtFMnXOvXo4VCOKJROTny00/Rysup6dsXLRgk2qMHltNJpGdPvJ99hnniiZiBABWPPYaroADfu+8Sa9WKyIUXQjiMf/r0REqHwzBI+/hjzLw8mS9eViaj9tXVOJxOWXWqSRNcmzcDSA2miXfJErwLF8pKIeXlxFq3xjzhBKJnnIFn9WrMpk2JtWmDFg7jLCzECgRwGAbuVavQdu2Skx43bwafD9PvxwwE8KxcibZ9O86SEqp//WuwLLTyctLfegucTqJdumB5PHjnzyd6+umERozAN3Mmro0b8SxbhtWkCe7vvsPo1InoOefU/00rm33YOJq0wNGlJ1V2+5iMYO8ROTUMLLebrLvuwkpPJ3rqqYRuvBE0bXe+2+jRBCZOlDOsAfd338kUj2uvJX3GDLxz5xIuLWV9JELQ6WRk//5y6VrTlDeARYvkyWMxOemlZUtqunUjbfbsRP3noi+/JPe3vyXarRuuFSsI/fa3+D74YM+hMjv30LtwISBTReLLxWqVlZg+HzgcaFVVtSe9JEXtk3PdzHbtErWjXRs2EGvdml0TJiTOlTtkiIyep6fjqKnBN2uWrKF6xRW18gOh4dSPurl18ZraKlKhUCj2Raxjx911mH0+GUX2+9HKymT6RU0NsRYtsNLTqRkwADMvD62qCs///ofldlM9dCgZzz6Lq7gYYjGsvDwsy8L5ww/kWhbVwPcXXcSZFRVYy5bJe4I9MuksLCT3ppsgPR3Ddr7T5szBEY1innYaViCA0bGjrPrRty+er76i5K23yLvmGlmCdds2oueeS/qMGdRcfPHu2tuPP45r3TqZ4tGuHd5PPsH9/fc4wmHK/vMf/M8/T9rHH+MIh4mdcAKOWIxYkybgdIJh4CgqQotGcVRVYXm9BP/4Rzn3xzBwbttGLDeX6Fln4Vq/Hte2bURPPVWmwMRiOIuKEiOJFqAVFuIyTYzmzXFWVKAVFcnUm27d5L2upAQAh88HpknusGFETzkFs2VLiEYJP/IIxg8/JJZaj48Mh0aN2l2Kr7ISMzcXLGufpQcViuOBY7Ln183x8k+dSvCeewhMnIizqIi0efMonj2bwH/+g3HiieQMHYp73Tq00lJcI0dKAxeL4V69Gu+SJYS7dsVcsgQjEuFUYOcll9B66VLMnByIRkmfMQMrKwszPR3vp5/iKizE4fNh3H03JbNmkT1yJO61a8kdNgznli1EO3Wi7KmnyB06FPfataS98w5VgwdDTQ3+l16S+X3RKBWPPgpOp5zMY89Oj1cdweFIrMbYdMAAai69VKZz/PBDYmJMYPx4gqNHE+vXDy0/P2H0kld5dK1bJyNFy5bh3LKFWLNmVA8cCAMHkjluXGIlx9CwYfgnT5YPFYDRvn2t1I89cuvq1tRWKBSKBjDT03EVFMhAQHU1rh9/JHjvvQCkzZ6NVlpK7IQT0IJBXOvXU9OhA7733pMr41oWabNnYwYCOIqKcJgmltuNo6iIoGVRDmzq0oWe332Ho6oKTBMrPZ1Yixa4fvoJ59atOLdvh7Q0jA4d2DVxIs26dQNNw7t8OVplJc4NGyi2o9zuVato1rMnlsdDTdeuVN9wAyDn65hNm+6uvb1ypTyX2433k0+Inn467nXrwDTJGzxYLvpy5ZWkvf8+2q5dOAwDbft2LIcDh6bhMAz5sJCWhlZaSsYzz+CoqcH0+eS+lZV4vvsOy+8H05SVTfLysLZuBdPE/eOPWJqGw07ZcJaVYbVtS9UNN5A+fTqWw4FzwwYi55+Pd948eZ5QiKrrrsM/fTqe777D3LyZ6Cmn4Hn2WTRNw1FVhZmV1eAcnbplFFWVEMXxzDGZIuK86SZ8b74JsRihm28mLT8f37vvyhUDzzsPKyMjsUJV4Mknqfrtb6m68UbSp01DCwYJ3XILrtWrIRzGysyEjRuJVFbSG/hdVhbNyssxmzUjOHYs2WPGEOnRg9IZM/B8/jneJUsgLQ3S03Fu2IB36VI833yDmZlJxeOPU3PZZQQmTSLwn//giEQoffllaq69Fs9XX+F/+eVEegbp6Wjl5YQvvRTvkiW41q9PTBzxLl0KLhfulSupueoqvIsXU3nHHYnhOvfKlUTPPRf3V1/he/ddNJeLsnHjiJx3Hh77huGbORP3Dz/ge/ttjA4dCP3xjzhLS4m1bo3v/fdxVlTgLCykdNo0oj16JCLXaBpGy5Y0GTyYjClTcH/7LaEbbyTaowe+mTNJy8/HuXWrNLgNDP8dT0NHB4LSUj/Hk5bjNUUk8t57ePPz8Xz1Fcapp2JlZ+MsLCQ8YACh22/H/eOPRLt0IdqliyzHt2EDka5dcW3aBIBWVYWjrAwtEpEOZyxGTThML9NkaHo6nYDYiSdS9vzzsiqJpmGccgqW0ynXGtA0WTva68W7cCFaSQlWejql06fLyLnfT+aTT6KVlFBzxRUEx43DEQqR9umnOBwOnFu3YnTogOunnwjedx9mkyZgWXgXLaJizBjS5s9HKyrCuX071YMG4YjFMDp1wrl1Kw7DwFFVJcvhmSaaZWGlp2O1bYtpWfJ+YJryfYcDKztbpsC4XFg5OTKKvmsXzm3b0KqrMU45BbxeGTlv0UKmPsZTTCoq8CxbJlM1OnXCvWkTrsJCLL+fkjfewP/GG8ROPBFcLsqmTpUT+HNycG/cSOTsszHatcNo1w7/q69SNXToHqmYafn5iWotZl7e7tTCRuR4sgcHwtGkBY4uPSpFpBEpnTFjd8k3lwvXqlVY6ensmjAB75w5eBYvRmvSRK6U+PLL8kl9wwY52fCHH+Tkk5oasCyqL74Y3+zZeKuq0Js2RbvuOqy5cwn36YNx2mk4DINYy5a41q3DtXEjlttN6MYbSZ8/H/eaNYQuvBAsC2dBQaJMXqR3b7m07Cmn4F20SD7hJ82INzMyZBQnHtGpqcEMBBIRYuwJPHH31ZRfroxoLFhA5JxzEqt1ZT74INHbb4dgsN5FGowuXQA7rcOesGl06UL1oEFShz28F08BMdq3p3m3bph+P1U33YTldtP0yispzs9XkQqFQnFQmM2bUzxvXsLe+CdPxlVQQMi2VUbbtnK12zvukEt4b96Ms6iI6JlnysmNgQDarl0YTZoQ6d4d95o1+JYv551WrUi74gqshQupueIKae/snONYu3a4NmzAzMkhdPPNZLz2Gp5vviHWqhU1l16Ke+3ahM3zT52K97PPsLKyCI4dK3X6/cRat6Z60CBpU1evxvPEE7XSI7zz5iXajLVsiVZdjZmXh3PePBwlJZjNm+MwDMIXXIAWCuH88UdcRUVEevTAaZqy5nZ1NZFzz8WzdCmWywU1NVL72rU4NA2ruprqa65BKyqCWIzIRRfhWrMG3/btOEwTrawMy+eTDw0+H2ZuLrGmTXGWlRFr1QrL52Pne++RNWYMRCJyhOCyy3Bu2oTl92O2bIlVUICZl5f4XHlC1DuJXVUJUSh2c0yu5JhqAQqFQnEIHHcrOaZagEKhUBwie9jtA5/Ce/TjOBr+CSEeTrWGo1HL0aZHaVFajkItxxsp/145yvrZ0aZHaVFafs56UmW3j0UHW6FQKBQKhUKhSBnKwVYoFAqFQqFQKBoR5WAfPvJTLSCJ/FQLqEN+qgUkkZ9qAUnkp1pAEvmpFpBEfqoFJJGfagGKw0Z+qgXUIT/VApLIT7WAJPJTLSCJ/FQLSCI/1QLqkJ9qAUnkp+Kkx+IkR4VCoVAoFAqFImWoCLZCoVAoFAqFQtGIKAdboVAoFAqFQqFoRI7JhWaOBEKI54ErgSJd18+wt+UAbwBtgU2A0HV9l/3ev4DLgRAwTNf1bxpRS2vgFaAFEAOe03X9X6nQI4TwAgsAD7J/vanr+sNCiF8AM4AcYDlwo67rhhDCY2vvBuwErtd1fXNjaEnSpAHLgC26rg9KlRYhxCZgF2ACUV3Xe6Swz2QBU4HTbT2/A9alSEtH+7wWstxRe2Ac8GqK9NwJDEdelxXAb4GWpKj/KhoHJ48V5wAAIABJREFUZbMb1KJs9t61bELZ7bo6lM3eD1QE++B5Ebi0zrb7gE91XT8FmAuMBhBCXA500HX9ZGAkMLmRtRjAn3RdPw04H7hNCNEpFXp0XQ8DfXVdPxs4C7hcCHEu8ATwN1tLOfLHgP1/qa1lEvDXxtKSxP8DVie9TpUWE+ij6/rZuq73sLelqs/8E/hQ1/VTgTOBtanSouv6OvuadEUavRDwdir0CCFaArcDXW0nzAX8htT2X0XjoGx2PSibvU+U3a6Dstn7h3KwDxJd1z8Dyupsvhp42f77Zft1fPsr9nFfAllCiOaNqKUw/jSo63olsAZonUI9VfafXmRnt4C+wMwkLb9M0hLX+CbQv7F0QCJSNBD51B+nXyq0IJ/06/7mjvh3JIQIAD11XX/Rbt+wowwp6S91GACs13X9pxTqcQJ+IYQL8AHbSFH/VTQeymbvVY+y2Q2j7PbeUTa7AZSD3bg003W9CKQBBZrZ21sBPyXtt9Xe1ujYQ2lnAV8AzVOhRwihCSG+BgqBT4D1QLmu66a9y5ak8yW06LoeA8qFELmNpQX4B3A39nLMQog8oCxFWizgYyHEUiHECHtbKr6j9sBOIcSLQojlQogpQoj0FGmpy/XAa/bfR1yPruvbgL8Bm+12dyGHF1PVfxWHF2WzUTZ7Hyi7vXeUzW4A5WAfGepbRrPR6yMKITKQT2T/z46KNHSOw6pH13XTHm5sDfQATt3L+epqcTSWFiHEFch8y2+SzlPfsqaHXYvNBbqud0dGZ24TQvTcS/uH8ztyAV2Bp+whvhByaC8l/SWOEMINDAL+u49zHDY9QohsZISjLTKHz4/MG2zofIe7zyhSg7LZDZ/veLLZoOx2gyibvXeUg924FMWHPYQQLYAd9vYtQJuk/VojhzAaDXto5E3gVV3X3021HgBd1yuA+cB5QLY9caXu+RJahBBOIFPX9brDuAfLhcAgIcQG4HXkMOMk5PDUkdYSf6JH1/Vi4B3kjSwV39EW4Cdd15fZr2ciDXdK+wvSKH6l6/pO+3Uq9AwANui6XmpHN94GLiA1/Vdx+FE2Owlls/dE2e29omz2XlAO9qFR98l6FjDM/nsY8G7S9psAhBDnIYcuihpZywvAal3X/5lKPUKIJvZMZ4QQPmTnXw3MA66zdxtaR8tQ++/rkBMjGgVd18foun6iruvtgcHAXF3Xh6RCixAi3Y5WIYTwA5cgZzsf8e/IbucneyY4yBy0VanQUoffIG+qcVKhZzNwnhAiTQjhYPe1OeJ9RnFYUDa7DspmN4yy2/tE2ey9oFZyPEiEEK8BfYA8oAh4EPl0+1/k09Fm4Dpd18vt/f8DXIYc1vmtruvLG1HLhcgySyuQQx0WMAZYAuhHUo8QogtyAoFm/3tD1/W/CCHasbtkztfAEF3Xo0KWiHoVOBsoAQbrur6pMbTU0dUb+LMuSz4dcS32Od9GfjcuYLqu64/buV9H9Duy2z4TOYnIDWxAljVypkKL3b7PPmd7XdeD9rZUXZsHkTf3KLJ/jEBGQFLWfxWHjrLZDWpRNrthDcpuN6xF2ex9oBxshUKhUCgUCoWiEVEpIgqFQqFQKBQKRSOiHGyFQqFQKBQKhaIRUQ62QqFQKBQKhULRiCgHW6FQKBQKhUKhaESUg61QKBQKhUKhUDQiysFWKBQKhUKhUCgaEeVgKxQKhUKhUCgUjYgr1QIUilQihGgLbARcuq6bqdZTH0KIjcBwXdfVKoEKheK4R9ltxc8B5WAr9okQYhPQAmip63pp0vZvgDOAX+i6vjlF8hqDn/1qS0KIm4A/AicDu5DL146ue/MRQpwMfAf8V9f1m5K2jwVuAbKAD4FbdF2vtN/zAJOBa5GrcD2p6/o/DvuHUigUB42y20c/ym4f26gUEcX+YCGjBb+JbxBCnA6kcZQZOSGEI9Ua9oYQ4nD95nzA/0MuA30u0B+4q579/oNcjjlZ01DgBuB8oCWQbu8X52GgA3L5237APUKISxpZv0KhaFyU3W4klN1WHAwqgq3YX14FhgJP2a+HAi8Dj8Z3sJ+YHwOuAzzA28Cduq6HhRDZdhvnAk7gc2CUrutb7WOHAeOApkAxcL+u668LIR4ETtJ1/UZ7v1pDg0KIecAioA9wNtBFCLET+AdwORADXgIe0HXdsg3lX239u4C/7+1DCyHuBW4HMoGtwK229jKgta7rpUKI+4EHgRxd1yuFEOMBv67rfxJCvAhUA22BXsDVQog0+7p1AMqBF3RdfzjpnDcC4wG//Tn2ia7rzya93C6EmG5fk+TPMtjWvRo4KemtK4HndV3fZu/3BDBXCDFK1/Ua4EZgqK7rFUCFEOI5YBgwZ3+0KRSKlKHstrLbym6nCBXBVuwvXwABIcQptrETwDQgOfLwV6QBOMP+vxXwgP2eBryAfJo+EajCftoWQqQD/wQu1XU9E7gA+Cap3brRlrqvhwAjgACwGXgFCAPtkcb7Yvt9kMNpA4Ezge7Arxv6wEKIjsBtQDdb16XAJl3Xw8hoQm97157AJuBC+3UvID+pqd8A43VdDwCfAZXAjbquZwFXAKOEEIPsc54GPI2MTLRERjZaNaRxL/QCViV9lkxkROPP1P7OsF8nb9OQN9qT7RtsS+TwZJxvgc4HoUmhUBxZlN1WdjuOsttHGBXBVhwI8WjIfGAtsK3O+yOALrqu7wIQQjwOTAfG2jmAb9v7hYUQE4D/JR0bQ0Yxtui6XgQUHYCul3RdX2ufswlwGZBlG9QaIcQk4GbgOWSUZlLSU/8EdhvcusSQBut0IURJnXzFBUBvIcQs5I3pMft1PnAO0iDHeVfX9S8AdF2P2Mdiv14phJhha5iFzJd7T9f1Rba+ccAfDuBaIIT4LdANGJ60+RHgOV3Xtwoh6h7yEXC3EOK/yMjMPfb2dCADeWPclbT/LuRNUaFQHP0ou70bZbcVRwzlYCsOhGlII9MOGW1IIIRoivxhf5VkCDTsJ2whhA+YhIwmZNvbM4QQDl3Xq4QQ1wN3Ay8IIT4D/qzr+rr91PVT0t9tATdyuA12P+XHjWzLOvsXNNSoruvrhRB3AA8BpwkhPrZ1bUferP4OdEVGCT5BRno+Bn5InlRU53wIIXoAjwOnI28EHuC/9emzr03J3j9+rbZ/ibxp9I9rEEKcBQwAzmrgsBeA1sjojRP4G3L4cQtycgzIodadSX8H91eTQqFIKcpuK7sd/1vZ7SOIcrAV+42u65uFLD10OfC7Om/vRA4fdrYNWV3+jJwpfY6u68VCiDOB5Ugjaum6/gnwiRDCC/wFGbXojTQU6UntnFBP28lDjz8BNUCeruv1TeTZjhzujNO23g9ro+v6DGCGECIDmII0sEOR+XynANcA83VdXyuEOBE5dDh/L/oAXgP+hRxajQoh/oEcUozr6xTf0R6GzWM/EEJcBjwLDNR1fXXSW73tz7nZnkyUATiFEKfput7dvk4P2/+wJ8JsTcqz3I4cmo1Hrs4kaRhToVAcvSi7rey23Z6y20cY5WArDpTfISeFVAshnPGN9kSU54BJQog/2Ma4FdJwz0EOTVUjJ1vkIqMLAAghmiEn0fwPaWQrkcN8IHP67hFCtAEqgPv2Jk7X9UIhxBzgH/YwXSUyctNa1/UFgA78UQjxAfLGcm9Dbdm5fK2Qk3Eitn6HfZ5qIcRXyFy/gfYhnwMj2fMmVpcMoMw20j2A/0NGUADeBL4QQlwALEUOEe5zhr0Qoh8yUvVLXde/qvP2s8jyT3HuRhruUfaxOcjvdIOdS/g3bKNt8ypwv/15WyCHbYfuS5NCoThqUHYbZbdRdvuIoiY5KvaHxJO8rusbdV1fXt97SKP3I9LQlCNnK3e035uEjGjsRBq0D5OO05CRkq32+72Qs77Rdf1T4A3kcN5S4L2GtCVxE3L4bjVQihzGa2G/9xzSKH4LLANm7uVze5GRj2Jk3mJTYEzS+/ORQ3NLkl5nkJSr14C+W4HxQohdwP325wPAjmDchjSs24AS5JDfvrgfOQT4oRAiKISosG9G6Lpeo+v6jvg/5M2rJmk4tIl9XCXwATBV1/Xnk9p+ENiAHJadBzxhR64UCsXRi7Lbym4ru51CHJZ1VJXDVCgUCoVCoVAoftaoCLZCoVAoFAqFQtGIqBxsheJnghDiQ2Tt1viwk8P++zFd1x9PmTCFQqFQ1Iuy28cvKkVEoVAoFAqFQqFoRFSKiEKhUCgUCoVC0YgoB1uhUCgUCoVCoWhElIOtUCgUCoVCoVA0IsrBVigUCoVCoVAoGhHlYCsUCoVCoVAoFI2IcrAVCoVCoVAoFIpGRDnYCoVCoVAoFApFI6IcbIVCoVAoFAqFohFRDrZCoVAoFAqFQtGIKAdboVAoFAqFQqFoRJSDrVAoFAqFQqFQNCLKwVYoFAqFQqFQKBoR5WArFAqFQqFQKBSNiHKwFQqFQqFQKBSKRkQ52AqFQqFQKBQKRSOiHGyFQqFQKBQKhaIRUQ62QqFQKBQKhULRiCgHW6FQKBQKhUKhaESUg32YEEL0SbWGOEeTFji69Cgt9aO01M/RpEXRuBxt3+3RpEdpqR+lpWGOJj2p0qIc7MNHn1QLSKJPqgXUoU+qBSTRJ9UCkuiTagFJ9Em1gCT6pFpAEn1SLUBx2OiTagF16JNqAUn0SbWAJPqkWkASfVItIIk+qRZQhz6pFpBEn1Sc1HUkTyaEuBMYDpjACuC3QEtgBpADLAdu1HXdEEJ4gFeAbsBO4Hpd1zcfSb0KhUKhUCgUCsWBcsQi2EKIlsDtQFdd189AOve/AZ4A/qbr+ilAOdIBx/6/VNf1k4FJwF+PlFaFQqFQKBQKheJgcViWdUROZDvYi4GzgCDwFvBvYDrQQtd1UwhxHvCgruuXCyFm239/KYRwAoW6rjfdj1MdmQ+kUCgUhwdHqgUcYZTNVigUP3f2sNtHLEVE1/VtQoi/AZuBKmAOMiWkXNd1095tC9DK/rsV8JN9bEwIUS6EyNV1vXRf59q2bVuj6z9QAoEAwWAw1TKAo0sLHF16lJb6OdxaAhMnErzrrgZfx/FPnozrqqvY1bw5gQkTcK9ejeXxELz3XozTTiPw8MOkzZ5NpE8fnOvWEWvTBqNTJ8L9+uGdO5fQqFG12gr364fRsSOudevIfPBBwr17J7ZljR6N0bZtg8esfestPr7jDv4ai/HQQw9x8803N/p1admyZaO3+XPgeLXZ/qefRispAZ8Pqqsx8/II3XprQo/55JO1+mzdPn2kOJ5s04FwvGrxT55MuHdvAo8/jpWejqOqCqN9e3A6Cd53H4EJE/B9/z2hiy6CaBStvBx8PjwLFmBmZxO87z5ybrkF3G6ME0/EbNECZ0EBpTNmyM/y179iZmaiVVTgWrUK49RTca1Zg9G5M2ZmJqERI/BPnVrLdnsWLqTshRcSr52bNlH6+uu77yGtWhEYP57KykrOmjOHh4uLGdKsGbFbbiHcrx+5Q4dipqVhNm9OrF07vPn5VF977R6fPXjXXYn7Vfz/huz2EXOwhRDZwNVAW2AX8F/g8np2jUcz6j4NOKgn0mHPDu0Tf63rOoFA4NAFHyIej+eo0AFHlxY4uvQoLfVzuLW48/LIKijAOXcu2qZNOLZskU6Gq7ZJ8kQicMYZ5E6cSOx3v8MxcyZaSQmZS5YQPfdcfD/8gCMvD3PSJLyXXYZn6VLMnTvR7rwTz+zZaMmf4c47yXzmGRyzZ2NlZkL//rguvhjvvHlo06bhKC7GnDSJgMsFhoH76adxffop6UuXUnXyycx//nkyYjFGjBjBnbffjueZZ3AEg1iBANFbb91D+8EihHgo6WW+ruv5jdKw4vBiGPinTkWrrMTMyCA0YsQ++4R3wQIqHnmk1kNf6NZbZf/7179wzJkjm27fHqN9ezIfeOCA2lccJ9j9JVBScmB94yD6LIaBNz8fb34+jlCImh498L33Hq7166kZNAj/s8/K/Wpq8H7yCc7CQmInnEC0Rw8stxvX2rVkPvIIjlCI6l/+Ei0UIu2993BUV9P0oouo6d8f14YNBMeNwzt3LlU33ED69OlU3XADrg0bCPfrl9BsdOwoJbVti/eTTwBwrVuH6ffjtLMzQiNGkDttGoGdO6ny+3n1zTe5dedOTs/Oxtm2Ldq33xLu1w9qajBbtUpoJxZD27oVHA7M3FywLMymMonCzMiQ58nIwDtnDgwbVu+lOpK/zgHAhngEWgjxNnABkC2E0OwodmsgHsrYArQBttkpIpm6rpfVbdS++eQnbXrwaHiiPF6fbPeHo0mP0lI/h13LjTeSM3w4sZYtCbdtS/j66/H+4x8yOpds9FeswFy+HLOkhOpQCK/HAyecgOv77wkGg3gqKrC8XhgzhvAvfoG7spJwp04wZgw1TZsSqvsZkg2hfR6zshKzRQto0QJt/HjMjAyIxai4+GIC+fmEL7oIRzjMmULQ8oMPaDluHNakSVQkRxbj2g+RQCCArusPHXJDiiNOckTNtW4d/qlTD7xP2E6Bf+pUYlddhREOY7RvL38PxcVEO3cmeNddB9++4pgk3l+CrVodUN84mD7rnzqVaOfOaFVVONetw718OdW//CW+mTNxL1kCLheh3/2OtE2bCF1/PVkPPkj0zDNxL1+OlZaGFgyiff89hMP43n5b2nmfj+jZZ6MFg6T/97+YOTkY7dvjmzWL8CWXkGGPJPpfeAGtshL3smWEe/XCtW4dRseOhHv3Jv3118n685/Rysowc3Iwc3LAMMDlInr77ZSUlDBkyBAW7dzJySefzHVvvklkxgwynn0Wz9KlWJmZxFq1wllYiLOgAMvtxrN0KQCxVq0I9+4tH0AgEUHXKipInz79qHCwNwPnCSHSgDDQH1gK5AHXAW8AQ4F37f1n2a+/tN+fewS1KhSKw4nLhdGlS620EN+HHwJ1jP7q1eSMH0+sshJqagjedx+uH37A89hj5A4ejFZSQqxZM3wffECsaVMckQh4PLi//prSV19t+PzJTnx6Op7FizFbt8Zo25Zw795kPvwwodtuw+jcGUc4TNqcOfS/5BLShg2jxOWqHT3p2BHfrFmH9XKlClX5af85mD4R7tkT3xtvJFJEwr16JdoyO3Ui1Lw5/qlTSZszB8vjoXTatH23fzBRyb1xsNFRxREj3l8IBg/IHh1Mn9UqKwnefTdNL7sMR3k5jlgMKy+P2Akn4KiuxrN0Ka4ff8SRloZn0SK0HTvQSkuJdu2Kd84czOxsqTcvD62sDCstDQcQHjCA8IABZN13HxgGgccfx2zSRB4TCJB1991ETz+d6oEDcS9ejHfBAjxffplIGyn++GNyRo7EOP10acd79ar1wDB27FgWLVpE06ZNefXVV8lu0oTQH/5AaNSohLPsWrWKaLduiTSUBvu5y1XrQcTX0LXar2+hEdB1fQnwJvA18C0y5WMKcB/wJyHEOiAXeN4+5HmgiRDiB+AOez+FQvFzwTDwT55MYOJE/JMny2hCEmZGBq7Vq/FPnkzW6NG4VqwAw9ht9A0D74IFOMrLsVwu0mbPplnPngQmTCDSowcVDzxA1eDBOLduRSsuxvJ4KP74Y6p/+UvCvXvXbxxtTblDhqAVFxO84w60khK08nJ2TZggc7fnzwfsocbMTIz27am55BLC/fphZWfv1r5u3e79MjIO77VMAcdl5ad99Nm9cTB9IjRy5O5h56ZNCd1yS6Itbe1acLkI9+sn+1+fPrg2bNhn+/EH1OBddyWG0w8F/9SpxC65pNHaUzQ+if7Cgdmjg+mzZkYGgSefpOyZZzBOOolYixZoRUUER4/GWVxM9VVXUT1oEI7iYvwvv4zl9eJas4a0WbNwFhURPeMMqm68kcg558i0iyZNiDVvjuunn3Bu2oTlcFBz2WW4V65MRIiNU0+V0WSPh8ATT1Dx6KNEu3cnOHasdIZHjYK0NIwuXdg1YQKhUaMwTjsNrbIyofvKK6+kWbNmvPzyy7Rp00ZuTH4Yzcyk7PnnCd5zj2yvER4ij+hjqK7rDwMP19m8ETi3nn3DgDgSuhQKReOzr+HH0IgR5AwfjtmyJUabNmhpaeQOGZIwyN758zHat8fKysLMzKTmlFOovv56fG+8gfezz/AsW4ZWWkrNVVehBYM4N2wgd9gwwn36JIbyEtiG1JufT7RzZ6Jdu1L9y19KZ8Hnw/L7E8ON/hdfJNyrF965c3cb+M6d8c6dS/TOO6G6OjFE6Js1a3dU79jECfiFECYyULMN6It0tAFeBh4EnkXOsXnQ3v4m8J8jK/XQ2e8h8zojIFgWWihE4C9/qTURa5/UiYTFSc4bTe5f+9PnGnt05WCjo4ojR0P9ZX+OO1A7FhoxgtwhQ8Dnk7nLQNqnn+KdPx8zJ4ddEyeSM3w4ViAADgdGhw7yQdWyIBLBu2ABLFpE7IQTMLOyqOnZk/S338al63g//ZTQ0KGE+/YFTZP6pkyRxwBUV2N07gxOJ2ZGxh79Mf7AEP/9Jj8w9O7dm88//xyfb3e8uVHSuvaCGudRKBSHhX3e6JPSRPyTJ1P9m9/ArFlUDxxI4PHH0YJBai65BLNLF0w7kmh07AheL+7Vq4nl5eEwDJxbtuD+/ntqBg6URrkeAxk3pFplJdUDB5Jz661oZWU4N24keuqpRE89Fe/cufhffBFt2zbe6dWLFq1b06VLl1rtBOJRjQYco2OJI1n56Whhf53T5BtzYPx4AILjxjVepQ87b7TuPIj9aXdvTsbBYGZk4Fq7Fuz83mNxtOZnTwP9ZX+OO+C+6nIR7tOnlmMat7uexYvxzp2L0aUL7qIimarRrx+Bf/8bIhEiZ56Jo6YGRzSKIxTCYRi4V6+m6JtvcK1bR+CJJ9BqavDOny+d62eeIf2117Cysog1a4b7m29wFhdDJCLTBev0x309MCQ719D4D6N7XKpGbe04ZsaMGViWxdy5cxk7duweN2aF4nhjf2708X3iQ3lmRgbGaadhdOmCmZEhUzYWLUL79lucP/0kyzHl52O0bSuP0TS0khKip5yCe8kSwgMG1KslbkjNjAx8M2cSOfdczPR0XFVVuH78kcj558t92rZl0bXXMur663E4HMyZM4f27dsfzst01HI8VH569dVXsSyLOXPmMGHCBNrn5ZG1dStmp05oa9fibNKkXm2eSAStWzf5d1YWICeo0q3bntVrDpKDruRTp1pO9M47dz8YHiiGgdvlwjN6NN5YDKNfv0NrrxE4nqotHQhHVEtyH/P7weUi7V//wjrvPLInTMBRVASahuuUU9BWrwZNg9xc3OXlOMJhaRQ0DYfLhaewkNyXXiJ6++3yNzV2LBoQADnh8ZxzCL/4Is4PP8Q7dizGr3+NOzubvKefrr9/3303QKKNvV0b937+3veH+qo/KQe7EZg3bx5nnXUWnTp1Iicnh5tvvpkvvvgi1bIUipSyP8OP8X3cy5ZBdTXBu+8mMH487lWrCPfsiffTT3FEIni+/hozMxPnxo2YTZpgZmfLySwnnoj/hRewioqItWxJaNgw/JMn7zHBK+7Ih0aMIO9Xv8JKT8fo04eSt94iMGlSovbwli1bGHblldTU1PB///d/tGvX7khftqOJY7ry07x58+jUqROdOnXC5/MxePBgZr//vkz9eP11jIwMdo0YAfVo83s8hL/6Skawd+0CIBgMygdJj2fP6jUHQaKSz8FMWkyualBdfdAa/JMnU9GvH74776T6q69kdP4Q2msMjqtqSwdAo2qpr89BrW2ldj9MXisgMH480X79CI4eTd6TT+KaNg1HURGRTp3AsnCWlOCIxaCmBis9nch558kyeNu311v5yReNUtO0KdVffQXNm+OpqqImLY3QPvp3UVERa9asoU+fPnu/NjfeuF+/933RUPUn5WA3Ahs2bOB///sfjz76KO3atWPLli2plqRQpJ59DT8mGfF49YTcoUPBMIieey5aaSlmXh6RcePAMAjecQf+KVNIf+01nNu2YW3ejKOsTJYuu/devAsW4H/ppXpz6mo5+zk5BO+7Ty5ekBRZr6ioYOjQoRQXF3PRRRfx2GOP4XAcb4sq1uKYrvxU125v3rx5v4fMa/WnvDxALpZ0OPLxDylP9BArihwv1XIUtamvzwF79sMRI/Dm5yf6F16vjFa7XEQeewzr22+JtWvHrvHjaXbBBVgOBzgcWB4PWnk5xsknAzKH2/J696j8FO3QAc/nn8sKU+Ew1n78vkK7djF34EBChYV0+PWvafO3vzW882FO9VMO9l6YMWMG7733HvPnz2fgwIG0bNmSSCRCUVERXbt25dZbb8XhcDBs2DBCoRAAy5YtSzw1NTbRaJTHHnuMJk2aYBgGZWVljBs3DqfTuc9j//CHP3DVVVdx2mmnkZubi8s2sk6nE5fLdUhtK45TDvHmXdeIe+fOBYeDigkTdi+88cADRO+9V85cnzABgIqxY/E//zyOcBj32rXEWrQgc/x4wj17NuwQJBtSw8A/ZQqZD8v51uGePbGiUW677TbWrl3LSSedxJQpU3C73Y13rX6G6Lq+RAgRr/wUtf+fAnwIzBBCjLe3JVd+etWu/FQCDD7yqg/ebvfv33//T3IAN+ZatjUSoXLhQv5y3nk49lUKzGbz1q3845VXaNmyJUYkQu+PPuIi+ze3+ZprmPrSS5imyapVq+jatSt//OMfE/b9UCdxJapMdOum8q+PI7TKSll/3R4NdC9bRrRr1z1sq3/KFLlSY0kJhEKkzZ6N2aQJ/owMtMsvJ9yrF54vvyRr3Dgsj4eK++/HtWkTWnExvvffT6T0aSUliWo6ySOQkXPOwbtgAbG0NLTCQmItWsg+PGwY/pde2uPeYxgGcwcN4vnCQqp/8QsG33CDfDiw00aONMrB3guDBw/GNE2WLl3K5MmT0TRZ1dAwDAYNGkRhYSHjx4/H6XSSmZlJMBjk/fff59///vdh0fPkk08StR0BgAcffJDGjQeGAAAgAElEQVQJEyZw//337/PYtWvX8u6772JZtVMiR40axf33339IbSuOUfbhQB/qzXu/omMOh5yBbpqJOtlmXh6lM2YQmDQJ97Jlu1fCW706MXkxXge1XofA5QJNq7WCXsbzz3Pdddexdu1aXnnlFbLsvNrjnZ9j5aeDtdsvvvjiYdGTbFv9kydzT5s2jIlEeMguebfH4kpJUbpt27Yx/MMPef2ZZ8ju0YOXfv1rRhcW8qG92MzE4cN54L//xefzUVlZycUXX0x5eTmPPPIIcOgR6Hik3jN7tkx9OXar5Sgg0Q/dy5aRe/31VDz6KDidUF2Na9WqPebUePPzqRg/Hu+CBaR98AEOw8DMycH37rs4dZ2iDz8kdMst+KdOxblhA/7nniN67rlgmkQ7diTzwQfBNLG8Xgyvl5zhw2uNLmY+8AClM2cm0lB8s2YR7tePnJEjCY4dW+veUzlyJOPGjaP9jz+yPTubWa+8QkaHDmjxCiQp4IjVwf65snjxYs4555yEkQZwuVw0adKEzz//PLHNsiz+/e9/889//pMmTZo0uo5IJMIrr7zCoEGDEtuuvPJKZsyYsV/Hd+rUibfeeot3332X9957j3feeYfLL7+ce+6555DbVhyb7Kuebt2bt1ZZeUB1hOurwRru1QufrhOYOBGfrhPu2RP3008THjCA0JAhxLKzSZs9W0az7ehjXIN3wQIi556L0bYtroICAk88sd+lzLTKSgYNGsRnn31G27ZtD+3CKVLOwdjtpnYErV4Osj52XduqVVYycMgQZsyYsfs3Q8O/tb/85S9cPXw4rZYvJzBxIldEItzz978D8IPbzZKCAn766ScAMjIyuOaaa5g2bRqRSARohHrtdqQ+MnZso9UGVhxmDqGWe7wflk6bhiMSIfORR/DOnUtw9OhEqdLAxIkyFz9uW+0+Ypx+OpbXS/D++9n50UfELroI/0svJd4vnT6d8MUXg6ZhNm9O2YsvUvr664T79iV4//0E77kHs0ULAo8/njgHlrXnJPiOHdHskpGw235PmTKFV155hWqnk5njx9OhQ4eUj7qoX8s++OKLLxg6dGitbcFgkOXLlyPE7mDNa6+9xs0330zTpk15++23uemmmxpVx/r16wmFQrVu/m3atKG8vJyVK1dy+umnN3hsZWUlgwcP5pxzzklse+qppxgzZgwej4c1a9YcdNuKY5d9Rb/qqxJyIFHthiZBJtc9tdxuXNXVeMNhsCwi55+P76OP8CxZglZRQaxFCwLjxxMcPRpXQQFGu3aJ8wUmTmzQIWiowonX6z30C6dIObXsth2Vqywp4evPP+e6IUMS+yXbbV3Xufzy+oqkHPxoTV27bWZk0C4apby8nDUffEB3u9/V91vbtWsXH3zwAaNGjSJkV6X6RUYGJ7RpgwFkFRVRFolQUFBAR/vYJk2aEI1GqaysJDc393iq166wOZSRxeR+WHPFFbgKCgiNGpVYdKtuO8krkTrXrZNLnMdtavv2aDt37t65gbSq5HNqhYVY6ekE77oL75w5eBYtwjt3rpwEH1/Jd906zEBArpUwdy5pH3+MVlrKdRddxDM5ObQbP55uRUVoSXMiUlXnRTnYe6GgoIDt27dz/vnnJ7aVlZVxzz33MHDgQMaMGQPA7Nmzefjhh3niiScAOOOMMxrdwd6xYwcA6enpiW0ZtnHevn37Xp3gjIwMLrroosTrxYsX06xZs0SFhENpW3Hssq8ye/XdvAN//zveuXMT27SKioZP0FAeq52+4f3kE7nk7ldf4fr+e5zbt1PxyCOYzZrJwwsK2DV+PIHHH08sUBO2f3cJvQ2kuSjH49ilrt32T51KYffu/OnZZxnYrx9/adaMMHva7bPPPrtBB/tgUy3q2tbQiBHkPvUUWBY7//c/Qn+Vi13W91tbtmwZsViM4uJipk2bRkVFBTt37ODhOXMIvPMOOatW8cPw4Zjr1xPq2xdcLr755hs6duxIbm6uFHAc1GtX1OZQ0oIS/bB9e7TCQjwLF5I7eDDhXr0Sq4wmExo5cvdE9f798SxeTNbo0Rht2xK7/HLMjz7a/3N27IjZrBmepUvJ+9WvMAMBjM6d5ST1YcPIGTmSPCEwAwHKnnqKnNtuQystJXLuuVT/6le0festVt58M8Y11xDa/8t1WFEO9l744osv8Hq9rFixgtWrV7N8+XJWr17N008/TYcOHRL7XXbZZayzh+H2hmEYjBkzBsMesqmbD+1wOLAsC4fDwdVXX03v3r0T75WVyWpXyRE2j8cDkJiosx8C8E6ZwtTXXmPGkCGEDANcrsZpW3HMcTBOqGvVKqpuuIHwJZfgnTOH9OnT99xpH7nd8RtE5gMPUPHII7g+/BCzspK0OXPw6TrB++4ja9w4jLZtweUieP/9BCZOlFVGpk7F98EHst1hw3avFGnnZMejOdt27GBrt261RnUajUOc/Kk4NOra7RUzZ/Lt228n7LZn4kTC7Gm3GyrlZRgGt+fnE16zBisrC8euXWjbt2Ns3QocoN12uTB+/3t48klKevVK9Iv6fmsln3yCZVmsXr2aP4wahX/qVJ5YsYL/Fwrx7KBBe+Sgrr3iCj766CNee+21w3RlFT8HDmWhoXg/zHzgAaKnn05xfj6uDRtkukayDatj44J33CEf5ux8a62yEue8ebLsHUBNDTkjR6IFg9JBfvZZSEurdU7frFl4li6l4t57CV9+ea37h/+ll2r392nTMOxRneBdd8lzfPghvmiUo6NookRZ/b2wePFievTowTC75uKNN97I/2fv3OObKLP//85kkrRNk9IWEAtyqdoFKoqi4I2LiOiqC66rAQXWKlVWdv39cH/IRYUVWb9cRGV1RcCiKLCs+aIo3hARSxVQFnS1lHKzULXl3kLSpE0ymfz+mGTatElvtLSFeb9evErTZOYk8+Q8z5znnM95+OGHWbFiBc8880yDjyeKIvODEYuGEh/hSxJa/Na5rR3MyTJlZ7Ncr6fH8OF4Bg8mcfx4pD59aH/4cOOPrXHuUl15o9qiMdJWpJSejlhQgDG4PSelp9c4bF1bmFXzRvWHDiktd51OAhYL4v79WF58EaG4GM+4cYqZoUmkWrTOvHgxckqKEuWeMwdrsPDr2H33kZGRwf79+1m+fHnYgqgpaO72uxq1U91vm10uxmRns2LFCv5+//0NzskURZH/ef/9yvGfllbvm6aQ3za//jox5eXI8fGU3nMPUM23Rog0WywWdDodN9xwgzqmel16KfMzMngxPh6C2u1SWhqG99/n8ccfZ/78+c1z06jRZjij3bngOBTKytSFa6QoeFQfV2UcW4J+GyBxwgTco0cjFhZi+P57LhgwAPeYMUraSWZm5diXZcTCwhrzRyRVE8+gQQgnT6pzBRUVyM1Q/3YmaAvsWvjmm2+4//77wx7r0KED2dnZzX/yaguaTsHtzlBuHVQugjt37hz1MACGRYtwBNtEL9+4kXHFxZg2b0ZOScE5eTLtP/kE3nmnUcfWOMcIjjuj14s5pBogiuEOdfduEsePRwg6Tyk1VXXCstUa9jzLvHnh+sCiWOcWZmiCIBDAvHQpotGIv1MnXH/8I55hwzBt2kTpsmXKJPLJJ1EnkVBnRsucOZSPGoXw5pv4Y2PZNHIkefv306NHj6bruFrl+2rYsUO1R0pNxTpjBqagz/AMHIhrwgQtot2MVPfbrsxMLvz0U3LefRdTp06NSwdqZKpFp06dlHSQ/v1JuOYa5WYwWMBYl28N5W0nJyer35mY48cJAAfLy7m0SpRyypYtPPLnPzN8+PAG26hxjtEEaUF1RcEblIYiSRj27cP81lv4evVC53YrC+m8PJzTpoUFIMLmj/x8teBRzM3F8txzlN93n3JIp5NDBQWkpqZinTkTdDrFt7ayVD/Ny0fh119/5ddff+X6668Pe/zrr7+mYzAHtKH4fD6eeuopNUUkEqGtxlF6PTc8/LA6wK/54gsSExM5ePCgugjeu3cvFouFnj171npeXbDi1mE0snP3bv5faqpSEBZ04Gm33UZSTEyjjq1xDiFJakpFIC0Nz4ABqvOr6lBNOTnIKSl4u3VTogrBxXfVyHbsunWIublhkkuhY9W5hRmcIELHEr/4AiktTdU+jdmwAaDOKKIcH49n8GCss2YhvPkmQnExj190EZ3376ddu3a8/fbblbmqZ4g5KwvP4MGYNm9G53aTNGoUnqFDlQKc48cpfeMNCASUxfbXX+MZPFhLHWkGIvptUeTL0lI6/uY3jVp4NMRvV08R6d27N0kxMRwQBPqhLEb2/vJLvXxr79696dixIydOnKjsROpyoRcELrzpJrXW4R+5uQz+y18YesstAHzwwQfccsstYTU1GhoNoa4oeEPSUMxZWUgXXohw4gTGnTvRHzyI98orkVNSMG3erCqEVD+vmJuLc+pUpN69laDOww9jyM8H4F/HjlG0dy/GuXMZF1I7a4WpeZp3j8LWrVuJjY2lb9++YY8fO3aMyy+/HIDNmzdz/fXX17shhcFgqHeKiGXBApzV7hBHjhyJ3W6nX79+gOJIx44dq+ZL52Rn89kLL/CPQYMIWCzqAAtYLIj79rHr5pvxz5uHpaAA4YIL1C1244ED3H3ZZbUeW+Pcx5yVpaRUzJlDQlERpg8/DJNHUh1q8OYs5AyrL3irqnhIvXoB4VGOem9hBo9lMpnw3HAD5uXLkVJTqRg+XJUyq23BpEbCATkujpcHDeLrmTO5UxBYtmwZqampTfK5AQgOB5a5c5FTUqi49VbMb72F7rPPlHbAgwZh2rwZAH9aGnJycr3s12g4Le23qyMIAndfdhlrXn+dfsFmLWt++incb+fk8NFHHzFv3rwanUPHjBlDdnY2V/2f/4M5K4tvPvyQ+/r0IWbSJFyiyNq1aznkcJBqMJCdnU0gEODLL79k5MiRjbJXQwOoPT0wIwP8fiVyDJUFkNWex2OPYX71VcwrVxIQBITSUjAaIaiVHZJTlarKolafP3r3Vkzo3Rt0OlwPPcRT33xD0Vdf8aheT2z//upLW2Nqnr4xucStnGci9pyvJ/v27eOFF17gnXfewe12c+zYMbp3765Gutq1a8f27dvxeDz4fL6oW8wmk0nVIm0Mhh9/JGC1IicnI+7bh76oiKv+8heys7PZvXs3W7duRZZlnnzySbXbYvYzz/C/P/zAQ1dcgdHpxJCfj++aaxCvvx796tX4tm5l7YEDPLB6NaY//pHYtWuJyc5GX1RE35kzyc7JiXrspuRMP5umRLOlkpjsbPwdOxKwWhEvvxz96tX4O3bEd/XV+Pr2Jfbdd5Xx8tNPuMeORb7gAgJWq/JinY6YnBwMP/6Ir29fEISIY9h39dUgCPiuvhrv9derv9eGeP316Fetwvz224iHDuHv2hXPsGHE5OTgrbbDFEbwPOV33YVh7146/Pe/SAcP0nnePIYPG4Z56VJisrPDbK6LaNfIvHQpgbg4Tj//PHHvvKN0mOzSBc/AgeD3oz92DOPWrQjHj6NzOHBnZFTaL0mYX3sNy4svIj74INRs7HKuc0Y+Gxrotz0ert26tca1b67vX//bb+erN99k/9q1bMnJwdu7N08+9ZTqWzds2MDatWsZO3Zs2KLfZDJx5ZVX8uWXX7Jl2za+KC9HTklh5j//id5goKCggLFjx7Jz507Wrl2r/rNarWESsk1BS/umqmi2RKZetgS72DbE75mXLsUzdCgVv/sdAauVhClTcGdk4JowAd/llyMeOoSvf/8az7NMnozfZEK69FIl0HDttegLCwmIIoa9exUJP58Px6xZ4TYEbTRu3YqYn4/3hhsQDxzAuHMn2/fvp/Tf/yZBEBg8ciRdqqi1xWRnU/G73wFKM7KY7Gx1fmju62SxWCCC39ZVV7I4BwgUFxe3tA1RK9LrTSO2O5JGjw7rTmf9298oWb36zG1pYlqTPZotlZgXL1bTHGIPH8Z/6BCly5bVHHfVIxWyjGfYsLCW51G700Uaw1G62Kk5zcnJeNxuxSELAoLbjX7vXgLx8UiXX17z2KHjORyIeXlI6elqMc3x0lI6dOigdgarYXM0e0QRJImkFSvwnTyJHBsLOh2C263IEZ46hZifr8pGGb/9FunSS5EuuQTh+HHi1qwhEBdH+R13UH7vvcSuWYPcoQOuP/1JKdw5fpzyUaPoOGQIgK7mh3ROc1Z9drRr39Lfv+q0Jntq2NKC2/Gt+nNpQcJsiXJ9avV70Y47fz6y1aoeK+azzzi5dm3l3xcswDl5svozRMd776V8wACckyaR+MADGHfuROf1IiclIfXoAYEA6PV4brqpsvW5w0HMJ5+oDcOEY8eI2bgR/0UXcby0lDtzc/kReHvaNEYYDDWK2qO9N4vFgrO0tPIzqea/z3T8pqSkQAS/rXVybK0Et0qckyc3voPWuXfzpNGMuDIz1Zw4uWtXvP37Y1m4sGY3sGpjU3C7a3Z0DD0vM1NZgJaVKeka1fNYg3nfYkEBMR99ROz779Nh2DDMr76KcPw4ALpjx5S87w4dQKdTIuJFRUg9eiDHxhLz8cdc0LcvF1x2GR2vvZYON92EcPgwhp07EY4dU34eP4556VK1W1/ELpRBzFlZeK69lpiPPiJ+yRIu6NcPgvb7hw/HOXkyQkkJQkmJ2nlPzM/HOW0agfh4BJcLuV07pEsuIWbjRuQLLsA9bhzHtmxB7tiR2I8/xrB7t3ojIZSVQWysao9G81LbtdeoH2rnyUmTEI4fJ2ns2AZ3DdRoPqJ1Bm3M2Bfz8pBSU3FOnqzoY5eW1uwOWlFBzEcf0f63vyXxgQcQd+0iEB+PYds2Ep56CuP336OrqABJIgDojx7F8T//g69fP4Tjx+kwbBjC8ePI8fH4evVC6tEDz7BhiAcP4h04kJLVqyl89FHmG41sGDCAe3bsQHA4wsacKyMDy3PPkXz33Viee05JZYnymVT339W7FDcVWg72OUTVrkqUl+MZNKilTdJoS4Ty3ySJDhMmIHbsqOhHDx4cOZ8tqG1q2LcPw7ZtlLz1FpaXXsKwezfmxYsjS/ktXapEoUPRb78fOSUFobgY17hxmHJy0BcWYnnlFVzjxoEso9+5E2HnTsQDB3A99BCeoUMx7NhBzBdfICcmIpw4ga6sDNlqRUpJQSwowJCXB6JI2eOPY37jDcpHjcL69NMYv/0WwelEKCmh/NZbkfr0USaJuLgwCai41atxZWTgfvBBEseOpcOdd1Jx553IPXsq0lOxserHIKWlKW2EN2+GQADZbOb0m28iFhSAIKhRarGgoLIrWlBWEJT8duH4cWXSUiIhGs3ImegEayiEFmrmxYspHzUK1q3T6gpaERFVPiQJMTdXbQTjGTy4XmM/THo1Lg5/x45YZ85E/+uv+FNSCMTEELdiBd5rrlEkI3NzSfzLX/Dfdx++o0eJ2bABwenEe9llSprIzz8T8+WXgLJ4dwYX4OX33EPiww/j79KFmI8/BllW0lgAJInUkSPR//ADMR064Lz55hq51jW0spcvV+czw8svowvWCkmpqTX8d0Oa8TQEbYF9DlG1q5LcoUOrk6zRaBuYs7IIdO7M6WefVbbaNm7ElJNTY7sxccIEpanM0KEkTJnCBdddh3vUKEpWrEAsKFDHouroU1NJ/Ne/8A4cqDp466xZSgOYzz9H5/EgnDxJ+d13Y50/n7j33lN2YQIB8HrRud2YX3+d+CVL0DmdIEnoi4pAltHJMv6uXRF/+QV9SQnCjh3IQMLevei8XmJXr8awezenXnxRaYKzfr0yCVx4IQABoxHn9OlIvXphmT0b43ffofN4SJg+HfR6dC6XsjDbswc6dwaXC0NuLpb58zF8+y0YDHiGDKFk+XLMy5djWbgwLN2ltsJOV2Ym5qVLlaKhYIt4jeZD6+J55oRuUqoWQTfnQuW8p4EpOZFuIs1ZWTinTsWUk6NoTc+dq6QA1nGeqtJ5ltmz8V1+OXL79kipqcStWoV7zBgS/vY3XBMnYtq0iVOvvELHgQMRN27Ec/PNVIwYQdzy5eh8PoiNxfDddyBJxL7zjqpzLVssStpcYiKuBx7A+uyzxK5dSyAhAfe996rqVkJxMVJMTESJQHWukSSlhXpwQY3fj/+uu5A8HlX1ivJyCBYUN+dNtpaD3Uw0OjerGXLbWlOeGLQuezRbqDHmBIcDQ4cOOG64ASktjeQRI/Becw3OGTMqc9syM+k4cCDlf/iDOk47Xn89x7Zvr3w/8+cj5uWpnRSFo0cx7tjByQ8/VI9j+vJL8Pkw5OcTEASk3/wG/c8/IzidBNq1Q1dWhs7tRm7XDgwGhOJiEEX87duj8/kQTp6EYLFYQBTR+f0A+P1+/LKMYDCga98eHSCUlODv2hW5XTuEU6cQjhzBPWYMzunT1c6QoYhHp4svxnvVVXhuuQXjl19i+v57nH/9KyaDAb74QonedOwIBgP+zp2RLrlE1eg+kwhetFy+c5y27bObidZkT7QcbFN2Nr70dJzTp6sd/5o7gt2qP5dmoj6503XlYFsWLgzLka6eMx31PMEb0qoNXmI2bqTi5psxr1hB+T33EPfWW5x6/nmMu3YhFBWh/+UXuOMOXJ07E7dqFWJuLoIs4+/UCf1PP6GTJALBHUxfr16UvPUWyfffTyAujoDJhOBwEDCZKFm+nMQJE9AfPUr5XXfhueEGEh97DO9116ndeU05OeouoWfoUEybNiGlpiIWFOAZOlTpSvnxx2oOdsyGDVQMGwag5WCfb0TLndLQaC6qjzkxLw9/0FElTJ+u5KpNnw4E8/YcDhLHjyfg9yMUFeEZNIiEKVMIxMWF5eaJeXmKjmlQjinm88+puO22MLm/gNGITpJwjxuHUFGBcdcu9MeO4f7DHyAQIGCxKJEPQE5IAJMJBEGJUp8+jS4QQCdJ6CQJoaICnc9HQJIok2XKAW9CAoLbjT8lBQQBT//+yAkJePr3RydJGP77XzoOHIhx2zYlpQMQCwrw9u+PvqQEy4IFGPPy8F55JZ6bbkL/zTc4nn2WirvuwjF3LggCp198Uc1D1/J5Nc4LgulkJStXInfogGXhQnUxptH0NDh3OkINV9UOudGithHPU6WWRv/rr4j791Nx880Ydu4kIAh4L78c9x/+gHXWLGLffRfj9u14Bg9Gd/o0catWIZw+DbGxyGYz+l9+QW7fHl96OqdeeAH3vfeiLy6m0xVXYPjhB/QHDuC95hq8V1zBocREiIlBTkmh/K67FMnWLVvUAkixsBDLvHlhu4ShyLVYUIArM1N9L8KePSCKisrJ8OG4Jk7ENXFi3TVuwS7YlgULGlVjoKWItAaidYFrDVturVC8XaNpqe5UpfR0DF9+iRzshCh16YJYUKBGNUJR6eNLlpA0dixJ48cT0Os5vn495pUr1a13KT0dqXdvVcs0afRoPMEGGeZg4xepTx+lQv34cU58+CEJ06Yh7t+P8fvv8f3mNxh++IGATqdI3RUWQkUFAIG4OCV1RKdTfgoCOkDW6fD6/RwEulxwAXGdOhE4dgxvv36IBw5g2roVfVGRIp8XCFBx553oT57En5iI5eWXkTt2VBrUDBmiFMK43bgefJDYd95Rmsg4HEhpaZWTUyCAacMGdfLS8nk1ziuaoGugRt00Rd1AfVKj5Ph4xPx8TJs3IxYWKjuGwTWAZ+hQBIcDPB5MX32F/tdfkTt2JG7VKqXfgV5P+YgRxHzyCdIll+C12fC++y5xq1ZRcdtteIYOJXbdOkUZ5NNPiV+8GHH/fgIxMUoR5V//Svwrr2BesYK9osjyQ4cYfvw4N5rNSs8OSSLmk08IxMUh9ejB6dmzsbz4YkQFKs/QoSCKiPv2KVHuzz/HEmzY1JCbwDPV1tZ0sJuJhuguVtWPFPPzMX39Nd7Bg8O1g8+SLbXZFrBaiX333Ra1p6nRbImguV5cTODxx3FefbWigX3VVZUa2EVFBBIS8F9wAYGkJFyPPqo4SaMRwy+/EDAaKZs4EV///hhyc8OOi9+P+PPPCGVl+Dt2xDFrFoa8PDyDBxO3Zg3izz+DJHHi/feJf+MNMBjQnzwJF1yAUFJCwGKBmBilSNLjUdJB9Hp0soxOp0MWBDx+P7FAJyBOktAfP65orPr9yO3bUz56NDqnk4DZjP7wYfzdu2P473/xd+2KUFLCqZdfVt9z/JIlSirJ8eM4p08nbu1a9JKEt1cvPDffjHnJEvRHjyrpLQkJ6H/9FWS5hh44UG/92Wh6quc4bc5nnw1akz2aLZE5W7aE9SEoKlIWidX8R522yLJSW+L1EjAa8V11VY1j+Pr2JWHKFHSyjNStG+4xY4hduxbB4UBfXIxx2zYlCHHRRUjdu+Pv3JnTL72E6csvkS65BOeTT2LYswfjtm2YVq9GDJ7P36UL5hUrMG7fjuHHH/H07487IwPDf/6D/uhRpLQ0yqZNQzx8mBMHDvCvgwfx6nRc168flr59lWj1Sy8B4Jg1C//FF2NesgRxzx7cY8agP3wYsbCQuFWrcMyYEdbjw/Xww4iDByvzWd++SppIPXXAa9PWrko0v62FIlsBVSOIzunTSRo3DsuCBa2iACdiNfKZEKzotZw8qUXEWwmRIhuWqk+oFqVS9bKDkWjjt99S+tprNVqihxXvoajcVL/eoefof/kFnculpJD8/DPusWNxZWaSOH48+i5d0K9bp2xXBgJ4+/RBLCoCjwehtJSAXo/UpQscOYJJkvADclqa8re4ONyjRxNntyO3b49l4UKk7t0xbd+u5GKXlFCyciWmTZuQrdawHZuAyYRz8mRMW7aQMGMGQnExFf/6F6ZXXiH2/fcR9+/H16+fqrFdW7SjNXYZ09DQaCM0wU5BvXyQKCL16aPkZgd9YcyGDQglJTimTcO1ciUJU6Zg3L4d9/33A0outyEvj5KVKwGQuncnJi8Pz+LFuFwurE8+iXDqFCWrVzFGl8UAACAASURBVCPm55N8990Y9u3DNGkSOq9X+VdaiunTTzn23Xf8UlDAlcCR//t/6fDEE3iChfYAvgEDsMybp+yy7tqFr29fLPPmqXU+YiBQqR7S2M+gCme6c6CtbJqTeqZXhF3EggI8gwef2ZepeiOQxx9v9KGaWtLKnJWF/3e/w9m5s7bQaC000HlXLXqRunVT2t5GaImOKIIghDU/qnG9g9+HiltuwbBnDzHr12P85htK33hDqXqfNo3E+fMJiKLi/Lt1w5Cfj87jAUAnywSMRsSiIqVwRqfDM2AAgbQ0Yj74AOk3v8G8ejVSSgqOv/8d9HpiV69WdKp79SJm/XqS770X2Wql9NVX1Wp1qVs3nE88geX555H69FEKIGfPxhIToxbUhElCVVdMqXYz2uQ3qhoaGhoNoL4+KDTnh4oFK4YPRzx4kLjVqzHu2qWkyHXqhGviRPU1IRlSKS1N2ZFctQrx3XcxGY34+vdXo8TSpZei8/mQuneHiy/Gl5aG+Z13EE6epN2ECeD3swcwXHUVdzzxhGqrdeZMfOnplN91F9x1F7F2O54hQzBu26Z00J0zB9OGDRi3bUNo3/6MP4MQZ6o4pC2wG0oDcpLre7fU1LJR1c9rfe01qCa6Xt/3EmZbMO81LLrewOizUFamaglrC402SoSIdrSbsGh6rOYlSzB99RUA+l9+ofT113H27q2M15kz1cgJgM7joWTVKhIfflgpaCwrQ+rZE/2xY/gFAZ0gULJyJcm//z0BiwV/376KlmoggL9zZ9DpcDz1FImPPoqclIS4fz/u3/8eRJGKm29GTk7GNXEi5sWLkVNSOD1nTuUEk54e3igneLMa6X3VdjOqaS9rnFdotTvNS5Tut7VRXx8UmvNjNmxQCgIzMlQlD+9116nKHZFeE/KD7vvuQ7zjDvj0U4xffaV04ZVlDN9+i69nT9DrMf74o9JmvWdPEATc7dqx+Ndf6ZuYyM0OB6W7dyMF5wRQdvfNS5eqMoOuceOUXdP8fFXbW+7UqVbf2mA/fIY7B1oOdgOpb06yyWRCt2FD5Pyd6vmYV12Fr39/vNdfrxyrlpygMKLkdVbPG4rLyaF8wIAarzG//jruMWOoGDky+nsRBHxXX433+usx7tyJZ9iwM8rHNvz4I/rkZDxWa5PlmJ8J52M+X31oiC1qfuCmTcS++y6BhAQMubn4+vbFsGsXgbg4Yt99l7h330X/00/ojxxBKCnB9dhjeG66ibh33wVZxjtoEMLJk8StWEHZY49h/PZbjP/5D/q8PHQOBwgC3v79Me7Zg3TRRYi//oouEEB/6hSxH3wAer2S/vH994r8n05HxW234e/aFeN//oOYnw+iiP6XXxCPHEFXUYHcvj3GHTso//3vsbz4otryvGLECCXnuqAA9wMPqGM+bu1ayvv2rZm3HsyLjJYnWZ8cStBysFuS1vT9gxa0J8K8YoqNbZAtzVG7E6I1XaeWsiXS56u74YZabamvDwrN+UJpqVKYuHYtnhtvRDx0CJ0sE7N+PY5Zs0CWw8YJsqzsIhqNuB58EOsTT6D/4QeE0lKlkL20FJ3Hg5yYiPPppxXfuXevKstndDrpfeutJLz5JrE//UTM+vUYfvoJfVER/osuIpCUhHjoEJ6hQ/F364bn5puJfe89nFOnIpw+rRRlHj6s2BYlP73en0ED0XKwm4iGbDFEu1tqqnzMaMepft6A1RrxNQnTp2PKyUFKSwsTZo8WbTjjbW5JAr8f09SpJEkSnkGDcD3ySIPft8ZZpD6RqOBdfqS0iVAedSjtwvPHP2KdNQvf1VdXjqXu3TF++63atEXn92OZOxcpNVXRxS4txbRlC4GYGIQTJwiYTIq6SCCA32JBbtcOndtNICFBKcDU65F/8xu8V1+NZ9gwpNRULujTB3+XLvgvuAChqAidw4G/Rw+ls+Pp0ySOH4/O5cJ79dUgyyTffbeS+pKeHjbmdevXA1F2nWqLdmhqCxpthEjzCsHt+vqipUQ1L436fKt06jVnZYU3w4ow31ePZJcuWwaiiGXBAhDFMM1sy+zZAGqvBHOwsczpefOwPvus4mu/+kqJbP/8M6aNG4n59FOljuXyy/F37EigWzeshw7Bzz8jde2K6dChSlvGj8e8fHllVD1os5SerjZBC6Xx1bpTcpb9sLbAbiAN2WKIlvrRVM4n2nGqn9f3+ONK5yJAcDgwbdqkyOUUFyPKMuasLDXXqrZ2t2e6zW3OysJzyy0I06ZRvnMnpk2btG3DVk5DbgYjjseqRTNVKS9Xt/586emIBw4Qs24dcmIiAaMRfWEh4k8/Ubp0KYYLL4Rgp0exoAA5MRHKynB4PFgPH4aLLyag1yMnJCBdeqni5HNzSfzzn4lfvBgAndfLqRdfJPazzxDz8xEqKpCTkxX97NOnkVNSKF22DMucORh27yYQF0fpsmWYs7Ii36xqC2aNc5SmmJ+aLCWqEakQ5wORPt/6xmHr7dOr+Liqsneha1l1nERsPR4IKDsX6el4BwxAzMtDOHkS4cgRTIWFeAcMIBAXh2v8eEVCdeNGjLt3Y/3b38DjwXfFFTgnTw5ve17dFqu1VfthbXXTQBqULx1lEm4q5xP1ONXOa6myiBXz8pT21sF20da5cxXh+Cp3hdEc6pnmimtRjbZH1GsWqaVulPFY/XHPoEEAirqITodn4EC87dsjd+6s6G5364Z13jwEpxPrjBn4X3wR+fBh5PbtERwOhPff5yevl1jApNdj8nqpuPVWDHv2qI7esmABAZOJk2vWYF66lNj33yfpwQeRLr4Yobwcf3IywsmTyBYLQny8UoFeUIBzxgw1ny/UYCHazaqGxjlDle+zmJuLmJ+vqgI1ZPEWoqnqipoimn4uUqfyUy00VaFfVb9e1SeGxox0000Y163De+ONmJcuJRAXh2H3bkpWrsSycCFfDRvGDYmJGLdvx/jddwR0Orzp6fj69cOYk4PcoUMNG5u6Xq250RbYDaUJIldNNUgacxwpPR2xoABjsFCx4vbbka3WiHeoNTjD9652kurXTyv0aiM0KM2p+njMyMC8eDGCw4HlueeUgkGrVUkLEsWwKnTLggVqdy7Xn/6ENzsb4fBhDPv3Iz71FK7rr8eVkUH8gw/yU1ERYiBAgtFInCwjV1Qgd+iAD1RHrz96FDk5GdPmzYpW98GD6IuLFa1tnQ65fXv0Bw/iu+IKAnFxYbKDQnGxstUItd6samicK4R9n3fvVlK0+vRp8OJNpYl2eLSgTBTO4PM940K/YHfDML+enAwQJoAgWCyIX32l5HIPG6b42M2bQRTJPXSIyXfcwY0PPsgLJhMBkwmAkhUrlPST+HjEwkLl9NWDh1VUrELzTo2d8CZUUjsTtNniTGlMtXRTbS834jihxXToyxVqb3s27gpD5zGuX49sNFaeR6s4b7U0KM0pkl720KFIqalYnnuOmHXr8HfpAn4/rgkTwq6xHB+PZ/BgjHPn0u7RR9G53TinT8e0eTPCE0/gcjoxvfwyH+7dyy2SRJnBQEKXLlT07Ilp+3Zl7HToALJM0ujRSkMcQDx4EOnQIQJ6Pa6HHkIoK8M5aZJajW7Iz8dzww2YvvgC09dfqxF1DY3zibDvc+/ekdO6WoAzSYXQiMyZzvfVgyumTZuippiE0uyEsjIl2JGZyTfffMPYjz7iUeB3P/2EPHgwJStWKOl4VaT+jHPnRuwHUp8Ul3orqTUzZ20VY7PZ0oB3gACgA1KBGcCK4OPdgEOAzW63nw6+5mXgt4ALyLDb7f89W/bWl7PaQKIJFqINLs5qSoLnESwWXFVUA7QmHK2YM0hzCk3a5sWLFQWQgQPVtuPVr3FoXErp6Yh5eUi9eilRtPR0DC+/DPfdR+zKlXhOnSLfYODKPn3QHz5MRb9+BJKS1Fw88+LFiu52164k3X8/sWvWYPzyS9x//GOlvFQEfW7Lc8/hmDlTlYBKHD9eLerR0DjXaa0ykmeSCqERhTOc76vWccnx8Ur79Hqe68CBA4wfP55yn49TDz3Epc8+i0unA2pe62j+tz67GtWfEypOP9uctdnDbrfvA64EsNlsAvArsBaYBmy02+3zbTbbVGA6MM1ms/0WuNhut19qs9kGAIuBa8+WvfXlbG5hNclCtBUWZ2nbgGeRJtotqE8URI6PR9y9G1N2NsKpU4osXmIihrw8pU1vBHucf/2rWqEeUiRJKCoiccIEhE6duHrBAhLee4+YXbuQLrlESW3atEnp8kj4WCqx20kaMwYEQYlOC4KqWhNpkjDl5OAZOhRXUGFHu9HTOF9otbmtrXC+arM01veHXudwIOblIR44gLd/f04//zymTZuIW7WqXqc/ceIE48aN49SpUwwfPpxnnnkGXXBxDdT7WqvzSjAYIhQXKwpl1XZEoympnU1aardlGPCT3W7/BRgJvBV8/K3g7wR/vg1gt9u/BRJsNtsFZ9vQulDziqHZ7/yrL0RDi4q2jvoZShKW2bMx7NihRD0lqaVNO+cI3aQ5J09WFWMaRdAZOidPVpxiFJkny7x56NxudKdP47r/fgzbtyOcPEnMJ59ARQWJ48cjFhaqKSIhe6qOdblnTwSnk4pbb6XH5s0kpaSgLy5G53Zj2rQJz+DBNQoqASxz5uC77DJKVq/G8eyzit5p0E4xLw8pNRXn5MlIqakIpaWIhYWqQ5a6dTtnvl8aGnVSj++zRtumsb4/9DrZasU9Zgz+Ll2Qk5NJGjtWSelIT6/XcSoqKjAajVxxxRW8+uqr6PX6Rr2P0LwiFhYqHXenTavxXlyZmZg2bcKyYAGmTZvwPfpoo851prTUt2gU8K/g/y+w2+1HAex2+xGbzdYx+Hhn4JcqrykKPnb0rFlZD87mnX9r3cY7U0KfYagdasnKlYgFBVoEsRk4q7sFIYm+SZNIuv9+LK+8gs7rxTNgAHKnTiROmFDZOTE/H8vcuQjB1CE5Lk4Z66mpGJ98EnH/fmJ8PuSEBEVWLzFR+b/DoTSVCXUYjY3FtGED1pkzlYLJsWOhoqKGznuNYt/bbgvrCKYW5GhoaGicAzTW94deF7tuHZ7hwzG/8QblNhvExOAZOlSR2w1RJUpuSE6GcePUm7UuXbrwwQcf4Csvp8Pbbzd+FzWC9Gvsxx/XeE5rKE4/62e12WwGYAQwNfhQIMpTdREeq/Fcm802BBgS+t1ut4e66pw9grJBAqj5YUajsentePxxrK+9hm79egJWK77HH6/XwGkWW86AiPY88QQ6rxeeekr5DPv1w7h+PUIz292aPpuzYYuhXTuS581T5OzKywm0bx/xnDVskSQMixahczoJWCz4Jk6sl1M0JCeTcPQoeosFf79+yEOGELj4YoxvvYXO7Ua6+GKS58xB/PRTpfnLlVci/va36DduRMjOJnbWLHR+PxUffIC4Zg3G994j0L075Rs3Ihw4gGH9evRbtxLo3Bm5Rw/8Q4difPZZvC+8ABs2YLjkEjr8+c/4MjIIxMQg3nILSStXQocO+IcPR+7ZE3HPHvSff45v1iwMr72G6HBg+vbbiN+vs3GNbDbbM1V+zbbb7dnNekINjTNBK1JvEzQ2QBd6nRwfj2nDBjw33oj1yScRi4oQc3MpXbJEfa6axpqaSvILL5A0diyeIUPUMdGuXTvM//73Gae6tpVgY0t8C34L7LTb7SeCvx+12WwX2O32ozabrRNwLPj4r8BFVV7XBSiufrDg5JNd5aG/tYa2uxaLhWaxo2olbD31eJvNlkYSzR6zKCJMmaIu/iqSk8OKIc+mLS3B2bDF7PUi+Hyg14PPh+zxRPyMq9tiXrwYR9XK8ZdeCusKFnVyHTdOqQ4vKUEoLcWfn4/kdqM/ehShpAT9smXo/H7wePBefDG+7t2RP/0U97FjLFuzhntjYuhuMiGvWUOF1UrMhRfivfpqnOXl0LkzSZ9/jrdHD04/+6xi16efIpaUIH34IbLDgZidjW73bnx5eaptlhMnFCWRrCyE1auR4uM5nZmpfJ/q+H419zWyWCzY7fZnmu0EDeBcLUzXaFq0IvW2QWN321VZPIeDuFWr0FVU4LviCkr+/W9lpznUBEaSlHqboJa69OyzyHp9jeZ1TbGLWut7aUXNiVpigX0fsLrK7+uADGBe8OcHVR7/M/COzWa7FjgVSiXROEcJRNvM0GgqBLcb59NPq79b5s9XNE3riD5Fc4rV9XMTx4+v1M/NyMC8fLlybKuV088+i+mrrzAvXw46Hb5LL0V/5Ag6lwvfJZfgu/xyMJvR7d+PsGYNN0sSCUEHjcej6GTv2wd+P+ZgzjY6nfq4lJam6FiXliKlpirNlDZswPo//1NT510rnqqTc7UwXaNp0YrU2wiN9XnV0y0WLFDTM9TrLUkkjh+Pzu2G8nLkCy/E8dprxHXvXmNMyPHxiPn5mDZvjlqkeCbvpTU1JzqrRY42my0WpcDxvSoPzwNusdlse4GbgbkAdrv9E+CgzWY7ACwBJqJxTiOUl+OcMQPn5Mk4Z8xAcLtb2qRzjupFuWJeXr0KX6IV86qTqyRhmTcP/bFjSsHioEEkTpigHts5bZpScJKTg79TJ45t2YJ80UX4O3fG3749jr//HePOnUoHr7Vr2SBJ3NmxI7ohQzD9/DOxn3yC9bnnkHr0UPKlCwuxzJ2LZ+BAtUlMwtSpGLdtQ27XjrhVq7DMn49YUEDFbbeFFby0GoWEtsU5U5iu0bSczUJ/jToINoGxLFjQbEIBka63OSsLOSWFk++9BzodgS++4NDKlfwpPx927w4bE66MDBIffZTY999HKC7G+fjjJI4fXz+b6/H+WpMYxFmNYNvt9nKgQ7XHSlCcd6Tn/+Vs2KXROmgreVVtmepba1J6evRW6FUj2xkZmN94Q2lvDnhuuAHzokUYduzAMns2clISgbg4ykeOVAtfBKez8ti9eiH16QMEr3NBAVK3bhhKSpATE0mYMgXh1Ck2du2K2ePhR1FkzbPPIhYVwf/+L64HHkA8eBDhyBEEt1tR+UhMxPXII+p2oHDkCKWvvYZp82ak1FTEggLVFi1afcacM4XpGk1Lq5X4Ow85G+k6EbXJFy5UdhILCtg1bhz5y5bRPhDgnj17MOfkhDeKWb4c73XXKcXtwR4EckoKzsmT67Q57P3l54fvmAZ3X1tTcyKtEkGj1aA56rNAhG6LkW5qDIsWheVcm5cvD2vOYpk9G3Q6SlauxDJ3LuaVK/EFO3CFUjVkiyXisT2DBmHatAnx4EEMe/dScfvtyFYrx+67j4dvuYUlwIPXXEPXVasQTpxAd/IkgsOB8dtvcUydiue3v8W0YYOivxp6P5JE0tixxH78MXJsLOKBA8Rs3AigjaMz5JwsTI9Aayp4htZlT522RCj0bzFbziKtzRYqKjBt2aIIIVgs6CoqmkcooNr1NiQn4x86FP/HH1Pwz3/S3uvltSFDePemm9C73ZhWrFAL441eL4G0NBIKC9Fv2YIxNxe/KGKJja1T3MDo9SL06weA4ZtvELp1Q5o1C3HPHpJWrsT32GMRxSBaqjhdW2BrNC+RCg6qR0dDeb9aXuxZJ9pNja5q9LlKZDv0GLGxyk9RxPn00xh27cI5bRqmzZsxv/02QnExpUuWYF6+vMaxQ+NB6tGD0889p+bemYEPP/wQ98yZdD1xAp3Xi5yQgHfUKJwPP6ycrrBQldarqr9qzsrCl55O+YgRinl2OxXDh2vjqWnQCtNbgNZkj2ZLZFqbLeL33+MeM0atP4nLzq5pX1OrvkgSZrcbwxNPsD83lx8dDjp06MBavx/f4cOcmj4dsaBALYw3G414rr0Wy8yZyHFx+K1WHPfcg/jSS4rettEYVdzAbDTi2blTaUC2bx+ebt2U53bujOXYMeTnn0coK8MTH48rpHRVXo5FFFukOF1bYGs0nnp8USNtWRlMJhxBneE621JrElDNS5SbmkCU6HPoMcrLIdiFS9y3D8+NN6o61rLFokg3xcREPHbERW/wOl9SVobh9GlK3nlHvc7JCxdiXrwYw3ff4UtPxxly2FX0V4WyMpzB7otCWRmGXbsoWbmyKT4hDa0wXQM0X9wGqK7vH6kJTI05eelSEIRGX1dzVhaeW27h59Gj+Z+77+bPHg8p//gH4uuv43e71fk9FKRRVUmcTiquu45TL72EefnysD4F0VADQu+/j3HbNpBlzIsX4xk8GDEvT+3+GzXV5CyP4ZZKTdE4B6hPZ6hIBQc6pxPT5s14hg7l9Jw5yCkpUYvrmqzzoEaD8E2cWKMwsGp3LDk5GTkpSf07Oh3Op57i5Hvv4XzqKSWlJIQkYX71VZJGjyZp9GjMixbVKE6pep196elY5swBlMW7kJuLZ+hQdcGcNG5cjWLFUF63609/onzECDxDhmiTfxOgFaa3MeoqAmtsEVxQJULtujpokOaLWyGy1Ro2X8oRWoRXLUw3bdqEecUKhOPHcU6aVDnHNmCcCGVlSKmpdP3f/+WNW29lYFISF+Xl4e/TB9eDDyKnpGCZM6eypioY1KkYPlxRdwo2rFF3HGvz28HXylYrpYsWIfXooRa8V68nilTceLbXE9oMpBGdOu726iPPFKngIGAyIe7bh6sebambVAKqFeljtnqiRLajpVxYFiyIep3MWVkIJSVKu3KU9A1zVhbORx5BEJR7/KrX2Tl9OknjxikL+fh45D59Kv82YwaWBQtq2KHl7zcPWmF626KuIrfGFsEZFi3CH+q6um+fUsTcguoMGpGpjx8MzcmmTZuQUlORunenfNQodSzErlunjJNBgzDl5NS5yyzHx2OZM4fyUaMA0O3ciXn5cvz33491+nQwGNADnoEDVZ8eCtjU6bNDc7bDgZiXh5Sejmy1IjgcSL17I/XuDaAety6RhLMtKaktsDWiUpczjjigqy9ig1rIVb9EgsWCaLNVtqUOfpGBGq+XY2ObTFmkNeljnmvU5tyEsjKIja3M346JQXf6NF+NHIkFuPHWWxF//DGsTbln8GB1rJnefLPuMaDl72to1LmAaOwCQ+d01tCbl7p1a1rjNc6cevjB0MI2ZsMGJYo8cCCgjA1VdaOsDFNODp6hQ3GlpZEQTL+LGHTJzCRp3DgIzvGeQYMwLF6MuHEjPpMJX8+eiAcP4rnllhpribpsDc3Zpk2bcI8ZoypDWZ57rsac0JCbi7OlVKYtsDWiUpczjjSgayxiQ12eqiKKlC5bpi6kTVVkfKq/3rRxI6ZNmyrPkZFRr8YojXk/Go2nNucmx8cjHD+uaqdSUUHxxo3M3r+fQqORXyUJQRRBp0OUZYzbtinRElC2Jv3+SnnAQYNwPfLI2X57GhptgroWEI1dYAQsFjzXXqukFLz5JkJxMa7Zs5vjLWg0N1UW4aG25pa5czHs2hU2j4uFhTV3mSUJ89KlmDZvhsJCCAVEbrxRXUAnjxiBe/RoDN264d+7l5iNG6kYMSIsLaV6vnW0nXLB4VCfXzF8uBK5TktDSk8PXxcEX1Pfm4uztdOpLbA1olKnM44woOu9iI3yZYj0+lDXKFBk5Rqr89ma9DHPOWpxbq7MTMyLF5P40EPo/H6KExJYs38/+cDW228n7uefwWBAuuQS5ORkhA4dKpVFsrLw/+53nM7MVLc1tdxqDY3I1LWAaOwCwzdxIqaXXlL8c7duyuI69D3Uih/bJGFjoX17pcYleN1cmZkkjh8ftqto2rxZuc4nT1LarRtTd+1iRFERNx8+TExhIaavvgJAOHmS8nvvhQEDKN+5E/3Bg8hWa1haSij/OpQDHa3oMuaTT3BMnUrF8OFKamlenjJ3W61N0pWyudG+BRpRaYwzrnVRHnTERq8Xs9EY0RHXtag/kyh0RIH8er9aI4wo+ewRJ9rgv9I33uC7igqevOsuZgEvZGRw9ebNBGJjkY1Gyu+5h4SpU6m4/Xb1NEJZGXLPnhCUDdR2HTQ0aqGuBURDFxhVfHaF0Yhz0qR6KUWFnUNbgLdORLFS0aOsTLluVXx26ZIlJE6YQMzevcqu4pIlWP75TzyCwNrPPuNfp07xZ1kmfsMG5I4dObl2LWJBAZZnn8X69NMYjx4l1ufDl5am7DxnZRH/2muKNvUll+DKyCA2mMdfdU63zpyp9lsQjh8n7t//VtRR8vLUiHZbqbFp0Ci32WwC0AuloUC+3W73N4tVGq2DRtzt1bYoDzlioV8/PDt3Row+17WoP6McKi1Pt8mImM8OUSdaoawM36WX8vc//IGhHg8Xt2/PbVu2oHO78XfsiM7rJemBBwgYDJXXXJIQc3PRP/44ckoKnkGDtO6e9cRms/UALgPiUPSpd9nt9tMta5VGq6SWBXB9fHZdQY+z0V1Qo3HUdm3My5dXyt7l55M4YQKUl+PYsYO+Hg87TSYuGjIEuagI7zXXqK/V+Xyg0yENG4ZHFCEQwLx8Ocb//EdRCnn4Ycyvv07HwYPx9eyJd8CAsDkdna5yPPXogSgIOKdMUSPgbWns1LpDbrPZllb5fzfgB+BbYBuwy2azXdy85mm0KRqoOhKxCj24CHZOnhxRsqeqVFxbupNtMhors9XERLqWtV1fOS4O69//zqc6Hb9PS6NTZibe664jYLHg794d7+DByO3aIaWmhk3uzmnTkFNTFSmmefPOv+vdQGw224U2my0b+AlFn3oV8BHwq81mm22z2SJ1W9Q4j6lNuqw+PjsU9ADqteuoqY+0Hmq7NlX/Ztq8Gf+FF/Ke08lnHg8dBYHeooglNxe5XTvK//AHBIcDy+zZiMGUP8/8+ThnzIC4OGV+cDo5/fzzWObNg5gYEASc06Ypx68yp3sGDlTHk2fwYITi4jY739eVgjq6yv9fQOm+ZQXaAZ8BzzePWRptkbo0JutyxPWijgX4uU5r0QWPdC1rvb4BpWO2MRDg8qFD0ev1SN26EQiqiwgnT+K/8EKkPn3UlwhlZUi9euF77DFOz5mj/O08ga9HcwAAIABJREFUu96NYBmwG+iM0lVxGYpO9VXAjYBWmaYRRq03xvXw2XUFPZrE77dlWklQJBK1XZuwvxUWUtG5M+4TJ/hzTAzyqFG4//pXvAMHUvrGG8S+9x4x69aBTofr/vvRnT5N7G23YZk9G1wudX5IeOIJBKcTKirwXXopUq9eCG532JzueuSRyvG0eTOlS5aoyiYhje62Ql2zVdVox/VAT7vdLgPYbLangQPNZZhG26O+qiPG9euVdqht7G60NdAiSigRdiaipfJES+8RystxzpihFqnGrltH+a23Ev/aa8R+8AH+jh1xPvEEpq+/Vl+jOvh+/c7Piblx3AiMsNvtEoDNZpsEHLTb7fNsNtsDwDfA0y1poEbrora0u3r57DpS7853jfoWSZGpZ967KzMT89KllSpNAwcqC1hRxJWRQeKECQhOJ0JJCa5XXuFu4HK9ngsEAc+gQRjnzcOycCFy+/ZUjBiBc8oUzIsW4b3uOsyffYZx+3YEh4OKO+4AWUb/88/oDx+Gigoqbr+9XuIJZyJs0NLUGQ4K5vIJgAy4q/zJDZibyS6NNkh9VUcEiwWX09kyRrZxzraOJ0SfIBrSiCZktyszU5WEEnNzOblyJaYtW5QUkOefr5TnQ7shayRHgUuAPcHfLwYcAHa7/WebzabV9WqEUesCuCl89nle+9ISQZF6L+pFEQRBLSqs+tzqOdihbomX79qFzuNRujEPHKjIpooi5sWLlc67bjflo0dj6NoVT0UFYmEhzilTVEWSkio63KFCy9poy/K6dS2wzShR6lAk+1ogFGLqAxQ1k10abZBGRyq0KvN60xLRoMY6uI0bN7Jx40Zmz54dURLKsnAhUp8+alqIZcGC8Ouu3ZA1hnnAZpvNZkfx2zbgbwA2my0dKGhB2zRaI+f5Ari5aYmgSEN8drTnhj3eqxdSnz44J00icfx4/KmpapM4NeASjIbHvP8+xpwcAnfcQczHHxMwmzEvXox00UWIhYUgikqLdKIHZKrSEp9fU1HrKsZut9eWo+0DHm1aczTaNI101FqVeQNo7skwgpRiYxxcXl4eEydOxOVycdVVV2Gz2SrtDp7DsGMHltmzcU6fjrh/P2JublgrXe0mq+HY7fYsm822H7gTZYE92m63bwr++QAwqMWM02hdnElgQwuK1JuWCIo0xGdHe65LEGD3bujdW33cnJWFnJLC6TlzVFUPNWc/GA0vXboUU04O5vXrCZw4QcXVVyMWFqLft49AXBxJo0eDTheWjlIbbTnFSBcIFh+dQwSKi4tb2gYsFgvOVhJ1a022QE17LPPnI1utqrMWHA6cU6a0iC0tSWuwRc2R7teP8p071aIlc1YWgsOBmJeHlJ6uCP1HmVSPHDnCnXfeyeHDh/n973/PK6+8gk6nq3EOKTUVy5w5GHbvJmA04pw6FSnozKvKMUX8XFpogm/ua5SSkgLhtS/nA5rPjkBz21M9t7U2CbTqtjTktU1Na7pOrdaWhvjHCM91e73Y7r6bh91ubLfdhpiUpKT3LVyotEMPXvtQ2ofqqxcsUBvDJb/8MoEtW/BddhnExmLMyUFu1w7n00+f9XHTUn67zkZ2NpvtWpvN9rjNZhse4W/TmsY8jfMZMS8PKTUV5+TJSKmpiHl5LW3SeUtERYFg1Fy2WnE+9RTOKVOiKpi43W4yMjI4dvgwC7t0YVmXLsQvWRJW+a2eQxRxzpiBr18/JVWkd+/w89ZCa1FTaW3YbLZ/2Gy2G1raDo3Wz5nI52nSe60MScLw8suVSiVQf7Wtaspcfp2OiRMn8n1uLnN9PooeeURdBIu5uYiHDmF57jkSpkzBuG0bgsOhqqNUVR7B5UJfUIAhLw/j5s3I7dohBBuGwfkxbmoN+dhstnHAP4CvgCdsNtv3wCi73R76VJ5EkYDS0KgfIUdw8qR6tyylpyMWFGAMpgdI6ektbeW5T5QIR23KHfXJ61uwYAG5ubn8vV07bv/nPym/5poaaT/qlmQogp2Xp7TBzc9H6tWrXmkobbnwpZn5M/CgzWY7BrwNvGW32wtb2CaNVki90wgi+Gw5Lk6RYIuNhfJy5OTks2u8RhjmrCz8v/sdzs6dw/1tA3f6Aj4fW++5hxt27GBATAy3vPkm7du3B0kicfx45E6dEA4fRu7UCeO331K6aJG66xjqBBlK5xD27VPmlMRE/JddhnDsGMYffqhsv34eNA6ra091OnCb3W7fbrPZYoHFwJc2m+0Wu91+ivNvK1OjIUT4ckdyBLLVWmO7UaN5iaoMUotyR30m5Mcff5wjR44wtl07DNdcA9RcAIfOYZ05E196OiUrVyLu26dUqffpU688u7Zc+NLMlAOdgHuBPwIzbDbb18ByYI3dbne1oG0arYj65rZG8tmce6mlbYMoC2ahrAy5Z09wOpFSU7HOnIlQVoaYmxuWeldXfdOuzExm7djBT0YjH8+bxxXZ2bh69lTm6U6dkLp1IyY/H/Gnn9BJUs0gR5UaIePLL+Pt1UtN/zR+9x0Vt96K1K0bYmEhxnnzwlSjzkXqWmB3ttvt2wHsdns58IDNZnseyLHZbLcA2rdMIyqRFnFhjiD4pXROmtRmixjaKvWOAFd16HFxmDZurPU6WSwWFi1ahHnRIoRoEa6gNJMpOxtiY9XIh9Snj5q/VxdtufClmQnY7XY38Bbwls1m64qy0H4S+KfNZnvXbrdntKSBGq2ESAXTERZwkXw2oHTpC2JZsOBsWn7eEjEwkpmJmJuL/q9/Rb7wQoSjR/Glp+OcPJmE6dMx5eQg9e5d506fLMscOXCAfGDRwoX0HjkSIXhdhbIyhCNHEL1eTi9YQPxLL2H473+xzJ2L8+mnIwY5AhYLnD6tKoYYc3KQUlPD8rVrRNPPseLZuiw/arPZLrXb7ftDD9jt9idsNpsbJW3E0KzWabRpIi3i5Ph4xD17IBgNkePjNZmoFiBaBDjkwIV+/fDs3EnihAmVWqjB3QXn5Ml1O8I6IlzmrCx86emUjxgBgGXOHOQOHer/BrQxUy/sdvvPwN+Bv9tstutRFtsaGhGJtICL6LNB20FqASLNqeasLJxTp2Ldvh1x716MX33F8exs5TnBaDHU3UVTEARG3H8/66xW+o0cGfZ8OT4euVMn9IWFmN98E53bTcXIkcoiu6ryUwhJAr8fw65dxHz2Gf7OnZHbtcMzeHCttqjjL5g+mDR2LJ4hQ9rsQrsuiz8A7gdmVX3Qbrf/zWazVQDPNZdhGm2fSIs4V2YmSStXYjlxomkjj+fYnW9zE9bBKxAgYDQiOBwYvvtOvSZSWlqNopRQBKQuacVQ58YQaoQreJ1iNmygYtgwTBs3IrjdGHbvpmTFikoDq1xPQ3IyjBunXc/6ETVtz263bwW2nkVbNNoYkRZwzkmTIvpsbQfp7BNpThUcDkw5Oei8XqRu3dAXFCAWFCClpeEZPBjj3LmRF8ERKB8/nmGPPIJh0SICej3uUaNAknBlZNDhttvQlZWBz4dj1ixi165VFr9VAx1Bv23KzkZ35ZWcXLUKsaAgTI0q9uOPo9oiOByYNm1S0wd9V12lFrG3xYBKXTrYT9TytznAnCa3SKNtUI8FbcQ2rIDvsceaXDJH09JuIFU6eJk2bVLUWwoK8KWnY5k7F+bNUxy4xRIxUiWUlXE4MZFXn3mGadOmEVutGryuCDmgnrN8xAh1JyNE1euZUFSkXc96YrfbtU6NGo1Gjo9HzM/HtHkzYmEhQlA+MZLPPuPvoxYUaTDqnDpjBvqiIvydO6M/cgTH9Ol4770X6d13MW7dimnTJvXmp3TZMuVzrcfnbV6+HOnSS3E+/TQAsXa7qtBUumgRpuxsYtavJ/FPf8J9//01FsnqDmhZGcJ996l+u3p+NqDYs3hxmD1iXh7uMWMQysrwXn45catWIU2Z0maL2Os1mm02WxqQDlgAJ5Bnt9v3NadhGq2bei1oo7Rh5Ymo922NRlOVaDihzyx23To8w4djXLAA5/TpJI0di+6555CNRkqXLMG8fHmNSJXHZOK50aPpumcPh7Kz6VZainHLFmSrldIlS6LmSIfOKaWmVrbLhRqOWigrU56zeDGi14t+61ZtAm4gwbboccAxu92u1cuc79QzKJI4fjxySoqi9DBuXLP5bC0o0giCc6rvsstwPPMMsWvWIB44gHXuXOTduxF/+AEheCPknDSpZtBi0CBMOTmIhYUkZGRwdPFiYqopRREbq86lxMSoUnpS795IvXvjmjgRy4IFuCZODLdNkjBlZ6vFlfK99yr/rysdpMr1DymKGXbsgPJy5fc2nIJUl0xfV+Ad4ArgJ+A0YAUuttlsP6B0Cfu52a3UaHXUd0Fb6/OaMIKhqUo0nNBnJsfHY9qwQfm9oADPkCEITzyhtievPunJssz4H38kc88eSsxmrpMknI89hs7rRdy/nw7DhuEeOxZXRgbm5csRysrUYpyqEn3C8eMETKaotlnmzKF81ChEsxn59GltAq4HNptNDzwNPAR0CT7ss9lsO4GZdrv9ixYzTqNFqW9QpHqxcewnn1T+vQl9thYUaRyhRbBp82bKR43CkJeHnJiIIS+PsjFjFB8eIa1CKCvDlJOj9A/o0gVDnz4Y+/Qh/tprKXvzTYiJUVJOjh+v1LKuqEBu3x4AcfdudXEuFBfX6MIYVldzxx0kTZ2KBNHTQape/6DyCaAoSy1fjmXBAgzffVfZ1KwNUlejmTdRihnb2+32Pna7/Ua73X450DH4+PJmtk+jlVJVUL62BW1tz4vYLCS4baQK5ldpUFIbrsxMTJs2YVmwQM330qid0GcmOBzErVql5r9VL1apfj3mzZvHuk8+Ic9opOuHHyJ07Ig7MxNTTg6uRx9F7tgRz9ChJE6YUOP6hs6ZNHYs6HSUrFgRsVGMKzMTQ14esevWof/8c5zTp5/zTQmaiH8AtwHTUAoa/wP8DUVV5E2bzTa6BW3TaEHq2xzmbPns+s4hGuHI8fFQXq4WL/p69ULndqPftQuxoABXRgamTZuI2bAh7HrI8fGIhYVIaWm4Bw3io4oKVgIHhw6lw223KXUykoS4bx9JDzxA4kMPIbdrhyszU+niOG+e8vpu3XBOm1bDZwtlZTinT1fSUz7+GESRkpUraza6CY6X/8/eucc3VZ9//J3Tk6RpmmJLuQg4LioCBS/DeZkDFJWBDrzNr6igIB0w1E1+Q5AhqDBWVDbRqVRWFAfevlPn2HRYsQKKiILKvSICBUEEWqBp2qRNT35/nCRN2qRJS2+U8369fNnk3J6cluc8eb7P83nMGzboWupeL46sLCr69qVo2TIA0saORUtPj3z8KUQsqy8Fhkkpy0PflFK6hBCzgKJGs8ygRROvTFqk/QJFotE6ouu1bGioStSdOO5Z9d/H/ilTePaf/yQhIYFf3nornU0mNIeDpJdeApOJhL170RyO6A2S/msqJSXBLFnE7JWq4rnySr1eu39/1I0bjQdwfNwO9JRSFgIIIT4EPpFSniOE2IyeNHm9OQ00aB7iXeVrKp9tSG3Wj0AdduL776Nu24Z76FCct96K+pe/6F96lizB26MH7iFDwjLZgfKfH26+mTN++IFnFYUXb72VbuXlevMiYP3oIyrOP59jS5dWzaTwB7c1VjbefTfMrsAKqGviRNSdOzGnpkZc7Qj8vbgyM3HMmxeWbAlM93XMn98qnuexAuz9wK+AtyNsuw4wykNOV+INaGvZL2JHtLFs2LjUcYk3kNUOPATPbdeO6667jkGDBtFh5EisOTl4e/fG/vLLmNxu7C+8QNErr9TaIAnxPexrG3pjEBU3EJpC9AKJAFLKz4QQZzWLVQbNTtwBbVP5bCMpUj9UFdekSbjGjw/6cuuaNbj/8Q+sf/ubrtA0ZEjQtwd/H6rK2yNHkpKZSVfgvU6d8M2ejW34cLzdugV1s807dgA1f5exfHb1vy9UNeIXr9C/F+fDDwcVTgLKJ61pNSNWgH0f8JYQ4v+ATVTVYF+I3vR4S+OaZ9CaieTw7Tk5Ri11IxJXtsnrxfzUU6StXIl561a8XbpQPniwrrFaWMiil1/GZNLV4ALHOh96KBi8O559Vu9ej9IgCXE+7APZbocjWA9uEBMJLBdCPIMu2fd7/AkSIcSZwJFmtM2gOWmAgNbw2c1AtKRItd+nA7CsW0fCDz9gzc2FigrUgwfD6qUrn36aacD1993HnA0bUK+6ClNJCcf/+lcAtKQk1NJSoGbZTkyfXc2exGeeCf/i9c47YaUhzunTUXfvDvs7am2rGSZfjIEQQoi2wM3oAXUyUAJsA/4lpTza6BbWHd9Bv7RQc+JwOBpciq6+NIktdciM1mpPE0s3nW6/J8f8+WHLfNVfA9izs0k8cYITN91Em//7PxJ++AGT240vORmfqnJk9eq4ZZ8axObAfWkBsl6N/Tvq1KkT1KJlHQshhAWYjr7yaAL+B8yVUrqFEJ2As6WUHzeErQ2I4bMj0JLsMXx2ZJrCFnt2dlhSxJqXF/GLUrtx4yi+7TY8P/85HS6+GJPbTWW3bhxbsADrZ5/hmjgR+7x5bN2/n37duuFzOFCKi/VViKIiSEyEkhISP/oIrW1bNIeDY889h33Zsnr9btNeeoniyy4LSj5a1q3j2PPP4+3ZE0dWFuZt2/BZrXgzMqoaGRvp76a5/HbMT+Ov5ft7I9hk0IpoMMmlhlw2bAEBWUsjntKMUKkm5fhxtLQ0Ki6+GPdVV5Hy8MPYFy0CRcG6apU+ktefiaj1d94Avwv7okUohYVgs6EcOYJ90aKaUlGnOf5+mceoNhzMv+0g0PyRrEHrwvDZjUq8JTim4mI8Q4aQevfdeK66ioQff6Rk4kQcTz2Ft18/ACw7dtDrzjspGTIEa24uSa+8wrHFi4P3XN2zh2MLF+Lt0wd1505S7703bJJvXZ7rFZMm4RAiKPmIpgXHtjtnziRt5Mh6n/tUIZZM39OAlFKubYiLCSHaADlAX0BDl5LaiS4F2BXYCwgp5Qn//s8AwwAXMEZK+XVD2GHQ8MR0As0wma9V6axGe/DU8YFUYyluzJgaYv9acjKcOEHCN99wqLycji4XCXv3Ylm/nsoePbCuWUPx7NkoJSWUjRgRPkwgCg3xuwhcN3COlEceMQLsGAghUoAB6NmVtVLKY81skoFBVFqVz24gaiRFkpJq+GxUFV9KCtbcXJTiYjh8GKWoCHX3bhJ+/JHyyy8HCOpMW/x1z96MjLAvSI758/H26aPvW8sk37hQ1WB2WikpQTl0KBhwqjt3gsnU6vutYsn03Qv8TwixSwgxSwjR9SSv9zTwnpSyN7q2dj66nNRKKeV5QB768iZCiGHoy5nnAhOA7JO8tkEjEktyKVTeqXLIkBoSPw2OX/Tetnw59uxsXXf5FJZ5iyiPVcv7UfE7U+eUKfqS4ZIlEaX0fOnpHB8zhrIDBzh0/Djes84Ck4mK3r0B3SGGTnWMVXsZr0RYnYhR3nY6IoRYEfLz+cA3wHzgCSBfCHFRc9lmcAril1SzzJ1bJwm++tIofqI5qaeEYSjVJWiBiD7f/Y9/kPTKK5g3b0ZxuykdNQp19WoSfvghmEgxf/klypEjOB94AM/gwWgpKWHXqvEc9zeqB1/Xsb5e3bYNb48eOKdMoXTkSCzr1wc/h2fAgFYv0xgrhVgGdARuRddUnSmE+ARd//pNKaUr3gv5p4oNkFKOAZBSeoETQogbgEH+3V4GPkIPum8A/uHfd70Qoo0QooOU8sd4r2nQdMRqUgh1nFqvXiivvdao9oSJ3gOOefOCgvmnItFWCE5KdSVk8lbgdxaQ0lt25pn8Zt8+zCYTn954I+327wefD8/AgXjS01F37tRllrKyMG/fHrMxpSEGAXkGDMD2xhtgs0FZGZ6BA+t8jtOAn4f8/ATwtJRyHoAQ4kH/e9c2h2EGpx7B0df9++PZuLFxM8peL+qWLbSZPl2fIjlo0CkfdDVIRr56M+P8+ZF9fmIix15+Gce8eag7dnB06VL2FxfT69Zbg4mUoDTenXfiS0zEm5GBPTs7mAWv/hyvrVE9HqpnzN3XXVfV8+NffW1tjY2hxAqwfVLKUvTA92X/ZMe7gD8Czwoh3goEzHHQAzgqhHgJPXu9AXgACAbNUspDQoj2/v07o8sEBjjgf88IsFsiMerwQgMsJT8fbyM7zoDofbAsZevWoIj9qUi0APVkAtdoX0LWr1/PvffeC8Cs2bPpdM894YL3Acf4zjuou3ZRcdFFYe9HKldpiC5x14QJVedv165VOuQG5iLgxpDXzwBTm8kWg1OQppRNtefk4Jw2LTgt0DJvHscWL2606zUFjXH/Yvl87Ywz+Gf//ty9ciUZJhMvl5XRs5o0XtT65wjP8UgqU/GWJWopKTUaNIOcBjKNdSqC9Y9F/xPwJyHEz9GD7bpc66fAvVLKDUKIp9Az1dHWeSN10htrwqcooQFWQno6Jxo5OKoueh/Q5TxViRagnkzgGulLyKasLMYNH055eTmZY8Zwf3k5ij/7UF0eyv7cc3jPOQcUBeXIEVLHj8f58MORszUN4UyjncNojApFFUJche4/NcJ9poZfE9vAIB6CJQP9+zf6Mr5SUoK3T59gDbBj/vxT/t9xQ6zcVSeWz3+/Vy+2jB7No8AVQ4dy5rx5aNWkFE+m/rkuWfnWKr8XL7H+eqPKRUkpPwU+rcO1vgf2Syk3+F+/hR5g/xgo/RBCdAQOh+wfOhShCxE64IUQVwJXhtiFw+GovluTY7FYWoQd0IJsefBBAEwWC47y8hg7nySTJ5OycCGmFSvwpaRQMXkyjgjOukHvjdeL+fnnMTmd+BwOKiZNqtMDIqYt/vunAI543o9mj/999auvsPzlL5Q/+ijKrl2Qns45vXoxbNgwioqKeLp7d3zDhqH16oWan0/asmVU3H9/8PS2devwPP64XvKTn49VCLz9++sb+/fHsmIFSgPc21j3xfzMM1QOHx7VzoakKf4tCSEeDXm5Skq5qg6HHwZe9P/sRk9qrPO//hmwu462GI3ppzFNOeypMYLR5qZRAsxakhX5+flkTpyIU9OYMGECfWbN0u0YM4bUCRNQnE40hwPPFVfU715HKyush62nA7U+/aWUDfYk8QfQ+4UQPaWUO4Gr0fW0twFjgMf9//+3/5Dl6E2WbwghLgOOR6q/9j98VoW89UhL0Mg83bQ660KT2TNmTNXPZWWNbos9O5vi0OWwp56qk3Np6PsSzR57djbFgwZhLSsjccUKEvv3p/SOOzgxfjx4PDzxxBNYLBYqs7Jwdu4MTid07ozj6NEwPWq++w7txRd1mT6XC4vJRNnGjVVO22JpkAExse6Lo7Awsp2NQGP/7TocDqSUj9b3eCllt1o270cfpV4XAo3ptwohVMCOXiK4Ukr5hBBiGnpj+kOhjelCiEvRG9Mvq/OHMGg5NOGwp1aZ7WziAPPNN9/E6XRy/fXX8/DDDwfft7/4or7a6O9fAcIm9MZ7r2uUFWZlobVrF59xp+FKY1N/ut8BrwghzOiZlLFAAiCFEPegj16/FUBK+Z4Q4johxC70bMjYJrbVwKBOtLQx77U1RlpXr8ZzzTW4Jk2izfTpoChBZ2cymUhMTIycUfJ6SR03Dq1TJyrOOQelsJC0UaOo6NuX0pEj6+W0T5bWmPlqDKSU+2PvVYXRmG7QpJzm2c6GYMaMGXTv3p2bb74ZRakSiQuTON2+ndTx43HfeGOdA90aZYXbt1O0dGlcx56OEoz1DrD9E8PypZQ94j1GSrkJfZmyOtdE2f++eppnYNDktLRAr9bGyIICXP73vV27RpTDCssoJSWBz0faqFGYSks5tngx6rff4pg3D1N5OVp6erNlJFpl5queCCE2oY9LXyalLDjJ0xmN6QYGDU0jZnJNJhN33nlnrfvY3noLLS0N55QpdQ50T6a3qaUloJqCk/mtmoBuDWSHgcEpT5MFenE66KiNkWPG0G7oUNKHDeOIqlI8fTrtNm+ueZ2QjFJgXK9SVgZlZTjmzcP58MNonTpR3rVr82YijMxXKL3QExaPCSHWAC8Bb/nVoOpKozSmG30z8dGS7DFsiUx9bDmpnpFa+nxqteWaa2jzzjuQmEjCl1/iveEGfd8LLsD22GMklpfH1zcUZ29TJHvMbdvS5sCBYM9OQnp6k/0em6t3JtYkx8paNpswVD0MDKpookAv7qW2EF1TpaQkOETGvmQJx55/niOvvsonL7/MOXffTcVnn9GmlmsGsg9acjKe668n5bHHaDNtGpb169FSU8O0VA2aFY+U8iohRDd0ladZwHNCiLeBl6SUq+twrkZpTDf6ZuKjJdlj2BKZ+thyMj0j1ftq1L/8Bbd/mm3QltAEjM2mDwgrKdGHvpx3Hkm7d6O8+SbqmjV4u3WjrFcvnL/7Xfx9Q3H0NoXZE2D0aN2u117Dm5ysK4k10e+xuXpnYk1yLELXUe0Z4b++DWyjgYFBHMQ17cw/QSxt1KiwyV32RYuwrlpF+WuvId94g3s1jeKzzyYlLS3yxfznMW/YgGPOHFxjxmB7800wmVAOHeLYwoU4p06tmijWAJPLDE4eKeVeKeVs/yTc64By4B0hxJ46nONHYL8Qoqf/rUBj+nL0hnSo2Zh+F0BtjekGBqcztU49juY//e8n5ubqWtJeL2/n5/Nadjb794e3VoRO91WKilCKinBOnYpzxgwSc3M5Pm8eZTfcgC8piaS338Y5fbp+icaenFltivDpkIyJ9Qk3AulSyu+qbxBCWKlFxs/AwKBxiKfWOziBraSEshEjglnulFmzKDn7bH6zciUFpaX8o0sXBo0YgdsU+Z9y4DyBqY1pY8fiGTSIoqVLcSxYgDdkdLpt+fLTspGlhVHjFyml/AT4RAjxO8IHz8SD0Zhu0LppYnWL2koJo/lPe04OnkGDsKxbh3nTJky33MLfN21icEUF5z0oTEZ4AAAgAElEQVTyCI4+fTC3bQujR4clYLDZgp/RmpdHwqFDev+N/zO2v/xy1N27G6ZvqNp9ZPLkk7hLrYNYf0V/ACoibZBSeoQQ3RveJAMDg9qo0XyIPpQh9OEQWtIR0C5VCwpI+P57btM0Lty3j+vT0rjhJz/R5fmiEOqsnTNn4pg/PxgwRwr0T8dGlhbGx9E2SCndwOt1OZnRmG7Q2mnypEAtpYSxlJ+cDz1Eydtvc/y//+URTaPspz+l37RpOM87jzYHDmDPyQnzy5SVgc9H6rhx+JKS8Fmt+Mxm7Dk5eHv0oOLccxtM+an6fUxZuDC8nOQ0JJYO9rYY20+2S93A4PQkUtYkXiI0H1Z/OAScrCszk7SRIzGVl+Pt2hWvqvLsu+/yX5uNm4cNw9utW3i2xm+Xpbwcu8WCZrNFzZZHysTYq00Ma24lldMNKeV1zW2DgcGpREtKCoQlLXbsQN2yBcf8+ahbtqB17Mi+W29l8r/+xQWaxgXdu3PDgAG4zjtPP7ZXL5TXXsP5wAO6X37nHdRvv0XdvRuT243rnnsomTCB1AcewFRaSkXv3hxbtAgSG2a4a/X7aFqxokHOeyoTq8kxBXBLKcv9r69Gr+cD+E8dJ4wZGBj4iZQ1CUxkrAvRHg6hwS+qSuHrr4OqYn/+eXp06cLo/v2xJySgRbFL6d8fz+ef48jKwvqxnhT1DByIKzTbHSETY0jmtUz8ExZnSClbRneYgUELoUnkVeuh/KRu2YJz2jS8ffqgbtlC21GjSPvwQ37/ww/84+yzeejXvwaLJWi7kp+P1y+bFxgo5pw+nZTHHsNUWoo1Lw/XPfegpaTg69iR8ssvb9BSmOr30ZeS0mDnPlWJdXc/AkYD24UQk4BHqVpifEMIMUNKmdOI9hkYtEpOKmsS4qzVLVtQd+zA27t3+MOhWpY7WGe3fz/u665DmzgRJ3ppSeg5E3Nz9dcXXIB19Wq0zp05kZWld5jn5cV2yIZkXrPir4uOxGhgtxCiWEr5YpR9DAxOO5oiKRBXGUpoEJ6UhMntxvbee2hr1oCm4R46lOTu3emUm0uO1Ypr0iQq/Oe2LV9OQnq6rszhJ1BWUpGRQdmvf02bqVNpP3AgvoQE3DfdhHLkCPZFi3D5VUhq2FDHevTq97Fi8uRaVUZOB2LduXOllNv9P/8OuFpKuQVACLEQ+A9gBNgGBnWkRtYkKQnrM8/gKCyM6djCnPX27TiysjCVlwPgGTAg2HkeKtVkXbkS2/LlKAcP4hk9GgjpYPd6SR07FuXECZSiItT8fBKefZbKggK8XbsC4O3Rg5RZs06rMbenKDnAVqCw2vtJ6M2IHsAIsA0MAjRBUiCehEqoX3fMmQNerz6SvLKStLvvxtujB97u3TlTSpQFC4L+N2C7w+HQZe/8QbJ5wwZMLhfuIUNoM20ayrFjmEpKKHrzTT0rvnMnKbNm6QG2/xjrqlVUZGTgnD4ddffuutWjV7uP0fSxTydi3QGnEKKLlPJ7oA3wTci274AOjWaZgUErpvq3fXw+KocMwdm5c8xGmzBn3acPpvLyqjG4gXITwDN4MPuSk3Hs30/HjRvRbDZMbjep48dT2bkznkGDcI0frwfiJ05wYv588HpJmTkT8+ef4zv33GAw7sjKoqJv33pN/zJoUsaia1W/IaXMDrwphPgBuElKeTjqkQYGBo1CWEJl+/ZgbXWkxnQAbDYqLr0Ua14e1lWr8AHFjzwCCQk45s1DS0+Peq1Q5ad2AwZgW76csltuwdu1K2dMnVojMWLPzg4G1hU//Sllv/oVqePG4e3XD/OGDUYy5SSIdddeApYIIX4DPIU+sOAx/7YZwCeNaZyBQaul+rf9+fPRevUCpzNmyUj17DcmU8TsyLEzz+Sum27C5XLxdfv2qBddREXfvlT26EHCt98G7VBKSvD51Ui8ffpQ2bMnqs3GscWL9S8B772Heft2ipYurXENg5aFlPJlIcS/gSwhxOfAfVLKz5vbLgOD05katdUPPRQs66vemO7t2RNcLsybN1N+2WWYSkspvesurKtXo5SUYN66laJly6JeKzRQd990E+avvtLLCQsKqOjdG5uUemOj243PbA6Tc3XMnYvN40Hr1EnPnrvdjZtMaWKJxKYm1ieZBcwGNqPL9Z0BBGr8PgZubzzTDAxOH7TkZNT8fPBnsGtrtKme/fZccYW+pGizQVkZWmoq5vXryb/6aq47cIDtXbpgNptR8/ODme4206djXbMG16RJer1c797Y3ngDpbSUhJ078V53Xc067m+/xbp6NWpBAcrBg7rzXbKkyjmOGRP+2l8P2JodaEtESnkc+K0Q4hL0pMgmwNLMZhkYnNo0kPKTY/78GvMDoFoQvmsXB888kxXLlnFHly4kHD2K1rEjypEjJBw6hOOvf0VLSQnzsZGUn/B4qOjTJ7jyiKaBouifIT0dr8VSJecKeDMysHzyCT67HWteHs6HHsKxYEED3sRwWvvchFgyfRrwsBBiPtAPffRtGbBZSrm7CewzMDgtcGVmkrZsGY6jR2s67wiOPXQEurppE95zzgnubvn8c/7scFB64AB9LBb+2LUrlVdeifl//wP8tdd2Own+4TKuzEx9wuPHH4PPh+fqq1Huuy+sQcWVmUnquHFonTrh7doVz+jRpE6YgHPGjKBzrP46tFSltTrQloyU8nMhxKXAvUBbwN3MJhkYnLI0lPJTVNWSkCBcmzWLy5Yv58jRo3z1q1/x/MqVlA8YgHLoEMXTpqEWFOAZOJDUceMweTxUZGRQ/uc/4/nyyyrlJ58Pn6piqqwkbeTIKhWokASHPTs7KOfqmDcP89ataKmpYRn2equq+KdP1pZciVib3oqy2nFZ7c+IRB1gYGBgcJKoKhX334/TWVNFLaJjpypwbTN9Olq7dnpmAnBv3Ijn+HFSFYVLb7uNpD17qCgpQSkups0f/oDPn7H2DBgQvLZr0qSwbvIaDSqqirdfP5xTpgTfUvzlLOAfs1vtdSAz01I0Zk9H/EmSv/n/MzAwqCcNpfyk2WxYc3NJmTULCGlM9/vc48ePs/zf/yb96FHO+8UvePSOO6j87jtOZGXhmD8fz7BhWJ54Asfjj5Nw+DBamzaU/frXpCxciOZ2B5WfHHPmgMmE8+GHw1WgqtuyciW20lK09PRg6Yk9Jwfbu+9Gz9THEQSbn3+e4hjJlUhfNlpTVrveXwuEECqwSEoZTRbKwMCgPlRzXkpxce2Ba9euJL73nt6kCJgWL+YWQPnlLzl30yZ8SUk4p06l7Fe/wvH443j79dMnQPp8NRptaqOGM3Q4an/tz3wYg2daBobPNjCoPw2m/LRzJ465c2s0prsmTsTj8ZCZmcnnR48yt107xvXti/2JJ3RfPWcOWtu2WHNzUbdtw5eURNnw4Vg//JA2U6eiHj+OkpxMZfv2esAeGJNO+HOjui3WvLywxAkQPaCtg9qIKUrCJew6ESQSHQsWtJqkzMnk3ROAu6mqyTYwMGgAIjnj2gJXz6BBJC1bFnRS1n796FlUhNqrFxw+HHT63j59glnoaBMga6O6Mzz2wgvYlyyJ+jq0PtAYPNMiMHy2gUE9aTDlp1pW+z744APWrVtHhw4dGPyf/2D+z39w3nYb3h499NKPNWuwrF+PUlyMBihHjlA8Zw5pY8bgS0vDVFZG6ciR+ipnWRn4ywBDnxtxZeKjZKiDg8j8TZGBzxzpHL4oCZcwIkgkNsngnyYi1iTHvFo2JzSwLQYGLZMmrgmr7gC9GRlY8/JqDVxLb7sNpagI64YNmDdvhj59KHrgARxlZVi++AKoh5OtTqTJjTFeR3tPv3DrqbVrKRg+28CgkWhA5SfNbg9vTG/bFoBf/epXPPnkk5x//vl07twZpbi4yve3a0fFT3+Kc+pUPUEycCAps2ejLF2Kz2LBvXo1PPYYakEBie+/j+ZwYPJ4wuuvI9kSIYCNVqYReG6EPkeinaNi0iSsTz1V5+RKa5oGHOtpdimQBfwQYZsZ+EWDW2Rg0MJo6pqwGg4wJSVm4Gp/7jnMmzdT2bMnlJdjKisjbdQoKnr3RmvTJrwUJNI1Qh2k14s5zqXPk6E11dq1IAyfbWDQBMRUfopU6+wPGssvuQTl+PGI573jjjuCP6vbtlF65514hgzBmptL0iuvAFVBKICWlETp7bdjzs2lIiUFz+DBWNatC2s4D53CG2hqT5k1C0ymGjXgQHhg7y9TDH7m6k2R0YLg+g7waUXTgGM9Nb8G8qWUb1bfIISwAs83ilUGBi2Ik2puiZfQoLaaM66tyYTiYlyKgqJpVFx6KVpKClpqKonLl6MlJqJ16MCxGTNqBMgRswQh9XWmiy7C+Yc/1H2aVx1okvt6+mH4bAODJqBW5Sci1DqvXKkHqyUlmDdsCGsoTHz/fSyffYbJ49GDXn/G2ZuRgbp7NxZ/gsSbkaGf3B+EBtWkjh/H+sgjJLRpg2XdOry9e0f3raoKihKxBjy4y7ZtlI4ciVpQgHnTJsw7duD8v/8Lf24EmiKNVceoxLozC4CiKNsq0KeGGRi0apqiJsyek0Pl8OHBer5IjSfV9/cMHszM115j51tvsTwpiURNo/yKK3D95jcohw6hFBZGD4wjZAkCddlKSQnK7bdX1de9805MuaX60Jpq7VoQhs82MGgKalF+gpoJhJRZs4JBrWPOHBxZWboW9dlnozkcKEeOgKpS3r8/1g8/xPrxx/gsljDJPGtetQowvx+3Z2fjXrqUE/7nR7S+nWi2hQXgXi8mt5uUuXPRUlNxDxuGLyUl+DxoLdnlpiCWDvY/a9mmAS83uEUGBi2MBq0Jq1537B/Okpibi89qhdGjIzq86rXKSkkJL372GYsWLWKqovDjRRfRxeNB/e47UsePp/SOO1A6dqyTaYFlQfOGDZgqK9FMJtSdO1E3b8ZUVobJ58NnMoHXi+u++066hro11dq1FAyfbWDQMqht4q5z+nTsQrBr61aS77iDrh4P3gsv1Guxy8owVVRQfvnllF13HY5583Tlp1p8pFJSElYPHq1vJ8y27duxrllTNTjMXyZiz8kJTvx1jR2L7Y038HbvjlJS0uj3rLURq8kxTUoZLRtiYHB60IA1YdWXDVMnTMA5bRqWdetI+PJLUletwjltWljGwZ6Tg2fgwKAzTB07lqKiItp8/TV/AO649FLaXX45HnRtbNvy5XiuuaZmtiNGQByo93NlZpI+YwaJa9eipaSg7tlD8SOPBOsAU2bPxnXffSdfQ92Kau1aMkKIRKAPsEtKWdzc9hgYnA7UmLg7YEAw4C7fupVle/dy1OWi//vvczZgKi6m/LLL9Gm6hw5h3rgxWBZS22omRKgHj9K3E2pb2OCwu+7S/Xdmpi7B99OfYvnwQ9A0Evbto3jmTKxr1jTwHWr9xEo3HRZCrAKWAG9LKUsb3SIDg1ZM2NJcjx6Yd+4k5bHHoKICxetF+eYbHFlZlF9+ebAxUTl+HMfjjwedoe+LL3jz22/ZB9zYty99v/0W9znn4D3rLGyvv455+/YaddVKSQnqli04p03D26dPxIA4WO+3eTNa795UtG2rLz++/DKV3boBUNmtG6bKypqfxaihbhEIIfoAS4HewP+A/wM+AlIBVQhxs5Tyg2Y00cDg9KB6AsHviy3/+hf/fvddZv74I/+z2bg0NRXfiRPg85H4wQcohYV4u3WjaOlSrHl5wcbG2ohaDx5lxVQpKcHk8XBizpxgksX27rt69jojg7Ibb6Rs+HBSZs4EVcW6Zo2xwlgPlBjby9EnOD4KHBJCvCiEGNjoVhkYtFICy4Z4vaTddhtUVpKwZw+u8eOpvOACym68EXXPHjzXXIPzgQdQjhwh6ZVXSDh4kBNz5uDt1g1zQQEXer307dOHfsOH4x46FG+3bqjff4/63XcULVumO/YQ3VLnlClonToFsxDenj1rLPlp/g5055QpVF57LVpKCgAV556LPTsbx/z52LOzqTj33PDPAkYNdcvhWeB94GLgOyAPeExKmQpMQlcYMTAwaGpUlZIJE7ivsJBJ333HNJuN3kOHcuK99zj297+jdeiA1r49FRdcgHv4cBwLFqDu3l3V2Bjj3BW//W2widKekxMMrgM+3TN4MKkTJgRfV2Rk4Jg3Tz/c77+VkhKc06fr5SXvvguqGvY8MagbsQJsr5TyMSnlOcCvAA34jxBitxDiUSFEj8Y30cCg9eDKzMSal0faqFGYKio4vGYNJiD5+edJ2LyZsltuwVRZibdnT+w5OZTdcgs+ux3TiRO0v+IKkl59FXO3brS7/nqu/stfsOXm4u3eHdfEiZzIysLbr1+43FJolrlrV9SCAiByQBywzTF/PgkffBDMWBxbtAilsBDLp5+iFBZybNGiGvtb8/KMDEfL4CJghpRyOzADOAs9ow2wDDinuQwzMDjd2bhxI6+88gqJiYncecMNJPXtq5eN9OmD1qkT7iFD8Fx5pZ5g8QfFgURHLMzPPx8WTAcy19EG3DinT8e8dWuY/9aSk1F378Y1cSJlI0bgufJKI7A+CeK+c1LKNcAaIcR9wC3AXcAfAUsj2WZg0PrwLxsGluzUfftw3X03tnfegZQUbG++ScW556Lu3IlSUoLtrbfwdulC8ezZtHnoIczbt1PRpw+dL7wQJTcXpagIz0B9USlS0BzaaOMZNAjLvHk1NLGr2wbgcDgg0B2fmMixlyP0xsVTQ20Mk2lqXMBPgAKgG7qP74Cui90OMMr8DAyaiYsvvpjnnnsOi8VCx3379N6avDzsL72EcvAgrjlzgPpNvw0bTd6jh65zDTjmzAmONNdCpyvu3o3nyivDfHhcjeeGT4+bWHfFVP0NKaUbeAV4RQjRqVGsMjBo5WjJyXgGDcKal4e6bx+migoqL74YLTGRYw8+iH3JEl3No7SUQilxPPEESlERprIyvGefjWv8eN1hJiVhXbMG23vvRXSINcabL15cuzMM1AmWl2O3WE7aedpfeAGlqAhsNpQjR7AvWoRr0qR6n88gJkuAtUKIT9Cz1c8A/xRCvAHcCrzVjLYZGJz23HjjjQC4QgJVb9euenAdGAZT1+Zvrxdl0ybaTJ+Ot2tXlB9/pCIjA+f06TiyskgbPRrPoEEce+EF7EuWRA+g40iaGAPC4sfk8/mibhRCTJdSnmo1e76DBw82tw04HI6o+phNTUuyBVqWPc1mS4QsgCM1NdwWr5fUceMob98ey+HDlN5+O+ru3SiFhZi3b8czaFBVANxAWYWAFratf3/KNm7Ulw5PwnmmjRwZNtAgZdYsil5/vU7nOJ3+Xjp16gQREht1QQgh0LPXr6Nnrh8Fzge+AB6XUnpOysiGx/DZEWhJ9hi2hOB2kzphAorTiZKaypHnnoPExOazx/+cSDjrLCr370fr2BHL2rUcWbUq+AxwzJ8fU4kkXqqfK9q5m/33FEJz+e1YOtinWnBtYNByqC3ojae8QlX57z33sHX8eO7/yU8w792La/x4UFUc8+dXTfGKQyEkXuqtDBJvgG86qdjRIA6klLLaWzOaxRADg1ZI6oQJ+pTDPXuwL19Oh5/9jJKJE3FNmADoq3bWjz8GCE5kjJrsaIDEiD0nR1eYevppytavx/H445gqK3FkZVWVhjRgA3qtA8JCPo+5bVsYPfq0Lh+J+cmFEG2Am4G+QBLwPfC5IfVk0OI5GecV69ha5I+0pCSorCTpjTfQ0tJwDx2K5xe/IHXcuPCBATFs2bVrF7/57W85UVLChWecwRWDB4Oqou7YgbplC2mjRgWXAdv4dUq9ffqclGReUBmkf/86KYNEWzb0DByITUo9w+N24xkwoF52GdQNIUSqlPJYhPe7SCm/bw6bDAxaA4rTqQ9nKSzEs3gx5sxMlKIiXbkDUIqKKJ49G7fbzboJE+h78CCpf/pTxGfKSZdbeL1YV60CQH34YTSHA19SEq7Ro1GKikgbNUqvs27ABvTa6rRDP0+bAwdO+/KRWlVEhBBXAHuAh4DhwHhgAPB3IcTHQoj0xjfRwKB+VJcoCjjAhji2NvkjpbAQ66pVlA8YwIn581GKinA8+SRap05x21JYWMjo0aM5ceIEQ4cO5WevvBJU7HDMmxdcklNKS/XAvUuXmgohXm+YvB5eb8zP7crMxLpyJbYbbiDlkUdA0+I6rka3ul8C0DV+PFq67ia09HQ9m2PQaAghegohdgCFQogD/nKRULY3h10GBqc8fn+qHD6M7c03wWrFtHs3le3b6z0mJSW637PZ8Jx9NuMXLCB/3z4++ve/qaysrPlMWbQI66pV2JYvx56djbdHjzpPSwzoVhc/8giYTNhffBFTaSmu8eNxPvwwFRdf3PASe/7VV+eUKTXOHfoc0Hr1Ou2nP8aS6XsOuF9KeZ6UsidwD1AInA1sBP7WyPYZGNSbaEFfaOBpfuaZiAFk1GOjbQ90cHu9mLdtQ92/v2r8bGIiCYcP4+3aNfL5/PZY5s7Fnp2Nu6SEe+65h3379nH++efzt7/9DcViCTo1b79+WNeupSIjA9fYsWidOqEcPYpy8GCY5FK9vmCoKigKnscfp+i11/Bcc01cx0XVxK7FGRs0Ck8D/wTaAvcCfxVCPBSy3ajRMTCoBwF/emTlSkylpdhffBHLc8/hfPBBKCtDS07W/V5ZGTm//z3XvP8+Y0wm7klKIiU7G6W4OOyZYV2zRh/qMmIEnsGDcWRl1bmUI6hbvXo1JCbiS0zE+dBD+kpnM8wmCH0OKPn5p/1shFhPux7AqyGvXwH+IqWsFELMQpeCMjBokUSrFYtnGSvisdWmIqo7duDt3Vvf7pc/sublUXnmmVBRQentt5MycyamigpMZWVR5fTsOTm6oshnn6Hu3Ill5Eg2ff01XTp25L3Bg0l5/nk0qxXL55+juFwoRUWUX3IJJ/78ZxxZWSTs3UsCULR0aVjDY2JuLqBLNtWlbEQpKUHr1Qv8XxriOS4ueSeDpuBnwK+klJXAO0KIDcD7QgiHlNKoxTYwqCehSZUja9aQduedqKpKyp/+pNda+33etsxM7vjgA6yA+/rrKXngAWxvvom6a1fYMwWTCef06VU1y9u36z48GhFKTEJ1q9UDB/CqKtbVq7G9+27j+OEYpZOhz4GE9HROnObPgVgB9g7gJuBt/+tbgN3+n0upYzZECLEXOIE+sKZCSnmJECIVeAPoCuwFhJTyhH//Z4Bh6NquY6SUX9fleganN9GCvhrLWK+9FtexYfVy27fjmDcvWFMdkD9KzM3Ffc01eLt3J+VPf0IpLKT84ospfPVV7MuWhcvphQTClnXrqJw9mxNjx5I6fTqf9upFSnIy5htuwNmzJ2m33ELlWWdRfsUVmL/6Ctu//gWKgrdbN4pnzdIzGH5HF7AT9OA68DrebIKWnIyanw+dO8efBYmnadOgKdAAB3AcQEr5vRDiSvxBdnMaZmBwKhOWdNm9G89VV1Hx4IO6OoXfl5ccPMgHH35IMjB06FC6vPACXgCbDW9Ghj4h8Z13ULdtA02r2YhYywpfxHrt6gFtaENlI+hVx6wZjzZL4TQl1t2eDPxbCPEYejDdCbjBv60v8F4dr6cBV1ZrvnkIWCmlfEIIMQ2YDjwkhBgGnC2lPFcIcSmQDVxWx+sZnM5ECfpCHaWSn483UgAZ4diwspA+ffD26xcmTxTY3zN4MNa8PIpnzdId8eDB2JctC1P9sOfkgKbhueYaAMybNpHw0UeoP/853q5dOa+4GPOXX1LhD/BNmkbCoUO4Jk3CNXEi6UOHovzwA0p6OtbVq8MyFQE7A8F1IJMdVzbD64XKSqzTppHm9VZ1wRucKnyKnhR5KfCGlPKIEGIwkIveqG5g0DJpwUNMIiVdAt9YA4GnqWdPLu/end5LltC5WzfKdu6EykrM69aBxYJn0CA0ux3njBl4e/QI06iO5Z8jKjzVEtA2hl51vVWmTlNiyfR9KoToCfwcPcD+VEpZ5N/2NXBHHa9nombd9w3AIP/PLwMfoQfdNwD/8F9rvRCijRCig5Tyxzpe08AgjPouY8UqGwlVE0nMzcU9ZEjwAWFbvjzc4e3YQepvfoNSWopms2EqKUH95z+xlpaiHD5M4sqVevOMy4VaWIi6cyeVnTrptXu5uVR26FAjwI9kZyCTHdGx1tLVbk1KonLnTizr1xsB9qnFg8AZ1d+UUh4XQlyNHnwbGLRIWvQQk1pW6UIDz0vHjsVx5AhacjIpjzxCwv79uK+9FueMGai7d5Myaxaue+8FwDlzpi65GsdnrFUeL4ZNDRUM19WG052YXw392eZ3A6/9y4wmKWVxPa7nQ1+q9AEvSClzgGDQLKU8JIRo79+3M7A/5NgD/veMANvg5KjnMlatZSOBbMSYMXiuvBL3NdfowW1Is0mow7OuXo2WmgplZSQcPYqptBRfhw5640vfvrhHjICyMsxbtlBx2WV4u3XD/M03dDzvPHwWC6UjRqBu3hw+9jwwBSzOeuhIDzOlpATr6tVUDh/OibFjaeOvEWzyh5yhp1ovpJTf1rLNiT9pES9GWZ9BU3KqZkhrBJ4pKbgmTsQ1aVLYIBZvz57g8+GYMwesVszr14PZjD07O2a2vq59LjGD4XqsFhi9NnWj1rsphLgfyJVSfiOEOAt4DT2b7fOP4r1DSnmgDtf7uT+IbgfkCiG+QQ+6IxGpvrvGvv76wisDr6WUetDUzFgslhZhB7QsW6Bl2VNnWx58ENCXYRyApbwc5YILSLzjDnxduqCYTJiOHSNh61aSNm5E69cP3xlnUHH//STedRfWWbPQundHOXAAU3o6mqYhc3O5Q9Ow9O2LSVWpmDsX8/PPo+zZg2/gQJRbbkHZsQMtIYHKX/wCU0kJSR9+iHf4cHjsMdT8fNKWLaPi/vuj2lkDrxfbxx+TWF6Ob+1aKiZNwrJiBb62bVH27sV3/vm0+fJLLIcPY921C6vVSsWkSYfi9ewAACAASURBVE0W5JqfeYbK4cP1Gvnvvqv5+ZqJpvjbFUI8GvJylZRyVR2PH4Su+BQ2uwD4q5SysI7mGGV9Bk3GKZUh9XoxP/MMjsJCNJtNlzeNEHhqycmoO3ZgXb0ataCAhEOHqMjIwPzll1R27Yr3nHOCKk+uiROjB7517HOJFQzXa7XA6LWpE7Geln8EXvT//Cy6NN8I/+uZwPNU1WTHREp5yP//I0KId4BLgB8DpR9CiI7AYf/u3wNnhRzeBagxT9f/8FkV8tYjLWE85+k0JrSutCR76mxLNefnVlWUP/6R8vbtcd15JykPPUTC8uVQWUllly74NmzAe+GFqHfcwbEpU7CuXYu6cycJ69ZRevHFDN28mZt//JE309O5w+dDKy4m8cILcd9wA4kffIAvPR2vxQLt2pHgclE0dSoAbbdupVxVdds7d8Zx9GidPoc9O5uyXr0oGzoUANuMGbjT03GNHq2P3b33XpSCAopvvx117148V1yB9amnmsy5OgoLcXburK8unH021PHzNZpdjfy363A4kFI+Wt/jhRATgD8Db6L761vQa6+7ATuEEL+UUn5Vh1MaZX0GTUaDZ0jrkqWNd1//ftZVq/ioqAjnH//IlZ06Yc3LCy/ZC5yvuJjU3/6W8ksvxdu9O2gaWvv2VCQl4ZwyBcf8+WHZ+gYrk4kRDJ+qqwWnErF0sJMBj//ny4AHpZRF/jrsqcAv4r2QECJJCJHs/9kODAG2AMuBMf7dxgD/9v+8HLjLv/9lwHHDURs0GvEMZfF6SR03DrWgAC05Gc8gPcYwb9tGwp492N54g4TDh6k8+2xc99xDZdeumL/9FueUKWidOmFduxbXxImcyMqibNgwvv3oI0Z/9hk/s1gYMmQI2gUX4P7lLzG53dj+/W8qO3ZEOX4c+8svk/jf/5Kwdy9tpk3DMWcOPpMJysqAmrJ/8RDUT83Lw7Z8OeatW4MPlGOLF6P16KFPLNu7F1dmZkQt8MbE0FOtNzOAq6SUE6SU44FrgUuklHcC/4euk10XAmV9XwghAtFOWFkfEKusz8AgPhpYN78uswDi3Tew30duN3/Yto3N48Zx7Mwza/jH4PmmTqX88svxdu+Oa+JEvN27B58h1tzcoK8L+LhYMxgaiqizCwwajFh/vV8CvwZeB3ahLzl+6d/WGyirw7U6AP/y11+rwCtSyly/TqsUQtwD7ANuBZBSvieEuE4IsQu9nm9sHa5lYBBOjOxEzKyBP7hO+PFHyi+/HM/AgVg/+gjrmjUAVPTqhda2LcqRI1R26IArM5M2M2eCon+H9XbtirpnD/bsbNSCAgo++YQrDh1isqoiMjJwfPMN5c8+S+K111J2881gs0FZGep//kPRsmXYXnsNy2efYVm7Fi0tDc3hQGvbNrwGuw6E6acGnGvgfqgqFfffj+Z216gjbyoMPdV6Ywe2hrzehj7PAPS66YV1PJ9R1tdMtCR7TlVbLOXlKP376y/698eyYgVKlGPj3ddSXs4/vvqKbl98wf3AzT17klxUREJ6ephdoedL6NkT8549KDYblqIi1LVr8RUU4Pv8c7Tzz8f66adUTJ6MQ1Uxt21LmwMH9PK4/Pwa522I+wLA5MmkLFyIacUKfCkpwes3FKfq30x9iVTaF49M3//8tXVfACuFEP9Cd5o3oZeQxIWUcg9wYYT3i4BrohxzX7znNzCojVgBdK3LZSHBtcntxvz111jWrQsOfHFOn45j3jysa9agdexI5Vln4ViwAHXTJrydOgHgGTSIpNdfB6B8zx4+3r2bN4HChQspHzIEbdw4rA8+iKmoiPKLL0YtKEAtLISEBN0uu53yq68GCC4ruiZNqvf9iGcptlkbWgw91fryMfCkEGIu+grlTPT6awArdUuKGGV9zUhLsudUtcVuseDZuLGqpttiwRXl2Lj29XrR3n+f/l9/zafAVVddxRnFxWizZlG0eHG4TF7o+S67DMdHH5HYvz9aWholI0fiueoqrB99BIqCcvQo2lNP6T529Gg9GfTaa3iTk/XkQqgdkZJFQNrSpVBYWDd5wzFjqn4uq5NriMmp+jdT3/NHKu2LJdP3pRCiD/rS4mXAEaA/sBn4tZTyo0aw1cCgwYlVb1Zbc409JwctJFC2rl5NQkEBCYWFuIcMIW3UKH1Hn48j775L6r33ou7bh5aeTvkll+hZ5qQkKjt0IKGgALVfP9r97nd0+stfGLhvHy5/WUbasmWQn0/K7NloHTuiHDqEt2NHfRmvrAzl2LGGa/6Jp1nFaGg5FZkELAOOoidC1gJ3+rd1AebGeyIhRBKgSClLQsr6HqOqrO9xapb13Qu8YZT1GbQEXJmZ2BctImXWLDCZ8AwYoJf/RQg+40komJ97jht27eJR4NK+fTk/MZEjS5bgWLAA0HtbgoHvqFGkTpiA5WtdSEdr25byyy/nxJNPBqf+WtesoXj27Mia2NVtDKn9rsjICA6oCZSyVA4fjtM/HCwsgeT1Yl+0KLja6hkwANeECYYqUxMQj0xfIXpdn4HBKUvUANpfe60UF+OYOxdvRkZwW6D8Qiku1ks8NA1TebleZ921K6aKCtTduymePZuEvXuxL1qEfdkyji1eHMwwoKo4H3gAe04OFX37opSWUnbbbVz7xhtov/xlVX1doCyjtBSlqAgSE3UN7G+/JWXmTBK+/x6AhAMHQNNOfW3qFjxQ4lRGSnkQGOwPiE1SypKQbflAfh1OZ5T1GZzaqCooih7ExmoajCOhkFhRwQOLF1P4+OMMnj8f7f33g1MYq6+Spt57Lya3m+NPPUVlt26cce+9WL74Ivgcsr+kz4Ly9uypN53fdhssX16lKBIymExLTobKSjzXXotSUkLZiBHBzxFIFmm9eoHTWSOBZM/JQSkspHj2bABsb7zRsvTFWzHGE83gtCCYnfCPqfVmZGDPzsasqhSHOEVrXh5AmKN0zJ2Lc9o0LGvXYvvyS0xlZXgvuQT122+xfvYZCT/8gGfgQCouuSQ4pTGSvrRz+nRSx43D/tJLJOzdS/FDD5H6+99j+fRTNIcD76uvopSW4nz44aDdgSDfU93GUzwYbdEDJVoBUkpXA5zDKOszaLnE+SW9IdUytORkrmzfHu+//kVSVhYJ33yD1WLRpzouWFB1nR49MPunOAam+Wpt26IcP441Lw/7Sy+hHDyIZ8AA1J07g4kWLTk5aGPEwWRlZahbtsD116OUlIQli9T8fPBnsENXOJWSEn1Uu982bLYmbVg/nYmlIlIrQoj6DJsxMGh6/NkJLSUF54wZOKdOxTN4MOqqVTU6tqs7ZG9GBtY1azCVl6OlpOAeMQLz1q36NMVOndBSU7F++CGUlqJu2UJibq4eBHu9eHv0wLpqFeYNG3BkZXHshRfQkvRp1am//z3F06ZR+PbblN55J4l33x2xs7upusqbktb4mU4FhBBbmtsGA4OGIKbqh3910rxhgz7Yxes96fI6V2Ym1rw8HAsWoLVrR9lbbwXVTkJ9tyMrC2/nznjPOguf1YojK4vKjh0xud267+valWOLF+OaMAFrXh7mDRuwSYkrM7PWwWRlI0bgnDaNlJkzMW/ciDUvD1dmJq7MTBI++ADH/PnB9wJoycl6w/zOncFyQ0MxpGk42TTYdQ1ihYFBExF0Wl4v1rw8TLt345gzJ1jPFswGRJjKpZSUBHVOHfPnY/78c/B6sXz1Fcrhw5jz8ym99Va09u3x9uihZ1cOH+ajY8f44f77ufWrr0gbOxbPoEEULV1KWyHwDBsGgGfIEEx//zuuMWNInTABxelEczg49sIL2JcsOXWGL8TJKTVQonWR1dwGGBg0BLEy04EA3JWZiWPePNJGjcJz5ZU1a6vrUq5WrYwkVHUjtIbbvH07RcuWYc/Jwf7iiyQcPYrnZz/jyIoVevlfCK6JE4PHOhYsCJsSHPSRBQW4hw3DmpcXLD0sWro0zM6K+++P2MgXrEN/5BHw+fAMHGhMYGwiTirAllJ+0lCGGBg0BYHAzpqXh7dHDyrGjYMffqjhfCM1u4QGhZSVoRYUULR0KbY33kApKsL62WeU3XEH1pUrUXfvJjE3l32HDzN8zx6skydz8bp1dF+ypKq27vBh2kyezIknn8Sal4evTRvsS5bgnDFDd6rbt5M6YQLejIyq+vCUlFbhHI2Ru82DlPLV5rbBwKAhiPUlPTSZoqWnYyovDz9BaNNg795o6emoe/bQ7pprcF93HVpyMp+tW0f75GR6XHBB7D4RVQ36NXw+HE8+iXP6dDxDhuhZ5dpK4CLUf4f6SOXgQTyjR+Pt06emrGptBL48lJZGb540aDTqfaeFEAowSkr5jwa0x8CgUQk4rcTcXNxDhlAxeTLOsjJd9i7EwUVyhmFBYdu2+FRVr6fes4fiWbOwfPEFgN7IOGIE+fn5/HP9enoCkxcsoGNRUVgzjGvMGNJGjaL9gAFU9OyJ+9VXUbKyqpYF16xB69QJ59SpwS8FtTrpU6lx0FAoaVL88qpjpZTHm9sWA4OGINaX9OrJFPeQIWEjyQN+WCkuxrx+PaaKCrTUVCrOOw8tJYVda9eyKS+PGarKxttvp2scfSJhWfO5c2l35ZVUdulSq3pJVEJ9pN+32957r04JCaPXpXk5maevGXgJ/2hcA4NTghCn5Rk8GFtdhqhUDwp9PpSiIhIA+9//TunIkdikxLx1K98XF3P18uW4geVXX82AHTvQ9u+v0QxT9OabOObP17WtExPDszIFBXi7dgX8S6Bvv03q3XeHlY+ELjc2mDP1ejE/8wyOumqqGjQ7QojZUTZdDcwUQriklLOa0iYDg0Yhxpf06smUgB+zLV+ulwiuWoVSUkLiu+/is1jwORwkHDxIZceOfL9jB/9btYpK4JFHHiF94ECUzz+Peq0AoWUrWno6WloaFRdfjFJUhH3RovrPLoj0WaslVJg8Obo9/pLIxNzc4L0xfHrjU+sdFkLU5ojNDWyLgUGTEXC+lhUr9IECkTICMTLCrgkTdPm9n/4Udds2lDPPREtP58eXXmLY1Vfj8ni4/fbbueDJJ3Gaqobc1ba0WWNZ8K67AL0mPHHFCor/+Ed9yTE3l9QJEzj28svBYxuqW96ek1O7puqpkiU/PXkY+Axdji90sqKKPra8YadJGBi0VKolU0In0tpzcqjIyKBsxAgsq1ej/PADvsREtJQUvHv38uratZyhafTr14/z77mnyk/HCGpDfXviihWUX3opzilTUHfuJGXWrNgBduj5k5L0JI6/KTHW9OGUhQvDB8dQSxZ/0SJ9wI3hxxuVWHd0JvBfIFKL/0kpkBgYNCiNEPjFzAhHyaCYgeeee46cnBz+/Oc/YwoE1wEbQzW3q9dUR1oWfPddtORktNRUPEOGAHpTZHJ2dth1G6pxUCkpqVVT1VhybNFcBSxAn644W0pZCiCEGAr8Tkp5uLaDDQxaG5FKSRwLFuCcPh17Tg4JR49SeeaZuIcNQ9m7l/LPP8eqaaSedx6XDR9OwhNPBKVdU8eNwzltWrAWOmXhQhg1qurZY7NhXblST5AcO0bZLbdUGWIyRTfST6h/dcyZA4Bz5sy4pg+bVqyI+tmrZ/FTZs2KTxvc4KSIFYHsALKllO9X3yCESARubxSrDAzqSI3AL9o39GrTsMr//Gc8mzZFdDAnkxG+6KKLeO7pp8OzHZqG55prwvSs69L4Ylm3DmtubjCDrTkcYbs3VOOglpxcq6ZqQ2nKGjQ8UsrVQoifAX8AvhRCPCylfLO57TIwaBaiJF605GTU3bt1dagff8S8eTNKaSk4HPx41118cuAACxcupNRmw56dHWw8bzN9OtY1a/D26RMMaqs/e6x5eTinTEFLSsL21lt6GZ/brddhxyDUv2KzVX2MOKYP+1JSap4wShY/cM5o564TxqpmVGLdhXeA9lG2eYGXo2wzMGhSqgd+0b6hBxtb/NOwUhYuxDlmTE0H4/WibtlCm+nT8XbtimfQoPDpj3E4lDDHu307qePHo5SWBo+pq1M79sILpE6YQHJ2dlUNdigN1DjoyswkbdkyHEeP1gjUDXm9lo+U0gs8LoR4HXhaCPFbwBbjMAODVke0FbewZES7dniuvlr3ze3acUZmJktC/HnYs6VrV9SCAoBgUKscPow1Ly+Y2FCK9fEgrvHjq54T6elxJTyqK1UFiORrqydUKiZPDjtGNzjyqmlgwE1D+HFjVTM6tQbYtTXD+J24MQrXoEVQPfCDyN/QA84y4FBMxcURHYw9JwfntGlY16xB3bOHpNdeo7JjR6yrVuGzWHA+9JC+TLhjB6njxuHt169GsK2UlOh62NnZWFetwlReTtn110NCAo5589DS0+v2IRMTw2quGw3/2PaomqqGvN4pgZSyALhRCDEcGIw+vtzA4LQh6opbHZIRoc8Wz6BBWObNC07YrZg8GVUISu+8M7iymPTKK3W+RoDqSlVQNc23Pr62epLH8fjj+rMqKSlYynKyftxY1YyOkcc3aBVUD/yifUMPOMvA8IGE/PzgqFsg+I0/tNvanpODumMHxf5pYGljx5IyZw6eAQOwrFtHyXff8Y3dTs/77tO/vfuPMW/YQNptt1H8pz+hFhRQ0bs3jnnz8Pbrh3nrVoqWLWuu21V/DHm9Uw4p5X+A/zS3HQYGTU1DrLhVf7YcW7w4mERxqCrejAzU3bux+ANhb0ZG/Q2ug3+Np8kxbBpkQPbV33QZKGU5WYxVzejEUhEZKKVc4/9ZAR4Efo3enf4OkCWlrGx0Kw0MYlHdMQUaBKt9Qw9zlunp+qjbkGW1gNMCgtMY1YICfHY73p49sWdnU9mhA5XduqEcOYLp66/ZdPw4XxUUkOJw0L1duzAt1LY33UTqb34DgPvaa/H6O9fjHhTQFEQqeTE4JTF8toFBFVFX3Pw+b9dXX+FWVbo//XTc0xuro6Wk1KjBbgriaXKsVfa1gTLNxqpmdGI94f8LBCrn/4je1BjQWX0YSAAeaxzTDAxOgmhOsZZRt1BV1mHNzSVl9mwSjh7FZ7Hg/clPcMyZg1JSQvnFF6N+9x3q9u38ePw4kzWNq6+9lvO2b8d9/fXhWqhpaVR26cLxv/2NNlOnYvnggyrlkDh0TE+KkPq7QBd88Nq1yD3Zc3LgwQcb1haDpsLw2QYGAaI8B+w5OWxs357rV66ku9uNPOMM0ubOrdclmivAjKfJsTbZ1wbLNBurmlGJFWCH6sqMAm6RUm4DEEJsQnfmhrM2aDVoyck4srIAKJ41C/uiRVR26YJSVITl889R9+6l9NZb+f6ZZyjp35+VmsZvfvITxrRvj7JrF2ga5g0bcMyZg3P6dLSOHVEOHcLx17+iFBaitWsXvFY8S3wnQ+D81rw8Su+8E3X37qpJZoFx7SUlmDdsCD4UjBq6Ux7DZxsYxODE999z63PP4Xa7+emdd/KTM86IqEUcF80UYMbV5FiL7KuRaW58YmlZ+0J+Tgs4agApZT7QoVGsMjBobLxe7NnZWObOxZ6dDW439uxslOJiEt9/H8uXX/4/e+ce30SZ/f93JpOkaZpCWy4KahW5WtD1fqVUVMRVWXV1vEC1SheQXRX3hwKKuNJFUPAr63opWAS/wBed1XXFyyJigXpBV5QF5SKulbqAItJC07RNkya/PyZJkzZpkzZp0/Z5v168SCfJzMkk83nOnOc85yCXluI87zzcJ5yA6/TTOfLWW1Tn5uLu04cvb7iBAzU19ExN5ZaxYzGWlmpNAY4coXzFCtDpSJ8wAemnn7DNmIE7NZXq8eOpvfJKv5PbZIrPu/o8Vvj2L1VV4RgzJuhvn/Ntmz4dZ1YW1gULgBhHNgQdgdBsgaAZysvLWfWPf9C3vJzRo0fzZF4enkYlTzsFXufZNn265kS3lHIY7esFbaalM5ysKEqJ97FZUZRM78p0FEXpg1iVLuiMuFykTZyoRZd/+QW5Vy96jx1LxfPP4xo8GMNnnyHv36/VR92+Hclmo75fP+Rdu7QUiylT6DVqFP/vvvt4IyeH1B07cP7qVzjPO4+a667DsmIFttmztRbo06aFbdcbUR3TNuDbvzslRaubHfB3oHNvmzWL9AkTglarNzvciLqniYzQbIGgGe677z42V1Qwv29f7ho2DLmkpP2juS1pqNDYLkFL39jERn8HTj+eBayMrTkCQYxoRqAsRUW4+/XDlZmJ7pprcO3ciWHHDkwlJZhKSqgsKCD1scdIevttJJsNd0YGUnk51gULqHjpJQCGDRrE5uuvR7Jr/opt5kwtdxktcuyPBDfTrjeiKb424E8DqawkefVqXFlZmDZsAI8nKI1FLi3FkZPT6tXrou5pQiE0WyBohpkzZ3Ls2DEuW7oUx3HH4egAGyxLlyIdOQJmM9Lhw1iWLg1qoy40tmvQUh3ssEV3VVVdBzRdtioQJADNCZRUVeVvGFD/wAPI775LfZ8+yGVl/tqjnqQkdHo9ntRUan/zG3A4MOzcGeSkOy67zN/S1rpgAbaZM7HOn49h164mOW4hF8K0sOCyzYTIDbQUFmoVTiZPxjp/Pum5uThGjYoqgiPqniYuQrMFgubJysrizTffRBdB6/J4YSopCWqElvroo0EOttDYroGYcxAkPmHKyDU3hdacQLlTUnBkZ2N84gkMd95J/bFj2B54AOvChei//x7Dli1U/vnPpN9xB3UjRuBOTcU1YABJ773XpE62a8CAhhSLxYtx9+5N+cqVTafzOnqldSi7H3kE66JFUdsl6p4KBILOTEc61yHxeIL+7FCNFekpMUOcNUHCE7KMHDQ7hRZWoFwuqK8nde5ccLvR//ADnp49sS5cqLUel2XSc3Mxv/MOHqOR+pNOQnrnHUp79GBE//4h62Q7srPxmEztfl6iIaTdo0eHbf/eXMlAe14eaZMna+kzoVq2CwQCgSAsjpEjMb/6KpjNUFODIzs76PkmM555edoi/LY4vRE6ziI9JXYIB1uQ8ISMRrvdmIqL/QIkNarAEa42qWXJEqTycpznnINhyxZcY8ZwZNYsTUhWrMA+ZQqOUaM059NsxvPNN+zeu5cPq6qovPJKzvPa4nNSk9avx7hli9Y6fdiwhBUkKYTdQNBsQIslA70Cbdq0CWdWlj9/23feBAKBIJH46quv2L59OxMmTOhoU4KwT57c4Oz27t00Ra/RjKcvta8tTm+kjrNIT4kdwsEWJB6N7rTdZnOTaLRxyxaqx4/HMWYMpvXrSV69Ouz7A+/UTR9+6M996zFrFqadWhWzQCHxOee6qip2l5SwoaoKXc+e9Jk/H/cbb/ht8UWEpaoqXMOGNdlPIhEY0ffZHSiukXQF8wm0VFVFzbhxfoFOxM8rEAi6N/v37+f222/n559/JjU1lXHjxnW0SQ2E6jzcTIQ6Fk5vpPsQKYCxIyIHW1GUIuBeVVWrA7YdDyxXVXVsvIwTJChxztFqfKdtWr8e67x5QSkJUmUlcmkpxkWLcCcno6ut9ZeZw+3GcfnlLd6pu5OTwVsFJJSQfPjxx2w8fJiXrFbe+Mc/yOjbN2Rk3FJUlPCC1FK3sUhKBvoE2vf5gqqlCBIKodmC7syxY8fIzc3l559/5qKLLmLs2EY/+XiOYa3Yd0vR5Vg4vZHuwz9W/OMf/g7AlsJCkYvdCiI9W1Zgh6IouaqqblEU5Rbgr0BR/EwTJCrxztGSKiuD0j9MH35IZUFBw/FWrMCdmuq3wVpQgHP4cGzTpzdZkd34Tt2RnY1ZVSEpCdxuPGlpQfWffTWy91ZXs/GLL9ggSRT/5jf0OeWUoAiDbdo0v9h0VKvcqGhhkWUkJQPdZjPWggIwmUidNQsMhsT9vAKh2YJuSV1dHfn5+ezdu5fBgwdTVFSE0WgMek08x7DW7Lul6HIsxpiI9+EdKyyFhdgefljkYreBiBxsVVVvVhRlPPCmoijfAMcD16mq+nFcrRMkJPHO0ZJ37gxO/1i1qsnxfA1czGvXYti5k/JVq/zP4/GEvVO3T5rUEF3o25faBQuwBTiSlsJC3P36Yfvd79hxyy0sPvNMTu3dG3dzoinLQa3Hfa3IO9XdfiQlA3U67Z8k4TzzTNzp6dp7WpjeFLQ/QrMF3ZW5c+fyySef0KdPH1auXEmPHj2avCaeY1hr9t1idDkWVaii3IfIxW470YyCB4BaYACwC/guLhYJEp5452i5srIa0j9SUqjv37/p8QKcWgDr/PkNTVOys4Mi4L7ItN+xTk7GbTYjVVVheP55yM31O4S+GtmDXS5e2LyZ4+bOxdWo82EosekOK6+l6mpss2f7/7YuWgR0j8/eSRGaLeh23HnnnXz66ac89dRTnHDCCU20v0mjrb17kb/6Kngmsw0BgtaMjyGjyx1cLk/kYredSHOwFwETgCnAO8DjaNOPv1dV9W9xtE+QgMQ7JSIw/UPeu7dJxZDGlS/s+flYFywgfcIErSPhpElNhChwFba1oAAA2yOP0OPAgSCH0J2SgmPUKEzFxVjKypAOHsReUNA0zzo5OShqK1VWdvm7/XCCG9NIR5ia54LoEJot6DB813BlpT+H152SAh4PUk1N3J3FU089lfXr1yNJEhAcAPBpf/mqVf4xw2MyRVcFKkCjDBkZQQEaaOX42ExTsLgHLsI48p0i9THBifQXPgw4Q1XVQ96/H1AU5S3gZUCIdXcjzk1TmlzYjR1mb0pC0nvvYdyyRRPwXr1wnnVW2JSFQCcQs9m/K/fQoUhr1jQ5ti+SbS8oCCk2eDxB4medN6/L3+2HE9xYRjpC1jx/4IFYfYTuhNBsQfsR4KTJX32FbcYMTCUlVI8fj1xainT4MKAFNdpjlsvnXAOhtV+Wsc2e7Z+Fi6YKVKBGNQ7Q+PYdi8/WXikaYWcgO7o5Whcg0hzsq0NsK1EU5fTYmyTo9gRe2CGiIfLOndhmzsS4ZYuWDrJ5M/qDB9EfOtTg/F5xRZBgBDqB/sV7LhfG2bPxc4bNnAAAIABJREFUbNvGgfvvp9+TT6IzGBqc9KIirTuj15kMylFetChI/FxZWZg2bCB1zhxAaySAy9W1cpFDfS/eaVfThg0xiXSIvL/YIDRb0J4EOZ2zZmEqKUGqqsIxZgzGRYuCghpRXdfRzGiFicSG1H6CK0dFEyAI1KjGAZpIbYqE9krREJobPyIe/RVFuQK4Feitquq1iqKcA6QCxdEcUFEUCdgK7FdVdZyiKCcDrwBpwJdArqqqLkVRjMD/AmcDvwA3q6r6QzTHEnRSWoiGuPv1w7R5s+bUlpRg2LWLmuuuQ6qqQiovx/D119h//3ttVyEWRbozMgBInzABzjqLWWecwXvPPsuf9u3jkjfeAJq5q/faFpTDV1qK21vWzldju6vnIjcppVhcjG369DbvN9SgIrX8NkEIYqXZAkFLBDlpmZnIZWW4MjMxrV+vXcPeCDaELokaDr/ODBiAdf580nNzYcwYf1rGTz/9xLp167jjjjtICaPZQTNvXu0Pyrf2HifSAEGgRkl79uBq5rO0ZX1Ke6VoiFzr+BFpDvY9wH1oJZ5+691cAzwDXBTlMe9DW3DjK7T7BPCUqqp/UxTlBWAisMT7f7mqqoMURbkZeBK4JcpjCTob3jJ57n79cGVm4j7uuCbRkEAB9yQn4xo0iBpFwVRcjFRVBYSISDSq9OFOScF51lmsHjqUxXffjV6vZ2j//n4zGpcK9HWKDJv3nZ+PdfHijokEdMBimHhFPUINKtaY7Ll7EWPNFgiaJaiR1ahRGBcsQEpLI3n1ai2Fr7Fjm5eH5fnnMZWUANqMn33y5Ca65dMZS2EhNTffDGvXIo0Zg6WoiJ9zc7njjjv4+uuvqaur4/+F06QIUh2iCYQEapS+Vy+ONeP4Rq2THaDlItc6fkT6zU0DLlNVdZ+iKDO82/YAQ6I5mKIoJwC/BuYBf/RuHo0WZQEtP/BRNAf7N97HAK8Bz0ZzLEEnxOtc6w8dou7CC3FkZ2PcsgUZkH76iZ53342uuhrb9OkYt2xBSkvDsHs37pQUUh96iPpTT0X/3Xc4cnI057hRoXzq67XUEW80hDffxH7oEHrghalTGbR7Ny5v45qkd97BedppOM84A1dmJsmvvAIEC6Yvhy9wgWRHRAJajJLEQbTj9llF3l+siIlmg5h1FLRMYyetYtmyZjXGUliIdOQIlXPnAmB+9VUsS5eCJAXplE9nfIETd0oKDB0Kq1czZcoUvv76a04++WRuvPFG3KraPvoboFFWqxVstrAvjVYn41KRqSX9F5obNyKdfbUC//U+9nj/NwB1UR7vaeAB3z4URckAKlRVdXuf3w/4woj9fcdUVbUeOKooSnqUxxN0IixLliBVVODu2RP5m28wbdqE+/jjMX72Ge7jjkNXXY37+OOxLlpExbJl2B58kMMbNuBOT0dXV4f+hx9wnn46SBL2KVNwp6TgGjhQE+1Dh0j+v//DvHYtaRMn8s1551FYXk69282Ofv3IW7cO93HH+acz3ampOM84A7msjORXXsGVlQU0CCaAvGuXv7yTpbAQe14epuJirIsWYSoubrdIQOMoiW8w8p9Xr2jbpk/HMXq0v7RhW7Dn53fIZxVETKw0GxpmHX34Zh2HAEfRZhshYNYRWIw26yjoDnidNNu0aQBYFy/WghouV8iXS1VVYDZr61cGDwazGVNJSROd8umMYetWzKqKPT8f3e7dvPPRRxQXF5OWlsaqVatIT09PSE2K1qaWtLw1xEP/BZERaRirBJiJFnn2cS+wMdIDKYpyNXBIVdV/K4qS492s8/4LxBPwXCC6gOcC95sD+PaHqqraXWUHYzQa298OlwvD88+js9nwWK04p04FWY6PLaGOBSGP35hw9pi3bKH+4oupv+UW5Fdfxbx8OfVnnIH7uutwP/IIvrswed48rGlp/vdJ55xD3cMP+/9OmjcPyWwmec0a6kePxp2Rgc7pRKqvR7r1VvSVlZz84YfQsycl55zD/XY7noEDcf/P/yDv2YNpxgzo0QP52mtxDx2K4Y9/RNenj2bz/feT+sIL6NatQ9q+nbq5c2H4cOQ9e0h/5RWc3ooXEkSd2tDa78mQkUGPAwe0BTd79qDv1StoP8a6OqSzz9b+OPtsjOvWIbVwnIhsacNnjQajJJG+fHmLv6u44v29y9XVGJKT42qDoih/Cvhzk6qqm1qxmzZrttcWMevYmWnnlINIZ9MMW7eC04m8a5dmT00N6HRN0ym8jrsvQm5dvJjP9+7l9i++wGQysXz5ck455RRt34kYiY3SpnjMDIpFjB1HpFfaPcBbiqL8DrB6O4NVAtdGcayLgXGKovwaMKONyYuBHoqiSN4o9gnAQe/r9wMnAgcVRdEDqaqqVjTeqXfw2RSw6VFbM1M27YXVaqW97bAUFlIZuPDs6aexT5kSF1tCHQsIefzGhLPH4HJROW4cpn/+EyoqkEwmqs86S8vTe/DBhgWFRiP2gPdbjEYcX3zhT/3w7NyJrCi4evbk2PjxAPSYPh1nZiaut95Cv3cv1upqxn3wAXm//EL9nDk4jj9e28fgwWRUVlJ39tm433oL+dlnqT94kIpHHmmYCszL0z7HokXYMjO17f37Y/3llzad51Z/T7m52iC6Zg2ulBQtJzDU+fGJdqPzF1Nb4kD68uVUXnxxi7+reOL7vZvPPpuaL76Imw1WqxVVVf8Ug13FQrOhYdaxB0Q366goylFFUdJVVS1v20fpYrSj09veTaAibchlz8/HOm8eaZMnU9+/P47sbBwXX6zVqTaboaYGd1payA6xfSoqGPTdd0ybNo1zzzyzS3WRjUc+dLNOewc3s+nqRFqm70dFUc4FzgNOQhPRfwWIbCT7eAh4CEBRlFHA/1NVdYKiKK8CNwGvAncAb3rfstb792fe57vfyvcof/zteaca7lhtOb4jOxvz669DUhJuiwXXgAE4cnIASFq3jt45OVTfdptWFzvw3JjNWom8khKcw4bhGDkS89tvo6uuxrxmDVgs6H/6iZqrr8Y+ZQqO7GysTzxBvxdfJOmbb6h3u5EOHcK0YQOW5ctx9+iBu3dv7TOeeCKceGJQuT7fdxBSuNpbsCI4XocuYonB+dDZbB0egelsUaBYaHa8Zh27O5FGeY11dViMRm1B4IoVrbqG2vt321IENmgNy8MPY9i9G+c554AkQX190GuN//oXttmzm5ynk046iXXr1mEwGNqvGUt7EYcofHP6L7rwxpeIRzpVVT1ozu5nMbZhJvCKoigFwDZgmXf7MmCloijfAkfohhVEov3xt+ciu3DHasvx7ZMmNThjvXrhMhq1vLzLL8c+dSo9Zs3ShFiWmwirqbgY5znnaJ0YR48GvR7Dtm3+sn7OQYOQv/uOjBtuwG21UrFkCZYVK6ibO5djfftiXbAA0+bNeJKScI0YAZLkL+0X7jsIJVwxFawInNOIjtdYtEM04knkCJrHau3wMlL+3Puzz+40paxioNlxmXXs7ml9LaVsGZ55hvprr4XTT0fesYPev/89dXPn4h46VEtFW7UK5z33RHSsltLHIrY50nMTkELnSU3Fef/9WAO0JdAe4+zZcNZZ8Nhj/tS8mjffbHjt2LGYQ5wno9FIerq2HKs16W+xpENSQUPhcmF+7jmMR4+GTqMLk84Xz/OXMOeG9rElVGpf2FFVUZT/EkH0QVXVk6I1RFXVzcBm7+PvgfNDvMYBKNHuuysRbfShPSOVIY/lcpE2eTKSzeZ3YqOikSNoKSxELivD7nWsXJmZ2qIPlwvTpk1BDqLPDrmsDPuAAZjXrMGwcye6+nrs55/PIYOB1Ntu0wapvXsbIkJDh4LNhm32bNJvvrlhUeThw1iWLkWqrg7/HYSINsQyYhSJc9qa47Vn1CIW58M5dSqmp5/u0DJSvt+7cd06LcUmARZQNSbWmh2vWcdul9bX6Ea5VpabTdmyHjmCrX9/rHV12Pr3J6OigmN9+2JZuBCqqtBv3YptwoTIbopbSB+LlKjOjTeFDpcLy9NPB9/IB9jj+fe/KV+50p9il+5yURNwXuTk5KC/3bIMCxdCbS3ytm1a+b+dO6n517/8bc4jSX+LJYmSSmcpLMRx7bUc698/qjS61qQPRkqinBuIvy3hUvuau0InBDw+F004nwHKgEzgD2glmQRxIuKIdCMBt02bFv88qhDOpaWoCNvDDzc4bitWtMlxs+fl0XvsWHpddRX1ffpge+ABTB99hKWoCGdWFjXjxgFobcpLS3FlZWHcsoWM66+n7qyzqO/TB/mHH9C9/DKvHzjAp4cP89e//hW8jp47JQV5zx7wipL+wAEqCwr89qfOmYMjJyeq6GksZxEicU5bk6bSntPGMTkfibB4yWuDZLW26wAeJe2l2WLWMQqaNGXasCGoxn7jm7UmsyVWK9b587U60AA1NZHfFEdz7cQ4vS3cjbzPHkthoabb3ucd2dlB56ViyRKML75IaUEBIy6+GADH6NGYPv7Y33TMNmMG1gULcI0Y0a1rOAcGi6LRdFEDO76EvXq8UWYAFEV5DrhSVdUDAdv+CawDnoqrhd2YSH/8iZJH1SbHLYS4W1asoMLbjEAuK8O6cCEVy5ZhXbwY2wMP+KPl8rffcmTNGlzDh1Nz7bWk/e53JH3wAXXnnceXTz7Jj5dfzjiPhypJQq/Xa4NWcjI4HJivugqz04nHYMBjNmNeswZ3797I//0v+v37/fmPkQpQLAUrEue0NWkq7ZlKJAS8/YinZotZx9YTSheb63raeLakYskS0vPywHsN2WbNwrp4ccztjPU4IlVV4RowwJ+OZti6NchpD9KG5GTweIJrYEsSd+zYwbvFxUwZPJgnvWX9dOvWNTQdO+00XCNGxKSLbGemcbAoYk1PhOBFFybS29N+QOOCjFU0rB4XxIMIf/yJsgCrLY5bKHGXqqo0AT3tNECr2oEs405OJn38eOoHD8aVnAxOJ6aPPsI1fDiuYcOoP+EEpGPHKJszh4KrruI0p5OBPXowPSsL+amn/HaZSkqofe456jdtQr9vH4b//AfjZ5+BLFN33nnUXnFF9FH4GApWRM5pK9JU2tXpFQLeUQjNThCi1sUQsyWOnJwgfYzHTXHE40iEkW53cjLpN99M/eDBuJOTcQ4bFuy0+7ShUfdex6hRWIqKePDQId59911SU1NRFAX3xo3Ie/fisVr9Ldg7y3qIeGPPzyd91Sqsv/wSP00XFUeiJtKzsxZYqyjKn2lYyDLLu13QwcQsItnGC8jvuDXqoBjJfkKJe9jP5fGgq6vT2u96yznJ+/b5c7Y9ej3SgQOYzjmHqTU1rO/XjwGDB2Pz1uoGzVnXeTzU//rX8Nln1A8bhr68HI/JpO27Vy9/+/MOo5XOaYu/B+H0dgeEZicIsbihbY+b4kjHkYgj3Y112luZKdT+3P36cWz+fP+C9R0ffcTSjRsxGAy8+OKLDBkyBPupp2IpKkJXW0vypk24srISpqFMhyPLOO+5J655xokyU96ZiNR7mgL8CShEi4z8CKjAY/ExSxANsRLfNl9AXsfNUlgYnIsdwX5CiXuoKUTrokUYtm6lduxYre354MH0mDED46efalOMP/2EdOwY9UlJ6G02ztLpuMxo5OiyZU2O59Hp0L/7LvU1Nej37cOdmqotctTpsE+Z0mmjI01+D3l5XapWrCAihGbHm0gDEq3MgzZkZEBurrbPdrgpjnQciTTSLdntuNPTkY4cwZWZibxvH66TTw69v8xMv/5X/PnPvLlpEwALFy7kkksu0V4YENlPlMVzzdLFIr6JMlPemYi0DnYt2sKWmfE1R9AqYiS+sbqAWrOfkOIe8LkCy/JZCwqQfvkFU3ExlmXLtFbqPXti/Owz6s4/H/m773CeeSYpw4ezb9gwMpYtg6SkJsfD5SLl4YfxOJ14jEZqr7oKd2oqoEW42yVnONyA2hZCVGPp8MhDFxtsEh2h2fEnHhE9/z4HDCBj4UJ65+RQf8IJOEaOxD55cnyvmQjHkSbBkOTkpjfwQNK77+IcMgTjli0YPvkE/dGjHPqsacVId0qKf4GjZflyLE4nG0eMYPqYMdx0000x/5jtRbtEfOMxfoShPdfudBUi/iYURRkCnAEEnVVVVV+KtVGCjiFWF5DbbA7uyJWR0fKbWhB3qbKyYYV5RgamkhKcFgvSwYPUXnopSe+/Dzod0sGDSDYbhh07MJ16KieddBJ4QlQuk2Xsf/gD0qxZHRoNCRThHgcOxEWEEyHyEHawEY533BCaHV/icV359mkpLARJom7kSOx33on51VdDa0Ok108Mr7PGwRA8nibXNkDd+ecj/fQTzmHD0FVX4zzuuJBrWnz780Wy7QUF/M3lwmQytcq+RKE9dLc9xg8fYsF69ER0hSmK8hAwB9gOVAc85QGEWCcyLheGZ57BeuRIi8IaswtIp9P++R577YjoTjvUQIA3GjJsGM4zzsB18skYP/sM2/TppN9yCzW33gpmM0lvvIFhxw7qzjgD/b59JK1dCw4HjuzssMcwZGTArbe2ulNaWwkUYffQoUhr1sT8GB0eeQhTtxzaEOURjnmzCM2OPzG5rhr9jt1mM/LevUhVVeiqq3FlZmr6YDaHzV+O5PqJWTQ1xHVnXbw4dFffU05BliSOzZ9Pj1mztD4GlZUh09UCnWxLURHk5zeMHZ2U9tDd9hg//Ii1O1ET6Yg0DThPVdUd8TRGEHssRUXUX3stNm/5nmaFtbUXUCPRlaqqsM2e7X/aumhRy3fa3n2YNm3CmZWF7YEHsC5cSPqECXhMJurOOQfp8GHMb76JrqaG2rFjg0yo0uuRhg/HuHs37uOPR/7hB9wZGbjT0jBu2ULShg1BHRwDbUmbPDnqnPFYESjC0p49uOIgwh0deWhSt3zBAty9egGtj/K06DAIB1xodpyJxXUVrka2YetWJI8Hx803azWxvYsEGxNxPnSMoqmBKSzW+fNJz83FYzQi79qF67TTghxJR3Y2xieeoOfdd6OrrsZx++1YFywIqbVdcQFdXHQ3zA1ZPMcPQeuJdMSpAfbE0xBBfGhtAfpoaCyO1nnzmty5N7nTXr06KJKB243j8suRKivB4aD35ZdTe+WVOM86C6miAuOWLVQ+9BCOMWPoeffdyLt2adOoHg+WBx9k5XffcW11NelDhuDKzMSdnIxh926SX3uNyhkzcFx1Fab160mbPBnXiBFBtsjecwPtn0IRKML6Xr20TmuxJh6RhygcWKmqCtusWQ2zBl9/TfmqVUDrozwtOQxdccCOEqHZ8SYG11W4Gtn2/HzSX36Z1IICLQUjOzvYQfNef4atW7EWFGCbNQu5tDTs9RN0ne3ejfzVV8HrTGQ5/DUdMAvqq2VtKSrSGt+sXUvN1VeHbPZiKSrClZXlryhl2rwZV1ZW0OdNeuMNSqdO5Zwff9S2DRjQdRbQxUF3m2taFLfxQ9BqInWwHwH+6u21fijwCVVV3bE2ShA7Wl2APgoaDxK+8kmNm58E3mlLO3cGRTJSH30U+9SpyDt3Uj1+PMZt26g7/3ySV6+m7sILMWzbhlxaStKsWeiqq9E5HDhGj+ZYXh4fjxrFgPJyVmVkkHf55fQoKcGZlUX5qlX0uuYa5LIyHIBjzBhSCgubRI3dVmvHpVAEiLDVam1VG+OOIBoH1p2SglxaGlyZJVSziSiiPC055rGu6dsJEZrdCQj7O5ZlnNOmYZs4MeT7fNefPT8f64IFpE+YgCMnJ+z1E3idyV99hW3GDH/EuaUocuAsqLWgAOv8+dr6Gq/9rmHDQjZ7CZmqUlgY9Hl/WLuWSfv2MWP4cK4ZMMBvQyQdabsjzTUt6kzjR3ch0l/rCu//gVevDi2fTx9LgwSxJe4F6F0u5K++8ufYOUaNwp2aGnYhi3ntWvRpaVBb21B+r74ew44dZIwbhycpCeOnnyL9/DPGzz7DNWQIpvXrkb/9lpS//AXniBE4s7Iw7NqFc9AgZs+axcr9+1mYlMQtN99Mj3/9S3OoR44EoL5vXwzbt4PLRY8HHkD6+WdwuzFt2OC3xXHuuaQ++mhDpGjSpNieoy5INFPOzTrRrYzytOSYx7ymb+djhfd/odkJTGtvMAOvP9vs2VgXLWr+dxt4I+/tgAjB1264azpwFtQ2axbpEyag378fY0kJtVdcgfWxxzDs2RNRz4PAz/vlf/7D5n372KvXY7j/fpJXr8awezfGLVu0VL6ue222mg5fTyOIikgd7FPiaoUgfkRTgL4VEQNLURG2GTP87cyNCxZQ0ajmtM8OnzimL1+Oc/hwasaNw/zqqxg/+YRqRQG9XhP1+noOb9iAdeFCktesofaKK7BdeimGbdswfPstzhEj8JhM/OPxx1m5ciVnGAxMGD4ci9tN5dy5mNesIenttzF99BHOwYNJ2rSJPiNH4urfn8MbNiD/8AOm4mJtkeTy5TjGjMH+hz/4mxx09yhJJEQl9PFIUWlhn7Gu6dsJEZrdGYhXM6lo39s4UJKd7d+nOyUF+euvsfzzn8hlZeh/+omKF17A9PHHJL3zDh6TifJXXkEuLY240snmjz8m95lnmAYU3nsvV+/bR/X48cilpThGj/YvOu+i12ar6ej1NILoiLQOdlm8DRF0PBFHDAKrcHhz8hq3M8flwrJ0KaaSEoCgOq46byTEUlSEcds29EePYnv4Ye19RiOGbduwPvss7t69cQ0cyLH/+R+sixZx9KWXyLjhBmyPPIJlwQI8b73Fn4Arrr0Wy4kngiThGjwYd0YG+vJyOHIEnE6qb7oJqbbWP5UWKNa6Dsy/jjuxnmIN3F9ysn8WICGFvrU1fbtIREhodtemLY5WqPdaioqwzZyJafNmLVDyxBP+QIk9P5/ekydDnz64MjO1GcCPP9aavvgqm8hyg376dKKyEnnnTnS1tTiHD/fnidsff5xJq1dTX19P3d13c1NKCknr11M7Zoxfo5rt5NudaUnXRFpNQhH2zCuKslRV1UnexyvRphaboKrq7XGyTdDORBoxCHTErQUFWOfNw923L3JZGdLBgw0X+ZEjVM6dCxBUx9VjtfpzcqXDhzHodMilpdrOHQ4co0b5RcS4ZQumf/4T+auvSJswAam8HHnXLujZk2s2bqSkuJisffswbNoETify7t0krV+P46KLcA0ZgmP0aFIffRTHqFEhxdrTkfnXcSbWU6xNFth4ZwE6M10pIiQ0uxvRllmhEO+Vqqq0XOphw4CAQIn39e4zzuDYpEmkTZ6MYe9ejBs3Yp8wAcOWLeicTizeZjHulBS/TpiKi6kePx7L8uXU3HgjaRMn4hoxguQdOzgjK4uMvn158KGHsEsSAI7Ro0GWQ3fyDehIa6yrw2I0CucxBCKtJrFo7tf5fcDj/8TbEEHHE2nEICj/b9YseufkUDdypDa1ePvt/jtozGb/6wLruDqnTsX09NOY//EP5G+/Bb2etLvuor5/f825DnByKpYsoffYsXjMZnQ1NdSdey5Wb3TFKMv8Zt8+bbFPXh7pt91Gxo03oqutpe6ss7Dn5WFduBB53z4cl1wSMuLqt6ULOFiNifUUa5ecsu1atV2FZguip5n0EN/z0vbt9MnOxnHxxZS/+CI9HnyQvhdeSPVNN+Hu1Sso6u2ri21euxbHmDFYXnoJ82uv4e7XT0sLrKnhzfR0jk2ciOR1rlvq5AsNHWmls8/G8cUXwnkMQZfU6E5MWAdbVdX5AY8fax9zBB1JpNG8IEe8tJT6E07g2Hz/zwXzO+9opfkOH9ZquEJwHVevcFoKC7HNnh0UEW0imElJ1F5zTVCk1Prkk01SVCxFRVQuWKAJircUXHpeHvXHH489NxfH5ZcHR1xdLn80pNZoxDZtWpeLhsR6ilVM2SY2QrMFrSFkesiSJf4yqvL27bgHD8awcSOmkhKMX37J4ffeo092NraHHsJSVKSl5X2v3d+5U1KQd+1C3r6dXldcga66GsP27Xh69EA6eJCKJUuwPvssSUlJDUZEcKMrnMeWERqdWHQtj0LQNiKM5jV2xB0jRza5qO35+ViWLg2uzpGfr9VUffpp0jdsQC4rA7e7xdqn7pQUdF9/jWnTJkwHDmirzJ9/Htdpp2kpKgsWgFes3Skp2KdNI33CBHR1dbiGDAnK6/Phm0rrytGQWKc/dKV0CoFAoBEqPSSwGVfGuHFIX39N3a9+hbtnT4w7dpBxww14zGas8+dr9bABams1Hc3PJ+2uuzB88w0enQ6dx4PHYqHmqquoufVWrAsXhmya0xI+55GzzxbOYxiERicWwsEWRE9jR9ybc91kem/qVOxTpwa9Li0vD+MXX4DHg0en09qZA47LL8ednBy2je7hSy6h1OHgsmHD8CQl+dNEfGWjAKip8S+kceTkaPttlNfno1tEQ2Kd/tC10ikEgq5BGxe2hYp6BuqjJzkZnc2GY+xYkt59F8luh19+wT5hAqYtW+Af/2hoJrNpE/b8fHR1dTguu4xj8+dTmZtLpsOBYc8eWLsWw65dlK9cGfXH9DmPxnXrcPtysAXBCI1OKISDLQhNbS1pkycj2Wz+FuMETum1AktREYa9e3GfdBLHpk0j5S9/wbB3L/Jzz4HbjXHLFqTKSjwWC85hw7AsXYp96lSWr1yJ67//pUavp8eNN3L2zz9j2L7dH4X2NViwFBVhXby4STexUHfzIhoiEAi6Ak0Wti1dCpIUscMdrqqIz+l2DhuGYf16zO++i+Oii6i78ELcffogVVXhGDUK6fBhrQoUgMOBpagIAHdyMpuef54DxcX8JjmZPn/8I3WXXRbUaCoqvM6jZLViFw1VBJ0A4WALQpI2eTLV48fjGDPG32K84uWXQ7622ZXLAY669PPPIEmQnIxx61bqTzkF/S+/UH/88Rg//xzJZuPYU08BYFZVTCUlrB0yhDlz5nA/cPsFF9DrhhtweJsRJK1fDxByQYyPcHfzIhoiEAieAIfJAAAgAElEQVS6AkGzcQMGkPZ//9ew6HzUqJbT30LMSFJfT+qcOQA4LrkEZ14e+pdfxvj559SOHYtj1ChMmzdrjcwmTACvc26bNQvr4sU4srM5tGMHvZcs4WSgp9mM3mbT1tl0dq0NLFObkQG5uV1u/Y4gNkT0q1AUpQi4V1XV6oBtxwPLVVUdGy/jBO1EiClGyWbDMWYM0NBiPBzNpVsEOuo97r+fpPXr8WRkkPzaa1BbC5KEOy1Ni1wnJ4PLhamkRGsSU17OH6ZMwe12w333MWjnTtzele6+5jZtLVUloiExRtRhTQiEZncfAlM8rPPn405P59j8+f6F4/5a1ZHgcpE2cSLufv1w5OTgyM7GVFKC8957cTidmD780N/bwD5pEsiy9rqAAIs7JYXtOTmsf+opDB4PQ889l8y//Q2XwRCnM9C+BAaUepSV+csPCr0TNEaK8HVWYIeiKBcCKIpyC7AD2BYvwwTth08wbNOna120iopwW62YvBFi0/r1uK3WsO/3p1u4XFgLCjB88QWWwkKoqsK4dSsphYWk3XEHxwoK8KSkoLPZ0B09iic5marf/57qW29FqqjAOWwYqXPmYNi+HXdKChutVvKrq7nuuuu4/4EHqFi2DFdmJlJVFaZNm6C+XluQU1ioRV0EHU6o35KgQxCa3U2w5+djKi7GumgRhp07qR07tiGnuqwsqvQ3S1ER7n79ODZ/vlbLuqREi9Q+/zyOyy+nfOVKnFlZmEpKtGvb5Qo6vqm4mH2/+Q0T8vKYV1vLliuv5KLXX0fXRZxrCA4o6YuLcffrF7neeatXiXGrexBpJ8ebFUUZD7ypKMo3wPHAdaqqfhxX6wTtQqgIdMWSJaRNnkxKYWFDDjaEjFD60i1S58zBOXw45StXIpeW0vuaa3CddBJV3ihzhqLgHDoU19//Do88gjs1VSsDVVZG7dixuFNTkQ8cwGUw4Bg9mtPvugvrXXdx4hNPkLJkif+YtmnTREH9eOH9flvbzKFbLB7tBAjN7kYEpHhYCgu1qHNxMZbly5EOHsReUBDxrqSqKlyZmX4H3bJ8Oa7MTH/HW0thITU33ohh505kb/S2YtmyIO01V1Ux5NRTmVZfT96gQehffLFLRXYDZwyk77/HkZkJRKZ3YtzqXkTziz8A1AIDgF3Ad3GxSNDuhKydmZQUMuc6nED42ubapk/X0jyKi9H/9BPVf/gDyatW+R3pQ3//O1aXC3nnTtzHHYd08CDS0aNIFRVU33qrv2a1a/Bgkvbu5VfZ2bBqVZNjCkcuPrS1fKGow5pQCM3uZviCHT5H2V5QEHVFEceoUU0cdNOKFVgLCjBu24bp/fdxnn46tkcfpcesWU00IiUlBfWiizhy773ot20LcsQTysluZTpb4KJQ3YEDOG69FSAivRPjVvci0hzsRcAEYArwDvA42vTj71VV/Vsc7RO0AyFrZ/rEp7LSX4LJnZqKVFkZViB8zpWpuBjXgAHUH3ccHouFuosuwjVgAMmrVmFZsQLzRx9RM2gQ8nffof/pJ9w9elDx4otat6+0NKzz5jVUL3nuOdLz8xtEMC+P1E2bALAWFPjL8glHLja0dQAQdVgTA6HZ3ZQ2lmkL66DX12PYvh39jz+Cw4Hj0kuRd+9GOniQpG++gfp60OmQqqu1Mn92O723bdO67A4eHNIRBzp0zUaro8mB59hs1joBe5urtaR3rQ5AiLUtnZJIv6FhwBmqqh7y/v2AoihvAS8DQqw7OyFE2deW1lRcTPX48Vpt6dGjsc6bF1YgfM1lLCtX4jr5ZKpvuAHTxo0Y9uzBOXQouN1acxmPhxpFIfWxx3BceSUALm99a9NHH1E5d65//2m//z3OYcOgpgb5yBF6jx5N7RVX4O7Th6T33qN3Tg7Vt9wCOh3WRYtCi48Qp4hpc/lCUYc1URCa3Z2IhcY1sw+5pITyxx/HNWAA6bfcgmXFCoyff071Lbcgl5UhHT4MOh222bOR9+7FOm8e7n79sHt13Ld2pjEdmTIRk2hylHrX2gCESC3pnES0yFFV1asDhNq3rQQ4PS5WCTocn/hIVVU4xozx/+3Kygpa0BIkELIMkkTNr39N5WOP4Rg7FtegQdjvuou6iy7CfeKJHJs/n/rTT8f8+uvacQ4cgJoatq9cyd6iInSlpZiKi8Hl0o5vs+Hu1QtAqzZSXk7Shg1I5eUc+fvfqRs5EuPnn+O49FLcyckkvfsuvXNysDz3nH8BiVh4Fzm+BUvGefO6RkmtborQ7O5F1BoXYrFds/vQ6bT/ZZnKggI8SUlINhtyWRklZ56JU5b9fRJ844S0fz8Z48aROmcO0qFDuJOTm5jR2MmNquJJG/EHE4gsvSMmeB1y2/TpmoMc4U1QR54nQeuJ+BZXURQjMAToBegCniqOtVGCjscnPu6UFK2KiO/v1NRm75ylqips3ulAqarK37XLungxrhNPxFpQAFYr5tdfx3XKKUi//ILjP/9h4JIlHPB4+CEjg37ffINl6VKtu6PVirx/P8fmz8daUIAzKwupupqam2/GumABrsxMkr75RlvtfuQIxxYt0nIHy8v9d/lhIxUuF4ZnnsF65EjiR7bbKwovyhd2GYRmdx+ijcZalixBKi8Hsxnpxx/pfdll6GpqMG7ZQsWSJU324crJwfzqq2A2Q00N1bfdBpLEtuOOQ7ntNpakpnLNuHEA/nGi7oIL/MegpiakHR25ZqMzpbOJtS2dk0hzsC9Bm1Y0AalAJVoZqP+iLaARdDH8uXiVlSSvXu2PXIcUoQDnT/7qK+Rvv8U+ZUqDEMiylpf300+g16P75Rc8ej3odFSccQYXqSpLPR7eyM7m4Zdfxv3kk1hWrgRJ0qqZ/O53ZIwbh/7wYWrGjCFp0yYsy5ej//57KufMwbhli1aOKiNDM8c7Hem7yw8nTpaiIuqvvRZb//4JP+0mpggF0SA0uwsRwc11tA6Y6cMP/al46b/9LR6Tiepbb8VjMpE2aRKuQYMw7NqFpbAQe34+znvuwf3005oNvXtjz89n3759FF91FTNra5GHDkXft29Qmp518WJsjzziP6Z10aImdnSok9uJ0tk6082AoIFIQ2BPA0+qqvq0oigVqqqmK4oyB6hu6Y2CBCPSSGgU4hPk/H31FWlTpqCrq8Oj11N9883+Wqnpubk4zz4b3b59VCxdSkpBAR+tXMlff/mFHikpPD5wIObbb0dnt+ORJL9tvkiIYedOpMpKqm+6CenoUfSAqaTEX1JQ3rkTamqoufFGbcFk795AeHGSqqpwDx0K3hJUibyiW6w+F0SJ0OwuQiQ31xE5YAHar9+/X1uYCEh2O7rqav+CdtPnn+MaPJjy5cuxPvEEvXNy0GVmYr/4YmzTpoEsU1FRQe6dd1JaXU1OTg55K1Zgb1TrOiKnvxM5uR2KOE+dkkgd7MHAXxptWwB8DzS9LRUkLPGIhAY6f6aPP8bdowfHvNEKs6r6j+EYNQpHdjbmL78k7a67cJWX86vaWlJ0OnrLMu7PPwejEV1NDVJFBekTJuDIydHysHv3xnnWWcg7d5K0bx+1V15J+apV/puDimXLsCxdiunDDzE89hiO7OyGQSaMOLlTUpD37AFvBDuRp93EFKEgSoRmdxFC3lyH6kfQgo4Haj92O6mPPILzggvQ//e/OM47D9uDD5K8fDnGL7/ENnu2lpstSdSNHAl/+APS8uVYioo4kpfHxIkTKS0tZdiwYRQWFmII0UgmplFX0Z48NOK8JDSRfhPH0KYZjwI/KopyGnAEiHiUVxTFBJQARu9xX1NV9TFFUU4GXgHSgC+BXFVVXd78wf8FzgZ+AW5WVfWHSI8nCE2rIqEtRL2DnL+yMjwWi/8YJCX5UzXs+fmkTZyIVFqK2+Wi/pprqN22jV4pKegOHUI+cIDaa65BOngQ18CBSEeP4hg9mrRJk6icMUPbd3IyUllZ08i7LGOfOhX71KkRnwt7fj7pq1Zh/eWXhJ92E1OEgihps2YLEoNQN9dhAyXNaHWg9tsefpj0CRMAcA4fjq6+nowbbsBtteIcNgx5714tza66Wku5GzpU0/LKSnq8+CL3lZez12rl6pdewhquy28Mo65B7ckPHBApcl7EeUlsIm2V/nfg197Hy4CNwBdEUe5JVVUHcKmqqmcCvwKuUhTlfOAJ4ClVVYegDQYTvW+ZCJSrqjoIWAw8GemxBOFpzcrpllaoB7bKlQ4exDl0KPLevdpxamsbjiHLuEaMwHnLLXgsFox79zK4f39Mp5+Ox2zGYzRiv/NO3P36Ud+/P+h0uAYPxp2WRvIrryCXleE84wzqzj8/NpVAZBnnPfdEvaK7Q2jl6nNBt6XNmi1IDBq3Ird7+wKEqirRnFYHaX9pKY6cHO11l16KbfZsjvz979gefhhHTg6m4mIMW7ei37sXx6hRSHv2QG0t8s6d1F95JSOLi/ltURGD3n23Xc5B4Od1Dx3atioanaVdeTg7A7abNm3CNUBbUtHm8yKIOZG2Sp8W8PgpRVH+hRYJeS+ag6mq6sv/M3mP7QEuBW71bn8ZeBRYAvzG+xjgNeDZaI4lCE1rIqEtRr0DIxXeiz/trrvQ1dfjHDiQiunT/S91m83oS0qoT0tD+vFHJKcTnE5qL7uMpE2b6DF9OlJ5OXXnnINj5Ej/inR3v34cKyjAOn8++rIy9KGi2AKBAIiNZotZxwQhRCQ4XMpYc1odTvubbJ80STumt69B6p/+hOHHH3Eef7y23wEDkCSJ9EsuQfr00/Y4A8HtyffswdWGFLnOsmA8nJ2B260FBVgXLMA2e3abz4sg9rTKO1FV9cPWvE9RFAktinIq8Bxa696jqqq6vS/ZD/T3Pu6PtuIdVVXrFUU5qihKuqqq5a05tsBLY7H2OsRBU4oQNM3oTk5uPv+30bQkOh0VL72Ea8AArPPnk37nnThGjdL2rdNRf+aZeP79b3SSpNVHzcjA3bcvh997D8uKFf7FNlJVFabiYiqee47e11xDnwsuwJWZSeWf/oT5zTcTVhgFgkSjNZqtqqpDUZRLVVWtVhRFD3ysKMo64I9os45/UxTlBbTZxiUEzDoqinIz2qzjLTH8GAIv4ZzlZtdqhEvZaG771KkgSdRfey3H+vfXHLr587E98ki7rgUJ/Lz6Xr041oYUuc6yYDycnUGpPrNmkT5hAtZFi1o+L6LhWrsTaZm+k9CiyWfSKIdPVdXBkR7M60ifqShKKvAGWrexxni8/+sabdcFPBdoWw6QE3CM8Dlh7YjRaGwfO1wuDM8/j85mw2O14pw6tclF05wthmeeof7aa3EPHYq8Zw/pL7+M/pNP8JxwAu6TT6Z+9Gj0GzZg+uQTdOvW4UlNxXn//VgDjtF4H6YZM5BmztS233UXutdfp2rkSN676iquHTWKpIULYfFi6m029P/6F87XX0eSZawADzygfSzvviUg/ZlnqHv5ZUwPP4x06qmk/eUv1K5eTdITTyC18Ry32/cUAcKW0HQ3WxRF+VPAn5tUVd3Uin3ESrPFrGMiEsYpjsdajaM//IChvxb3ss2aRXpubnDX3PYg4PNarVZoQ43+zrJgPJydQdu9qT72KVNaPC+dJXLflYj09uVvwB5gDhC6YnwUqKpaqSjKZuACoKeiKJLX+T4BOOh92X7gROCgN3qSqqpqRYh9bQI2BWx61JYADTKsVivtYYfl+edxHjmiFfPfvx/3U081WejXnC3WI0ew9e+vXZj9+5P+/vvUnXIKxx57DHnvXkz//CfuqipsAWkejZsG+PdRUYHlzTdJ2rYNY04OnuRk7Oecg+Xzz/nnypWcdPAgb9TVccdDD1F5/fUAmCsrcT/9dLMXuvXIEWyZmVguuQTH6NGY166lZvt23EZjm5uhtNf3FAnCltB0J1usViuqqv4pBruKiWaLWcdORozLuR04cIB3X3+dbZ98wtzXXuO48nJtNrITO2adZcF4xCk9EdrfWSL3XYlIHeyhwIUBoho1iqL0Apyqqh5TFMUMXI5WNmojcBPwKnAH8Kb3LWu9f3/mfV50HwuBqaTE3zBA3ruX1EcfjaqSRuO7ZNAatfi2WZYvx5WZGdE+TMXFyN9+q9W+liTMa9eSNmkSDw4cyHsHD/L75GR+8+tfo//qK8x6Pe6UFGwzZ2JdvDii/dvz87HOm0fS++9j2LoVx8iR2sIPMc0lEDSmzZoNYtaxI+loe44dO0ZeXh7fVFXxF5eLgStXIqWlNZnBbG9icl68M6USWvelDrWlOcLZGWJ7S7YYMjLoceCAthhyzx70vXrF1faO/v0G0lEzj5FeJW8Bo9Cc4dZyPPCyNyIiAa+qqvquoii7gVcURSkAtqGteMf7/0pFUb5FKy/VeXL5OrIFt6fJeNYsje+GHSNH4sjOxlRcrLUcP3gQe0FBRPtIWr8ej8nEsYULtc9rNOJYvpyexcVcbzBwxa230vuzz/CkpVHz61/jOu20iKboAm2US0upWLrU/14xzSUQhCQWmu1HzDq2Px1pj9PpJDc3l127djFw4ECu/eADjvrGsDBtz9uLRPqeOpUtublaDvaaNbhSUrR87TjPxnWacxOD/YeaeYzU67sX+ERRlO+AQ4FPqKp6VyQ7UFX1K+CsENu/B84Psd0BKBHal1C0Zwtux8iRmF99VUsRqanBkZ0d3Q5CLXr0LoRwZWZqznXjm4NmmhxIhw8jl5YCcOiHH9hdWcnfdDpW3HADGZdcQm2/fshXXYV1zhxcI0ZENsUVmH+3aBGu007TzBDTXJ0XseAm3rRZs8WsY/fE4/EwY8YMPvzwQ3r16sXKlStJS0tLGGdJ0EpEN8h2J9IRbTlQD+wmBjnYXZ32bMFtnzy5wVHp3TvYWfU6Mca6OixGY2ROTAQXYbjFEv6yTo8+Ch4PpuxsVg4axNM7djDi++9xr16NKysLfXExzqys4LzuQJpxvjrLAhVB84gFN3EnFprdfWYdBX7qvS3Uk5KSePnllznppJM62CKBoHMSqYM9Guinqqq4hY2Adm3B3YxD7HNipLPPxvHFFzFzYsIulgjRTXGy93/3HXdQPX48jjFj6Pnhh8gbNzYtD+h1optzvux5eaRNnqy1T7daqViypM2fR9D+iAU3cafNmt2dZh0FDciyzFNPPcXUqVMZOHBgR5sjiAdiBrFdiPSM7gAyAOFgR0CitOCOlxPTJIqcnBzWWfbhyspCLi3FuGgRUq9e4HCEdaKbs9uyYgW2hx9ueN+KFSLyGSsCRNeQkQG5uXETXTETEXeEZgtajU6nE851F0bMILYPkY6excB6RVGW0zSf76WYW9XZ8bXg7uCcNX9r3LPPjqkT03hhJB6PdrH6Gsvk5jY0lvGldqSm+i/oHgcOoH/vvbBOdHPOl4h8xo9A0e1x4EBcRbezlMrqxAjNFggEIRHjaPsQqYN9CXAAGNNouwcQYp2g+JwY47p1Ws3oaJ2YcNNIvrQU7/NJH3wAksSnjzzCCZMnM8hsxjF6dHBqR6NOXL426KGc6Oacr24b+WztlF5z72v0nFRZ6Rdd99ChSGvWxO/ziAU38UZotiAiDh8+jCzLpKWldbQpgnai246j7UxEDraqqpfG2xBBHPA6MZLV2qqGLC1NI/meB3jz6685/6OP2PLllwy54AJc06Y13BU3cuScd9+N3WbTFkTOmQMQXNO6Geery0c+wzjErZ3Sa+59jZ+zzpvnF11pzx5cQnQ7LUKzBZFQXV3N7bffjt1uZ/Xq1Zx44okdbZKgHejy42iCIEXyIkVRtoXZvjW25ggSicbTSFJVVcjnX+3Vi7PfeIPjgDEnnoj9wQexLljgvyv2OXK26dNxZGeTdNttWBcvxvjZZ1TOmUP5K6/guOIKLEVFLRvldb5t06drjmIXW5gRdK68swDQ8ncRjube1/g5V1YWpuJirIsWoX//fSG6nRih2YKWqK+vZ+rUqezYsQOXy4XZbO5ok9oHlwtLYSHWRYuwFBZqgZ3uRhcfRxOFiBxsoMlqB0VRdMCA2JojSCT8OdwQchrJnZLCN2+8Qekf/8gO4NPLLsM6ejSp8+Zh+Pprv4MW6MiZSkrwnHACtunTcffrh6mkBIjOaezKhHOIW/ouwtHc+5o8l5rqF13nPfcI0e3cCM0WhMXj8TBnzhzef/99evbsycqVK+nVq1dHm9UuhAtiCASxptkRVFGU//U+NAY89nEysDMeRgkSg5amkfb/9rdsvOgirqqvx9qvH/1nzsR22mn0mDVLa68eqnZ1WRnuIUMAb0v2sjIgOqexKxMuN661U3rNva/FfYpSTp0OodmCSFiyZAkrVqzAaDTy0ksvceqpp3a0Se1Guy3wE/rZ7Wnp2/4uzGMP8DHwt5hbJGhKR12oLSxES+vdm6SHH2b38uWMe/ZZkkpKkFeubNJePdCRkw4epN67T8eoURgXLMC6aFFkTmM3EKywTm9rFwU2974W9ilKOXVKhGYLWuTQIa2wzOLFizn//CYlzbs07bXAT+inoFnvRFXVxwAURflUVdX32sckQWMS6kJt5OTm5efjGT8ey7Jl4durBzpyLldQjfCKZcsidpIT6jzEiwSqriFKOXU+hGYLIuHRRx/l+uuv5/TTT+9oU9qd9lrgJ/RTEGkVESHUHUgiXahh26RH4hR6nXNdXV2rItCJdB66A6KUU+dFaLagJbqjcw20WxBD6Kega82vd1ES6UJti5MbUev2ZtJAEuk8dAdEKSeBQCBoHVHrZzdIgexuiG+vE5Aojs4HH3zABdXV9Ni719+10bBzJ5bCwojEIBLnvLk0kEQ5DzGjkaBy//0dbVEwCZSuIhAIWkdNTQ1VVVX07t27o03pXkSpn90iBbKbIRzszkB7OTrN3EFv376dSZMmYdLr+bfBwHHbt+PMyqJ81Srk0tKIxKDF1u0uF6ZNm4KOH+SEdzGHr7Ggpj77LBanU0QwBILOToJEI91uN9OmTePf//43K1euZLA3wCFIPEQKZNcj0jrYKIpyQiTbBAlKBMX1w9UHPXDgAHl5edTW1nLl1VdjmDkT5znnYHvkEZDliGtY2/PzMRUXY5w3D1NxcZMItGXpUnA6kY4cQTp8GOvjj3fpNJDGgipv3BhdfVbRMEHQDEKzO45EqbX8+OOP8/bbb3Ps2DHcbneH2CCIjNb2OhAkLtHcUu8A0htt2wWkxs4cQbyIZPpJqqrCNWAAlsJCpKoqDFu3cuiWW7jjjjv4+eefufDCC3niiSfQ6XSxz4d2uUj+v/+j7uKLkQ4ehOOOw/jxxxzetClhokGxpvE5BKKKYIgpRUELCM3uIBIhGvnyyy/zwgsvIMsyL774IkOHDm13GwSRk1ApkF10zG1vojljZ4TYlhUrQwTxJRLBd6ekYJ0/n5qbb9Y21NSwcdw4xn33HW/LMif88AP1d91F3fnnI9XUYJ03D1dWltYBMIIFHGkTJ+I+/nikw4eRe/UibeJErUwfkDZxIrraWu1injkT82uvUX/CCSDLWAoLu6Qj2VhQXTk5Ud20JMIgLkhohGZ3EO22IDuMI/T+++8ze/ZsAJ588klGjhwZn+MLYkcCpUCK4E1siNjBVlX1v5FsEyQmkQi+PT+f9Nxc8Dp8tlmzGFtczAGDAcef/8zR886jx333Ydq8mfJXXtEWOX75JY6RI7EsXYpUXR32btdSVIS7Xz9cmZnorr4a186dyJLknzp19+uH/bzzkP/zH1LnzkVnt1M7dizQhR3JRoIqmc2Ynn464giGqKoiaA6h2R1He0UjwzlCu3fvxu12c//993OzL2AiEERIlx1z25mIHWxFUUYCZwJBo7iqqo/H2ihB7AkS/ORk8HiCOyjKMsgyjlGjNMH2Vgkx19bSr29fDt9yCy5Af/QoHDlC2sSJ2GbMALMZqbwcdDpss2eHvtv1Ll4EkHfupO7++5HffRdXZqY/d9uVmYlj1CjQ6zHs2UN9nz7YJ00CupEjGWUEI6GmFAUJh9DsDqSdopHhHKF7772Xc889lwsuuCDuNgi6Ht1mzI0zETnYiqL8FVCAD4GagKc88TBK0EZClX+TZb9DZtq0CWdWFrZZs5pUAPG9JnXOHJzDhuEcOBDD11+TMW4cdeefj9tsxp2ejrtfP8yvv467d++glbKh7nYtRUU4s7Ko+e1vSZ0zB/OoUTj79sWRm4uppAQAR3Y2ps2bkcvKqO/TJ6jDo3Akw5BAU4qCxEJodvegOUfowgsvDP9GkWMraAYx5saGSK+o8cBwVVUPxtMYQWxoUv7thRcgL6+h0UtVFTXjxmEpLMT4+ecYdu/GuGULFUuWQFIS9ilT/MJrUxRMH3xAyrPPYtizB8fFF1N37rkkqyq62lrsd94JNhuGnTuxLloENTW4MzKC7JGqqrDNmqU52uedh+Htt3FlZWlRbY8HyW7HumABOocDJAlH43xB4UgKBNEiNLsb0FpHqFU5tsIp7z6IMTcmRFqm77+AI56GCGJH42lDXWVl0HZflCP5lVdw5ORgv+suqsePJzkvj+3btwPeyEhZGa5hw3BcdpkWve7bV9uvXk/l7Nk4s7KQ9+8nadMmnCNGhLXHnZKCXFqKfcoUaq67Duddd2F78EHNmb7iCmwPPohr0CCcI0ZQvmYNjssv77CyVgJBF0FodndAlqmaPJnv8/I0hyhCh7fxGBFJmdVEKT0oEHQWIr39nAi8qCjKGuBQ4BOqqpbE3CpBm2g8behJTW3YvmuXVtFj/HjkH3/E+tRTOE87DWdtLf/ZupWbrr+ej2+6CWtGBsYtW+jxwAMYP/8c55AhOP8/e2ceHkWVtfFfVVd39ZJOyAbIFogQ2RURxQWCDKDjguMyjQ6gqAgOznyjM4jgAiIyoMOo44wYmCgoqJhxZUZFRAhBXFEEDETAsIOASSCdTm/VVd8f1d3ZOqEDCUmg3+fhIelUV926Vffcc9/7nnO6dQNVxbZ0Ka477gjLOL6LT4IAACAASURBVJJvugnnjBnh69vnzavSnuosi/+BB8DtrmLksVjCx8eCKmKI4ZQRs9lnEupgj5955hmWLl3KK6+8Qt++faM63clobGOBbzHEUD9E62D3B34NDKamnq9TQzcqhlNDbQ6ta/x4Eu++G7GkhEBaGqgqyrnn4u/dm4LFi0l0u3k4MRHrLbfgHDAA93XXkThpEprFgr9fP7yZmchr1qAZDEh79uiMRmYmqt1eYay3bkXavJmkW28FwHvFFSAIiG63PjGMGUPq736HqaQEsbgY91VXofTpA243CAIQS7IfQwwNgJjNbkmI5EBXQm2SjjfffJNnnnkGURQ5fPhwLSeviTqlJbW05awMfGsIWUxMWnPWItqn/Ffg+pycnFWN2ZgYThKVB3AwQ0jYoR0/HntoMEuS7swG4b/oIswffED599+T6nLxX5OJ0SNHYhwwQM/8kZeHUF6uZ/gYPBilRw8SHnoIz/DhqG3aIO3Zg2nuXEpeeIHE3/8e486dCGVl+Lt2pXTWLCzvvovt1VfRDAY8N96IePQoqddei3/mTPwFBRg3biR5zBjKR48O67arZDY52xCszBgzxDE0AGI2uwUhkgPNgw+G/x6JPc7Ly2PKlCkAzJo1i+HDh0d/wTo0trW1pYZTPm7cGW+vGiIfdCyn9NmLaEeDC4htKzZT2BYuRCwqAosF+dNP8ffti3PGjArj+Mc/knjHHYilpUiFhSgdO6LJMoEOHdjaqhUfFxZiEAR+17s3SYWF+GfNQk1K0nXRPXpQfuut2J96CrVdO8TiYpyPPBI2pPZ587AtXYqSkYHzscewLVqE9MMPJP7hD/guvRTB5cJ3xRWocXGIXi/S3r2wZAllkyfjuvdeUn79a71QTUs1OA3IThjnz6c0ZohjaBjEbHYLwonkF1XY461b8XzxBbtfeIE/KQruCRMYN25czZOepG2qtS3VnPIztQBYZTSELCYmrTl7EW2Q43TgOYfD0dbhcIiV/zVm42KIDnJeHu5Ro3BOnkwgIwNjQQEASno6cm4u1oEDEY8cQTMaCSQlIe3ejbRvH+ZVq+i8fz83AncmJWG/6CKKFy8GVSVu/nxsL7+sG+nFizFu347SsSPlt92GVFgIVEg5xLIysFhQMjJQ0tIwHD6MJgi47rwTzWRCLCpCzsvTAyXj4tAUBXntWuSVKwm0bh1VgE1zRUMG/ghOZ70Dj2KIoRbEbHYLQsiBhsgSOdf48cirV2OfNw/7U0/x34EDmebzUZ6ZyezWrSOe05adjXfwYFSrFfOHH5I6ZAi2F14ARTmltoRwMoGSLQ3R9kVo99E+bx62rKwqfRz1OWI44xCtsX0ZuBc4APiD/5Tg/zE0I6hWK0JZGbYXXqD1ZZdhKCxEKC5GOe88jPn5+C+4AC0ujuKlS/H37Qv33EP82LHYunYFIHHCBIzbtqHZbDp7fccd+Hv3xn3NNSCKuCZODBt6efVqXOPH6wbD7Ubavh3v4MEAGH75hYTJk/H36oV4/LguJ/n6a8ruuQfDvn3ELViA9bXXcD74YIs2OA05yWhBLTvEDHEMp4yYzW5BqOxAh+xqbRC8Xq5+4AFef/11/vLSSxhcrojHiWVlyHl5iEVFHJ83D9+gQYjFxZFJgEoOIqqKvHIlSbfeSvyMGaCqEZ3ys8FxjPa51EW01OfZxnBmIdq97C6N2ooYTgneyy8nfto0BE1DA8TjxzGvWEGgbVuOz51LyvXXI5SWosXHE2jTBvGXX0j4y1+QfvoJ45YtSNdei2q3IxYVIRUUoCUloRkMWN98E/MnnyAoCq7bb0csLY2o3XONH49t4cKwMdYsFrxDhiAePozaujXS/v0onTqBpuGaNAnphhsQp09H6dMH+bPPajc4LSA4pCEDf/yTJtWrVHoMMdSBmM1uzqhu2yJJPCqhso7XPmsW9jlzyHzssTptTijVaii+JVQ5NxIJED5/sIKv+eOP8Vx1lV6MbMcOEm+9FaNbj5X1Dh6Ma8KEs6MYSZT5oOuUgZyOnNKKgvH557EXFTXbufJsRFRPICcnZ09jNySGU4Ao4u/bF+O2bQjl5RAI4Bs0CDWYng9ZRl63DkFVsS1eDAYDSrduaEYjxvx8pG3b8F14IdY33wRVRSguJnDOOQg+H+5rr8VYUIDStSvW116ree3QRFFejveKKzB99RW+gQMRf/4ZtW1bxJ9/5ugqPc7Klp2N/bnnMKSkUFypUmPE85WVIW3ZgvOhh1B69my2Gr8GnWSaMrl/pOqfMbRYxGx280YoA1Ooem3q1VdT8uKLKD16VA1yDI5L88qVgC77c06bRtLYsZEDwqsFvIsHDiDl54PbjfuWW7C89RZqamqN9oQcRFtWFu5RozBt3Ih71KgwEyuUlFD69NMAWHJywra4udnjpkJTZ1ixZWcTuP56nO3bN9u58mxErQ62w+FYmJOTMyH48xJqKbGbk5NzeyO1LYZooCjI69YBhMufJ990E8avv6Z01iziH31U3+IzGvF36YKwYwdicjJKRgaGAwf0VbemIXq9iC4Xvl69UPr0Qdq8GcntJu6ll1CTk5G2b0fweKoadUmqwayIx45R8uqrSNu3I69ejZiaWlHyPDjg7XY7OJ0Rb6fy+RKmTUPOy0Pp2TMWHHKqOMFuQG3VP2NoOYjZ7JYDsawMee1avEOH4srIIOXqq5HXrkXp0UO3de+9h/H550lasQIUBUUQkH78EdvChXiHDcObmRnRgao+jkOQ163DOHOmzj5HIAFCDmKI3Vbt9nA7xaIiiIurqFlgNp+ReuuThqKAquo7uJoWZvhPJ8SyMtTu3SEYxxObK5sH6mKwd1X6eeepXsjhcHQAXgXaAgHg3zk5Oc87HI5E4E0gDdgNOHJyco4Hv/M8ei5XFzAuJyfn+1Ntx5kGW3a2rnMuL8c9ahT2OXPwBI11/MyZGAsK8I8diycxkc3vv093l4t9AwbQYehQzB9+iNK1K2JxMQCa0QiShOnzz9FMJgLt2qFZLAgeD9bXXsNz9dU4J0+uskIWy8pQ0tP1susbNyIWFyNt3YrSsye2RYtQ0tL0hlZy8IzJyTB2bEQGu8pWW1oa0h6diGuuGr+WkoLpRO2sUf1zxYqmamoMJ48GtdkxNB5C8g1XcDwGgmlPQbd1Un4+gSeewPTSS+xOTKRw82a6pKaSvmSJHgsTcpKrLZzF0tIaUgXn5Mm4Jk2qsz2hnTjjhg3gdlOyYAH2v/0N49at+lwQ3EUEwONBTUlptL5pabBlZ+MdNkyXPwaJpdMtz1Dj4pAKCiDIYDfHufJsRK1vQU5OzpxKP89sgGspwJ9zcnK+dzgcccC3DodjJXAnsConJ+dph8PxEDANmOpwOH4NnJuTk9PN4XBcAmQBAxugHS0DUeqPxbIynNOmkXjXXWFdtWazocky5bfdBppGYNw4Xv7sM1754Qc+Abrl52O75ho0oxHxyBECnTrpBr19ezSjES0uDqGoCKGsDKGsTC8UoyhIO3Zge+EFRJcL8/Lletq//Hzss2fjvu02xKNHEYuK9JR+55yD6csvURMT9ahqVcU7bJjOTB84UKsjWnmrzZuZiWnu3IbJjd1Ieu6WkoKpXmnAKlX/jKHloKFtdowUaTyEin4lTJuGkpaGc/JkPUNI0NYpvXphXL2aUpOJW7ZsYaKiYPvlFzqlpVVNlVdNamL6/HO9aJfNBm53WH99QgTlaSFH2/6vf6GmplK8aBG2l1/Gtn49iR9+SKBDh1pZ8LMVzWEOcI0fT9LSpdh/+eXM1cO3QETlYTgcjiuB3Tk5ObscDkdb4Cl0g/twTk7Oz9GcI3jcz8GfyxwOxzagA3ADkBk87BVgDTA1+PmrweO/cjgcCQ6Ho01OTk705apOJxpYwxotM6pardhnz0bauRPDoUMgCChpafguuQSxuBhNkuD66xl3+DCTgOK2bTHbbGiKghAMWhHcbjzXXov3iiuwP/UUwpEjiGVlaGYzgQ4dEFwuhEAAw+HDYbbbN2AAanw8zqlTSbznHrBYkHbsQAjmuvarKiXz54f10/EzZoRZFLV7d8Q33ojo9FbXNJdU12qfpKPcWExzU2vvosWJ2llb9c9TRgsIVD0T0RA2mxgp0qjwXXghcdnZoChY33iDox98AGazziR/+y3Czp38cOQIy1UVS1wciXv3Un777VV3AzdsAEVBLClBTU5GcLsxbt6M/5JLMH7/PRiNFYx3NOMuUq7rYcMQH3oI97ff6lkwmuEOXVOiWcwBkoT/j3/EWYv0MoamQbQz3XzgquDPzwT/V4CFwMj6XtThcHQGLgC+BMJOc05Ozs8OhyOU1LM9sK/S1w4EP2uWDnZDa1hrXRVXC2Ixff45xu3bEUpLUc49F81iwXfxxRi3bsXfvz/ajh0UHD3Kl8Bos5nWHg9aIED5qFFYc3IQS0sJdO4cNprK+edTsmgRqUOGgM+H4dAh3Ndfj2nDBsSSEkwbN6IZjXgHDw4H3gTatwevF+ejjwJ6EIwxPx+lZ89w+9G0sBESCwpQ4uJqdXrrMuAn6yg3FsvQUiLpT9jOahOrvYGc4JYioTkDcco2O0aKNB5s2dnIeXkce/ppTBs2IOflkXrddZQ7HHiHDaP8+HG0zz+nr6ril2US4+MRBAHTV19BIKBX2dU0xEOHsO3cqWcIKS/XdxwNBtT4eErnzMGyfHk4bdzJjLvmwM42d7SUOSAqKAq2hQuR8/QaVd5Bg3BNnHhS5eGbPKtJlLLUxkS0V2ufk5Oz1+FwSOhGOw3wAQfre8EgE/IW8Keg0Y4YiAMIET6r7dgmR4NoWKtl0JC2bQtHlatWK7asLOTc3HAwo33OHMTSUtwOB6a1a9FkGcHjwfLOO4jl5Rh278br8/GJJLF26FDu8vsR1q8HQDOZ8PXrh/zFFxi//15nKi6/HGnLFuzPPQdAyUsvYZ83D8PPPyOWlOAZPhxEEWnnTjRZRrXbMW7ahOHnn0EQIGhgnFOnkjR6NPZZs8BiAbcb7xVXIK9ejWX5cgwpKRwfPx77c8/pfaYoyKtXhx32ugbjyRr8RmMZmjLzR33QEO08CTb6hM8rxnA3FhrMZkOMFIka0bzPioKcm4u0bx/WZctwPvSQXoV31SrkdetwTZqE9sknLFNVxosiicnJCILAkfXrSXjkEez//Cee4cPxn38+SocOJE2ciD8jg4DNhrh/P/KXX4Ig6EVmgsGJJ+sYh3Nd9+9fP7t5No3rljIHRAFbdjZiURGlTzwBgQDxjz6K/NlnelBt5WcYRdB8jawmwYVIre9EtO9MlMdVSZhQhyy1MRHtG1/qcDjaAL2BrUHH2AQY63OxoLF/C1iSk5PzfvDjwyGWI7iVeST4+X6gY6WvdyDC5OBwOIYAQ0K/5+Tk6FkqTjOMyckkHDigyx8KCjAkJta7Hcbnnydw/fWoXbsiTp9O8r33orVvH3acCQQQ9+9H8nox33MP6vnnY4iPx+TzYTCZMGzYAH4/miiipaWhDRiA9d13+bPdzgMlJQgdO4LPh+jzYVu+HM1qRWvVCiwWLIcOEfenP+FZtAh690b1evXrn3MOws6daJ06YezQAQBp0yZMr79O4LLLULt2RUtOxnDoEIHbboPu3UkoKMBgtSLIMphMem5sWQZJQvD5MIgidrs93GeGlStRe/VCM5uRhg8naelS/H/8Y3T9nJISXT8/8ADxL76IsGIFWnw8/gcewC5JmEymJnlfIqG5tyX8fnbvjlRQUOdzCn/nBM8rmnM2935paDgcjscr/Zqbk5OTexKnaRCbHWxPjBSJEtHs2IQC0/H7EQIBLG+/jVhSQqBNG11it307iR4Pw+65BwoKUCRJr75bWIj4889gMFAWZNstb7wBgoC0U49p9Q4divnjj5F27yZ++nSKly07JUIh5BSZVqxANZmiZmdjO1fNBPVc6FSuymzLyiKQkYGanFx1F0RRSLz7btR27VDS0vAOHhwxaL56VpMTvRPRvjPRHld5fIdlqacZ0TrY/wS+AUzA/cHPLgcK6nm9l9GN/T8qfbYcGIeuERwHvF/p8/uANx0Ox0DgWKStxuDkk1vpoxlNokMaO1Z/kd94AyUuDvWBB6LTQ4UGQGkphvffhxUrMB04gGf4cHzXXgteLwgCxh9+INCuHaZ9+/C3bYvx22/Rjh/Hff75SAUFSFu2oMoygsmE/9xz9Sjv4mKEzp0ROndGWrMGvv6aQMeOGI4cQdi/HwEIpKZCIIC7dWvM8fEoH3yA/NBDiPv2ofl8KAYDQlIS4sGD+IuKUOPj8WZmYv7kE3ytWsG+fajt2iHGx6P+978V93/eeajx8fpAi49HXrWK0lmz9NXknj1IDgf+Xr2QHn4YobQU/1VXhQe//Zdfau+7av18fPz4WlP+1UBldiqoL7bb7c1Gt9bc22IvKsLZvr3e3+3b1/2cQjjB84rmnHa7HWdJSbNgxBr7GdntdnJych5vgFM1iM2OkSL1g8nnQzz/fIzz5yMcP470zjuYPR60hAT8kybpWZp8PnzTp2PMzETctUtPRXrllfhmzMCwZg3xn3+OIRCg948/olx8MdLbbyN4vcR//jlip05oe/fS6qWX0Nq3x7h8OVqrVghJSQgGA+bPP0cwGhEMBoyHD5P8r3+htWoVJhROCg8+CCYTos9HVL2jKFg++wyzz4e2fj3+SZMwrViBGKlvFUXvK6cTzW4P91FdONsW3NGiIUgRY3IywpEjJBw4gPHQIbTERLSUFOjfP/wMjc8/j9i5M8ozzyAVFCB/8gmCz1fl+RqTkxF/+gnOPTdMrAilpYj9++sHVDpfuP0+X51/r+9xlce3/NNPqNGScSeJSMRItIVmnnI4HO8CgZycnJ+CHx8AohYbORyOy4HRwBaHw7ERndl4GN2xznE4HHcBe4HfBq/5ocPhuMbhcOxEj0i/M9prNQlOUsMaWo3Jq1ejxscTaN+eQHo64vHjiIWFKH36gKpi2L8faccOAu3aEWjbFlMggHH7djCZkHbvBkmifNw4zB9+SKBTJwxHjyKUlKCkpSFkZqIWFWE4eBAhENAdX6cT1W5HTU3FN3AglnffRdq5E6GsDG9mJmpCgh4s07s3amoqxo0bkX74AfHYMaTCQj0l1NGjFf+3aVPl/hPvuIPy0aPxjhiBvHIl1tdeC68mDatXE2jXDueUKUjbt2OfPRvv0KEgSSdmW86g7biWhpOS2ZzgeUV7zhgjVj80hM0OIkaK1IVqDKHHYEB8+GFKR43C8uabKBddhGI24738cuRnn8V1773YTCbkm27i2MMPE+jYkYS//AVx507EmTPx9+qlkxijR2MuL8enqviuukoPIF+xAmH/fsqHDkXavRvD5s1oPh+HV62i7aBBCG43GuC5+moMBw/qFXXNZr1K5CkGLNdnYWnLysJ93nm4r74aAMvDD+NJTcUV4fu2rCxKK43rUB81VFsaG3aLBfXZZ5t84Q8NRIqMHatrsCdPRti3D+/w4TjHjEH69lt9B8Pp1HXV55yD99tvdcLsxx9R0tKqPt+xY0l65RWMn3yiy5UGDQKDIfwdafv28PlCsJlMdf69vsdVHt9qSgrFY8ZET8bVE7URI4KmNdsdvJOFdvDgSckMGxTRGgH7vHnhFE2oKsaNG0HTEFwufIMGgdeLcdMm/H36YHnvPdSUFNSEBFAUpEOHcP/2t5jfegvx2DG8V16JW1FotW4dGAwgSRybPZu4wkIMixYhuN0EOneGQADD3r34L7gAw4ED+AYNwrRunW4YFEX//fPPEcrKCKSlgaKgtmqlZyWRZUybNxNISUHp2hXl/PMxbthA8dKlVQyL/emnKxjsuDjkNWvCDHbK9Om427WrKDxT7djTaaSalbFu7m1pDF1lFOe02+0wYwbOyZMrPguOm9ONxn5G7dq1g8hSi9OOICmSB2xBJ0RCpMjXQA46W70X+G1OTs6x4Hf+BVxNkBTJycn5LopLtSibXRm2rKwqC7+Qjtrfrx/m5cvxjByJ8bvvKF66FPszz+h2rrQU6+LF+Pv0AVHEO2gQ1ldeoWTJEv08W7dinzsXo6qi+HwYDh9G8HjQRBHP9ddj/PZbDD//TKBTJzRJQnC5cN1zDwnTpyMeOQKShO/88/XMEhdfXPs4qcd4rk/f2OfNw3n//RUBZt9+S/GSJRHPXX0cRzOuT3kMNqAdS1q0iNLLL694/k2YZSVSv9R4P+vTvlr6yZaVVSU1pHjwYM1sX0Tom1WrQBRPmwb7RH3TkKjNbp+hUQctByEGT42LQ/rxR/y9euG++WbiH3sM43ff4R08WH95LBa0+Hhdp3zggC7ruO46nJMnY8rN1TN8rFiB4POhSBJF+fkgSSROnIhx5044fhylSxc0kwnB6UQIBDAWFKDKMq7bb0fKz0dNTEQsKcF1551IP/yAweUCvx/xl1+Q9uxBcLkonTpVz5MdCCDt2oXzscd01jHonIeDNPPzcU6dGg7SRFXDQY7CgQN4b7sNCBaQiY+PsZFNhfoYq8bYPYjynM0iFdZZhpycnPWAoZY/D6vlO39ovBY1P0QK4vVmZiIePYrnqqvwXXAB+HzY585F+vFH/VhZRvB6MRw8iJKejvejj5D27+fTffvIzMhAXrMG8dgxAsOGYXjjDXyXXILh0CFUm03foWzTBjUpieI33kDaupXk3/4WU34+gseD+8YbMf74I6577yXhscf0ncFIiEJHW/14W1ZWVHZCjYtDKizEde+9FWO1rmNP87huyN0wIagxhuaZZeWUMpzUYpsrBysqaWm4Zs2K+Hwj9U2di6do55cWtIsdc7CbGOGXtbQUMSjjMObn6yV077oL2+LF+oFuN+W33IL5k0/QDAYQRdw33EDiHXdgys9H1TSGmkwk+Hy8LMsk3ncfSp8++C69FOXVV7H26oXhwAHdSTcYUIMBjoLbTdIdd+A/7zzUhASknTtJGjsWwenEd+GFSLt2oaakIO7ahaZpmFesoHTGDOJnzsRQVKSviIODtorhCrIwSp8++sCeMKFiEFosyM8+i+WDD1p+WqMWjpOebKLMlhB6t6X8fJTg9vfJMEZnVCqsGM4YRHIQXePHkzR2LP7zzyf+r3/ViYujRwm0a4f7llt0u9ixI9KuXXDwIHEeDwAXPfAAtkmTMK9YgW/AAIx2O6LHg2nDBtA0XDNmYHjxRT1e5+BBbFlZuMaPR01MxNe3L8aePRFKSzHs20f8o4/qKfsCAb2Ud7XxZsvORm3bNlwt1/TUUyi9etV6n8b586tIOeqyE/UZq00xrhsy9aBmtzfeAuFUmfbGyuQSpYPbqH3TQhCTiDQSGmJLIry9k55O0qhRCH4/nmuuwXv55ST+4Q96FcYOHdCKiyk9fJhiTeP7Tp24SRTxDR7M8Tlz9Ij0p57C07EjCAKmb7/FuH073gED8F16KWJZGeblywm0aweqiv/ii8HrxbxqFaWPPIJp82Z8fftiXbIEac8eDD//jJqcTKBVK9SkJEpee63inufNw/mHP5A4YQLGHTsQSkspCzrWotsdHuT2xMTmLYVoIjRFW2rboj1RW6LZegwdI69ejZKejlRYGP69PgzE2fSMmpNE5DSi5drs6k7MuHHYFi9Gzs0Fv5/SJ58EgwHLm29i/vhjPFddhVherqddzc7mbYuF9k4n/latGFRWhpaUhFBcjGvsWMTf/x7D//0fhqNHdduckYH8zTcoHTqAJHH86aeJf/RRMBj0wPXycgSXC81uJ5CUpM8VI0ZUjLdqBWo0k4nyMWPwDh1Kyq9/jeDxUD56dERHLPn55yn6v/+r6KsmkmjBqY/BU5JNVG9LI2qw69vO6v3SkPd5Mmju+vSGREwi0gJReaXtv/RSUFUA4mfPRo2PR/B68fTrR9F//kNA0+ggCHRRVQxFRZjWrcM2fz6uCRMQSkv1iovBhPGa0ahvTQ4L7vL6fBh/+IHinBzdCC9YgOHIEeKfeAI0DVwulD59UDp3xvrOO7r+e+9e/HFxYRYFSUKNiyNp9GgCnTpxfMwYzCtWYH3zTTy//jXOxx4LMx88+GDkGz6bcqdGi4bqk1rOc7JbtOF3s44c5mJZGUp6OvHTp4cnddf48c1uGzWGGE4akSofDh2Ka/x4km+8kfiZM9FkWWeHNQ3T11+j2WwEUlPxBgJ0dzqJMxpp3bUr6u7dHNm4kZRf/QrrO++gtG6Nr08fDGvWYPjlF1BVlHPP1XcWd+wgfuZMBL+fojffRCosxD5rFsp552H67jt8F14IoliFoa28W2WfNQvT118jFRYS989/IpSVIagqtpdfxrp0KeW33ValwMiZxEY2KGveiHKFU2Xam7xIUAuScjQWznLvpQlQD4epsvOD241x0yZK//pXpD17UM1mrO+8g/vgQVS/n+1GI10MBjS/n0ByMr6LLsL80UdYlyxBMBhIvfJKfIMHo3Ttiq9vX8yffgp2O6rVitqqFcYtW0i+/nrUVq1Qk5Px9eqFa8IETF9+iXHzZpAkDPv3U/Sf/+hppdLTsS1apOfHXLhQD14oLcVYUICgqkiFhRx/+mlaX3opxvx87PPm6RlHSktr7YcWnymiERYIDdUntVbNPNFkE1xwyevWAeAdPBjXhAnhdzPETntGjKhRMU6Ni8M+Zw7+Xr3w9e0Lbjf2uXP1FJIxxHCmIVhAJpxR5Ne/1iV1Tzyh/93txrxmDb6ePXEVFODTNBJFEfsFF2DeuRNfv35I27fjvvlm4l54AeHIEd3Wx8eDoqCcey5CMG1ryaJFJDz2GEpaGkiSXiG3rAw1JQXNZAJN02NhKjnDlR0u57RppA4ZogeplZTgu/hiDAcO4Jowgbh//QuxuLhKcRDB48E+e3ZVmVfwnlscKdLYjl8D9YlqtVYp1qYmJ9fv+6eib2+Jz7UZItZjpxn1cZiqOD/JyfpW4/LliAcPoqan47nqKhIKC0kym2kvyyjduqGZzaCqXK5aQQAAIABJREFUqMnJGL76CjUuDrVdO7SDBzHs2YPauzdq69YE2rfHPXIk8urVSDt2UH7LLRjz85G//hrNZKLsnnuwLVqEtGsXmiThGTkSw/79WP7zH0ybNuHr109nVDIyiJ8+ndInnkDJyMD41VcIbndYCiCUlxM45xyckydXpOurpR+afMV9imiMBcIp90nQUIYYZiU9vep5QpNN8Dj7c8+hWq0YTSbsx44hbdmC0qVL2Emw5ORUmXjNH3+MGh+P0qsX8urVFQso9Pc3acwY/BdeqD/3Xr3CGRViiKFFoRYpSHWCwN+rF+6ReiV6yxtvIBYXhxevzkceAYsFNT6euNRU9px3Hq137MAM4aDH+OnTCbRtq7PUhw4hHj+O75JLcN98M5a33kJNTMT0zTckOxyIxcW4Ro3ClpWFtGcPUmGhLh+5/HJsL7+MWFyM+f33Kb/tNvB4kLZsIWHaND2o8fLLUdLTMezejVhSglRYiG/QIAKdO6NZrRjz8xF8PkxffIFz6lTEiy/G/e23NWQGLZ4UaQQ0WJ9EI9+NVA482Abx2DESJ0xATUxEjY+nZMGCGt+pzXmOPdeGQczBPs2ol8NUeaWtKJi++gqxqAjfJZdg/ugjNJsN77BhmCwWNJsNwe3GUFiIoaiI0scfx/TNN6iJicgFBXi7d0dt2xbno4+SMG0a3sGD9a39jz/WA3Dat8ffpw+GQ4cwHDiAbfFi3DfcgFBSgnj8OIgiBAKYvvwSLSEBw65daLKMtHWr7ni/9x5Sfj7+/v2xvvEGSbffjiZJ+Hv2ROnWTWewrVYEjwfTrFmIb72FWFoaZkNCk1CL24aspmsMMTsNtUCo0SdWa9TR/FBhKEF3rkO/V+/b6tvHgizjnDKFhGnTMBYU4Ay+s5jNerWvIMSjR1E6d8b55z8jr16NtZImH0nCO2SIft5gznM1Pj7GhMTQ4lDd4UicOBHnI4/UIAic06ZV2INt2yi/7Ta8w4dXjN9QxiRFoWN2NmLr1nji4vAMGYK8bp1e6Xb/frxDhiCqKj6fr0LrbLEgf/ZZmMyQtm4lcdIkPZA9LQ3PiBHEz5uHarejpKejXnwxgY4dEYuLSb36anyXXIJ48CCSqmJdtoySF19E6dED+8yZmD/+GNNnn+mVIn0+AmlpKOedh7RnD/LatXDxxRFtWksnRSLiFNnbU+4Tj0fP/rVtG/4ePXTH2GzWU/lWQ/i9TE8n+e9/J2nMGDRZxvnQQ8h5eZQ+/HA49sW2eLGehz0K5/mMfK5NgNhMd5pxsk6kLTs7PGikPXsQnU5KnnoKpWdPpF27MH31Fb6BA0HTkI4cIXHcOLBYcN9wA5Ik4b30UmxLl5IwbRriwYPh1DqmL75A6dxZd5yOHQOvl0Dr1giqiuXDDxFcLjzXXotz8mTEo0cxrV+P58orkfLzEZ1O7E89hWf4cPB6KR89GtPXX1PucKCmpuqDuVKghX3WLPy9e2NMSMA3YAB4vXiHDsU+Z45+/Mlo45p4K6u6Y2qfMyesN2+IBUL1PgHCBtU+Zw5JY8fizcyset8RnH6lU6ew0TZ98UUFmxFEZYOKxaKXuAc9y8APPyBt3Yrl7bfDizbbggV4hw/XGWuvN9yO6pkIYtk/YjgTUN3hECOkIIuUns41Zgyp112HUF6OZrVy9H//A4J2Y/DgsD03rVvH0dzc8Bi2z5uH1qoVxrVrSZg2DdVqDcfghK/bsydqYiJKx47IubkY9u9HcLvxXXMNYrDImFhainn5ckSXC6VLF7zjxun5i3fsQOnWDVtWlj7eBQHNYsH09dcIioJ32LDw2JV27cLw/PMkbN+OePBglawkLZ0UiTRnnCp7e6p9kjhxIuWjRyMVFqLJcngxF+k8offSlpWFMmYMqsGAWFSEnJeHWFaGd8QITPPmVTjJ1WRMtcXEtMjn2gwRc7BPM07W4RDLylB69qQsPR2zJJE0ejTxs2aBpqGZTPguuYTjc+cibd+OL1jsQPB4kPPyUM8/H3ntWgSPB8OuXXpVJQBF0T87eBDj1q26ds9k0itwGQxgNmNZtiw8uNS4ONSkpHAFRnn1ap21uf9+ksaMAYtFD5ZcuhT7c8/VuF9jfj7FS5eSPH8+x//2N5LGjoXlyzFu3RouRFDfbaim3sqqrmtMGjs2rDev89lG2HI2LlqkV8mqbPSrVwgNGktbVhbuUaNg+fIa2ucaTn9Q9xwy2pXZjBCq6/1Dk7k3MxPT+vUkjxqFJsv4e/TA+eCDxD/5JK777tOrzg0dGm6HvHp11fuMBbrEcAaghsMRIegvkm1PvPtuSh9+mLIrryRuzRoS77uPkldeQSwrQ87L0wMiMzJIHjky4uLcf/75GLdtQ3K5UFu1wjtoUJXriiUlSDt2UPrEExgKC2n1l79gfustAh074snMxJadjWax4Dv3XJT09HBxENVuxz5njm5DALzeGqQIkoR38GCsy5ahyTLetDS8wep4oTHdEhfQJ5ozTpW9rbNPanPuK5Mi27fjHTo0bNeN27ZVSYdbGaH3MrSrqMbF6Z/t2YOSloa8cmWVWhvVZUwhcqte9xBD1Ig52KcbJ+lwqHFxuL/9lmsmTyY7MRF7v35hYyyvWoXpq690fV3HjohHj4KmocbH45w6FcvFF8OUKSgZGVWzeQD+3r11IxsIkHjXXYjHj2PasAHNaETw+9FsNlBVfXtK01ATEqo4kLbsbN1pGzJE35YMsjjhFW+l+7VlZemrcquVhFAmEbdbd/hPknVu6q2sKhNvYaHOJkfxfCNtOQf++lec7dvXuVBQ4+KQtm1Dzs0NV9FS7r+/yn3XcPrHjEHw+fCMGBE26NX7qbreX5Pl8HP2XXopaocO4bSPISda2r5dT7s4dy7GH36IGeIYzlhUdzhKFizAtnhxVQckgm0XnU529e7Nb4cM4eGHH+Z2p1PPwrR5M8atW5Fzc/F3745nxAjk9eur2Fbz/Pk4p08Pn8s+bx6uiROrtMNz9dUYv/8+/Hv52LEYv/8eNI34J59ECATwd+2qx8CsX4/l/fcJtG5NyYIFJI0bByF9+LRpEUkRNS4OzzXXwIwZ8OyzWD78sEIKF4EAaAk40ZxRK3tb2Tm2WEBVsXz1FUZFCQd/19onwe/Kubn4e/XCOW0aUmFh2M5Xng+MX3xBwpQpHH/mGZT0dPw9epwwTsu4YQOCqnL8z39G2rED05w5yIWFWF97LZyC1zVhAvbnnqsqYwqRW9XRAp9rc0TMwW4hOHbHHXw0bBi/270b0WrlyCuvYCFoIN57D9/FFyOvW4dp3To8w4dTvHQp0rZtJP7+9wipqWiHDnF01SqAcOo0wetFjYsjPmTERZFyh0PPBFJejtqqFUVvvEHiffchOp2odjsl//43mM3hdlUulGNduhTB60Veu1Z3mqsVOAg75Hl54PPpObd9vlPql6beyjqlHYnqW87du0Nw67m2hUKIFRNcLlSbDddDD1Vk5ggaceOGDdhnzkRNSUHav19nnwYPDrNSEfupmt5frmR0QxW7Qv1sW7QorOG3LF+OmpKiBy7GtNUxtFQoCsbnn6+5gxRCBIcjGgfEZzbz8o03snv/frb//e+oHTtiy87WZR3r12P65htM33yD69ZbayzOtUhZJKqnBZw/X6+2W1QU3nnyDhlShdSoLEUJtG4dLmsdjo+objsjpB40P/44x2+8Uf/A42n6oLdTkAaeaM6ozaZX3xk0btqE9x//wOVyVQR/19Inoe+KZWW4R44MH2t57z29fysFoRe/9hqpw4aRfNNN+pxbTc5XBcFn5Ro/nqTgzrEaF4dv4EC8w4ZVyYEdTssaZZXNGE4dsUIzjYSGTGyuaRpTpkzh9ddfJyUlhQ233YZl5MgK/d4XX1Ayfz5KRgbJN96IFheHNzMTAgGk/ftR//UvmDIFBAHno4/qRlsQkHbswDtkCILXqzvdTzzB0c8+q7iHp5/WS6iHyulmZiKvXVu7EYkysX2DFi04RQ12UxUxqd5X9tmzUf/6V463aYN9zhyMW7fqixRN04v0WK3hn43ffIP3iiuQ168HTcOwfz+eG27QM3507QoWC+Z330VNScFz7bX6c1uzRk+lGEU/2bKykK6/nuNBNt0+e3ZV/f/Bg+FJ+nQgVmjmjEeT2+zq73xDFOXw+/2MHzuWP65bRxtZpscll6Bdfjnm1asxbt5M6ZQpeqzLK68gHT3KzwUFeluC9sycn4+nSxewWsHjQU1KwjVhQhV7h9+PWFyskyJBGUnJyy9XjM1gwFyYIAkGzAHRV1pVFFqPG4f7ggsqioU991yTFppR//a3ky+iUp8qtJWOqXzP9nnzMH3+Ob5PPsHpdIYDEGv0SaUsTp4RI/QF0LBhWJYvxz1ypJ67PCMDY34+gXPOQenWDe+wYSf1/lW2TbUVEDudMUsxux1jsFsEsrKyeP311zGbzSxatAhj377Y77477Piiaci5udifegoEAcHlwpuZScJDD+G55hpEKqQC9nnzwttC9meeQfB6w4M/EJxcQkYr5FxXlgZUziBRHWJpaQWrWTnndTU0aNGCFrqVFWnLOWnZMpJWrMDfu7f+fObMAcD52GP6oij4c9LNNyMVFlK8bBkJDzwAgQDOKVNIHjkSRBHnlCmIJSUYdu+uSKe3ahWeESNw3n//CQ2qWFaGWolNV3r1CgfNKGlp4QDZGGI4U1D9nT9VqZmmaTw6dSrnr1vHjxYLfe+8E+OPP6IeOIBqtwNgOHwY96hRiEePIr3+OkhSlYW3PH06auvWYftmf/ppEivZfe/gwcQ/8QTFy5aFr2ufN69qwN7ixVWznVSOvQjaTltWVo2MKFVsqiSh/OpXuC+/vNkEvZ2SNDCKOSOSTrt6nIomiogFBUgul74AqrSLGF4ABQJ4hw/X25mWhvWNNzCvWIFYXIy0aRPGHTtQMjIoXrwY+7x52JYsAVE8ZaldrSx9C50vWypis2QzR1lZGdlBvfQ//vEPLrzwQgCUPn3CK1RbVhbmDz7QP+/ZE1NeHvEzZyIWF+MdPBgLhHXSIYMqFRai2mxIP/6IJsuIR4/iHTSoioOs9OqlFwsJblOa8vLwXH11rW2V8vMpHz1aL8/70UfEP/UUiGKNlbJ/0iTkZ589ewIoamENqhs6/x//CL/8UiUtVxiVfvZfcgnGjRuxz5uH4dAhXWqDvqUslpcDepECyeXSt6NrKQRTG9S4OKSCAgguuMKpxWKI4QxFjXf+FB3IwsJCOrz1FitMJp54802SP/wQ8dgxSl59FWnrVuQbbsCybBnG/HxUq5VA69ZAVcdR7dIFaft2gFoJj9DfanN8o3FEoyFGmpvNbmxpYKR+c95/f5U4Fe+QIdgeeghDIIB30KCIxdLip0/Hdd99KOnpJN59N4YjR3D/5jd6OkRJQvD78V1yiZ4W9+abdee7rCxca+BkiYxYkGLzgOHxxx9v6jY0NB5vDtsSsizjq01frCjYXnwR+zPPYHnrLcQjR/D366fnmq4Gk8nEddddR48ePbjpppvCnxs3b0aLj9cD0mw24v79bz1lU3o6zmnTMH/0Ee4bb0Tauxc5Nxf27tUHmSjiv+ACLG+/jbx2LeKxY/gvughUFc1qxfX73+O77DL8F12EccsWxMOHw1UahePHCXTpgn/AgIi3ZdyxA6G8HHNurl7hr3t3SmfMQIuPx/L22/p1ANlioaxv3/B1It336UKdz6mBYFu4EO/QoXiuv75GX1Rvi7phQ/i5yp9+CoqCLzOz6s+rV6OmpuqBMtu2gariGzwYKT8faetWpH37wOdDcLsxbtumby2PH4+amoo5NxffZZfV2V7/BRdge+89pFWr9OpuwfemqXA6nlG0aOy22HV2c2ajXaB5oslt9gnfeUXBtnAh5txcjJs347/ggjrHRFJSEr0PHqTdn/7EoEGDkL/5BvHIEaSCAoy7dyOUliIdOYLh8GGkPXtw33STnsnJYEALVtM1JSUhLl+O8aefMBw4gJaQQKBNGzSbDTk3F8v776Pa7Qh+P+a1ayO2OzxPJCRgnz0b46ZNiL/8UqX9toUL8WZmUj52LGJxMfKnn+IJ6a2DkC0Wynr2xPjDD3pw3A8/nLAPGguyLFPWsyeWt9/GnJtbv+cV5XM0fv895hUrkL/5BvnTT1Htdkzff19Bktx5J6bNmzG0bYu3SxfQNMyffYbp889x3XEHtuxsTFu2YPr6a3wDBmB5911dZ62q+Hv10rUERiPKueci7dyJvH498po1+C67DOeUKZg//pi4BQsQDx/GtGED5rVra29v8J7k3FzEjRv1YyQJ/0UXNekcG7PbMQ123TgFvVJdmh9bVhbi0aPhFEmWnBzUlJT6sYTV2iavWUPpjBkVuuzPPuPomjUgSbW2pVadVqVrJI0di79//6i0d5W3N0MVw8Lbm5XOfTZpsyCKfq7clpKSiudqtQIglpeH8+DKn32mp2aUZZTevSvKIIeOCf1cS/n5aLV9Z9szihYxDXajoGE12Cdpt09ksysHC0YTh1C9BoBx40b8/fohlpdjys3Fc/XVqG3aoKSnh9NnyqtWhWMljCkpFI8ZE76GLSsLb2Ym9rlz0axWhPLycGxErWO6luwVle2A/emnUePjw/0llpbinDKlRt+cku45GkT53KIZg7XFA9leeAHx6NEKzXpiYlXNeuj7L7yAWFwcDjCVduzA+eijVWJmnI88gqV/fz2+iQopn3HTJkpnzcKybBnWnBw9B7rFomcDmTAB04YNGL//Hn+/fjinTg1nYUIQKF6yJGyzLcuX64Grwdip2vo8dK+W/v0jVttsKsTsdkwiUieiyrF8EsZcLCsDi6WisEe16nhRnbu6xEBVsbzzDpjNqDabXh63rsANiwVp06aK0rmZmREzS3gzMyNHmkdA5W0p8eBBvLffrp+mGWj2mhL12s6sQyNny8qqqOIW5QQX2yqM4WxDY+TGr563OiGY6qzO+cBiQV61KiwpwGjU7X5qKuqNN4Yd6erFQMJEhMWC7dlna5ZndzrxXHppRcrNDz+sveFBeyKWlYXPW10qEsplXyXjRC190KApUWvRK9d4btWPe+CBE56vtqq6cl4eKAqBjAxUqxXT119XfY6hoMRPP8Xzq1+BICCi784q6enh81UuNFRZvuecNo3WgwYRP3Mmhj17ODZvHgkzZoDfj6G4WC8Kt3EjmsmEmpSkZ/0IZmEKpbytnNO6Mu9cq8QnVnWx2SLmYNeBaF7cWo25otRa0lqNi0M8fBj7rFmI5eUYduwIl7PWNA1BEOo+dwRUiS5PSYnoSFUuq5o0ahSC14u0bx/GjRuxLlvG0f/9r0ab6+WgVUv1ZsvOxvLBB2e9Y9dQTu5JGdJYUEsMZxlOyeGohdQIFe9wBW2xkpZWhRRRVRVRFCPuGIV3q0SxCqONIKCmpNQoBhKCcf58Sivb/0oBinWm3IyAuhb50dqnhtY916ZXhqrPrcZxL74I48bVeT77rFnYn3xSr0J5+DCCx4Pz3nsxbt1KIDkZb1oaSloa5pUrK56jouhBpOecg1hcjOXdd1ETEvD36QOqStKoURS/+aYevxQM1Kd/f51lDkIqLMSfkYHarh2Cz4fpu+9Q0tIQ/H5EpxOxuBhfv37hoj6VUTmnNW63npt8zhwI+gO19XnoudC//1lPZjU3xBzsOhCNQanNmNcwjsGghVBaJPPq1ajx8WhxcfoAJhh5/uij2O12pkyZUvPcwZyZUTHalRx8Y3IyjB1bpaxqICMDw65dlP7f/yEVFiLt2UPiffdFjCY/KQct5thVoIH6oqlzfscQQ0vAqYyT2kgN1/jxJN55J8kjR6JZrfh79AhXwCsvL+e2227jd7/7HePrcO6rF3NCVZHXrKlaDOSuu7C98ALyunUY9+5FdrtR0tOrlLrG7yfxrrv0IjLp6fgGDqxaPTbCDmqVawelZJW/E419aujdsOrzG0QO2Kx+nLBixQnP55w2jTb9+uG94grcv/kNSloaqdddh9K5M5osY9y0CXnVKtRWrVCtVmxZWci5uQguF76LL8aTmUn87NmY9u9H2r8f15gxmFeuJGnsWLyDBuEbMID4GTOQDAZcAweCKIb7s2TBAj014v79yE4nx555hoSHHkL85RcsH3yAa+zYyH1XKae1LTtbZ7eTkwHqrA4cOt60YgWqyXRWk1nNDTEHuw5EY1BqM+ZCpS2kkHGsbLzFkpIaGuWXXnqJxYsXYzKZuOmmm+hX7dxSfn7d6ZQqofK1Eg4cqJJmKKTvlcrL8Y4YgTkoEzH/+GNsq6kZIyb3iCGGE+NUxkldpAaAr39/sNnCrGUgEOC+++5jw4YNHDlyhLG/+13tzn2EAi6lwTzIIbbbtngxYnExpU88QcK77yLt3Bm25aFS1+KxY7puGIh/+GHEY8f0Cr1bt5J4990offrUScBU1ydHLaFpYNKk+txZpXhVpeemWixVCu5out617vMVFqLFxXHsxRfDfxdmzMDz298i/vKLXn5+9278PXsC6NfOzQVBwPbKKxz5/HOEGTNQOnXCO2IEynnnoW7YgNKnj74TMWwYrnvvJfnvf0fOy9NZcq8XzWDA9NlnKL17g6pi2riRpDvvxN+jB0VPPYW8fv2J+7C+/RySAdntuJqJ5jkGHTEHuy5E8aLXZswj5XquYrzT0pD27NEvs307BQcP8niwVO2zzz5LRkYGrvT0KudWevVCSU+vYKYrl6ythirpnrp3R3ztNb1q44wZGPbtwzNsGGqrVrT6/e8Rysvxjh2L6YsvKtq8dSvSli0nZEZiOI2I7QrEEMOJcQrjpLrTV5nUSJg2DbVNm/C54/72Nx5//HFWrlxJq1atWLJkCb7OnaN27muVsgTjc3yPP47xhhuQdu8GCAeZV47fEVQ1rAGW8/JQ27XDOXlynY5zc9Hs1pg7Q6XGQwjuwsp5eRAI6OlIhVrifxUFAoFwVWLv4MH4zz2XhD/9CcPhw4hFRQgeD+KRIxi3b0coL8ffsyclL7+M/bnnkPPy8Pfqhfvmm0kaN46Uq6/WddJxcZjy8lDj4lDbtkW1WvVsHWVlemGvJ57A9N//4s/IIJCejlhUhFRQgLRtG2qHDvgA36WXIpaX6851jBQ5qxDzmE4VtRjzSHlDbdnZYePtzczENHcu9nnzOFhWxq+WL0fTNCZPnsxvfvObiOe2ZWVhnzMnnH0El6uCsbBY9ICMYAYJ1WIJX0ssKED84QeUbt3w9++Pv3t3pJ9+QundO1zBS87Lo2TBAmyLF2NZvhxpyxacU6ei9OjRYIFCzRqnscJVDDHE0DxR3elTevWqlRT5cutWXl65EpPJxEsvvUTXrl31c0SykxHsS227n+LRo/pOo82Gv3fvKhmm1Li48N8BNFEMs+nSnj164THqdpybjdTsBAuh6uXFQxlWpBUrsPn9VWy0LTsb7/DhuO67L7wb4Bs4EOvrr4fTFKpWq56tw2iscp2Qvv74rFnY585F6dwZ47ZtaDYbaBpqQgKW997Taw6cdx4EArivvRZbURHSm28iBAIEgky42r49hi+/RLngAo7PmUPCtGl68a8mqnoZQ9Mi5kE0FiIYjxrV+156Cc1gYOyNN+J0u7npppu4//77K75Q3SiPG0fSuHEQ/L6akoLq8eCcPDkcNBNO57NqVXi7zZCSAl4v7lGjqgSUVE/FBFSRrCg9eujNaC5ykUZ0guuVeSDmjMcQw5mJCKRGJFLEZTDwu6++AvQdx4EDB9Z52oj2pZbdT9vChcRPn45kMOAXRRSTCVtWVkXQefDvCALeIUPC+t9oMzeddqnZSdrLENMeug85Lw/XXXehmM14L7sMW1YWpm++0Uu979yJeOwYaqtWuMaNIz43F8HnI9CpE8WLF2N7+WXi/vlPvQ7Eeefhu+IKTOvWYVu4ENeECSTefTcJjz2GkpaGv0cPnTEfMADrkiVoFosuN/nrX7EtWULp449jnzsXwevFUFCAv2tXDFu3hhlsvF59MRYhGDaGswtnt1dwuh2lCIGIcQsWsLxfP/KAAXPnhjOIQASjvHgx3iFD8GZmIq9di+V//9MrgClKlVRBNdI92e0YqweG1LbVFsRpYznq8QwaI/1WCPXZNm3MdsQQQwzNBzVIkeAun62sjC9vvZX/tG9fseMYQgSbFrFaYi0MrmvSJFyTJpG0aBHOSuXJwwGXwb/XQLSZmxpaanYCG17DXi5cGE5RWJfND81BrvHjsT/5JKZvvsG4ZQskJSE7nViXLaN0xgyknTuxHDuG5d13cV9zDalDhqCmpiI6nWhGI6lXXolvwABUqxXDkSMYt2zBcOgQnl/9irj587EtWYImiiiKgpiYiPnTTylZuFBPyzh4MGJJCYEuXfQCXpqG5e23EZ1OfOefj2HPHpSMDMwffYQpVCgoLg5p1y5YvTqcOz2GsxNntYPd1I5SOHilUydGjh6NNGwY/m7d8A0YgOj1VmisFQV59WrMK1fiGTYM+5w5qO3bE2jdmvLbbsO2cCHGL75A8PuxxcVFzGntHTwYS04OmM3g8eAdNKjOtp0ulqM+z6AxtYP1WVA0Fw1jDDGcdWhiUiQcINipEx1Gj+bBjz7CH5TXYTbrx0SwaVJ+PuWjR+MdMQJ55Uqsr712wktHCpSvT1tPF2zZ2WHSR9qzh8S77w4vRKrECgXnMduSJbivuSZc9CbM5i9YgLxuHaDPV6677gpLFs25ufi7dUPp0QNjIIDtlVcQysuRduwgbv58lM6dMfz0E7ZFixD8flSnk0DbtgheL2JREZYPPiCQmoqanIyamIh47BjWd99Fk2WKX3kFw+7d2BYsQMrPRwgEsLz9NsgygbZtMX33HQDGDRsItG6NWFKCJstgMBC4/HKcd9+Nc+rUig6p9I7KeXkx3fVZjLPawW5qRyl0/cQ77sA1cSKmzZsRDxxAXruW4rfewj5zJkmjRoHRSOCcc/AMHYodUBAFAAAgAElEQVRYVIRxxw5cl12Ga8YMnU159VWUdu3QLBbMH36Iaf16ShYtCg90k8eD+t13CMFSod7Bg/WAkrpwmox1fVIRNiarXp8FRbPRMMYQw1mGpiZFItlsX9++JE6cSMkrr+hOZDAILmRHLMuXo/TqhVRYiCkYNK706FF7ytUgIgXKN0eIZWXIa9dWKcKTOHEizqlTkdeuRSgvJ+nWW/FmZiIVFupfUhRSf/Ur1ORkxCNHwOtFzsvTC8DIMvKnn4YZZFWWEQ8fxuDzYSgqQjCbEUpLwevF+O23KOnpiD/9hKaqCIEAAEJZGZrVimH7djCZQFHQWrXCc+mlmL76CjwehJIS/H36oGRk6EGsM2bgHTIE1yWXIO3cienrr1HtdpT27QmkpWHYuxdjYSGuQYM4/vTTIEkkP/98zQ6JBaPHEMRZ7WCfVkepjiAX0ekk0Lkz6s6dGA8dQtq7F1tWFmpyMoLfrwdaJCdj+uornI89hjE/X88msngx3qFDsS5dSuncuRX66hkzQJLCbIu8fj3lY8ZUlONdvbrZaIbritqvPoE2KqteD6MYS5cXQwxNg6YiRUIFwGrY7KBNTZgxA/u8eUhbtuDv0QP3yJEA2GfPRiosRPB6q5Qqtz/5JEq3biDLyJ98gpybqzt3IUc7lBVjxgzQtOhIEdDnmepMcPB7ET8/1XlAUZA2bcK4bZtejr1HD5SOHTEXFGCfOxe1XTs8V12F+aOP9LzOSUkIbjfWN95AEAR8AwcieTzE/fvfeK6/nuOzZpE0apQesNm1q17WfPNm1Fat9HmwVSsMLhcYDAiiiHntWr0dXi/IMpqi6L8HAhgLClDtdgLt2unZPbZvh0AANT4e1edDNBoJtGmDtG0btoULEUtKEA8eDBNX0q5diEeP4rnyStT4eI7Pnk3SmDFVivxo8fGn1n8xnNFoHl5WE+F0Okoh5mXVwYMUvPMOf/73v3Hdc4/udB85gi0rC6VLF8TDhxGcTswffIC0cyf+vn3RzGbcN99MwiOPALpxlAoLMa9cCUCgffuqF9M0oGIyElasqFGOt7mgzqj96m1tLsxAc2lHDDGcZWgKUkRwOnl31Sr233ILd4aKhQVt9vGnnybhwQdRzjkHNS4Ow+HDoGnIq1Yhlpdj/uQTSv79b5Ru3bDPnas7aEOGIASDzuXVq3FNnIht0SK8Q4eGCQVbdjaB66/n+PjxFeXLo3CGbdnZ4TzaAJacHGzZ2QARP69eebe+0htbdjZK164IZWVIP/6I8fvvURMT9V3XNm1Q0tIwbtqEtHcvqKpeprxtW6Qff0STZcwffYRmNCKWlGDYto0khwOxpAQMBvzdu2P+5BMEn0+XgPz8M6b8fDAaUY1GAklJetDihRdi+eADNJ9Pz/zh8yGqKprXS6B7d8SSEo6uWUPS2LEYCwqQfvoJzWrF278/pm++0WOZkpPxDhhA+a23homrECrvmFTP1e1/4IEqlRxjiKEyzk4Hu5oxcd5//4mNySlq/8SyMrYEAkycOJGysjKuveoqOv7+93rQyrhx/D975x1mRXn2/8/MmdP27NlGZ0GKgBQRFQKKBSUqogZN8bFExRpbEuNrRbHHBE2MSX5vFLErFsZuXsWAUm0IqEiVupRdyrL17OlzZn5/PLOHZdkF1IUl8nyuy8udOXNm7pkzfOeZ+7lL4dVXE546lUx+Pul+/TDWr0evq0OLRkn360fe+PHo27YRnDIl6wXBtrP7zxs3jvSwYbIQv8+X9aYYy5fjhMP4P/gAY/Fi8seNQy8rkx4SaP1qGLvJ2j+Qp0UVCsV+pF5/a2sJP/gg1oAB2Hl5u3eK/EDNrneKPPDGG3y0ZAnnrFzJlp/9jI4NNLuNEOjbthE77zw5KLNtgm+9la2rnCkuzlZjiowfT/jhhwEwNmwgOGWKjPPt3h0cZyeHgl5Xh923L7hx2HvrFNHr6naqk00gsKOKhd+Pf8YMGRe9ZAnpo4/OXqN677Pdrt2OOOqnn9799bIs/DNnYmzYgFZbixMI4ITDaIkEjqbhXbECNI30wIEEPvwQ3PANJxiU9bvdgXPs178m/Kc/ye0dB3QdJxAgMGMGWjQKXi9abS12Tg6OpknvtWXhFBZilJSgf/IJjmHI73o86KkUjtcLmia7YB52GMaGDTg5OcSEIH7eeQSnTEGvqiJ20knZ8ob1zp56x1W2qstuanWHD5CZYMWByUF5d3yfOL6dvrN8efMds5qhNpNh1ZgxvBGL0bWggO7pNFWWJb8XCFD1/PMUnX8+WjRK7YQJ5N90E3ZREXp1NXoyiWfrVso//JDQc8/JqbbcXDl1OHKkzLKeMAHvl1/i+P1Exo2T9auXLZPlhI46irznnyc1bBhWt24kL74469XY7XVohXJ0KvxCoVA0prFm+2fM2OeardfWsvQvf6Ht++9zlqZx4RlnUNSxo/zQ1Wwsi8LLLiP0/PP4P/kEUinsvLxsvovj9zcZAkcmI+N8589H37JFzko2cCjYubkYS5YQmjpVOlv20inSuE42iQR227YA+KdPJ3r11WS6d0cvK8NYulQ2cpk5E2PjRjzr15MYNSpbv3lPz8XQU0+BZZE85hgCM2aQGjQIvaaG9JFHkvPKK1iHHiqTCZ97Tg6u/X60eBytqgrH40HLZDBWrCDwzjukhg4l8OmnOLpO/Mwzsfr2Jfy3v5Fp25bYRRcReuEF9O3bwevFCYWwvV6wbVm1IyeH1KBB+L75BtJp7Lw8Wa/a65XPz7o6/DNmYA0YALouXz6CQexgUM7y1tc3N4ys57rheavZSsX35aAcYDdZMmlP32kQ++efPVt2dXIL1O/0tl+fWJhKEfL5iF55JfF0mndfe40jYzG2t23L0J//HEvTdhGw5HHHkfvYYxTccAOekhISp56Kp7yc6GWX4SkpgUBgp+3DbsgHuN6Rv/4VYEf96v79ZWvXu+4Cy9qp2H3w/fflNruJZ2yVhKI9hV+oGtQKxUHHPtXsZqiZPZv/9/XX9ASuOOIIei1dSnm9U8QlGyIRj2MXFuL78kviZ5yR7fgYfvjhneyuD4GzevYkNGkS/s8+w/fFF3hKSwGkh9SywLYJXHwxVl4edlERdqdOFF5xBamhQ0meemqzmrxLnewTTsg6KfwzZpB3333ZetGZ4mJyXnlFlrpbuxbfxx8T+Ogj4hdeuFf1m/W6OtLDhmHn5qK9+y6+hQux+vTB98knstPh2rUkzjwTY80a7IICObi2LIySElnJI5HA8Xjwrl5N5IYb8H39NaRSBGbOxFq7FicYJDViBNHf/hajtBTPunXgOBipFFpZGVptLZquSy9/795UPf+8dDQtWbJzPHv9bzVx4o6Xj3gcvapKxnlv3Ypv7lyZiLm3se4KxV5wUI5Mvk/JpJ1i/9avl16HK67IZk03jJ1LjhyJPngwyYULCT31FPdu2ULx5s0systj5EcfEWvbVjYGaCxgHg/p/v3R0mmc3Fz8n36KdeihBE2zybJ6TcYjZjKy6UwwCPG4zNJublvYbThGa1dZaYrQU09la4vu9VSmQqH4r2ZfajYAloX3n/8kXFGBnZtL9dixvLN2LZcBBQMH0nnMGFLr1u0yoNVra/EuX0566FCMpUtB0/AtXEjFm29KTc3LazYETi8vxyouJj1sGN5582S9ZF2HTIbkqacSsCxSNTUARO66i/xx4/DPnUv0+uulyU1psmE0WyfbCQZJDR1K9Nprs2Xp9OpqMt27y+T36dPxbNuGf8YMkscfT/ihhyg67zw8paVohxyCPXy47BYcj8tGZzk56OXl6MmkDGtcvVoOsrt3JzlsGJniYgJTp6LFYljduxO//HJCTz+NJxYjeu21JIcPp/CGGzDWrCFvwgQybdvKhMTqahy/Hzs3F//MmRSdfz6kUqQHDZIhLFOnolVXYx16KBmPB8frJTB9OrjN1yonT27yebDTywfgeL34S0tJH3445bNmYaxde0AVAFD897Pf7iQhxNPAWcBW0zSPcNcVAlOAbkAJIEzTrHE/+ycwGogCl5qm+XVL2bJLyaQBA/b4nYahC3pZGXbHjlg9exJ+4AE8JSV41q2TDQWaGJT+4Q9/4NM5czht0CAClZVQWSkHv+3a7XQMPRajcsqUbKxh4N//Jj148M6xhg09uDk5+D/8cOd27JMm7Wgi06CZTLNdw3YTjtFsQtH38SI3+I63TRu4+OLvJWT1tUUbloRq1rPeRCfM+tqsKvxEofjvocU029Wyxh7a+qTCSHExxsqVFDz/PGMuvpiNs2fTc+pUkqtWgRu/3BBj6VIynToRP+ccPEceSeiJJ3Byc7NhfLvodoMY8voESP/s2TLR8ZlnSI4cSd7ddxO9/nqcTz5B37wZu02brM2edet2n6OSSFB49dXokQh2OLyjPrdloSUS+D//HM/mzSRPPJH0sGF4tmwh/4YbpEMmFiPTsSN6XR3hv/wFq2dPGas9cCC+yko5+HQcPOXlaPE4TiiEVVwsuyhGo/LlAIj/6lf4PvuMxBlnYKxfL5+PpaXkvPoqmeJi9MpKgm++iX/uXOxgEKtrV1InnoixfDlaOo2nokKGbDgOmc6d0aJR7IIC2Tymrg6nXTv0ZcvQ0mniZ52F1bMneX/8457bkTfx8hH+61+z3ztQnEiKHw/781XtWeD/AS80WHc78KFpmg8LIW4DxgG3CyFGA4eaptlbCDEMmAjsvhftd8DOy9slnm+P1IcuWBahSZPIefll2g8fTvyss6i9+26Cb7xB6KmnsoNSBg/OCmBBQQFnTJtGaOJEci6/HC2TId27N1W33LKzXbm5GGvXEr3mmia9H7BrXGF4wgQZBuKix2JExo/PLteHjTTbNWw34RjZB9Tbb2MsXYo1YAChiROzHpbvG8OeX1r6vcNN6qd4o808KJs7prFypazN2qgEII1+A4VCsYMDxTHygzQbZKz0FVeQf9tt6Fu2YHfsiL5liwzHMIwmkwp9t97KkBUr0MeMwcnNJd237y5OEWvAAOzc3GxIBl5vkzNqTcWQZ7p0kUl5dXUy0VHTss4ZY+VK0tddh/fMMzGWLMHOzSV54olg2zuFnDQewOdMnkzqJz+h6l//os2559Jh8GBSgweDbUtPcufORMeOxbdwoUys7NlThm7YNk5uLrGzziL6298S/utfZWOVXr2wevTA9+9/41uxAsfnk90Nt2/Hu2oV/vXrSQ8cSMbvJ9OrF8HXXpO6PHAggalTZSWs3r3xbNpEeuBA9G3bSB11FJ5t29ASCQz3+4EPPiDTrh16bS3JIUPwf/IJiTPOwG7TBjIZAtOnYw0ahJ2XR+KVV/COGUP68MPRYzF88+fvWklrb+8r1dNAsQ/R99eBTNP8GKhqtPps4Hn37+fd5fr1L7jfmwfkCyE6tJQt0SuvxD9jBuG//lUmy3wHT2boqadInnIK5bNmkenYUdb/nD2byO23o9fVyX1/+CHBs8+WNUzd0kQYBhgGVc88w7bPPiMyfjyh557bsWM37i7v7rtpd/zx5N11l0wMqa/r6bJLXGHnzkRuvpnkiSdSeMUVeBcskCEilvXDBcN9QNl5eUTuvJPIrbfKqcS5c3d46Xv2xD9rFuGHH6Zw7FjCDz8sB+G7sdvu23eP8X3NEb3ySvSyMjldOmNGk10rmzqm1acPeqPOaN/XBoXiIOJZYFSjdfWOkcOAGUjHCA0dI8DVSMdIi/BDNLt+8GkNGIBv3jzpye7Rg8jtt2eTve1gEJ+bxxJ+4AHsnBwwDFLHHENq2DDSgweDx7PLfo2lSzHWr8fx+8kccojs8NcEu2hRXZ3srvvKKwTefpuC66/HMQyMZcuypeB8Dz1EcuRIEqNH7+gK+JvfEL3mGiI33yxfHtyBfLYrcPv2RK+9lnZnnUXdjTdiHXYYdps2eFetouKtt0gfcQR5Dz5Iziuv4F2yBC2VovLVV6kwTZKnnEJgxgxCjz2G8c03MuRjzhwcwyBz/PFoqRR6LIaWSJA4/XS0WAzNtvF+8w16TQ2eVatI9+tH4KOPCL71Fp6NG4n9+tfUPvgg+HxkDj0UfD7Sw4eT+MUvSIwaRezCC8kceiiJ00/Hzs9Hi0bxLV8OHg/Rq66CQADfwoXYRUXZ51zgwgsB8H79dbaSVnLEiO9yO2X5QfeVQrEHWjvYqL1pmlsBTNPcIoRo764vBjY22K7UXbe1RY76AxLpGgpl/RRY1uOcmyu303WSDz1EjTvdGJo0CXQ9W/7H6tlzx3RUwzJJAwaQPOEErN695bRbRUW2bmq9DY3jCq1u3QDwz5mD3bkzNffcQ9FFF9H+hBNI9+lD1RNPEP6Bl6vxwwF2xG6H//xn0m7JrNivf51tZtM4vrG+RKDVrRv66NFYubk7X+dgUMb3xWK7DzsxDKqefnpHK9rZs5sVxV28E010Rttvb5gKxX8hpml+LITo1mj12UD9iOZ5YCZy0L2TY0QIkS+E6FCv8T+IH1B7vqH3WK+qkiXZ3H0F33tPbqRpTYbWNTkj2Ki0nbFmDU4ohF5WhtWr1y6aDU17SqNXXikTF487TnrVO3Ui/NBDWQ+4HgzCo4/uVShevUbb4TCekhK0WEweNxzGLi4GXcdYu5bIPffgW7iQxKhRRMaNo+i882jzi19gFxYSO/98EqedJnsx1NXhBALoW7aQN2ECGAaO14vj8+FbuBDf/PmQSuH4fDKsY+NGPJkMdtu2pPv3p/Kll7LXiHSa2HnnydKyjoN33jzSAwfiX7CATLdu+ObNI9OhA1o6Td1112GsXo1nwwbZYn71ajxbtxIdOxaQzzmnSxcq77orWzkre62/D6qngWIfcqCOL7Qm1jn76+D1ghy5+ebsYBHLIjRx4k4e4uSJJ6KXlcm3X7fOp+f++yl79lkShxwCyAGpf84c6WkNh/EuWkThFVdgLF+OnZubPVZ6yBDZeGDuXJnIM2cO8fPOIz1kyA4b2PmNWy8rk9OGkB1sh557jto//Yn4L39J5M47d/aSf0/s3FzZ7WriRPLHjcPx+fB/+KGcRly6lMi4cdIjc9ppWaFvHN8Yuf32bDkk3wMPZMNP6q+zXlmJXlm58zVvDlcUG3txGtPYO1H1xBPKW6FQ/HB2cowAe3KMtA6uZgemTZMhJZa1oyQb7DTD98WMGTyYl0ftTTcRGT8eva5uF72v334nzb7gArRUiurHH5cxwRdcsItmQzOeUsPAGjiQmoceour556mpD/dz9cz72GNSH//wB/TycoouvnjX2cH659L8+RT98pdYhx1G3j33oFdUkPvoo6SGDMH/n/+g1dSQd/fdtBkzRursLbdQePnlaKkUxpo1eJcsIeeVV4heeSXe5cvJ9O5N7Lzz0GwbLZmUCfi9esmXj0wGPRJBs23snBzs/HzQdTTHwcnNlV58V6Mrn3sOY/VqQpMnE5g2DS2RAJA1rmMxGSf++OOk+/eXlUWiUfSKCvB48M2fjxMMkj7sMJInnSR/s/XrsXv0AMMgMn486SFDdvsMUChak9a+K7fWeziEEB2Bbe76TUDXBtt1Acqa2oEQ4iTgpPpl0zQJh3+Yz9aXSqEPHiwXBg/G98EH+F98kczPfkb6xhvx3Xcf7S+9FOuUU0ibJgA5F16I1bEjz3/0EelNm/jZ0UfT7eKLIRrFKC2l6I9/JDNgAE6HDhhvvknhI4+QeOklfA89hD54MN5PPkEPhTA8HgpmzcJbVkbB5MlopaVw1134PvgAvf683LhhK5Gg8JJLZLmiigoSV16J8d57GH4/vuXL8fl8eL74gsxttzV9TSwL72OPoUUiOOEw6euuy5Ya9D72GFpNDfrixdgDBpB7/fVkjjkGbds2nG7dyFm4kMTLL8Njj5G/dSueNm0omDsXvW1b8ktL8bRtK49pWQQ//phAKoWTkwPdu+OZM4f2l1yCtnEjgVgMfelStJoamYwTDGavuR4MNm3fd8G9VjpIT36jZZ/P94Pvl5ZC2dI0B5stQoh7GyzOMk1z1j49YMuxV46RfaHZwC56RiZD5mc/w/H78fbqRdHkyWRGj5b6feGFaJs24RQXU/Xmm7B0KeHPPmPdyJEcFQrh+/ZbUvffv6ve33jj99NskNpjWfgfe4zAY49JGwsKyC8txe7VC9+99+JZvBjvs8+Svu46jFiM4ODBeP/5TzKXXIJxxx3opaXknnYa1pgxOPn52XPEMNBXrSK4ZAkccgh2t254V6zA8/776Nu24XTpgresDOuMM+Dbb2nzj3/giURI3XorfPYZ+sKFeCMRwoWFGMkkRkkJRlERTu/eOOXlaDU1eEtKIJnEPuIInHXrwLLQIxFZm7p9e0il0A45BG88Tpt//nPHb/CnP8Gtt5K85hr0NWvInHoq3nPPJTF9Ot7HH8c3fTqeVauIv/GGfOlwL1e6we+a9/jjaB9+KM/ld78jHA6jr1ix4znTShxs2vRdOJDsaS3d3t8DbI2dRfhd4FLgIff/7zRYfz0wRQhxDFDd3DSj+/CZ1WDVPZFIZO+saSoUBChcuBD9t7+VTVlGjMD2+dArKogUF8u2qLfeKrOPL70U4nFCEyeSbNeOi6qqWLlxI//0++naoQOpVArvggWk27TBWLUKz4oV8q29XTtsrxdDCJxEAm69lcobb6To0kth0yb8N9wgM6u9XuI330zwjjtItGtHtNF5hSZOpOq22+S047JlhO+/HyeZxDN7NlUPPACGQbC2Fu8//iFtbURo4kRqGyZMCoE1cCDG4sXU3n67bECQl4dn3jycujo8776L1aMHicGDMVIp7EceIQn4b74ZMhm8W7fK5jgzZ1L5xBMQiRCaOJH4YYcRP/10glOm4PvsM9Jnn00qmcRXVYXzySfUXn01oSeeINO+Pfajj8pYQp8PHn10h30rV+J/9NEWn84Lh8Ps9f2yj1G2NM3BZEs4HMY0zXv32QFahh/kGGlxzXadAoVXXEGmc2ep28ccQ95991Fz5ZXgNtYKTJuGlUhgDR6MXllJ/N57qXzkET6bO5cVwHU9elA8dizp3r3JxON4bryRwPLlOKEQjq6TrK3Ff/bZ6Js2QVUVlTfd9L00eydN+/BD+Pe/8c+aRWrAACLPPSfLxT36KFZODvGFC6GiAl54gXjfvtht2hD0eHA+/1zGO0+bRrq6Gs/8+cRHjCA0ezZWcTGabZPp0gVjwwZsj4d0p07YHTpg5eXhj8Uw3n5bOlAefZTUMcfgi8XQKyvhnntIh0J4V66Udafr6rDDYZzRo3HWr8e7eDH60qUkhw9H374dvaICz/btOLEYqYEDZciirhP5/e8xVq4k7557qLnySooyGeo6dCA4bx7xaBSfrhNftIjIpZfK6+DzEd1dy/H655dlUTR5Mrz8MlZurvx9W1EbDiZt+q4cSPa0lm7vtxARIcTLwKdAHyHEBiHEZcAE4FQhxLfAT91lTNN8H1gnhFgNPAHsWtSzBWgqFCT01FNEbrsNq2tXAu+9R+FVV0Emgx0MZrtjNU4e1Ovq+KikhJXvvMPG3FyGduuG9qtfEbn5ZtLHHounvBzHtkkNHSrbyRoGenW1rOt6wgl4v/qKjoMGYWzYQPTXvyZx+ukyg7pdO4LvvYd32bKds8UnTpRTjbNmYfXsKVe7TWUqJ08Gn4/g++/jnzGDyO23ozXTlKG+eUP4r38lPGECdseORG6+GbtzZ/yzZ8skyqIiWUO2vBy9ulpO902aRGDqVNldq7yc5AknoMXj2Zg8vaqKQrdhgl5XR8RNSPR99RWeqipS99wDwSCpk0/GKC0l9MwzGGVl6Nu3E/jPf7JTqE0lBikUiv1Oc44R2NUxcgnAnhwj35cmw/fc9XbHjtkQkPCECbIpycqV2Q59idNOI3rNNejxOASDLHUc3p42jQ2OwyXFxbSdMoX4L3+J5Va90CIRIv/zPySHD0dLpch59VVq77+fqkmT8C5aRIdjj0VLJolefPH30+w+fdBjMaLXXEN6yBAid90lPbiu1qWvuw7/jBl4FyzAN38+kXHjCEydmu0U6XU7F8bHjAHLwrdwIY7Hg52fj75tG97ly9GiUdJHHEG6b1988+YReu45tFgMx+/H8XoxNmzAN3eubHRjGET+8AdSxx6L1bUrmQ4dsA45RIbvlZaib99O9NJLcQIBOdCORMh07Sqfa6EQ1uGH412+nMi4cdnzq/8NkieckA25CU6ZQuz8879fuJ5hkP7d7/YYHqhQHAjst7vTNM0Lm/nolGa2/+0+NAdovpGK1b8//jlzqHnkEYLvvkvy1FPxf/hh0+WRgOWbNjF+7lzO0DSuGjaM4IYNpE4+WX7oxpRZffviXbQIPR5HS6WwevcmedpphJ55hvRRR6HH41T/4x8ETRN9yxYMXafmz3/eOXmSnRN2wg88QPjBB7E7dMBYtw7fvHmyfazPJ9vN9uuHsXIlTl7eridvWQTef590374yc3vRIrRYDE9JCY7Ph2FZeJctw/F60bdvJ+P3Y6TTZPLzMbZtk14SAF1Hr6yUXp5EgvSAAaBpBN9+WybwDBuWLT2ol5fj1XX01aux43H5vUCAxKhRaMkkVs+e5Lz0UtZLrUooKRSti+sYOQloI4TYANyDdIS8JoS4HNgAnAvSMSKEOMN1jESBy1ranuY0W6+rQ9+yBeunPyV6zTUUXHttsyXt7Nxc9G3bmPj73zMkleLY4mIO7dmTTP1nto3mOHhLStCffhrNrQKlpdPZY+P14vj9pEaMkAPQsrK91+w//5nIuHGEH3yQwPTpeBcskJq7fHlWs+3cXHQ3jrk+GTL/rrswSkqI/O53+D/+WGp2JELhVVfJih4rV6JFozjBIDgOOA5aMimdJZ98ApZFpl07Eqefnq0d7SkrQ4tEsDt2xAkGZTv5AQNkP4ZJk/DPno2WSuHEYmS6dSN1zDEEZs4k07YteixG+qijwHFInnyybLQ2cSLG2rVZza6viFIfW50++gG6oz4AACAASURBVOgdfR3U4FjxI0dznP2WO7i/cMrKmgzX3oXQxIlN1lZNjhxJ8N13iY8ZI6fwdJ3Af/6DnZcn6542EohoTQ0zzzqLX9bUkB8Kke7eHcPvx66pwVizRnqQMxnsggLw+aQHwnGoveMOQs88Q6ZHD/TSUtm18YMPpCc4N5fE6NE7RHf5cqwBA/B++eWOTlWJBB1+8hMyxcVo8TipgQPxff21TBaprSVx5pmyG5bPR7q6eqdKHcbixdgdOqBv3YqntBTPli2kBg5ES6fRa2pkO9vcXJxAAGPTJukZKSoiOWIEOaYpC/8XFJA6/njsdu3wzZ4NmoaTk0P08ssJPfssme7dsbp2lYNwtzEOtk3o88+x0mkcvx+9thY7Pz97XfXaWiK33ip/oD01tGmBtukH0zTWd0HZ0jT72pbOnTtD07HMP2Z+kGZnB3br1mH16JF1NtgFBTtpS8NwktCkSfCf/6B98w2hQAB0HbtfPxJDhxJ48030qirZTCUYxC4qwvH78ZSXU/HWWwAUXXQRVpcupAcNwrdwId6VK8l06LBnzbYsii66SHrIUynio0bhdUv9aZZF7IILsPPywHEIZDIkPB6p2XV1GEuX4l2xAkfXsdu2lUn1ZWVkOnfGs327rHUdieDk5MhZU03Dyc8n07493jVrwHFIjBiB3aULNQ88QIeBA+XzKBwmetll2UpUelnZTv0C/NOmkfP112hLl8rOk0cfDek0genTZS1vx6HypZd2XFul2a3CgWQLHFj2tJZuH7wDbMsi9Pjj5EyZIhu/9OpF1eOPE3rhBfxz5uBduhSrRw/s/Hxiv/41Oa+8slMZunphb1zgv+YvfyH/llvwb95M9KSTCL7xRraBjF5VJQv6BwKk+/bF2LgRUinQdWJjxhCcPh0tncYOhUiceqr0Vtx5J/4ZM7B69pT72LoV7+LFpIcOJfDWW2iplBzQPvec9F4EAljdu+NbtoxM27byHP74R2qKiyk67zy0VAq7qAjP1q14Nm8m06kTdkEBenU1WiKBEwjIAbr7gEkNHkzggw8gkUBzHCniloUdDmP16oWxbp30Xvt8MkPccYj//OfyhaJDBxki0qjDVsObvbkH5t7wQ77blC2tjbKlaQ4mW9QAezc0p9mTJ8vOt++9J1/Sq6pIDR6MXlVF7KKLdtVsd1/tTjmFdL9+pAcNwli6lMBXXxE75xxynn5aeoFB6qCrmek+ffBs3YqWyaBFIsTOPpvAzJng96Nv3Urs3HOb1uwtW2RHxKFD8c6bh2frVuzCQpxgEO/ixVKz+/TBLiiQoXaaht25M54+fUivXy8H/+3bY6xbR2DqVByvFy2RwOrRA+/ixXJfoRB6RQVaLEamfXs8tbU4mYx8nhQW4qmslA6TnByccBjH45F9Abp0wbtmDakjj8zWB9dra7POjvoGY9527ai84AJCzz2341n35z+TP24cvvnzsQ49tEnnU2OUZu87DiRb4MCyp7V0++CZo3G9Fv7Zs2W8meOQ6dCBqiefBI+HoGlSeP31RO68E4BMx474FizAs2kTBbfeiuPzUXDLLbIO6GefYfXrB+yY/gtMm0b02mtlLGBxMWzahF5bixaP492+HUB2sKqokLVAlyyh6vHHSZ56Kvk33UTu5Mk4wSCZTp1IDRtG4KOPsNu2xT9jBoFp00iccgr+2bMBMDZsAI9Hxr25NbO1ujrswkIZ87Z6NY6ukzruONl+duZMQrGYrFe6fbscGK9dSyYcxli1SpZ9chwZtjJ8OGiarD+6bRtWnz5YK1dirFsnk0k0TXqGDCNb19QqLiZ97LF4P/8c76pV+ObNIzFqlHwZcMv7NSe6zbVw3xuamy5WKBQ/Etz45ZxXX0WvqsLOy5Oa7fPtpNlWnz4QjcpScJaFb9489JoafF99JZc//RSrf//sbkNPPYUTCFD9+ONyoDd7Nk6nTkRuvpng669DOo0TDJIcOBD/xx8D4PvmG6IXXgjhMN5PPiH0yivYeXk4bkfEvdHszCGH4Nm6FX3rVvTaWvD7sfPyZNMUn0/GTA8YQNXTT5O/fj0555yDZlmk+vcnefLJJIcOJTB9OjgOvm++wc7PJ9OpE05OTrZ9eeKcc8h56SW0dBo8HuxQSFb7SKdluJ+mYZSXg8eD4TjZ4zu5uXhWrQKvl+TJJ2Pn5mavbf769RRefTXWwIFkiouxevem6NJLSR9+OJnOnbGLivB+9RXp/v0JTZq0UzvyhijNVhxMHKh1sFuc0FNPyRiwww+ndvx4tHQaY8MG2Wq8Z08IBLKd/vxz5hC97joS55wjk0EcB726GhvQkkmSxx1HzssvU3T++YSefx7/9OnYwSChxx8nMG0avo8+Ak0j8P77OIAWiaBFIvi+/hrH78fq1QsMg5xXXyX897+jV1fjBIOkBg4keumlUrSDQYy1azG+/RbH5yP42muQTpPp2ZP4z34GmkamQwd8X3xB8J130KJRPJs3g98vu2Z16oTv888x1qzB969/kfPSS1hdu8pySytWyGYEloVdUEC6f38IBjHWrSP4f/+H3aYNkRtvxFNWRvDtt7GLioidey6EQiRPOgmrZ0+qXnuNTLduWL17g99P5NZbqXzzTWIXX0zizDPlQ0nXqZw8efd1rfeypnVTZNvSs2viqUKh+O8n9NRT+GfOpHb8eKxDD0WLxSj87W930WwA77ffkjrpJNL9+uEEg+iRCLbPR6agAMfjyWp20fnn4585k0ybNuTfeCPBd9/FWLECNI3QxIlo1dXoFRXo0agceGsaqaOPxs7Jweu2LdcsSzomvF7S/fvLRL+90Gy9vFyG5JWXo9fVoVVW4ikrw8nJIVNQgN2mDcbatbQ/5hiCv/wlmXAYR9PwVFYS/tvf8K5ciZOfT2rIENA0NDecT7NtHI8HLZGQ2us4aJYl61yvXy8H24EAmuNgt22Lk5ND7Z13YnXtir5tmxyAA5lDDiE5YsTOHXstC9/99+PZtg07N5d0//7yWTpkCHEh8JSVEb32WtKDB8teDnPmNPt7Ks1WHEx47r333ta2oaW51/jFLwi9+CKB998nMXo0GAaBGTPwfvMNRmmp/Afu8eCEw7KN7KJFkE7jXbqU4Jtv4lu0CN+nn8qkvy1b0FIpyMnB6tkTb0kJ9uefY9g2yZEj0aur8c2dix6J4Fm3Dj0alSEY27dDJCKXAwH0aFQW7U+n5bRjXR2a41D1+OOyrWwDQfd98QVOKARA+qijsLt0wffNN+jRKI7PR/Sqq8h56SX0WIxMu3Y4+flodXXg88mC/7W14PHIkoAdOqDZNnppKb4VK2SIRzKJFo+jR6Og6yRGjQKPh8SYMWjxOMaGDeS8+irxM84gPXgwmuPg2biRTOfOxC68kMC0aXgXLcJTUSEF062JGnj/fbyLF5Pp3h2nqIjIHXfI6c02bQjMmkVq+HAA/H4/qVTqB//Q6SOPJPjGGwRmzcJTWiq93/p3e2dsKVtaAmVL0xxMtri1Wu/bZwc4MLnXfughwo88QvD119G3bpVxvrpOYMYM/PPnY5SUAODk5sqZuNJSqdnLluFdtoy8Bx/Eu3KlrJOck4Nn82b0ZJJ0v354N25EW72aVDJJzWOP4dm+ncBHH+EpK5Nl5srKZPOUZBJ9/XrpTHFDTeq9wFoyiR6NYmzbRuTWWzG2bJFe6Lo6jLIy2RSlOc02DOzCQgIzZ+JZvx6rTx+ccBi9pgYnEADDwFNXl62SZBcVybIt5eV4qqpkNaZ4HBIJuZxKYfXrJwfHbhiIXl4uXygKC9FjMTwVFTiGIdu72zZomnSGpNMYZWXg8eBdvRrvsmXo6TRObi52u3byuZiXh2fzZgKzZ6Nv3ox3yRJ8CxaQcUNR7KIifF9+Ka9feTlaPI7VsydaNEqmRw/8s2YR/9WvmvyhlWbvOw4kW+DAsqe1dPtHOcBOvfceVU8+iRMOk/enP5H4+c8JTZqE3b49Vs+e6OXlWdHxz52Lf+FCvEuXEj/tNLzLl0tPQ2WlzEzftk0KgKahlZeTzGRYm0iQk8mgDRlCesAAfF99hVFeTrpfP1na6Kij8E+fLhur+P1UPfccwbfflnHKliWFD9BSKUIvvohRVpYt3WcXFeHk5pIaMgTvypWyKofPh1Zbi2MYOMEguU8+iccVtsTPf0560CC0ZBJj40asHj2wDj1UtlqPRMDvR9M0GeudyZAYNQpj7Vo02wbblq1qFy6UnbkiEZxgkMg996BpGvH6mMLbb8e7ahVWt27kPvYYni1b8GzbJr3x/frh5ObiXboUfft2Kl95BaeggOAbb8iYvDZtMFauxFNaSnrIEKAFb3ZdJz1kCKnhw+W+v6NQt6gtLYCypWkOJlsO1gE2d95J7X33kfzpT/EtWID3229JDxkikxEzGexOnYhdcAHBt9/GKC3F++WX+JYsIT5qFMGpU7F1XXYWzMvDu3ix7D6o6xCJkNY0KmMxamwbZ/Figl26oMXjMlzP5wMgcdZZ0qvdrh16dTXJk0/G2LgROxyWM31t2qDX1EiP8OrV0usbjaLX1uK4YR52fj7Gpk1ywLt9O7abm+IEAvjnzpXPk1RKDnZ79cLYuhXd7Wxo5+bKyiHbt+Nxj4PPh5ZKkTjlFJksn8kAyPJ6JSUYZWXSUWNZJE4/Hd1tb25s2IBdVETinHPwbNkiPeXIsqx6bS1aJiMH9okEGuAEAmQKC6V3OxzG9+WXxMeMIdO1K1o8TujZZ9E8HtIDB8ouvnPmkDz1VGr/+Ee8K1ZglJTgW7AAp21bvN98g9W3L+mf/KTpX1pp9j7jQLIFDix7Wku3f5QhIvWx0MnTTpODTMtCSyTwlJUR+OADfF9/jbF+Pd61a6m7+mpq77iD5LBhhF5/ndSJJxL9zW/QNE0OanNzZckjXUerq8NKJukGxA85BD0WIzBtGpkOHbBzctBiMfTqagLvvIPj9eJ4vZBO0+ZXv0JLpah49VVwHOxOndAsi+oJE3C8XqonTEBLp8l07Qp+P6kTT8S3cCE4jky4XLCATKdOeJctw7NxI+kBA4iPHo2WSkmveUUFmc6dSR5/PIkzz8QaNAjNtkmccgqVL7xApk8f6YnxekHXcQoLsbp1k57vRAI9kZBCnUzi+/JL+RBbvFh6derqMFauxFi6lOSoUcQuvpiq//1fOSUaDqNXV1P17LOkTjyR9LHHZuu4WgMGqLbkCoVir8i4oXlWnz4QDKLX1hKaOFEm3BUV4f/4Y/LHj5fVkUaOJHrVVSROPZXArFk4Xi/xsWN3JFrruqx65CbqadXVhIAVhx1GR8C3YIHsMNiuHaTTsmpHIoHjOGiJBOnDDpMlVSMRWWM6lcJTVYWWyZA68kiMNWtkS3C3yhJ+P5phyBbsjoMWj6NFo2ixGMbGjdL726WLfE4Eg+hbtuBZtYpMbq6srJROo1mWnFH0eMgUFMiGLS6BuXMhECDjllvVk0m0VAotFpMD1FQKvbJSJkkmEnKWsqpKVsCqb6vuOLI6ldeLEwjI52EkguPzYfv9eKqr8ZSU4Fu0CM/WrdkwDoJBGRZ5//1YPXrgKSvDKCnJ5tREr7mGypdeInnKKXK2sm1bor/5zf69eRSKA5QfZZKjp6QEva4O/7Rp2OEwoaeeknHGuk6mZ088K1fihEL4v/gCp6AgWxlDSyTwzZmD59BDpefC9SQ4OTlY8ThWJoMNZAoKaFtRgTZlClgWVvfu2AUFeFevlpU4gkGcLl3AtrG6dcP35ZeQydDmvPNwDAOrQwfsQIC8Bx/EKC0l78EHscNhEiNGyG01DU9ZGXZhoUwg6dgR37x5OIWFbJ81C2PZMgqvvVZOoU6fDppMXo1edhnYtizH5/WiV1eTd9ddGIsXo6XTJAcPxrNuHVpVFR4gdv756Mkknnox9XqxvV6Ix4ncdht5buMDOzcXa8CAbFJKcvRofEuXkjr2WPlQMQzZ4dLFWLlSZpO3cNdFhULx48TOycFYv14O7OJxjNWridx2G77PPsPJySF15JFYvXsTeuUVtESCyC23UHj11XImL50m8MEHOH6/zHdxKzWRSJC0LFJAnd/PKZEInjVrwLZJ9+snNXvTJvTKSow1a6BtW/SaGpn8V1KCA+RMmSKTHQcNkkmJjoNeVYV//nwy7dvjhEIkhw/H//HH2bC/+kYuxqZNcsZS06RjJT8fz+bNaIB30yYcTcPu0EHqtxsG4ni96JWVeCorAWSpvUwGPZHIesMcXZczsLqenRX1LlpE+sgj5QYbN4Lj4NmyRc566jp4vdJz7fUSP/tsWY0klcIOBqV3u6oKOyeH2Nlnk/PWW4QfeUTWzB49WoaEPPEEuq7LsMP8/N121PyhZfgUih8LP8oQEd9ZZ+H74gv07dupmjSJwJw5GCtWyNCIaBQtkZBTgOvXQywmk2UqK/Fs2CCn8Sor0SsqsjHadjSKHo3yDtDP6yVX00gPGEBi1CgZZxeJYHfujFZTA5mMLFvn8cjmBLEYmmVh9eolwzI8HrzffoteXS1FrX17Usccg2fDBnzz56NXV8ukF6+XtBtiUV+n2gmHyRQXSw/8V1/hFBZSM2ECenU11mGHyXra27bh+/xzWSPVLcXndOqEnZeHp7JSnrPfj92unaxwsmQJxoYNsuPk5s0kTzqJwIcfonk8eLZsoXLyZFleatEiAh98gHfRInyzZhF89118X36J9+uvZQWToiKcnBwCbpWW3cXWHUxTR98FZUvTHEy2HLQhInffjW/+fLxLlsiws4ICqYN+P8bGjXhXrpQOks6dsdu3l2ELmoanpAQ8Hpk06A5KM507y3J3kQhvA711nSKfj0yfPlRNmkSOaeKpqJB6nMnIAa47CHSA9PHHSydB27Zy5s+28a5bJzvZbtyI3a4dabcbo7ekBE99yJ27n0znznIgnUiAz0dy2DB8ixfL0L2SEtIDB4LHQ3LECDkQ3rxZer5tG9JpeUU0TcZ+27ZcT4MaYF6vXK/rOF4v1mGH4d24MZvknmnXToaFWJYMAcnPl+eJHJz7vvkGLAu7bVs8lZXZOPPE2WeT8/rrJEaNwuMmMfo//RSrVy+8JSWkjjpKhiD26EHoxReJjR1L4mc/w8nLI/jGG9mQnuTIkbusb0kOJj34LhxItsCBZY8KEWlBopdfTsXrr8ukukAAY+lSnNxcKt59l+jll2MXFaHHYpT/3/8RmDuXnDffxCgtlTFmOTkkxozBbt9e1hAtKkJ3xXd4MIhn4ECcoiLSw4cTuece6a0Oh0mecoqMufZ4yBQXy6TH0lI0xyExahROXh7Ryy4jfvbZpA8/XMYLFhYSHTtWNh1wM9ITY8ZkExn16moZ+1ddjeP1kjjxRHJeeoncJ57AE42SGjqU5Gmn4dm2jfSgQeh1dXiXLyfTpw+xCy6QDWgSCWjXDqtrV+JjxhC/8EIq3n6bxGmnkRw5ktiFF+KEw9Ib4vWi19SQcbdNnnTSDu+DWy89ffTRBKdOJVNQIMNrbr9dlii87jqi112nWtgqFIrvTOKss6gwTdkR8LrrsPPyCEydSvyCC6i9/37ibrm6qiefxPfVV3iXLMGzYQN2+/Yy76VXL+z27eWMW1GRbG6l6xyXk4NnwABo04b0scdiDRyIEwjg5OURP/98qdleb1YD9XgcY+lS6YDQdWIXXkjFO+/I5WgUu317Kp9/HnQdT1WVjLMOh3EKCmQ9asOQg/1YTK4Lh8l07y5DMrZuBcOg7vrrZdWn0lI8W7fi+P1kevSQGqtpaIDdsaN8oXA7LNp5eThIT7+dn48DOI4j7c5ksNq3l8+d7duxCwuJn3WWjOvOySF53HFZ7zKaRqZdO9J9+0IwiN2hA+l+/YjceCOJU0+VYYShEOkBA6i78Ubsjh2xu3SRoSRt2mC3bUvkzjt3qt5S39oddi3DV79eoTgY+VE2mmltAxQKheIHcNA1mmltAxQKheIHsotu/xg92NqB8J8Q4r7WtuFAtOVAs0fZomw5AG052Gj135UD7D470OxRtihb/pvtaS3d/jEOsBUKhUKhUCgUilZDDbAVCoVCoVAoFIoWRA2w9x2zWtuABsxqbQMaMau1DWjArNY2oAGzWtuABsxqbQMaMKu1DWjArNY2QLHPmNXaBjRiVmsb0IBZrW1AA2a1tgENmNXaBjRgVmsb0IhZrW1AA2a1xkF/jEmOCoVCoVAoFApFq6E82AqFQqFQKBQKRQuiBtgKhUKhUCgUCkULogbYCoVCoVAoFApFC6La7X1PhBBPA2cBW03TPMJdVwhMAboBJYAwTbPG/eyfwGggClxqmubXLWhLF+AFoCOQAZ40TfOfrWGPEMIPzAF8yPvrddM07xNCdAdeBQqBL4GLTdO0hBA+1/bBwHbgPNM0N7SELQ1s0oEFwCbTNMe0li1CiBKgBrCBtGmaQ1vxnskHngIOd+25HFjZSrb0cY/rIOuJ9gTuAl5sJXtuBK5AXpfFwGVAZ1rp/lW0DEqzm7VFafbubSlB6XZjO5Rm7wXKg/39eRYY1Wjd7cCHpmkeBswAxgEIIUYDh5qm2Ru4GpjYwrZYwP+YptkfOBa4XgjRtzXsMU0zCZxsmuZRwJHAaCHEMOAh4BHXlmrkPwbc/1e6tvwdeLilbGnADcCyBsutZYsNnGSa5lGmaQ5117XWPfMP4H3TNPsBg4AVrWWLaZor3WtyNFL0osBbrWGPEKIz8DvgaHcQZgAX0Lr3r6JlUJrdBEqz94jS7UYozd471AD7e2Ka5sdAVaPVZwPPu38/7y7Xr3/B/d48IF8I0aEFbdlS/zZommYdsBzo0or2xNw//cib3QFOBt5oYMs5DWypt/F14KctZQdkPUVnIN/66xnZGrYg3/Qb/5vb77+RECIMnGCa5rPu/i3Xy9Aq90sjTgHWmKa5sRXt8QAhIYQBBIEyWun+VbQcSrN3a4/S7OZRur17lGY3gxpgtyztTdPcClJAgfbu+mJgY4PtSt11LY47lXYk8DnQoTXsEULoQoivgC3AdGANUG2apu1usqnB8bK2mKaZAaqFEEUtZQvwKHAL8oGBEKINUNVKtjjAf4QQ84UQV7rrWuM36glsF0I8K4T4UggxSQiR00q2NOY84GX37/1uj2maZcAjwAZ3vzXI6cXWun8V+xal2SjN3gNKt3eP0uxmUAPs/UNTfepbvAC5ECIX+UZ2g+sVae4Y+9Qe0zRtd7qxCzAU6Leb4zW2RWspW4QQZyLjLb9ucBytiWPuc1tchpumOQTpnbleCHHCbva/L38jAzga+Jc7xRdFTu21yv1SjxDCC4wBXtvDMfaZPUKIAqSHoxsyhi+EjBts7nj7+p5RtA5Ks5s/3sGk2aB0u1mUZu8eNcBuWbbWT3sIIToC29z1m4CuDbbrgpzCaDHcqZHXgRdN03ynte0BME2zFpgNHAMUuIkrjY+XtUUI4QHyTNNsPI37fTkOGCOEWAu8gpxm/Dtyemp/21L/Ro9pmuXA28gHWWv8RpuAjaZpLnCX30AKd6veL0hRXGia5nZ3uTXsOQVYa5pmpevdeAsYTuvcv4p9j9LsBijN3hWl27tFafZuUAPsH0bjN+t3gUvdvy8F3mmw/hIAIcQxyKmLrS1syzPAMtM0/9Ga9ggh2rqZzgghgsibfxkwEzjX3WxsI1vGun+fi0yMaBFM07zDNM1DTNPsCZwPzDBN86LWsEUIkeN6qxBChIDTkNnO+/03cvez0c0EBxmDtrQ1bGnEBciHaj2tYc8G4BghREAIobHj2uz3e0axT1Ca3Qil2c2jdHuPKM3eDapV+vdECPEycBLQBtgK3IN8u30N+Xa0ATjXNM1qd/v/BU5HTutcZprmly1oy3HIMkuLkVMdDnAH8AVg7k97hBADkQkEuvvfFNM0HxRC9GBHyZyvgItM00wLWSLqReAooAI43zTNkpawpZFdI4CbTFnyab/b4h7zLeRvYwAvmaY5wY392q+/kbvvQcgkIi+wFlnWyNMatrj7D7rH7GmaZsRd11rX5h7kwz2NvD+uRHpAWu3+VfxwlGY3a4vS7OZtULrdvC1Ks/eAGmArFAqFQqFQKBQtiAoRUSgUCoVCoVAoWhA1wFYoFAqFQqFQKFoQNcBWKBQKhUKhUChaEDXAVigUCoVCoVAoWhA1wFYoFAqFQqFQKFoQNcBWKBQKhUKhUChaEDXAVigUCoVCoVAoWhCjtQ1QKFoTIUQ3YB1gmKZpt7Y9TSGEWAdcYZqm6hKoUCgOepRuK/4bUANsxR4RQpQAHYHOpmlWNlj/NXAE0N00zQ2tZF5L8F/fbUkIcQnwe6A3UINsXzuu8cNHCNEb+AZ4zTTNSxqsvxP4DZAPvA/8xjTNOvczHzAR+CWyC9dfTNN8dJ+flEKh+N4o3T7wUbr940aFiCj2BgfpLbigfoUQ4nAgwAEmckIIrbVt2B1CiH31by4I3IBsAz0M+ClwcxPb/S+yHXNDm8YCvwaOBToDOe529dwHHIpsfzsSuFUIcVoL269QKFoWpdsthNJtxfdBebAVe8uLwFjgX+7yWOB54I/1G7hvzH8CzgV8wFvAjaZpJoUQBe4+hgEe4FPgGtM0S93vXgrcBbQDyoHxpmm+IoS4B+hlmubF7nY7TQ0KIWYCnwAnAUcBA4UQ24FHgdFABngOuNs0TccVyodd+2uAv+3upIUQtwG/A/KAUuA61/YqoItpmpVCiPHAPUChaZp1QogHgJBpmv8jhHgWiAPdgBOBs4UQAfe6HQpUA8+Ypnlfg2NeDDwAhNzz2COmaT7RYHGzEOIl95o0PJfzXbuXAb0afHQW8LRpmmXudg8BM4QQ15immQAuBsaaplkL1AohngQuBabtjW0KhaLVULqtdFvpdiuhPNiKveVzICyEOMwVOwFMBhp6Hh5GCsAR7v+Lgbvdz3TgGeTb9CFADPdtWwiRA/wDGGWaZh4wHPi6wX4be1saL18EXAmEgQ3AC0ASAzUOuwAABTpJREFU6IkU71Pdz0FOp50BDAKGAL9q7oSFEH2A64HBrl2jgBLTNJNIb8IId9MTgBLgOHf5RGBWg11dADxgmmYY+BioAy42TTMfOBO4Rggxxj1mf+AxpGeiM9KzUdycjbvhRGBpg3PJQ3o0bmLn3wx3ueE6Hfmg7e0+YDsjpyfrWQQM+B42KRSK/YvSbaXb9Sjd3s8oD7biu1DvDZkNrADKGn1+JTDQNM0aACHEBOAl4E43BvAtd7ukEOLPwEcNvptBejE2maa5Fdj6Hex6zjTNFe4x2wKnA/muoCaEEH8HrgKeRHpp/t7grf/P7BDcxmSQgnW4EKKiUbziHGCEEOJd5IPpT+7yLOAnSEGu5x3TND8HME0z5X4Xd3mJEOJV14Z3kfFy/zZN8xPXvruA336Ha4EQ4jJgMHBFg9X3A0+aplkqhGj8lanALUKI15CemVvd9TlALvLBWNNg+xrkQ1GhUBz4KN3egdJtxX5DDbAV34XJSJHpgfQ2ZBFCtEP+w17YQAh03DdsIUQQ+DvSm1Dgrs8VQmimacaEEOcBtwDPCCE+Bm4yTXPlXtq1scHf3QAvcroNdrzl14ts50bbr29up6ZprhFC/AG4F+gvhPiPa9dm5MPqb8DRSC/BdKSn5z/AqoZJRY2OhxBiKDABOBz5IPABrzVln3ttKnZ/+jvt+xzkQ+On9TYIIY4ETgGObOZrzwBdkN4bD/AIcvpxEzI5BuRU6/YGf0f21iaFQtGqKN1Wul3/t9Lt/YgaYCv2GtM0NwhZemg0cHmjj7cjpw8HuELWmJuQmdI/MU2zXAgxCPgSKaKOaZrTgelCCD/wINJrMQIpFDkN9tOpiX03nHrcCCSANqZpNpXIsxk53VlPtyZP1sU0zVeBV4UQucAkpMCORcbzHQb8HJhtmuYKIcQhyKnD2buxD+Bl4J/IqdW0EOJR5JRivX196zd0p2HbsBcIIU4HngDOME1zWYOPRrjnucFNJsoFPEKI/qZpDnGv033uf7iJMKUN4iw3I6dm6z1Xg2gwjalQKA5clG4r3Xb3p3R7P6MG2IrvyuXIpJC4EMJTv9JNRHkS+LsQ4reuGBcjhXsacmoqjky2KEJ6FwAQQrRHJtF8hBTZOuQ0H8iYvluFEF2BWuD23RlnmuYWIcQ04FF3mq4O6bnpYprmHMAEfi+EeA/5YLmtuX25sXzFyGSclGu/5h4nLoRYiIz1O8P9yqfA1ez6EGtMLlDlivRQ4EKkBwXgdeBzIcRwYD5yinCPGfZCiJFIT9U5pmkubPTxE8jyT/XcghTua9zvFiJ/07VuLOEjuKLt8iIw3j3fjshp27F7skmhUBwwKN1G6TZKt/crKslRsTdk3+RN01xnmuaXTX2GFL3VSKGpRmYr93E/+zvSo7EdKWjvN/iejvSUlLqfn4jM+sY0zQ+BKcjpvPnAv5uzrQGXIKfvlgGVyGm8ju5nTyJFcRGwAHhjN+ftR3o+ypFxi+2AOxp8Phs5NfdFg+VcGsTqNWPfdcADQogaYLx7fgC4HozrkcJaBlQgp/z2xHjkFOD7QoiIEP+/nTu2QRgGogD6swOzZR06BDvAAtdDyyYMQIko0oUiiZSC0hIg3pMsubHl6nzyndw/5ssoVTVU1X0ZmS6vYVUO3czrnknOSY5VdVrtvU1yy1SWvSY5zC9XwPcSt8VtcfuDunH8qu8wAQDgp3nBBgCAhvRgw4/o+/6S6e/WpezUzfNdVe0/djAA3hK3/5cWEQAAaEiLCAAANCTBBgCAhiTYAADQkAQbAAAaegHKxn/cX1RDSAAAAABJRU5ErkJggg==\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "optr.plot_optimization(method='correlation')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### time series of daily measured, initially simulated and new simulated data (default method)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "optr.plot_optimization()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": true + }, + "source": [ + "### monthly means" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "optr.plot_optimization(freq='monthly')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Get figure object using keyword `return_fig` and save image to disk\n", + "### only plot measured and simulated data (not original simulation) " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#you can change the plot_vars keyword option to show both measured and original simulated solar radiation\n", + "# or one or the other alongside the optimization simulations using: 'both', 'meas', or 'orig'\n", + "fig = optr.plot_optimization(freq='daily', plot_vars='meas', return_fig=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "#easily save figure, in this case in eps format, matplotlib offers many other options\n", + "fig.savefig('MyOptimizationFig.eps', format='eps')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Run more optimization simulations on the same `Optimizer` object and view results alongside any previous\n", + "\n", + "Say we wanted to run two additional simulations using the default optimization method for solar radiation, instead of creating a new optimization instance we can simply call `swrad` method on the current object with new arguments. Results will be appended to the output containers in the `Optimizer` object. " + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['../test/results/tmax_index_60.9461936073', '../test/results/tmax_index_58.3766673754']\n", + "--------------------------------------------------------------------------------\n", + "Output information sent to ../test/results/testing_srad_ddsolrad_opt1.json\n", + "\n" + ] + } + ], + "source": [ + "#same as before except we want to run two new simulations\n", + "optr.monte_carlo(measrd, ['tmax_index','dday_intcp'], \\\n", + " output_variable, n_sims=2, method='normal', noise_factor=0.1, stage=stage)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## View results including the two new simulations" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "optr.plot_optimization(freq='monthly', plot_vars='meas', n_plots=6)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/notebooks/param_examples.ipynb b/notebooks/param_examples.ipynb new file mode 100644 index 0000000..333d4f1 --- /dev/null +++ b/notebooks/param_examples.ipynb @@ -0,0 +1,593 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "collapsed": true + }, + "source": [ + "# Access, modify, and visualize parameters using the `Parameters` object\n", + "\n", + "The memory efficient `Parameters` class greatly enhances workflows involing common parameter modifications and visualizations. Viewing and modifying individual parameters is simple and utilizes Python dictionaries where the parameter name is the key and a numpy array is the value. Built in plot functions make visualization of one and two dimensional parameters simple. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import os, json\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from prms_python import Parameters\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Load parameter file into `Parameters` object " + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# only argument to initiate a Parameters object is the path to the file\n", + "params = Parameters('../test/data/models/lbcd/parameters')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The `base_file` attribute holds the path to the initial parameter file that was read when making the `Parameter` instance" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'../test/data/models/lbcd/parameters'" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "params.base_file" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Other `Parameter` attributes and how they may be useful" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "OrderedDict([('ngwcell', 10791),\n", + " ('ntemp', 1),\n", + " ('nrain', 1),\n", + " ('nreach', 289),\n", + " ('ndays', 366),\n", + " ('nsegment', 15),\n", + " ('ncascade', 13884),\n", + " ('nevap', 0),\n", + " ('nobs', 3),\n", + " ('nsub', 3),\n", + " ('ndeplval', 22),\n", + " ('ngw', 10791),\n", + " ('nhrucell', 10791),\n", + " ('nmonths', 12),\n", + " ('nsol', 0),\n", + " ('nssr', 10791),\n", + " ('one', 1),\n", + " ('ndepl', 2),\n", + " ('nform', 0),\n", + " ('ncascdgw', 13884),\n", + " ('nhru', 10791)])" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# dimensions that are found in the model as an ordered dictionary\n", + "params.dimensions" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "10791" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# get the value of the number of hrus in the PRMS model using the dimension name as key\n", + "params.dimensions['nhru']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The `base_params` attribute is a list of Python dictionaries, each dictionary contains parameter information specified in the parameter file as well as the line numbers in which the parameter data starts in the parameter file (`data_startline`). This attribute is used behind the scenes but could also be useful to a user for finding parameter information. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'data_startline': 73,\n", + " 'dimnames': ['nhru'],\n", + " 'length': 10791,\n", + " 'name': 'smidx_exp',\n", + " 'ndims': 1,\n", + " 'vartype': '2'},\n", + " {'data_startline': 10870,\n", + " 'dimnames': ['one'],\n", + " 'length': 1,\n", + " 'name': 'den_init',\n", + " 'ndims': 1,\n", + " 'vartype': '2'},\n", + " {'data_startline': 10877,\n", + " 'dimnames': ['nhru'],\n", + " 'length': 10791,\n", + " 'name': 'carea_min',\n", + " 'ndims': 1,\n", + " 'vartype': '2'},\n", + " {'data_startline': 21674,\n", + " 'dimnames': ['nhru'],\n", + " 'length': 10791,\n", + " 'name': 'soil_moist_init',\n", + " 'ndims': 1,\n", + " 'vartype': '2'},\n", + " {'data_startline': 32471,\n", + " 'dimnames': ['one'],\n", + " 'length': 1,\n", + " 'name': 'elev_units',\n", + " 'ndims': 1,\n", + " 'vartype': '1'}]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "params.base_params[0:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Example use of the `base_params` attribute: find all parameters associated with vegetative coverage by searching for the substring \"cov\" in their names using a list comprehension. Other uses may include looking for parameters based on dimension, e.g. monthly parameters." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[{'data_startline': 162186,\n", + " 'dimnames': ['nhru'],\n", + " 'length': 10791,\n", + " 'name': 'covden_sum',\n", + " 'ndims': 1,\n", + " 'vartype': '2'},\n", + " {'data_startline': 720487,\n", + " 'dimnames': ['nhru'],\n", + " 'length': 10791,\n", + " 'name': 'cov_type',\n", + " 'ndims': 1,\n", + " 'vartype': '1'},\n", + " {'data_startline': 731330,\n", + " 'dimnames': ['nhru'],\n", + " 'length': 10791,\n", + " 'name': 'covden_win',\n", + " 'ndims': 1,\n", + " 'vartype': '2'}]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "[param for param in params.base_params if 'cov' in param['name'] ]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The `param_arrays` attribute is an empy dictionary that is populated with parameter names values only after they have been accessed through the instance, this helps reduce memory usage. The example below explains this. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{}\n", + "{'covden_sum': array([0.17, 0.17, 0.17, ..., 0.7 , 0.7 , 0.7 ]), 'covden_win': array([0.17, 0.17, 0.17, ..., 0.7 , 0.7 , 0.7 ])}\n" + ] + } + ], + "source": [ + "print(params.param_arrays)\n", + "params['covden_sum'] # access the covden_sum and covden_win parameters\n", + "params['covden_win'] \n", + "print(params.param_arrays) # now the name and values of these parameters are in memory" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Accessing and modifying parameter values" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Parameters are accessed from the `Parameter` object like a Python dictionary with parameter names as keys and numpy arrays for values." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([4.46074257, 4.52973448, 4.66229683, 4.77304494, 4.87037115,\n", + " 5.35558136, 6.05199457, 5.08453339, 4.53184722, 4.46964689,\n", + " 4.39260846, 4.25908429])" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# access monthly temperature lapse rates \n", + "params['tmin_lapse']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Modification of parameters follows Numpy array math rules. For example lets add an array to monthly lapse rates with higher values in June and lower in winter. We will create a parabola function to create the array of values to add to the original monthly values and plot both." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5,0,'month index')" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "idx = np.arange(12) # month index\n", + "\n", + "def parabola(x, a, h, k):\n", + " return a*(x-h)**2 + k # vertex form for parabola\n", + "\n", + "delta_arr = parabola(idx, -.05, 5, .5)\n", + "\n", + "plt.plot(params['tmin_lapse'], label='original')\n", + "plt.plot(params['tmin_lapse'] + delta_arr, label='modified')\n", + "plt.legend()\n", + "plt.ylabel('tmin_lapse')\n", + "plt.xlabel('month index')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Save modified parameter file using `Parameters.write`" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([3.71074257, 4.22973448, 4.71229683, 5.07304494, 5.32037115,\n", + " 5.85558136, 6.50199457, 5.38453339, 4.58184722, 4.16964689,\n", + " 3.64260846, 2.95908429])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# modify the original parameter file in place \n", + "params['tmin_lapse'] = params['tmin_lapse'] + delta_arr\n", + "params['tmin_lapse']" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "# simple method to write back to PRMS ascii format with file path argument\n", + "params.write('../test/data/models/lbcd/parameters_adjusted')" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([3.71074257, 4.22973448, 4.71229683, 5.07304494, 5.32037115,\n", + " 5.85558136, 6.50199457, 5.38453339, 4.58184722, 4.16964689,\n", + " 3.64260846, 2.95908429])" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# reading modified parameter file back to show that it has been changed \n", + "params_adj = Parameters('../test/data/models/lbcd/parameters_adjusted')\n", + "params_adj['tmin_lapse']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Visualization\n", + "\n", + "The built in `Parameters.plot` method enables plotting of single and multi-dimensional parameters or various lengths. In the case of spatial parameters 2-D plots are created assuming the HRU discretization of the model is a uniform rectangular grid (HRUs have square dimensions e.g. 10 m X 10 m) assuming standard indexing with indices starting from the upper left corner moving to the right across columns and then down rows. One dimensional and single valued parameters are printed individually or all together as an HTML table. Single dimensional parameters with more than one value (e.g. time series) are plotted as line plots. The default action of `Parameters.plot` is to save all parameter plots/tables to files depending on their dimensions, e.g. parameters that have dimensions of nhru by nmonths (spatial monthly parmaeters) are printed to a multipage pdf file where each month has its own page as a 2-D plot. Finally the matplotlib style that the use prefers can be passed to the plot function for increased functionality." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "radj_sppt is single valued with value: 0.4924942352224324\n" + ] + } + ], + "source": [ + "# here is an example of trying to plot a single dimensional and single value parameter\n", + "# note that the nrows argument must be specified even for non spatial parameters however the value is only\n", + "# used when plotting spatial (dimensional by nhru or ngru) parameters\n", + "params.plot(nrows=99, which='radj_sppt')" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['dark_background', 'ggplot', 'fast', 'fivethirtyeight', 'seaborn-whitegrid', 'seaborn-dark', 'seaborn-colorblind', 'classic', 'grayscale', 'seaborn-bright', 'presentation', 'seaborn', 'seaborn-poster', 'Solarize_Light2', 'seaborn-deep', 'seaborn-pastel', 'seaborn-talk', 'seaborn-notebook', 'bmh', 'seaborn-dark-palette', 'seaborn-ticks', 'seaborn-paper', 'seaborn-white', 'seaborn-muted', 'seaborn-darkgrid', '_classic_test']\n" + ] + }, + { + "data": { + "text/plain": [ + "'/home/johnvolk/.config/matplotlib'" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# several plot styles are available to experiment with from matplotlib\n", + "print(plt.style.available)\n", + "import matplotlib\n", + "matplotlib.get_configdir()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# example plotting single dimensional multi-valued parameter with matplotlib style specified\n", + "params.plot(nrows=99, which='dday_intcp', mpl_style='fivethirtyeight') " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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R8j5H16vais3g/HCgQL4SkOG1Fl9DQMFBefpW43GGjcyu29PqoW1ptH3xTURnABzSuhmwVg46xmjVUAHTeic9vYdl8CHJB2fyCNjgdmFJRblW1jvAZQYgqRvWBZRMUC5LnEfXrVx5F9LIWlg6Agf1MjyDleD5yoo3tr0SnFp4CNRy5c16q5Hv7UmkbdTYg8G8rbiEACKqujuKvxru6o2wWJtRFrpbysp3Gousx0FDy9twA/FZ+Q6ZNJ41zxAp2CjBolvw1dp6mnNaUKUENP0c3b5MfcV8aqErHwmUDLkutJzkAYH9Zt2O2txoSWP3CBuw4C725OEAlgBjCHSq3NN0Q54gprGYmiQb0vhas+nLv/4MnKe086TlWbiG+hl5Hex//Ux0XDoD4MAH3KjaLVZa7XcBuN/SPp225wD9CPrgXfCBT9BAgHIXNlb9MzvAgksYHKBXLPPqax/LXRT70hZtkypkF/CqX1xoEyw8s/q9uIElYHgW/XgMVYYUuOqJYAyGI29xOS52+s/CeY+KxdLyPsHDICVFTL7dUtUHaIKOz3MNWFrgwRj259QLuCSfLUtoRD1NYc469LeNY403qTwN/rwqwOpt7qXR5YjK2mM6VZyu2DgONWhQFT+VyB76gOMa+n2m4OXIrulv13xejno/WojZSevxdXlVWknBX0XXy6AgTHkiP95OBVhuIKG45nEYyQtnnlM2T2OWdI45vlkHayvpMpbWZ8Hx6/o59n3MOcCqvFXado4pk3l3wHajLSk5645LZ6BkbzmdQZvSABZyxemeAA7ke7AZwK6cAUSrzQVm+qb7UCfDWphqnETBv7ZDP+paTkg9WXeevqe8GBB2EZm4nYvkrt9rko7XNP3K6lDwoOBHKfGuz49xGQDqbZFemCujVDiFXhjKSRH2xkUxBUbNjCEgUsUzjNxeua6j0V8z+5BckPs15m1Rz8ugCt49KTq2FDBofIj3hy79JSWtBoaOAwcPCcQg/Fb+0m+W3wKDOv+T1apKamgbIduigZDuyWSd2hYHJjP77UuyHttFIv9H6CvaFVVeQgZyVjtsOnM98e3/+3PwYGJ9xrpUk/J7f5DcgJpH0MCc01JFTWcAHCpkLJQUJ+T3vvy+CwVwsDwqfw7QjRdI+UplzXMkqJStDQQJh5afes6tQw0y82+mV8sZ2ICnQwCHKpyA7CpP1q+muybXU0eEdWVXVqn/3WIHsBEIzJTcz86LuidZOaOiwxR33rz/OrQjiRboKfJqTPXyq4J0SoJ9G7FE8NDwmiXQUPHd8iqo4O/k1wfs4DL9dpBK8rGYxpv3jQMDLWcerqffTlSuWlblNUptLsBqb6tkCvJLcSEtXpOSTGOq+t4N1wcAqd5b8I8DqBlwWMUK+HKWAqpETEO+2C8e06FAtbJilNRjRRmiS2JXi3wTtegMgANPinTUXFCy0hkkSeWpCte9FJp3hiVY4PJD76C4G8sdB5qnJ0C1sLQWO+8qSpW3CTgwjZ7FQFCjHhYNsGTb1zzqMsqqHb2JrsKPk4b/V8OAlQXr2GVcAg49OegBbCoQFAgkPnRNcyZ5gI7rsVKmwMBJneY9WFjaUWaD71H3tvBeAQCUr6H6mEddxonfBOTGeBpKb4N7fkhDXrgqvkABQAKQHCdqkWu6BHqTl0HLVfe18pHmjJfn6+XetgQaXLFSIWpcgwL4ClxtAxZSOh97LW+XzlVfDuAcdG8G69Q2OGioTrLUdqrn5Sr64yWNP62/WiZkcPg1+e0ncm5KOynleAZK9pbTGXkcCrdYsqqAvvWoihPYWPgJOPjn8uoeAw0VNOA5ABeWilgPK9exv+DywDW5aMLS+eHnvJWl5RMwrHm6ukTzhzvLewQPqjDOW13rOjXC2ddrj8K3C/2Z3de99CIIHSQ0lZ2uTfqaNgvQffieVy00tVr2um1whUpiF7hy7fBcbAmuyJX9ugwKybTmGuIwHDiM8Rj4+Qo6F3zckXybrVIJkm6gW5haa9o2n9NusQN5LZrP293lSjpe+Kksfq+P/CmvqvQq/pIX4AjdJYCLck0B8NAph75GX20dTG3xJQhX4EC3DwPwr+ZGx0haYBN78WzoE61Xd5Ul8Mc0Uv/a+8f5ouNCQYMCQ+0PZd7HDZ9HAqh+/XkkqkyY41AFY76Z6QyAg1pkhTXLW2pJUakC3UOiVCcyn5IvRTDAUJcpOrSyKg7kHsvcJw8UDEfYHAS1103LpQZXrtxKyf8vS9vWdRYuRAUdrEf7wAXAAugK8gQgtpkeDcU3aJEnc1etg7EHsqi1p25Yo5bSLXktdi5U6cty1Hsxk2vGR8sD0AMlInQr0BDzGb8OrlO9M5hg15vqIga6CmvI4q88CqksTZMCoMcABx9rvJY8Qc5vWnpyQJDih9wQcuXl4Fl5aCE6PVPBz1dwb92A2msGKJPnK8ajelq0jgQWWrEMsGFRxTKQXB64R8HHDyk9O5LmH4oxmijRGQEHfdAjrDAqWwKIfftoXrecfAmAWxlj1K9a2rPNssV5+xzqKXUr0EArkHX7ORTaFuWPvKw9HC5sJH1SEGpJU+Dze82H77FuvbOhwsdzNJ/TIHggDy7U3XKqtmOp4HLhKQIjGST6exDgSDlbzw7v1yC8dSxUuiKl5f86Dqs8ynsL9DgoKvuKjOgSV1qacGWYliMrhVYJf2CpWBQ8DClItYqVPJ/n1RNptf5Evszn5emyzjX732Mn0sROlJYkPH6hVUYCMqTkddE2trwZwHDd1RzlIKwODxtaCqnIAUY17vJLp4am5jZ0Bkr2ltMZAQcdCAPKiPNYDz7iOQmLIp8KRcY0XJbvnlsO9o+6x1ZLFx3gAGyAwwo03CX3HJSoa5D1KphZAN3AP6CnqBO5UesHODlIWVNVbrKy9J7Ulz6DpIlV0CR+UtAhvTyFlwoF61p9SeG9CNFtn0iF7oAHzX/r/UXxmx8NlE1b4NQjBfm/SufsQ653trECXdDnSpKVDMU/pGte8ZA3wNfvUx4Npk2UQIPyWAEHVUbsSLf+IffVw8AX8pG8bD8K30EIrynoIdhuzIc1jQk4dPJ6fWmielZKPii9fPaPnpgJbF4klwI7teyK7+SJULnDtuU5nUbIcemkynkx0RkAh4ZgTUcdA333uwtVd9/yvnoZvohlQOR6oKSjblmZo9+LfWtv7XXA5syH89h4ENbl2qFWC/uAZzHwHAZ/cU2g1Ee85qCBv73PgO68G3vWgT6nxMug12FXfoc2OfBbpx2yWIVaXodWOl++KdviVlujwgpcVTy53nKw4MDB54OX4WynZ+989njRnSdeEMnXkFtCO91TcgWoRwO7AkllaBDtGBeTj63kTYBco1zQOKeUny7/57Cc4zxp1hV+8hhonaqo9V4VfFkR+dGTKZVfrUN/k18uy449PGmBer56wC1BAw+28sOaUhtb3isfg95Pvrw20TZ0RsCh8DKk4K1kiTmg4O+FXdcx0VH4SlX0MH/vAriwPEFyX8oCgMW8u1zSs1Dl+kG4vrZy5+iuU9oWLpab9ks7AK9AluervgGUgqgyHLaae8Ux32NGooMVBUsxXkX403HkfdkJACS5UCqWkKL1XezwGAMc9H7Kp/xXgDTVkUCD503grUdupVYN0aUlV3xD5EHSBLMXhNGWstxDd2eR8jvk4uZ8TAGgShowTHI3v1rQVYwC5De/h4CRX9N3QGg7nCftDx23Q6DOefLyK2ohePdQecxSK8C0otbBccqDA/8+TR6HNp0BcBDyIK/W8blJ2GkAoqfRD8uPCp4ggZaBT7RdAJeW5yVQ2ShYqIT7mlyAVeQuz+IoaD/nAfLd82agP3e9vDFK370KY6zlsWVWygzot8/HCQHcgX2znKQ4ewpR99SngDVlygNKtYKB4MdtgIOnU2XubeH/6dm36quApd/vXQS6SjUVoFZqy2IkDR0IBnSXrtAeP2svCcW/KhTtOJ+TacnDr+tvlqd9oS53rUf7xD0HkP99WYD3qv7Td7BUIMHBk6tFP2sixS0ocGA5amilAUYas6+AMSwOosaSn+LqPPg4ZZppO+Zx6OzaVEWHV09MAYJ7HNTydOXF3/qSrE4wIi0DuhPdathd3dvbnCipH1fqPXJvhq/R+nchIBwEAbmfKkXgSnMbwNCaRZVR0dInFf+Vtaxggb/T8lT06lj5HYWYIroh13SbXWVhh+dV7XpIirxqs/6fDL3Ka+DUUq6evpSzSbEnpaqZ1OOwzemYHOQDB165dzKBpw6IIE8cLK0gYA9YRPifaUm6lZDyhF6JBBj47Xwo4BqzBOHv6nDPqfKWYgWSN8HbN7P/WabHkqT+cM+HEnlhH11EHyyMAZUt0FAFgPI7A4eJ2nT6wOEclmNDrcYxCgroC1ICh3QPkkatU8234D8awOSHsPD6JeBwvuGX77PQYMjSSlNvhk/ei/J/g1oWeUVjFDSAwfMzPIK/BU6G7ld7yEnJk+Jr+3ooloKGCjSWvPOBqQCsnkOyTkd4GfyeU/UMh4Ba9a2/vR+r44P97aNNYn/5en7qHwHCiZcmNWKgPN6Dj9Hbl66vlz2SwlZK4KGVlt8LdN89ASyXWHyJIsVVzOUTlnNJnWfIWAGXYf6SLE4OPfNBvRuJHDj4IFMPC+RbAZEqa/XC+FLE6rcagQD6u6wSJXCS6vf7tbUxQiKPpsnjcBLEgyOHQMJYalnQamU3FQqZ4VDRScdJ+CxweN8y+FGF2GHx6byOu7Jw1MWpgmpksNMQiCBoGrJKW14OYNyLqSor1vlznnvWITZ8Jz68fD1U6zz6yxVNRcjn7uuhSWSk5Qk+M9uFkTwNyduQ2Bki76fUxqou7e8OBSXdS6OBbLzpys/Tyvr+YgiY2FKE8+Pjgd6/dOCVg4YebxX50oHP22SxuiLylzjpCZIOGnRSqNWvwZk74Zn5ybC6zDb3xNgMSo8dUE9IRb58x/J8LAwhdqALUDyWYdUuvlivQwk06LNpAYcjS1/d79JJqSeW9VKj02/TnQBuK2oeUjoprSvGREP3O25VoDtZrmKJ4ldMHN63OUtCrZkOaAC6VocCEZ+k2hBXWqnhA0res42ZzxUl+eN1uKv4OOWPBRxJQSofHsMyih8KWtX6CuKqKaJru2Zda1EY8U3SPA6eNE318f6A/R7TH7G5WokrEgb1emT+keUN/TSGl1ZfpWBhBQxNZQvhURVpIl++rBSVKjMy7xa+Ns5/qyFRoecUi6P32Z7UFg8+1GfiVClmv+/trgSRL4/M0D+4qhr0FW9DYKBKB0k36nW9ExmdPnDYB/CC/F9ZmbA0rXtjFUW872YhB7KuE3IdbAFgF7h8cRMg6aBhAWzABvduV+t7yhiP0dXGVsFbW3gmtlXmKX8qo5JrndiQsLsg8bUt8JuhXyY9DsBm+WiQtP9U2Di40353YcQ8BYDQb+c9DYlqrCfvjCtHXk/vQzkRYrv1QZA8WJLpuEc/WbvA6CPmlVrjpdcv7h1oeRzU63FjVbEeBZ2CD6v5rW5V92imflPSZVKv2+MXXPmrJyHJjxRrkeQIwSDrdNJ3SCQA5cDIQVQCLfRSeVsSaV8kQKO/q2eE4lof5t0MnVQ5LyY6feBwB/Lut7GUlE8LPLgA6glmtQa4X5xK3N+rwGsXN0CB8Q2dJQp/kZOTBxG5e7FylzttYb0NFQNs/zx6+oPrrXwQ8839luU4pu5kWSfgwP/XysPdnNVrtflskyWYGK8EkcaxFAdUJXCgY9O/PW9POeq23pDvRGc554MrPx0MyQLdlf81YNDIn20CWGOBZmc8Vs+r6hwFEXquSwUcWLEqxMrbkMhB6VXkunwnA2WWL4ekJQjlrcWPCujk3SB5nyZwpstZDh5Tu3XJpSJdNnNQU3mBKr4yJbx6XDp9JXvr6fTbtMAyQNI5SFYp0ydF0RIeqUx+9NyHy8BmMCva5f98kc1FAJewDHK6sMmvr+Zee7wWUqYy40Kl5boEupMnIfDGWQvH/b8S0NX/vBYF+Gzz1bIex5LWoztprLr1de6gOUxrponXXfvfn49rY1/fd8upVVfgqfJK8P+Wp0EPyHIAlcrfmlQhUZEqJSDhGr9CjgM0BA6S82NNenCYWu5JaaQCCDw8f1JC7AOdowKBOJcUAAAgAElEQVTm1undq6h9SRk05NFwq92DLpPc8Ha21/hri35uv/0BJG+Cgwflrzpwzg02v5fGFn/783Gloemnd1Uch04fOFxH3whscUGZVb0+WMnHkm/h47cK4QNgOfG4dYqDcg8bJH9p9bkP60HM4687oEEbpsFRPvFaLjglFXIj1ofHGMtDlmirT1V5j1VEY4CDytHKyvb0h5ben7E+6178iZM+KzKalF/S7l6Gupn1f6YhSEkHkTUCCLV/qr5PQDnpb5ejTr06qICHkF+qUCnF9zTGdPLMNPms6lQlqQo88dSqyCt0Ze71khRYuYdR4wTSAXSsRz1Z1dZO76whVz/rrzxnLQWt147sPvnRNMn625HvZMGw3R5wSv60zuRdqcC+psnPv76zPZ2+kr31dHZt8rHqYyrd0+13aX1X06ctfA4a1nEJRO26FsvJvjo5EvcBMxlKa48FiUsUJA1Q8iNzgYyivTGu5YtTFytKCjsZfq5IUr/6tZ5+0L3UBa/+fIcUg5KPFw1K5dZMlpe23h5Ivg5RaCVG9JW/QF/pKDmiTZapvhJcXfcsW8Ahx6i3ZQg0tF6dnfIoC/67l7ilbN0STUrshKjS4WWb1UuiXoBqLgLZXa/AQ59t8jolppn2SL6pGPWjder4oAcUyMGNKX7APSAsC+guwXhbWl6zCiRV7VcvA78dLCo4JT+61VMBYKv8maX1vnE+M2gdO4XG0AQcblXNCYwquefAo6krYZf2/SvoYL7LABYX0B9swHKi3g1gvjy7oXe8sUdrJy0NyVCZ3EMTwyhVkcj7tQIOi/DdKj/2eUhcGRtajtfX8nq4Za4Ko9VGfd4RPLBsr4t0ZL+T9ez/uzu4BTiCQE3PKJEDhhYATx6dVtlrIogaWiNPgIH91TgdlVlVx1V8VXN+sA0t97wCffcGaAU6T8cAkKEYJ3oXFDRofIOm0/xDE78ac+rRuCq/FUyMWcqpwOMY8LANtdxv7o1VL6GO0QSwJroZOn3gcCc2MQ4tL1gFLDTfkAWW8s+wBAAUttwd8cwOcHA3lkDhyur7Apag4UK37gWwOafBK0qTp+XSbNHYJQ30+8bJBbErar9eeR3SfQDdFyHZoT9DfLfqjmQHVqVDwPhZ2P0ZNrthOuOHz1MZS+ReBXfJaseyDH1XQwhaoyfLAV4CQq5Mx5hGroy9KZ4u0QLY8M9YIAe7blWSWT3LoHGwUaqzOSb0jabAuPXqymOQdg4wPdN53FKiwcEbiEsXzLuHjYch9a96Inwi67NJ4EM9GQoiWMZYSktwlUdKy/VdE6lM9c5cCHV7Pa03lGr941+UdVyYU5X1UqOzAQ5JWSglBZB0cRIsnjYJYyqPQyxBxDNYgohnAFyeA4u7sRzEBA87IeCM5zSMsKR6DAF9K9cDzDxfoGRZbyvTHCBUSny0PCwsZqcK6CQwWCoN8TzoiZMs3+sgWNRy17EPelQvUFsrQNe9m9ykQDfYUu+vePYjs5WvlnLntbHPQ8FGCwslwNIDj2yf74ZIY9fTyLjwWBSW7x/nYU3JyweMigNa86vfeqJhpdRUWWnbXNnp75a7P1F6WOnNoOQ55Ver23cJaZ/5MoiWUVFqj/aXA4gktBWIVWCNpIdDOQhyL0OKGzq+yh6Dx7cp66VGp98mRrsnIQH0hbwrxyp9oqRIHAAcyD3ePwBwMMcy9gFdIQ9gE8/wLDaI+AJqoaXBP2ltr/UYBga/j/CWF2eo38Z4csbS2JHlILJZt7+hUvp0geVzq5Rg+p90yMqvYAMG1HIj0drWjwovvqhHhWhxdLIun/HjpP2hO0k4RlvAGui3PZXv6R1od9Lwtegev5EA1MB7JnxO9c5C8bodLKTAPf4/9Lpp5b0qSwGC/69tdQuelHaeMK+TP0CNs1KeIekcsNBDwQngD9eBQjXJhgYS6xwCDD7+WecCm3dbJPLydLxpuwrQUAFwsp2+J9qaTh843IH2fE7CS+/zu/Uq5WS96MetvLskrwo2CmcvtyckOIiDtb3mz19726KWq8/LDVTdGwJdJzWRWoCF9ytPwygeUuzAfAMeXKEmANHjw0/bc8tT/6c1p2ndIm2ABh/fej09nwX649H1SOVRSMDb743p8zVvDqZ8uaaIx2m9+MsBUnzleaX4fJcCl0+GRFuKKUoxTgkY6jWOhSP0H6DWNUNfIXodlYdCy0xgYoF2fIX3WyvuIpVVDS5V8kOUgkudZug+A/2QB8Zg6Hy0g+YSbWkU+Si/GTp9JXvr6WzalIRfAsqaLgkXFTJeViIKYN9hwQGnr8pmGj9Sei08+SY3Xb+1unqUtuCViYUZTV+8bjtla3kVbiW58quU+BDA6FDL4lRhPEPnvHtXzF43n/vBHMC3oW8pJuuJ11WI6XdD5JCvtDXU+Ttv1y8jv4tj6JkmPKSUvB3Ka6wjAapQuAtzbf8MmzmlL4oD0H4dvceVOD8G4jvPZYE+7w5C0vOsLGoVXByTF7FRkmkpy/O7QndgpsR0Pg+Ud6BbPvO1ysWIezo4taxkwvtz8ba11PJcPho75c+gccCaswMgy5D8dswpxqFNZwuG3FpKHgfep/JWIZOAAyyf5lcXsQ8uX2+mdXeAzXkNC2Cj7C9g2CVaUXoNLKlaH9S8FQAxUHEsUq/ITR6Oon08BB7W/Lonh54anfB+oicDDv01xvaCIH2+WgX/P3BxkfpaBbKfgDfyUK6kiNlHbpn7ssYz6M8HHd+pPpZf8eX6pRS8mpHtVxoQkTrPtezeqatpblQxB+RHr6cOSDZk662QqtxT2Xqy5Bz9ZbTEexoj26oonQu+dVPrYn2O4p2nbakCxwpmPK3XmWSc5/Nn2HgJmhfRGbfsL41hUuDQ2VM/0Ug6feBQzenkcVByT4OChyHLmnnV06DeBaArdGkNMe26vK9g42HQU+m2oeR6Jc2Qt/qlMshUsryTgFJAMBZVHAcUFeTeHVdya5Y8wjtZZRSa+qHH4Sq6h3et+jI9U/U0UTmrh2lRtZ3PvnhOrVnlClpBAMek9s0+Nq9wn1l6LY9t1PMsxlCS3QnUxIxDIBe1x6HnLTnC5v0uJFc0ycvhlQHtMwI8LexeAgdjyOVBY2wkvVilVVpgdRIqxx53X1SBjqQEkCoZ0PJEVN4M5lNQz3TMx9++q4jlzIt8BQtKERspCNWXDfrJnDreutWclHI8W+v81tDpt+kQ4/WtujUP0D/iuefuXVmIHmClr+DVJQr+r5O5aXGZ+6wHLMY2ioqPZQJtl68XntYuncaYnS0hcRIOtuC98P7qKBA94jfxoBPeAxQptHYljbpvV6925vjhs/PlAHWfH9tr06AEaLV+/nZgQSL4vQur80fQB8+ar1LcTq00HR3hCtKRn25d3Onvdok8qPVM8vXzm1Xu9ELpOQUOQFpljvHEBc+fU/VcnFWmRSMdgG5fuBeIXrirqL0rrUGelklaHg4y68bPQv7X3+52VAvSl5vGsu4ehqvoygo3trIMnJ0D5idkM81uYHli8kuITh84fB3DnaiTi4KRoIHLBgA2g8KR7XyZ7zLyMcQs73y47/ETjNQHsN6ayapKUq+CTxKNLgZqtyjQHdzbKP2KXCK1wMG23oah5RcpT0FbqaBbfaEn3hE4cBwcyTU/mnfllVjsLpcl+Hp0HQOs6mZAwzZ5tS5d96di0YBIjnsCB+ZXAAtLC3S70pVRUmA9LxAMPHDc+DNX5c8JvFt4blIMwwybkxElZiXSFq/mXjB9Gu9prb6XGe2dCGOCDlneajwu5sBC23ac5U7mq9z4iobT1scqoDMFYOo9P8cjxXE4aVt1m6iDt8pjWrDT40vlgi/nJLlXBfhM1KLTBw5U2D5ugGyNMk8HNKhb8zlslg/U2hSLB+i6qv279W4DFdaHxWuie1HgHLjaCJXG6s7TN+hpGaRkjTkNeRcqzdCiMYIsLZno1ilgE5Cm4EhiD6JXR/lUPrR8tSiYT704M/tmefrishWAWGCzTKBVnRa5d0zBQ0qjS27uHUkeszQUxvhixzitAPQ9QJx/XDKqCnLvkniHtgYGxb3ehSpDUvopAFHTpnHv+V2hpnGZjIYxHr+BQ7UOuX2WvCaqwIMbAb4kqm/l1GBG3tfyjorfyjS/jwOgOO64JKEy1gGTLpkAwAux1NkMmJ2Sx+HGjRt4/PHH8eSTT+L555/Hd3zHd+DRRx/FK1/5ypj+c5/7HP7pP/2n+PznP4/bbrsNb3jDG/CTP/mTuP/++0+G4RF0Nh4H1pyEVxKAukSBq1ien3Bl9b16zfX6nRJ76A5csXpUMPNWepdFWgqZoa9ceqSDWA8IUjehDmh9C6cSAwIVNKS9z9U6eytO4qTeBlftclA+FTTArqMBHiQNIPmTIKdgUAGRLC9VTDy8a/XW08O97nbINT+6NewWvkVP6yRo8Hsao5PGqnodYtzPahnPAQjrVEpSQftmzS/7RMf8FUnAMb6HPiV398XNb8oGX1p0npJ3JPEN5Vc9Jpo5eQ14LVmv1dhPngvWq56UavlFeXRwpWMZWJ8jo8aQFrMGDwoEZvKt1xLwcY8SiTKXIALWLgVXLFufOZnW38fxcHJnBA1JP7ob6C97ad/fFkufn+BSxXxgF/5HPvIRfOITn8D73/9+vOIVr8CHPvQh/OzP/iw+9KEPYXe3qxteeOEF/PzP/zze8pa34LHHHsNiscD73/9+vPe978Wv/uqvngzDI+j0gcPz2IzT5GIFLEANG+CwVswpiCaZZyTdNmfC05VXsuLGeEd6BXLSzT2R8J9AA9A/72HMskSKB9B1xVus/Hp8pCWYYFmVwMETkdIyiF9zYavCL62d7wIHO2E8nkScxxbk4zF9lDiHuEvIY3s6eRovSEv9716K5nNiH19Dt78TsE3KkcpHQEN6m63y5TpH+R5qG4Aa+La8Ch5Yp8pwYXlYhlvhHnsz5OJXXtQjo+P+AtbxO2qQdZ79Bbkxl/z6FtekDubFvWT1tdLRO+FtYZuH4kaSDND+9L5X3hOx7rMPPnjiiSfwrne9C6961asAAI888giefPJJfPrTn8bb3/72Ttrnn38ely9fxg/8wA/g9ttvx+23346HH34Y/+gf/aNT5fn0gcMBliCPsQbueeAYUy/Deu86kaQqJ2ZyhUByN5kFVqkXIlk0Tgv7vf7fA/tYQEupsZBq0no6VXb8doGj6VqeB2PTqxpNc/utXpSB9comeZ+kvtWT/dxaTGNBy6LAvLIsZ3FxuRTGLPQu9c4WALZyozsN9W0LKPh91qHbNTUQ2MtKXr4h4JaU9iC4UuWm46DKI2OkdVCUKsNWuzxNjzSATr0FCgiALiBI9xK4gNxXSmUqyJqhPoJZ06gXjzysxjDjd2JMyQ6Wnh8//ZRLfK3Bmowb9S6wXUB9fLfJ3SZ5gKOWr+R1qzeHfbRraV1XZPl44ksVBR0cHODpp5/G6173uvW1c+fO4TWveQ3+5E/+pAccLly4gHe+85148skn8RM/8RNYLBb4V//qX+FNb3rTyTA7kk4fOHwNy2flR+jqbw2G7Ozvdvd/srJJycpPrvPVRNMljDGKsyeU1NMA9NGuWzJK1Q6LRMliZp5klhXgwYWyZ9P/y/5gnW5Zpmdj2ZQW1U0VkEAfGCTG3JqrrA61kK8s0x/u9RVxZxxeQ7+tBbmCVllW9WsCDS3wAORtxFqPgwz9dnBRgYrB+eD9wS2x7spuSGKXAwk0kHQbtgMHtjsdsLUmBQ0eRFd5FYAuUEj/w67778SHe09TPgcOHON+ANlu+Ox0+2WhAIKHH1U8puXCJKPIj3pfeL+Iw9BmdYiy/jksx1Hi0T0vvKaDwT0cnpe/v45E83PAPK9ibE3zHEYBALh6dbmcsr/fXQff399f33P6q3/1r+IDH/gAfuiHfgg3btzAq1/9avyTf/JPTobZkXT6wOHrq48KBT+YqRNjwPcHqFuKk0LXTmmhJtSeFKrSXlcIDVFPoCZvg9KYexRcLt2dkosT8ttdIqEcF7RpImuXebEANnEYqqmKI5adtvJoJO3lAU5ecOWBUkFf9PViNabOA7gHpoj0jImdol+Q+5bXx4IHv6fPSPNXwFtd/AkY6DWPiUigY5BcyVTgHt1ur8aipwP6/EN+a+wHXfYleNCYhRSBz6BbVewtcDCWHAwoKHYwkq5xPDN2hNeAjSLVz30AVmDY3wh7yOUL7Qstj+SAgTy458XB0p7kEW8SzyNR4Ld+Th7oyOB39+ZoIPwFdCeDI1/2k5ahcuEcbgV98hvAJ1dd8o2Gx2FvbylvDg4OOtcPDg5wzz339NJ/8YtfxM/8zM/gJ3/yJ/GDP/iDuH79On7nd34HP/VTP4Xf+I3f6MVE3Co6feBAUuGoSwVq5XUUMgdFaxeCS9zKvRUAhPIxxHNJDnBGZRog8uuWtEr3xEfDKm5hC+/CUew3QEMS9q441/9zy5xbeGrJJEsQ6ApQBsiOOfhG3Z3XsAaR2o51/1zstrXVN0mG8XvIm+BBuQoKVIkmoOc8JH40rwZatnhKZWt5B0B3XIYxAcvjfVSlUz7YPz709V583wUTHWFjzWogXeVp0EqOAxaUQTYoLVO0AEM10LQsB8ULrMf24V5RhAdOJqCiAiJ58mZWBomeBnmAKegXQH/pyN8D44NEwZEbj+k3AYTKUMqIYnnoHKq4yVH08O7yAwBXXgB+LTs2sL+/j/vvvx+f+9zn8PrXvx4AcP36dXz+85/H2972tl76p556CnfccQfe+c53rq+9+93vxoc//GH86Z/+KR566KHjM70FnQFwOEI/+ngGLHaByypoiD6B2jWvAiENuqRYklKVg6PSOD12L52U0NGB7padK9AtWHP8tDXGKRSDKzu953X0LF4yo8Jbj4pNoEHz6TrnwJLJeiwwzarcxbzLEy2lg2MsUThgGNPHC3TfSeFKVv9XZan1aV7/nZ4N64wHqzXK0M8hVpbsPOep/lceeF/1lXtO0hbUFBgKoD9m/MRRBwwOFlrUCr7bhryxrXSwtA5E3HA5AnBxKV/jMhvnC9AFU14+yQciy0gUHvR6bKmnQ+ez9j/BgfKq3iyd3w4UKtCl+Weo3lWBGW4KOHSosVQBAO94xzvw0Y9+FN/93d+NBx54AB/+8Icxm81i3MKDDz6Io6MjfPzjH197HD72sY9hd3cXf+7P/bkTYniYzgA46PY5Dhx1a6bz7xXlklJUtO64cPLYAw8onG9+cr74/HRKinBd1zEVeo9fCK8OoKp1UGVwhLIbDRjc51a8OtnXqhNp36kS7JTpz1YFI9DvY90W5i8f036ohMpVLCPU531gpUc+V8eca9uSpdzLk96FIUTwkBS9ewlaoKQCD+reP8QyOJSnUVbDif/7eSga0T/kuVNSj1MaE7zGfj+QfF5O55q/0yGBBQ++c4ubjHhlHhDseZyxREkGtUjTJ2V4JGnYFrr8n0X3/BIeZMelRnXn+5ZTyhCRkQA2smjseS8+j7kUlCx+Ve4eyJh0AdDWDe4xkfN4zqEKczg1eve7342rV6/iPe95D65evYoHH3wQjz32GHZ3d/GlL30JP/ZjP4bHHnsMb3jDG3D//ffjve99Lx5//HF88IMfBAC86lWvwvve9z5cuHDh1Hg+A+BwiO6kfQ7dQeHR2IaUKeSwg/5AH2stzO0biG+eBPrgYbSSHeJFkXxSao7qK3SfQEpl4o15rfcY7dNIkgLcXCEkude5ThciBUz1jB1cuTXiVok+zGpZSZYr/NCwfWwUV3dJstsOp1KpaUZNTN4udl3vCmq5pKdKNfFTXePpk3wXhgZW+uvkvW0OOhQwpLxsln630lT3Oqe4VpQMCn9XQfI0tFw1x6ExgqK1pFiBWx83Ki90oF1Bf06oYUUlox6idCaK1rVr/4dTdN1LtCY9oIlnfegzSDqAQZzBc5hky/pb3yUTwLmO39sA/H9Fc0/J47Czs4NHHnkEjzzySO/efffdh0984hOda9/zPd+D7/me7zkh5o5HZwAc3IxIAW5zS1uxqeuEem2I3ErwgdtwwTO5fndoyOOh/w/xOsDTmgllxNf5KndJi5JSc+Gq3owVf1Ru/tj8W9nuWfAKKhU0uKBXPqv2aR+nCHH+1tP1djc/9V0mGl8wxuvAoiPgTNaQ8izAiMsmfgx6elkXi27pwKTA1aOhQMI9D9VzdY/HcYdbAumuDyO1TjBV9zsD7YZAgzNR0VaWRKAh0NAiNzAqGcDrc2z6ANhswdQzIWbYHMLlRo0PItnRsQgGF4D6zZSJWt4EoTT2+B0fRePo6kPUsZGnCBy+GemMgIODhWR5Q66Fo54X6YI3p1r/0t+aj4pDli2SwOwNUpecPoJ9slTCxsGEHYrTy9pSmFpWCqBq5feySJVGEkuBJ3R6Mu/DXoCbvs1OQYN6G3SPuPPmXhtWxK2Byq8y5fnl2dOK17dnLtA9ZVIpDUG18A89sQNX/mYbDMSkA36Y3Msf84g1TXw7qKVRAMU0Kb33g/9OU8WncBOck9L7URRkVl6GIdBAqsYaGVbGx1Aab05jQEPqqKElE50/3JXhXjlfKk59pA+Y4EFJ+XLvoPNKjwkH1xzdAR7ILw+CykA6tsY4YSfq0RkBB/cURK2IYYvco4KricmI2gW6a4CuFHXQFuv3vUHKnR/6UaoUbwt5G6XTARdY8UjGKjRP0KDtdaCWlkpSOSTXDBQ6vq98lUbBRO/FVg4YVOCnNVf3qLB+BQvkkUAweZZIhTdnga7bXRXrNmv4SWmuefctuNomtnXePdRJAYQPe1XKaXpBrqf7bCOQgYN6X3TZIO1y8LJTf7X49DRx3lVAsgINQ1ssbwWNHShjvQwe5zAEGDQv83MZ4wI2MQ97AC4tr3fGaXr3zhHyEfhOqX/dmPEBMJdP6LvKy7UmyoHjvFlT6Dbcqp2aLwk6A+Cg61jKBkcBLS1Fn5Ksp8B3+unW15WYSRWsfrt7bt7NWgLhNIIrYKJ1qmJzPo18HbpzmiYVtvPEb4IK/t/iKZUBS1NpBw/c9P9Xz7RjdXP9eYGuUE9eBo9vcGWbtKOSgyQTLsmjRKBGZclnoCdMOlVeB17rnIJaCXsFSrbjp9pt4cGSusyyQHfOOCCA5L9L0ipQ9fdkAJu+8B0Nqd2piS1yIzcmINhUUtCgsQ3usaq8VYlaIL+61/JEjFlORSO/ki9ZtMo5wma5xg2o1XydAeC7ki5jeRT72mPnh2a5PGmRL0Wo5wJyXQOajUrjDei/bXVMH99A6XKY4eSAw2mc9H/KdMYeByq1agDaMkVJjBCGlKsDIrnLWL4vD6gwmneDxjzwbwHL65onUVJgOqkCgFLBTCUByN55f4mNUvIOOGAa4wkhJa+OCoRk0WvZ7DgV7sml6aAhlUceWtHX4SS9bUlPMmV36oE6QPf5VNS5x+fgIFZJvGRU4iRX5lpHdQIj87GsAwDPSJtaHgMFEczr50302liUmUCG3/c0rSnV6UOOLQcNyT2jlLxuatUnheTgo1rOOC61wIfWW1HiWdvP8XcNy50Xc2BxCfhiKlOD1RXYMr/XWfGpSNbdcSm/lL2Yd4FzCSi9TL+uY+LZgt+JWnQGwMHd6xXJwCqt/Ypa1rLXmVx9phxpvfGWWlw98FBZ9UXZHcStfKyi+3FhuTe+elPnAdA/gEWtiLGUAFwKjPJrlcKuygdyDAPTKP/KT/XctH56sub2PXSeQ4Nc0VJh+/ZMDQx1UuXbuUDyA28CrwoclAdmUX0wFDjJD7deqnei4t/rV+DQ8ipUwKGlD7XPR1MV1+DGApDHtZOCXOYZa10PUZqbY8qvAHkiHYwtQOPzj2+N1bNQdrDZfaE8VMsYSi0PgBtxnscNmotL8BBJDQIfYCpL9PcCwFdzcZPHoUlnAByAzSAsTu3SdBVoGATjPviSMk+T1ZXXJayjhl04AwE8tEADKQEGbRAn8xUszxXY6wv3jjuZsR5e/xjwoGlcWavwUYWWPAx6TYkuRFqCChhU6DjpRHdS0OCAoeFlcFdnUq6Qa7yvsQW8dxe6gAJ2H/a756lSba7KzY8SljVbKuwZ+l6oyoDztrBKbRt3aexjEwjqLCpAGgqEdLnt08ABTJJCa9BwFZvnXElgtZx154QvB1Wg18vS35WgSW6amwUXx81fuXkqN5jHSWj8w3MAvoT1K+dxCeulCo6xdbyNvvcigX2gu2PJqXU8sp6voeXZ6a3x8bgH00Gk/i5iNc5hinFo0BkBhzG0GtxuTY2iVoyBkiNyR6kEN+EYYmAjYNfWEZUWtzolhl3Z8hoLUiXLj71Lg5OXluW6bl273MbjkCZaZZUpz6qwK8HOa0fYvLRG93HrxKUgd9fzUD/6+igPu5H263bKbcg9DhogeB7dA5MqL2lv/KZDrnzMuBdr3v2Xdem7KSDXgP6Q17Y4v1x6UVDs/DtQ0vveXgcXykPizfkEsBwbPLzIjxf2DAQNaR0+gVufg15WCzT0GBVKBsRJUxojpArkMJ8bKpSTDuDvljoEOBBcdrYI+7kJyRhIBhyQX0TlYFrlkXoTK9I2Ma6j2lVTnBw5UZPOEDhwEOug5iSnqwxdDpseBj0JLVFroJGXNNlXlVJBqHVHJaJBiwu+3OUi2mt/1RIJFR//XyzbdSCvANegt47hw7oJXpxYV+ojFbDpmFdPp0sqSbkvLI2vOxPtp4c6xsvgcQzsO325jlB0e8vhMPpsSeoh8GUCoJ8vvdArjl/1wiSqvDdG6gVwb0flZWjhZ0h5ie+qjZqGv90L0vJA6LUOjwSAJCrzNJ78nABdovLdAwk0sK/9DBH9XBEm0xLINlQB+7Feh22X3tRIUrlbEZctmO8CcLi7BAmXQ9Hr4nynWyX3Em+kBbqAgqDxAnpxSmUz3NOgXined+PSWJqWKko6feBwDsB1YDPAdA3sCL016UrwxAGjQZJjJ5aO+lQZLeXdVYQxui5dVdDVxUIAACAASURBVNxrF94cy7U4Cj0/oEZ/JwkPdFH1yutA5eWCvcM2FQ7fGqcCrmWpsK0uEFtrlDrpXHC769K3XPrEpTBrCTQFCQk4UCmkYe17/lm3WDCVZxeotxyq5Z8M1Ph/GgfaRldqxTRVD4Ar622Aw5g0Dparduq3P4qq7tIL4UtwFPqtkyDtmeIClm+JvG/5P2NT3AvE78M5cLA6sRM3sLRIv4J18GDHS3YzwOG4dByR7XnSePP77O9nV9805naBRVgu6IEHeh8qYyXFQ7msofykMbmNB9U9T5V8KuhcYHmiNZ1x17hltdv9TtvJBucqgy/p3lVkn5At0BXUmo8V0tUFAJeWqFsFkAq+9DpjxkgsCCiAPmhQraWNhtS94lPLVLd5r051/R+h28ZE9Haogm1pCS1bEb4HXC3QBQu8XvFSWWIKGhxA6BsxeY0ehSRAWPcMS7esCEJ2hY+5dMCSp9d71XdnKaZqtwvWtG1sp+sJaSn3bUCDv+yN3623aPqWTJ+3XgcpDa8OqQJyT4AuTejY4ro71+m/bRmTcj82r0pn3T3ggM07Ow52gGcuAosL6I/JK7h5ulmvAzAswo8j4gniCdAY+0Cj7lks+3WlzJvg0NuiMkkfvsonpuP/Ky+Derx6J7dyfugkdECZ5NJZgL9vfjp94ED5vNALpHn3u3K7DpKDh5lcJ7WWNZSo9OhW3wUWRcyDjtmkNHRdMCJtve5LGRpIyHsXsD5cKQW0dQI3W53owI31kZIHgtdZIYU4hc3YOBO/N0PuD/1/Zr9dybrQdfezCo9dbFyye102nD32qZIroZZV3bnnPFZCs6LV2F6g63HwcaDJ9duFvYIkBQ5eThrr6f8W263/1wrA/bt8frpezbHmzCloeMUSNPx5AN+GLnDQLAk4PLO6/vQOsLgP3WeWvHNK2yj/Vv40qIYMoRa54KrAi7v2Cdb5YdvubniMWI7KCZK2D+gOIJ3TwUDqLTum95Mo0NR7sN9Fn51kcORL8HTK0wcOC6yWKkjqFRB2boozf1KVtEzkA1qVkgiCFCSmxR4LyCZhw0nt5uMMy4mxm7dr9tC4b5ly4ZPAlXoT3FOgAUv8P527oDzfDKmV7qeFapuUJxVG7gZdoA/S5BZjSZJ17HEAScG6lQ3IM2opAhegTtoWEayu/F05Jg+EF6vASIFDK67BPx4U6dc75AIfyGPHgYL3gb4MaRfLZYl7AewsgQI9DXehf3KpKyE/o4LtP5hjvdzRA/3KjzayArInQWMFpA6Gag5y7lR8LtCV07Tmn13+XvCFWTqOXZFrWU4JySnvsqMovtdGv+kpUYCp9Y58FmlOT7SmF0nXGLqsaCuA7QNlTECQ8sNvHWhi1dIycb6SZVf2siJ+Zmit47nFQwmop63puyISEtdvDcL0vqeAvBbykq7ZbxegreUIp9ZQ9GfpvCuQqvrPARJJ01uwZIolKZVgKFpZX5MDseRxS4VUwnjlxnXAwN+t8edj1QNAqTTTeQ0JKKTrcXeF7v/3LZNpDPHbvUXAJo7hEpZLTqtjk+/B5nMXNm8CZXsqkOPbTQHZvZQCb3UHBnfGQDKTx5sFD9sGQypV80/HYAs0QO77s7qC7vJgiplIPKhh5uic9fCeDLyFLj0STHKMXLN7Ol6U95s1YiY6feBwvboR1peT0N562YLkbsVKgaQuCa5+IuAhGrLaRlECDPyt7kR321cCWGMeDDSsLSz+4+uDlXu28kwM0dghWJ334N4HtzDYFxoTQVLPUmiTg78ZBDQwcE4E4KLVFgbuujADumMvWakpeE213XzDrwOIljdEh7SCB17nmNXtnerSV0XrZSfwAGDTB8+hu/SQ2pcC2sg4sFFSF7H0Bty9BAf3Y+NluAddEJR4T0BC26u7py7T80A+fcxV434IPIxd67kVVMnFhf3WNhyhG+eRXprl8435PPasAkVM43O62lHjS6TpeSQgEWjyODTpm6NrtppL1RvzqkKrLqAyZXCWIpfwjveKXDD3WFFUXSlk/dZJoVY2Jymt8SHlHupTIbnmzS0Cn4yVG1KFTBJGKvy9rBaI87pnxT0llrcn/zOvB8bakg0VSe9sBJ5H4UKv8iCwv7nu6u2oYl5g13Urq5Yt23VJfsaDW9dqZbOYWcjrcRNUop2YHXQff9yFwvHHvqNLOQl3VQRAd0xoIOwugFcAuHsTAKnAgQd1afuV7wP020FyJ9V6jX2OpWeDPD6HfiByAtn+jLf1IozxyiXyPmzdNwt/fd+Bj3uG+CwuShlV7BFllntbk+dDQYPGK/jZDPqtPB6TJuDQpNPvmvV2TFJYryX1BA+6Am9Nut3Ry3U6zoRVEDGWzO1dAgegr1jVytLrQB9Jq9LjRFWPw5DLlGXNN0K14x2htU7y095UKFTWfIs0D4OuKISTxQJk0JEUtnob5GyQXh+yLu+bI6yXAjrLFgSSyTvQWhpL3huNuVAwl4RqUqiQ+6vXmlMZOhBMoKFFM/tAvtVSX5O/HyZZf+5KrjxY6vJWkKAKarW/f4YNSLgHmx1PZONAPpWXwdtSLcusaQ/LaEsPvNUgYbYjtXGMO1+Z4b1tZVcLoLb4qQBPq54ZNksHOn/TuAa6c2hIVqTxlDwNif+JTppOHzgQHyyAzYw0Nqpn3lO+ybvQKqjlKizW1G6KBDyUkcBAV0iqckiULBktQ5Wu5tF0SrZkERUKBTcpHW9dLf20KPWzuzk1lkGFUKVwNB+//aQ5epGSK9MPiKE1NZfqXJlrel5Pnphkibq28rJ93dxBjwKQa8LrbAkiyvc9+OvMWSew7ucF26zPSU8CVaVZzTWfn0nwp2UZf37c/ndhyQPfVsq4hX373VlewHKHxDPoH15ElhJocK8M06yDZufYnNfC/nwW3RcnVR65xMRxqco7drmwBRq2IQfEDgpSJ28DhHwptFqWSDohyb0GneRrtV84oXJeRHQ2wCF6HGgxy79KvbFMwV8pWKc0UCqX3M3Stvtv3JzzdiWFWSnthOJb1o7WtWfJCSh4EuWIV4CvC2j149Cw05gEnhqngMCtPM0HdC3S+abKzho3z7lI/eqWPT0PyduiAIBKXsdRAgst0KPAwYM9q+UqtfB86cq9Nqq09UwEFOmdP6bzNWbyNURH9p0muh7etItl0KPsktBgR74G3D+6PHMA4GkAX8DmXR/ppV5uMziA0G2qHmi52FkGTy7SgVUnYf1uI6rHAoaTJAfCxwEGiXROADUgb13j/1vwcpJLFdN2zJMmt9JsucK9tzH/2Hq2IVZ8nLNCfdkklaPeBlJ6f4GTKyFH9S70Wy8FSv+vyutZ1lSQqqiUfEIOreU6oEneCvUU+Jv6tOzKzS190RQCqTy3gtX0BHL/qSKcISt557fykikYSOm9zdcknwMHj+FQS80VP9AfQ261saxquaGy8iqPlH8D3SOiV+cxzAw06LJEIlX29DhcXvG3mC+v65JGCwPrbwUmaRno6R0sgye1j+doe2W8IlJaWmwx6GXeKhrycCgCq/hLSjzxnpYDx/Iz0a2iMwYOQC0M0Z3UcWwMrRO2BuIQP2MHeGXdH9l159HLJ+CoJkh1nQpVX4WbyJVGpXR5tKseFztEqa/04Y1B+r7uqe1g+dzFoP2Xli7EM8DbpcfKPQzkpcUPjAfl33+3vAyuGHy5bNvlt8rTUXk/0lJBqsvBnz9TtsPL0XTuzUi/1askHqMZussS1bHXZFk/B1iChvUOKHqFdvoehtR0bYp6KXxM8fpdWO28+DYsPWUaBKrLYEC/EdsqwOMozJv1qjJ/aymK39UYRuP6tuluEWiYPA5NOhvg0LFoKXA4iWxQ83JPUPB0SKDvtq8G05gJ48AjbZ9jPUyvFqIPdPde+CiqhEhSxq4gKWh5AI63L9WlCqPqp4tyP7mSh6hSEM5LyuPKhnVWFpneD8s4nW5VcKA8uJdBPR5aENMybwUe3N/dEn4t8DBElXB2AJJ4VrBUgRHPVwXGMq3GO7jHw2NX9Jr2t8yV8/Jx0FAZtEB3x8T6+Ghgs5tlJWfUiQb0paE7xLxeP2GTSxjAcufF4X1YxmY8i+X7LriDRAFd9aI3koK+BEiVTsLbUBk6qZ4KNPgYTg9rCLENqaZWnw31w4h+OsmTI6cYh5MkPX9+QKE3wQOK/Mm680Ircpd1srwoAFVIpnqrulqTKilrL0MBB4XumKUV9nnLbT7kIk3mmP9OQMDrYVlqaWrcgedxHvkhGKASlLxr1viKZg02VB5Yti6LVEDMBWZrqWZsDI7SGAWg403BQ/JatICDt8VBDNB9FvqM+D/QbedV9ONStE99v/+qLQoUdEkgfZOSntFjo/lZkEcJIK2o8rT7WSxatwIHfd39M3Ngca9l4hi8hmU/EdDcjNFzK5coWiitAhEqKyvXUKvsFoC4RV6GiUbT6QOHjrehMQB0Mqr3q0M3kJVMssxd6VeMtUADv1uT2D0RKsS1HnfFt1zBid/EQ+t8iVSGK74jdM+hTwBBza7Eo1uVSakOLW04j86Pp0nAZUXrXQV60lxaemD5Q0JpjIBuuWe9P6q+rsi9bC3vRLJSk6cnePrWZWu66oAfWs56Wl9afghggWBAPQs+zHyZ4LyloZLm43PQcABEf7E/7gowlPIH/SOsyS8/hwAu8y2fPF+FlbCvOOcquXPSinLb5Yohj4h7jLcBMUNtOyOQoOPvZmlaqjgBKsfBSpi40CjzVdZf4bIuFVMqPKVRt0dat/U8yc2t5XCCDU3gpKSVZ1owTKvgyBUtrfOkaCsrzIVAWsufDVyrykpl6nMbUqoOBv0Yan65UvO8kHyzcD+dE6J8p3Xfajkg9cE2wnEorbuIW8/PQUPrOVLxcVlMQQPQ3eXE/tBxZ0BhjEdhVnw0LU855dIElyf0G7B2Cvk7R2C/F/JBuK9pnM9ehj2/iC4wvhY+9EyMee7bKOyUtjJynPx+Ag+nRZXXr5V2BJ3ka7WnpYqTJEXWEtRHi6P03KeH7wpGkTupauqYCam/XSCy7CEPwVDZfj3VkegIm1MEFdzohJrb7+qI6hZ4SB6FxNcQ+GgtISlgSMsBY7wm+pt8J2Gc0juPChjGegZUeVYgtuXydRoD5kgJKKRy1FQf8ho1zsNQBb7Ywfq18UnJnkdeiqhAAhr3HDgQIPCsBgURALomn86HFbU8CmsiMJqh8z4YPaJbeeoBCO/TVTkd/niA1BUsl9Xmq99jPGGsAzj+skWKr/HlwYSunIZ4dQF/HKrieoDtQdRE29LpA4fyXRWyzqnjqjO+eMhKy2twJB/f418piAGempZYSuOv79a6htwpVOxjgQgVFSWXri1XEtg9Juo+btWl5XgZqT0pnqEqk5QUbgXQSOmZaN165oACAG+H81q5izW+xN2zOvbGHH87JpCrAle+7JPq0OuFF2BNOm7UsyDxMw4APOYAyHPXlyIQvv23XquAA9MfYgkanoYsT/m2Z22fL+spuPDlPn2e7A97uZi3xz0QC8vXARar/w/3Vi/SYkHPom8AjaE0XlpULen6XEnlezktGesP+jjg4ZQAwUkGR55UOS8iOkOPQyA9Fx8IAkjXqIG+y0yFqrr3qIBaFquSu7NdySSLu4otGHNctU+i6Ots8Kl0FRue1XVPHig43duQykzxBYkqL1BSvO4hqNyiQwLCl2RcebNMFfrKh/aFWoGqXMd6AbRs922P7bfWksLQklYFcP0ZV8+8Si/LC0lhO3DQ6r35yduAxrfm93IJDPitp0L2QEOyTEkJ8VTIZdd+7/STOH8zLL0eC2AzBlf9WlUFoBsPouPqOPEOOp4T+B3yft2sZ+CkKXkTWsbEMYHGWBE8hqaliltFq8GtD0sFxwJYDgC68STPmlwxqdBIBfN6pbDcRZdoCDSEpM5CLxGtPU3sLnwXIMlC4G8VeKokNS8no1s3qW9ai72u7JxXLfua5ak8Ae7Z4W8V5t5Had3YQcNMylB3vFJlLem9tDxWKadthHDlaSCpx6ACtQqG0nZIzRMUoQIGv+bTKQGAhf3vXehlebneXfz/QO6rp4EHPHVIFU0az9oHoR+A1TXz0CTelU8Ga64DM9UDtTorJR4HTs8Hn1m11FWt7Y/1DFTXWzJVyx3jTSQ/o9aCtqBtjLBWWuDkePqzRS8S4ACsJ6xOxM6LZ+ht4NqfK5RqIHMg6eErlUAeY137QBwADSkCvGeYahksfw9dZag8uQclKXtVGAv7n3m8LazHl4Pmdq8CVS50xqzv60RXYejR+55Ht6BqLIM+Q30Jjt7zdfs99C08frsiriw093Ilqtyzx7GKHCik7xSfYMrRwUBS5Ntin6RMh4CDejLUak/OGw187ARBUkGzcPek+TIPib9Dv6R2VG1kNZ23bfL164xVIGm8iBaiy44VcADqtmh7XEZyjrRojOevBRpS+mS0nSSlgTWmvoZbYfI4NOlFBBzQVa49InDg6YFp0rn5k8rQpYek0Ma6pwsrzf9XFy2rUeES26rWTfI2OM8OIFzwqGuV11MfpQBCnYSugIHl80CR/iikH+O6d7ewE/vHl4H03QDpSGS3MOfoggby7ycqan3ab96uMe7kcoA3yK3LCjS4h0E/AsxVSftv2G8lX4UB+kNQPRTJYVMpY50nvhThdetLqzqAgQcsuYclGQSVq0T+9b5JfeLX6A3pgQYdiwpKnfQZL7ABq+5RS+SdqstxpOTKqbwXblQllFSlPylyYLSNymoBiIFyJuDQpDMEDhzUckJfheLXF4fW5PWaK1NVxD5BdGJWg8wnziKUU7DiFtShXespWPKg2wh9S1+qX4VOEhypYyuLxokzST0WSsqbeihSOcqr8gG5p0pvhk3QZ/JC+JseVbiq4vAxp+VXfYPivt5TT44KqwR6vIzkbUl9VCkZnxcJSDRAQ8vb4M2pSHVRBYbVKNBvLV/PYvBXYSvYjlstlVl9plxm8PHJ9A5CUW8RPY9u27zaXrt9N496Pt2bNbfr5NXnJtui+VM5aQyxLJ3DLicrGpJ1Q/mP620YIWNjOl8uTCh2ouPSGfcgLWJ76NFxMMfypTfbWLCkynzigKomqKZV4cPyLDI78U0hyKo6gL9SeMpTWqMHNpOeBScl4idKusWsVnLLkiH52jn5UU+OdoTn098q2CjMVLBVnxQJz/cA0LJLdaug5bsQ+D4ELc8fEsdny8Wrbao8V5UAdG9IBQTG1K2/GzELTv643PMwQ3893vOoLkukoEXTI3zz5EcHD/7pMUzyJRltePLWSP7K+6KfsSCqM7cg37ockTpN5UA4DXUNoB1Qe/uSvOBJlZVhpVQtAztt62mo5Gx1Xak1yFqk/fHZ1QcoH+ZJvlb7thMq50VEZwgc1II1j4MnA9A/fKZlJY8RtE4tFzOVG8se8Dbo2E6ewY6HQduha/ILS3PVylDLwz0N6n73vlDw4B4MkuZxC5i/fdmiJTwSWFDBrUBJxwQ/Fzdl7MMsTT0RUgPQkpZ0QHUB3b30DqLU89Py7rBM9RglIej9CvTHQCMeYRtyxefXxpahCl+9Zq6XVPmn67pc5zunCEzc26AnP3ZiBoBuv+gr0v2eN8gt9bCMkz7pqOsmiOCR+ny+DkZdAabxkAwKHXc+TyqrW+vSrd5jtguzLge0BCIpX8u6r2I1tqEx4EFltvPy+tUHWPbB/9XPXoHs41B5BMGSbty4gccffxxPPvkknn/+eXzHd3wHHn30Ubzyla/spf3Sl76EH/uxH+sWf/06rl+/jn/xL/4FXvayl50Q0206Q+DAyY7lt58D3yNOcnod3POg6bal5C52l6Fe1wnaOOa5511QRZdebuOuTfdAkAeE38AGNFxA3DK2pupV0sqPW7quddg4FT5JWVbr8frN8nyfPL0C8+XlfWxeInTA+hQwaHyG1snfC9TeC+0LtxSdHKjx9wV0n9XC7pMP95qox2G+SabbF9VNnqx1pTFTYCjNEPBQxen8JN5cl/i9BTbgwI+MPgQ2z/oK+nEppDHjXZmQJQoFBy3w4Hwn3bnQRqls4cflC+Q3jQadlx50q54/ff24kxoiylOHUYxbphxLsTNuAaW5BXQfSAIPXsat4m88feQjH8EnPvEJvP/978crXvEKfOhDH8LP/uzP4kMf+hB2d7vLnffddx8+8YlPdK794i/+Io6Ojk4NNABnChyAjuBVa4P/A2Lt7GA5QXxpYyhKOCmudE8rBXLXHNm9tIbN9lBYqXfBPQopTiABC7VQVPDocsUM3b6gZeFeh5Y1U8V5eF+4EHOXqFMCCx6r4K5b61sqFlqn67rV+qnq0vQKJkjpoKA9dBR5D4RoeUA3UHOOfEB9a6ufAQq3eIYeSYvS8K7kZVVvC6gw38J+67eDDnoY9IVQeuKjLlF0XvEelhdGEZeb0nO0diQvg/KsHwcXLOPyfPV2zAsAvoQczwJ0lTrkvio/lzMKHPTTUoLXrJwhcExqyUGXYSephMMSdu+6ykRgnCxSaoyjU/Q4PPHEE3jXu96FV73qVQCARx55BE8++SQ+/elP4+1vf3sz75e//GX8+3//7/GP//E/PiFmx9EZAwegIyz14BSSovzDHSxfU8tI/jGI0QVFsthZhrqblcZMiCpfWpZIFj7k2lV0J6VKbQUPvKbWP7912ULdi8oXeUvCy9tREWfYGJTvoEEtRsY2qOWtoGCn6ypfk57loAGKqtQTWHSh58JaQdcYN7jTQLqeMi9Aw5jhrZQAhgMBV/BU4EkaJE/CED/JmHY++Cw9fqEDGID+slG1jXEM6XgypeSKP72+O314Eua+5NkHcNeqHV/cA3AfugGS5MNjHpyqucJ7LtfS3NNyCZxmkqdleFXzhpRAQyu25zjLEimvyz+gKxeHvAwjxs0pnRx5cHCAp59+Gq973es2yc+dw2te8xr8yZ/8ySBw+PjHP4777rsPb3zjG0+I2XH0IgAOK1JEz4mrblpSx/OQFH01AVUZ6fUWDaFpnyyumN3V6EAgrfclUDG0hJJcnlR2bmkk/rZB6UpJu1X5KazS2QJAd+uoE9u8E4LimM8FovYDwv8Ec8mqsd0IY6g1lNyZUSkk2L2U3+tyUOCWf8VX8ihrPk/jwGGGzFeSyxVwSJ6GBdBf1kvPMj23iuj9GSHu3OMA4VP7wAHXeSzBwr7co/f0i3tYLiWowaOFcJ4C3bHrS3atMalt1AejHkd/oGowpKVQ2LUh2eDyTb0Bx6FWXl8Wde9DIjfAzp6uXl3Gru3v73eu7+/vr+9VtFgs8Ad/8Af44R/+YezsHDMW6pj04ug9krv/gLzueMDX1KoASUoU6AubhKI9vbsVE9qG3Ne0KbBR1xk1n/NRKfOWu1Ddc84zFatb9gjpq/JbPKR7rYmrlrwCCJIDQZXU2iave1fSqlBIAEL7QftZhbUIaB97LnudFf9dAYOqO6v7h+F6VV8qU3n24ZLyaVvjCYcFpXa5NU9FrEsSC2ATx6AeMT5PLh2pIjyOsFQ5UORX4KCAwZcqIOz5eziADSh6BsAh+U5ufioIVYCcF3tYell3+id4dsCMtoWdXIEreueuNdL4vNG8KZ3er+I4ToJSmVpf4ukY1JqjI+iTnwc++dTy9zcaSxV7e8tTgg8ODjrXDw4OcM899zTr+PSnP43nnnsOP/ADP3B8Ro9JZw8ckuWSrJ+eQHXvgSoEH+yeFpKW3+o6VOWdUKxbCarcFDToaZVOLWTvZqPf0/9TYJDe40cVIykJMf09RMqT98WQRaguW3+OVX9VCoNCsPI4pLMfUvlABA3KcqW4W+TWutPMvltphvI7f3pNwYcbvfpbXzWd6k5zNpH2ly5NKHCI5z7os0uAkQVrYHLrJVXhyGitKvUTq1GvSOJVAYUfWMU2dvK0FKp6GBjweHHTnvTM1uTtH3LZ673qQLgqfUVjvLljvRdeXmUYJkr9O2SIGd3ka7Uffu3yAwBXDoFf+39zuv39fdx///343Oc+h9e/frnT4/r16/j85z+Pt73tbc06nnjiCfy1v/bXTjUoknQGwOEIzZ0IqkjcUukIRlcQlcLyQnwwuvmloCFZ3b4soXkdOLjrbgyp0lcBOnZdl1LdJaLv8wb6WwirY7l5P2kT1SJ+VDXvDwE3krZd+1nLtFgAAMtAVIIH8qmAaRc1DwUNWRzJA0FqCfjkLaXFOoan6lr1aHz462ug08mMh0Xeqv6KH+8Dt9p7Spjzhc+e41WB7kzSaAemN9A2vBHqUVCeSdoPDhycfMnF27oGDgTKyRjR5bpLAO5efdt4jWBB5ZQDLH8YbiClhzyGEthnPS2DaOhai7YBHOTlm4Pe8Y534KMf/Si++7u/Gw888AA+/OEPYzab4U1velOZ5wtf+AI+85nP4Nd+7ddOkdMNnRFwqAYYo6flXhKCM6yUBRWEKpfKXdVSHFVsgg6+uf1fxT/4ToWxpPw6eGhZyyoUtKx58UngiXwj/K6oEhzbtHmsFcDxYqCBy1iXgQ04oPtV22p79b36hHVaLCUr1ZvTWgZIzfbhO0QViEgfrddBgytw3nOl6vOwWr5IfLmHYU3VGyzTElMKjtMGaRphwgGZgob07Pit/dNaqkkeCQ/27DFQeUXpbbgXmO30PUNr0oPjgP7cJ+kBWNUSoC/DtuK6/P8ksyrZvi1VHoObLXukyjsOnjpmle9+97tx9epVvOc978HVq1fx4IMP4rHHHsPu7u763IbHHnsMb3jDG9Z5fu/3fg+vec1r8NBDD50Qk9vRGQAHCoo0AGj17mK9nbEEDkBXwbZiHJI730mVfeVxSPEPqW0ppkH5VRoDGDwWQHmulha8w3R9mOW6FyEJ50TJ+zHWeuF9Ld8tpgHtScGvgWmH9Dp4fMcKcLSUhTcl3ef/7iUYkq2tprhjSK9X3uwhL4gHFKdytWzVvcorwYO3uQV09F4CI+vzGPzsj+Ti1jiEG5JWLfYEgK2o5DXxiRMHJgAAIABJREFUuCnfrZNiGTqWugBR9S74h/EbncBFX4/XuUTgsANwebu3RML+S8uglXxpGTEtY4oPcihuyetDoz5PN5ZGyAUAXVlyE3RKuyoAYGdnB4888ggeeeSR3r10bgMA/P2///dPiLnj0RkBB2C9XLEeC4qiF8BiHiYvgm6qFF9Sbmn5gJOqGpQ+0ZVc8VVaKfGaynKF5+AhofAkFMizH0ur5AfN6Hsxqra60Faton3kwIq8O0iq2sX7pAKQ9NjkEdJUOFZEmQ9ZUbus8jKGjmFOZfi91pCowENK43Ml8a1pDou0ylcCHf5/mjqVMgXQV0IJEOuzV6+EGBYRtJKRoNQ1KZdr/Pjrsk30hDYeSOqv0lORvIN20mtc0jmyz5jlt/SAdNtydZCektbhHgVdXlIaUvRjBvdxqNUfZ6DuXqJ0Rj3JwewD8ghLBXahCxxIbu2sJ50uVXgwlSp3H9wti93TVeBB69D0Y7vWvQx+hCzbOLTMUgUUpn3v2m49pVK/XTC3PBCaTq0UBwrJPTsL11Xo8L4FLPq4oHW8mGcrk9RSrFWTtvUiJEWcwO8YJ81Y8KB1z+zbeasUZPIoePlajpep/0dL2UFuevbeMLWYOT51bqdX0gtV4C55GnrP1UGLWuHzTTn+6fVvS24oaODOEdhBeGpUucdTZZ0PFD322i1xPf9kzFkOLq+VxsYdHJfGeBpOmIbm5bZlvcTojDwOnIBqGarlfw3AXtsiAtBVRpXiVDScghXHxiJUitO7cIyC9XT67e9naFnlpBb/KmQ9lsOPavagTi1/JtedFwUmFDDuskzm/FDbktfI2NKiqsneso7HUPK+VuUMjVn9HuK56pbkeOJ3q41Nq9r4auX1XQdAPlWxM8a28TYltLOtpe2kp4POgMVOYyw4yPF1f6m7eo6DY82X1OyFa+u8fDW3L024nEnvqtCH4QGRei15DJwMMMVYiCGXnVM1yFt5xspX5+MYWSbgUNKLpEn+gqHVwGl5HGYAFmm2VlZ6FXeg9/1/nxCO2lP3HQc0uLtSD3wZUJ4A+hMtLdk4aCBAc9DA+6netHzC615POpwrpSd49COatd5ieySbQ48DP6534omTx6CkGIZmUIWXEpAYg//0/6H2DHkdgFxGpQR92SF5GdbEpS++S0R3tugcSW87VaYd7CeBMERusVeeLtbnlr1SY34PAoc58ttb1cs4w2bXmYKG6jCgJOs0JiR5G+Zy/Zpdc4BASl7UMZ4GH4AnEYMwFjy8SNTbS5DOoGd9djn6lTSJu46gZUBcGpj62xXjkIsUjfvp+s0gYI1FcAEyBBrUfTt2cqrFEvq8I1T5siwV+rshrfKjdSR+vS6gCxr4fEKMQhXc2BLYg16rY1DL88DhrPKyUvIJPJD8sJ/qt4IX759WXzmfCmj87ZVAd1dEb6cAcvsA1OCSjDhgTOPY50b1kjIn3abpMoblD3kRt0Cb2scEsR0w5YBevW4et+HGlB4jP7ffM2lLQolKvoyr8jN5E1oGlfad/laZ3pLNreVfLyvVcwtpeq12k84IkvmAqV76tKKENdbXfM3OyV3yWuBJDsLjmIQqEN3yqNpDUo+Bv9uC9x2gKKX4DtUq6vm4gNI9zCwLrWOoX9MLoBp9pTsFtL5kTXtRLa9VxUKlfFPZnibVpY9iZh9N6+m2/U6/nSdYGudX82p/6psrB+kGNnO8eq5Dc6MKotRXoad6U7lpiRIYJ/4G5rF6cBQk6K6fhdeTFKaCZd9F4t7PaqnH53+Kf3KDRJdLmFYHgC9xOvlgcy+v149wfwi8jZGlrfzHIG/WzZb1EqMXgcfBlZcpqKSPI3AA+qciesDfFUvXUnBjumZIObdIJ6zGNKRdAZVVdoQlaKA7swIO7rlQy0KtB7dELglfGL/VD8X9dbBceq00yVyivu2ysugh/1ffytcYo7I1BHSpIgGIqhwfvy2Qsi14SGWM8XT4Pe1PBQ1rT8MVdMdKq6OG5hEtz5bbO4DW+PwIplMntJRXy7uo7nuNzZI8PvaZZB+rLZkV0FHPgadR2ehBoaronbStlWxV1Kh1sOxUFqkFQjzdGI+CltnysG4DHsaqtbH8TeR0RsBBJyLQH6Dyu7LCOq7AuSRmfg+2VMWqirMSGpWwqdCxW9uLIq3nYTR1OhZZXa2JF/WkXJG0QD9OoVrXdQXAb3ob5t3+9rcGkhb28fs8F6B3YqDya6Tn/ycrPZEK8CEDc2ZpjwsgxqYfO9sSEBhrHCuN6QfvWwcNChwWQD9I0QFqC8UopeC6lM/K9AOdOll9Td8Tpusz9GOOfK2/AWq0j5TteCqlygRfnvR0LrN8gKZlBXeHVXyrXKhAiD+TFrA7rhqpEHcSIEN1bwMARhh4k8ehSWfUJHW/HdlvTpAbS6R+gP6BLQyA0zfRAdi47X3rksc3OKXAQQ8cUt5biniIkpDltwWH9n47L+mtm5Xg1HqArteF7XAvSAhKdCsbcj19/F6H1CWLfgICB69Hm6OGU7qf8iWe/Hfl2agAhgOmBHjT/SGwMtSuMcAiyWfWz/mk1wkSNKZh7W1IY97n1Y5cdzc70A3Oc1IFbpa4898DDU5uSAxRCzxoGvM2qDdG50pP+fAfPU7bd0McYRNQqn3nb7kcOt1VZUpapmRb9uS3L1+6x8ONkpZsagEX5VEfovK6DXhIk/smVdspHgD1zUhnjIWqQblS/od7mwmpCH69Zx9LxXJZ8z0n5flOgRYloJHW6IZcsykAiIwDTSEEYAMGNG6B3ykgSg7N6gEP1uFCUAMddXnEAs4qK7+lON1SjeRHDQevA5/zviRxy26Ir0pha3n+28tKyt/JDb0kt5LS9nxaV1XPDN33SXjZqT6/XoEQ1qHKsHdMNNB/x4kWllzubtH7PV7nmOagC6fHKo8A+mctJAVYKUQqP38fhoOFhLzklu4y4Zj1Zb01pdfKs1zu/qAH0fuWPF1Fli1Alikukxx57qErI2Dfbth5mbA8QL/PKxpCvEMehdb147jpJhpDZ9hrjmb92uoshwN0JyBBg07IdcDWAt3X8qoyTaTo1kFDOlFNhd82ngYHDVW3s/60RVJPzKPAqdqW+KYwVDSgB8+sqFqKUBar6xE0tPo/CaHVNQUOagWTnMcKNOhvVbzKa4tcubfup+vJw5BAg6bxfP7dUvyt/9P7J1xX6PNbb730GJu5ZBzqQF3W0MoTKNf7K9CgHifvi947G1K9OsYqXh0ha+e7N8A6WMfmIYC70PeQdmiOTcBxAlkEDc+urvkL2lyhK39p0CvvWo8zyLqvWl41TrwcoOv5qCbkWCXO8hNoOw6ler2/CtnUkoHb0ksQm5xBkzwwL6FZUZqH883EdNeqXltw4NPjkCyiMPE75MJMB16KZB6KYdD0KZ9bHmmNVic0UE9OnwTJZCYfumNCYhj0O1WhVWEgDYDNyXVpyUdJx8TK0qxkeeLFlXHK01LcYygZndsYQ8eZaS2PSKpD/3feCJjS2nsCD/HlTjv2m+AzucOBvkGQlBkrDqA8jcNOeyknhkC8gwb9rXldkSvY4cApjIYEvkgzAIsLKz447zAwDn3JpjXpWv2vxlNryVWDSjVPy3NQDT6tH4H30yQHD+q5bdBNvla7V9ZLjM4YCyma9bVQIu+7u5f1xTsdi4lluYsfkjn95v++HMHr6tKvgAAkf5XXzz+Q7xmWltXhHDi8W/Iw4LHl7ksCw4Uxf1/EcqfEJay9DPvoulZHg4KQrnfMsAviqo9I4jJOSllBY+Jv6BFX/28DInTsDdHMPhUfFW8JDI3lseXx0HSep6fwgHr74w5iLEKHhsYuBfmufRtPnWdUbbtskXemA/kW+Njpp0nPVPv6QP4/D+BgD+s5p+O4FyysO6yU1yEjhaRLMAv0t2qnJSP+z91Z+qlAA+u9GY+A1j2GqklwMzy8BN0Bp0Bn3Gsc3P4q6hmWSnMXwNVlrAPHhsY3zLwsehyAPhCBZVDB0VrKSGcruPuS9WueGTa7JYq953TFU3EfAngGKyGjwiJZ7TpZ9BAXnegqdGgdXlzyxXr5aVmgY0jXeUeNqoZAVKHcstqdt1a9OgT0zY+umLaRQYmfseCllS7VU5WdjL7q+VUGYuXZ6ADzwM+aEmioLFS1dBfoxtyEedLhyeMZToLUEEAf7HnfJDDopJ6aBTbzK4HOTvt4046f7vDaIveY+vIryd+S68f+X8FmyXdsECaw3TPZZqnX60n3Tmo8SJEnpR1fgtjkDJqkyto/RLgaIDQHFoLU02ddXtrCBAwfpuSUlhK4LukuQlidnJSyFAB0txWyLQocuOd7hiV4uExBehX1JEsWkweiqWBc8bSP5Wt7E3BIymQsLdD1CC3Ig4IZBXM2/Phv4keztBR9kmOOG3sn+qEre44LHtJsankU9H7V/57Hy9N8Y7wKsP+r561AveKnVXanAi5T+DjWRq0Cc0ulyniG55A7WstrWchA9h5iMydn8rvHB/IzdZ51l4VuK9b+9S2cAPLWTG2TL5/wHkGYzjPfqs382hiCBjKix4Q7SBuLcLWuKk5sGxqjplrgobI+En8rmnZVNOmMsJBLO9/94DsFkCdunMAp8lcFRjW49B4nIa+7le9rt6kscblWBydVSm590FF6cY3WR6HnB18pDwQyqyWKGZaggUFc9HYoD26Jpy5LbdC8PfJlkznids+kSIf0hJP2ZVJuSY54PUPgQUHMkDGUvrUMb/8C/bKTxyHx2Ar8HLR4G21I9aVnD6AbTJk6RxWSWsfzBi9DRoArBL/nD109HQHAaqyPg9UKIC6KtJ05He6t2UuemznaJ61WOx48Xsrv+bs7HDAMeRqcR5e1i3AvgYabVUFe99Agnegk6EXQq601UKGkyDoTz6yHjvLXutLgUtBAYaJ86U4Lkk4QXWKxnQqajBYGkx6G64f2f4d3Xb9U0JAOj1pgCRYuYB3bMNsB7scSNLhVz4/ypL+ZjuTBlJq+o4ySiVwEJ6U4C7WklZLSHgIM+nuMwkxUWfyepnUtgaQECkrFHK7rM6u2wR63vVW+Qemh81E9YmSGc8rd6ENl6cFoJAfUrNMDBIHl3NT5s7MprgKVSkk3VR4JL2MIkEdSQOH9521zQJHQjnpK+f81LHdyXEG3L1tMujGg5WunbONl8HEyVC//P+FAzGiU3kRZLzE6gyb54TAeuetWvVCacFReB0khVYJF/1dFXHUHeVQ3KetKUmQl/NLhRcmadFbX93ztMZGCB2Zm2y4AuA/rmAZ6GuhtUJ4cMBzYtxP7Xd9IqcChx6Nm1LahqzzVK1P1lyveyrL2Pq2EdWWktGRmNVySZ0HLqoZYAkZOyn9SRJ3tk9csYVVwssRn6CjTit8EbmImF/QKGhjNz2vqZWPhdhjZgmMnWeME1yoL3IpWgN+IqUjjIM5TS18By7GgQcd1B4DzggIul5tAH0QosR/U48Df6nEYohYY0HtDDa3K2yZgkkbiGCM0xacVxU7AoaQzbpLOopGgQZVYx1pzj4OjZvcQKM3Q367kFfNESipqlxoWF5HOIHAlmBRtskA77VFhcQEbIbgX0t+9vH4PNqBhf/UNbPrSTwrky4wOgM2rfa0/F5eAg3l3i18Uity2N/Amw6rdLcU1Nn0CNS0FXilEx5cVcNA0iZ/kcfDridIciNefQ3ddO60zp/mhS2zpnSkhC/kt9cMQaKAy35Xr5GXe/e1z6hDortHrw1W+ecARsAEnI96uqWPBQVuFxypQm/IruwvLF8ePLjP4GS9DStOXaVnOc+iftturGN1BORRzxfwpkHuIKmuqlXYseKjk+0Tb0hkAB91KVQ3GEG2vwp+kVm9nqyEVvE8oCg114/nA8YmjWzx94rllIzzzkm9R7I1T64/FzvLf3olzydRR4cudGAQTq2BIgoZ7kIWZehXiq5NVSLllcwlYzMOWMqdCQM/Cx5s71mAea81VVIGASvG3vA3k5zgeiVZenQO+LLTOn9bDnVquaBXAA+KhssTXpMrK56Gvwesg4LzaRaezFSB1wJO2WWJnOuTlJ7qxmX+pTQkopbHrSt/7SduRxmusn1tCCRQSY2NIDTU9or9V5nEn1DbehiBDO8tWrbJ0aSR5FKqg3AZNr9Vu0ovAiZKkcAAUOtl0stKCfgbA4j5sULSevqbkQZgz+R/ym98exAVJJ/w536qUAXRRfSIKtNWWtAV51fgJ5Q1YgqXn0I1zWO0Xn2HjZeAOCtJh49NZmqj6QU3vS9i4jkdQZWFXijJhzCRokyXu9W6rzDVfuu/lLSy9W+VeH9BtS8uS1ftN4MBMunRVKUqCXwXBulVvBMXhPEMfKOi3M65ggVuY2QYZWwvYa725JKNLG0NnTnh+LfxoWT/nggdIpmeYxkT1HB34VMDCr/UqpVHk1xKlQG6Vf2OQtjeyCgjXAe8WXlVHscMlxkEpCE2eEa/nGIBBk56UdnwRaNmTpjNokgoy37HA3wxeInsrS8AnNK1yKsen716V85XVDXfvK1Hg+GBrHTlNfjRIkWjXJPyhDtqrAL6E7lory6CA5HLD6v/FTuDblfcVy3vvpj/0o+dEDH3WQIenProCIP+c5M9hCXak7ZUArwRxS/hWilSvuxXe8gi0rEi/1sqnvI4xzhJYYnoPPm212fsl9lMrQNgL1jTV/v4BGvQ2AP2x62OL9duLn2LfJyA7Zst1elBBsS72+n3q41bHsj4LBXRq5JCGAlibxGU/L3QINLiHKcm3FEi+DalMHKtW/n/23j3IrqM6F/9Gc0bz0Iw81ow1Yz18ZVuysI3AwYB/SbB5/GIevxSPVAU7DxIo4QrkAWViCghVqVSoVComSZEUMVwqBIwJBPsm4RGMgBtfzDU3XKqwL1zHxi6EETVC1gjJHmlGozMze6TfH/usc7797bV67zMaS8ZoVZ065+zdu3t17+61vrV6dbcaXTo9pQd7cVBnHzq76fL0dLcqbSXelHN0lrBQqsMCrsUTeRxs3nO0dW9mAh1poy44y8Q6GG+zChQH1Qm5rwiYXay8MRTx3bR0T9AnQzFewvaHWC91Z2DCxPyxoG0p72HkKycm0QEMelCUHV7Egq7kadDDx+xhnVuN3p9Yi7p/f5WXgd+3BkxyWlA6Bg66dTac/3q9G8CgPKfAQwQaOL338dJ7oKFAPSj22YjYvcsgtg5oOFVx37unoEHHopVNm0DZNGQh6HMWZfCxnp5PkfHFp7J6inTI3+eDeeKgYHsH6kXgvsvNUEtXRW3seRvsuv6ep7Tc3nUO/6uzuiGibpSx52VwAGQB4PE0dMrDEOmZVPAosXXO4xDSWaiSCSXVHtrxRRCkhC0DiDkA2XrkSlqFSYSG1QUWzb96wTfs4vWsHu28VYOKLXp7ZhB5oOM83TeBabvMteZ2PaXJ4GAOncBHVrhtXr35TqD4vqxtGiifoeEIb7XWqoADK+xI2XJ6tQzVe5DJt5aVAg6aTx1KeS+43Mhz4HkRItDkkrnl1RUfkSdUU+ChjidC+4vXEHpom3hAOHgXQHmDNwYgQDWgYf6NN34Bll/LwzkHiqFCsa8w6FYvg3q+Un0syaNHkSL3PIMaPKmGwGpRHS+DdmCWmTpFpr/teUgeVaCmTmMHac5tAJWkswAcetBxrc8i7XFo0DMoKwUbqEDR83CYo8P5AfUMqAdBBREoPSi9IlYTft5WsZaGt4XmOAEPXQOdwT6IPOBzEGVLgXe0HCyyaEWzG3wGHdAww9Xk+It5FOtlbcWuSNV285SuwupLCdJIwaewHrMTARTN2yi1IZdXdgq8RFTXy+Bd77YM1/vgLVfUTNXNXAc8VBEH83nMM9MMuqXswvJSVoDKf7eKkJd0crmtfC3ol/sjny9hxStw4L7IHz7V10A8KG14dgUTyycvURSnpd9W6GqCByu/TmwMyz2TmR5Q8Ka0vdgZUDq+xzKX07MBuBKPyjk6S06UlNlpnUokrioF1V8NtA6KQh4oWcgD8OfTmLxAQCZVitwJWfmz4NXnbUUHAxgeRDw4LA+7vh7Fzm6VprgIqxpQli0Wv2DgIbN8bF963WJWN5ZixcLtysvp+FvIAwueYtdnFBQAxfeurynl1YgASdfWoPBXJYM90KD/IyABoKP8HSXO9XSf98CDx0QkQCvAQwrU1XLl9Mm31wBVY5PT1AzqLLSZKqbWFNwcyv1WPQu6/4lujKa/M/k9gHLsD4ORQv0UOEF+s3eBQUKWeCZFddOtRI000FkJx8Ahen9Whjd9AbpmDTiIYv35Hj+zGBe3WtrxLGnZp5LOUpX4tLloisLpRJ4i4D4xgE4w4Jx1MK8jsrDigegJJZbMLNz4fh860eCWDw/eaH7NFD4j7Uye49PyvB3zqE668yIrEt6bIQM6gOEYOqfiMX8aw8Eo3RPilo6BkUOeV4CpjtdT6xZ5Gqry7xY4VN33gEnKcxB5G9qkhzpZXxNlzhatq3SMPEvdS6MVCYR5JFwboD0WDEhrQmc6stSnIu+CV6D1PS0nAFscozBjF7nM1vhjMMBK3ab9Cm29lAdFm/dA43pAv9kDwdMhln8DNFbN4xKBB2OAY7M0Tbf0VFriLC8tvku9ugp2tL943gZVDrz03vqG/tb9b1p07ljtJJ154NAPYAEoWujGhnUKB4GqkPIsLaAzGOesU3rrk7kT8rw+/7cMGcQon0DR1Ra5BbmTe94G1TDeoK3a/59ILSL2NpRAg84bp4i9DsynTp8AheklDSjzFDVbY0oKBFg5Vi3BTP0+XY9Dqgy+FoGHpKeB9/fQ4LGEB2BF3ueo7ylADnZZbDjJ23kxENb8FahrGrWalTwrwovPYaXUE7QRr2pqKTL2FihgsI/Hj3oZmD0Gd3odKHsyABTHqLf9PQMHBj58T3hsk8aA8fXVBh4mc9lDa/vPKF/qogGlUyPFAx3Gv3og9PfJlVfxZ5jOPHAYALCMlntQAwq5A9ggFlIlopHNdtrj4R7kAYVex/Nck3zIi0XtcoFGumRNt3v2lnOqV0U7OhCfgqlWVIVFxUKpJOQsKv0IytZJSuNwWxlAYv4S5IGGKk+A50XgPEpLR4V9tfA4zwhArGQkaJlRGgW3gK9IMn2QqQI0lICHEr8nRjNVbmwen0H5oXfD+tc8JVSF5in6yMXO3i0GsWxF2vP6cni89hSzagD58ucRtMdnA51VSVaEO56ATpv0lPuqgkQFBQp8S6DB4o+4PRk4cD2jjdqsTfqc60BZ7jBg7RY8pIAne1f1E8UreLLS6jGEMu/MsyJa/m9lVmxOtxp05rXsU05nx+OwjNbAMze8KlhW8ITiPWXCwBSt7/a+BSMouvwlT9heCQYaGuhsIAV6lpW9dnjOzwYtxwwwaubpE3WjcXpuC6uUXeM0gRBn62im9Rvz6GyMFR2b61E01aNa0Mkn8jbUBQ1G3vHjau2x4lRwEnkC+HeUVqsZ5aPGr32rx8EDDyXQoDEJp+tl8EAI4AMGL7Ma4AFAcSqNQYP2j6o+FwEHpWgK0JtGY0NkqKzTMqANKhooHgTHAK8AGp5Aaftq7e/eigsGCyGA5IBQ75Py1mRyTdMAvkK2NJ6brFtSHhg0mJdWPc7KY9TXTJbab+++eR2UB+4ngwi3dTy3qiJJZx44mDJpAwfP1cT/+4q3PI8DUBTWpmiaQ+h0ECcfoLVREwMV2+Of5jlLQMbm5Qz0sGC0gW3rzbWDs4uO16XrgDGKhH5CkZhgaoOGY8i9DBbLcAy+cKkKLNMYj0hAtUiFaAT0+L/XIw0w2IZW2jwp5c64Ta/z7xTI8PjUvLReET/Kc8lTwHENQGk/DC03yjekyKtV8S6TXi8rnIUygwaOn4k8HcxbXeBgvGgatspt/Isc4McLXgcU+5sq/DZg5fNAyEvB/VwPfystfW49q0CiXYfUZ957SPL27rORo1a99/xKvA5RXzKFrx+LhVE+U8uBLa+oL6qX1Mhb3XaOuqWzAxxOooXGbWmmJ+2BtqJWDwMrEW9HRAMOM0C+pwORN4a4rDZAWC/XdV7OW3bJwt6I0TUFAQ0jF1RN27wG6AhYAx4EnNq/GcQ4gpDnTtueBgYNuu21Cg1p+0K7ZM41m9pxBrHx0CC+qvSP3lPvgQKMCBBE8iQidQ6l+GMLscpToRala10CfuBrBZCr8oa0yauIeY08q1V/G6lXzGNGLd9U/IwpJY0fYm9cygVkPLGSqONFkzMplCwo0b5L72oeRcVLrCkoBIryS4MpTUEWpiz4/Igo4DHlklcAlvIgeNfV25kCFh6pB0GniHVAG39L8p/BA48P9dRGYDgi7h+zfhJ1hJwOnXkt+5TT2QMO7ZJtfwImmU7QpU22xbSdxTBDH0tjVkNhb3sidxzxNALQ8Riwe02je9k1aoKgQWkdwGAfWzra9owAxYBFbgsVrg3kMRyNThsZO4Vo7Fl0rCMGNyz4om6gdbW0nlntBDqpIGXwUKfneek4P/UUqB5MOW5U6UaeCS9tSZEEz3H66AOgeAw2UBSwNfZRiHB3m7rdEMrL3Jsjj5Q6x/h48Qac1pue1HQ6jaKeL1AaL2gwoMjrY2OosP06T+1ZIp7ClLy0yuZ9KL0bVcwcy1A1PeEBBM03umeeGs9w4Ge98e4BCe8al8l9OrHqqs0f82PXuA14CszjK/Jm2T17thThmtO5VRVJOjtYqOQe5I6kSBNFF6CBgnHk2yrbqY9s3Vo6djVmQDmWQpny7vEmSza9wLzaN6Nl3luhtdyHAUN7KqX1+EEAGa8AOYHOAV0KHBS9twAKK872uOOYBo7b0HpH7aHmtGf2q9WY8DqoF8HbFjpDsX+ocVKpJJ38vN9eOmtDjy9+nsGD3tMmUKBR4oHnsoHYfdwluUamWm9VpCAzJaj1OZ4q8MYdM8hge0jyyJy0ChhSSiJBYX+w6SINSrQdXXUJtT3T4wND6w8ml9q6ShVkhqLhoB+jKqXkhqruAAAgAElEQVTI+elUA3fihtyr42rzSN+rx4t9e8vk1YvAZPXQwFD+rV5ZD6yqZ8r6Jh8/f3bo1KlTuP3223H33Xfj+PHjuOyyy3DzzTfj4osvDp/58pe/jLvuuguPP/44BgYG8NKXvhRvf/vbzxjPZx449KLjcWjLALaqHCtLlYiCBxPMM06agsDmjkzLBdt9zEPDBBraQAco7nfPnd48FK099xkwKHDgbZ8PG4AyAc3zp+rmA5VDaL+gmOZRBA3HUHzdaukx8aDz5tjtGc8rQgJBhSjLD4441+I1XeSh8K7z+1Sdw3x5FKXXNPbOvMOpIrDjLhtVBQsUheAKd21kPty6dJNvStFUNRTgTzmoNduHYv/mb06nLzeakuDyPEu4VSZn1Sbz0vEqK1ZSg8g3LdLxSHl5wEFBc6YP2HiqmqLwiBWizu174IHLZs+D/VelbqSGA5x7zI/e13esPDNP/J/jOrRt1IjhxmXAynny88FUxRkMjrzzzjuxZ88evP/978fmzZtxxx134F3vehfuuOMODA6WvTN33XUXPvvZz+KP/uiPcOWVV2JxcRFTU1OrxGw9OrseB5ccocYrBBrIPQm2+QoHLXl7FxQOb3L4aI8BPnZ3pHVD0HE7LVuJKh02ABjqxGDw0dZ64I0qyP0WbKnHgXtmtkg915qNAi75mgeWgE7wZ2S96ZbC7HGQLcJTBozeSwVUevhGhb8n5+x3HT1Xd0SkwEyUd4HY6lcQlwiI7JZcWR95HBi0RAqZM05Nd/EqJn7Gm4rQxuwmGC/1YgMvmCnVQpwDexlYSam3hGUCKyvq81atJv1X4ydTy9g6s2dxKyBQ8q554EynD+qSAo9UHpH3gflXI4uJg8k92cPvmsFOihcdBAzSA/mW1FFdUkU+n//853HDDTfgkksuAQDs3r0bd999N+677z68/OUvL6Q9fvw4Pv7xj+OP//iP8ZznPAcAMDg4iMsuu2yVmK1HZx44qNFShwwE2BgwReyBBd2kpQ0aWFjKNEi7LzIyNeCglp8uk+JnW67WcQBb0JlKMc+IuSl1e1q2wA9uQGc9uVka0dwyWSIlxZDSksav8ewEWep11ymh0rAPXYMGxV3cHuahUXJ5gd9E9lvlixo1+rz3X/kcCNKk8iyRCrduQIMCgIqtoSt5YWHNykIHLHvu1GLk53n5W2ou3aNKZlFWjsYbxyLpkmlT0OY9ADoGgO7BErna+QMk91JJngrLsRpcnnoYOF3kPdC0Rgoe+Ho35L2n1JRJBFQYNLBsVW8BU6T4+R7knid4IoB19mhubg4HDx7E5Zdf3r7W29uLHTt24Pvf/34JODz00ENoNpvYv38/3vCGN+D48ePYvn073vKWt2D79u1njO+z43HoljIU3fp8WBMDBA9AFFyCQiwPCp4HIO5Q6ipjF9xgLigmkQOHbfR7spX0cIv3w+gIEV76dbgHyBSFe9HTwl8W/dF6exagAgcGFPAPg5oDOtM2kAQIBKWQjnEPNAxL2jr6xGHH/a26xPNgaH4GQCxCnq8bqRFZSd1MTyhYUAtMyPU4AHGsSyTAFUR4QXdswdl1WdVUABJLKAMLr8EUOFv+qcbl+mjZ+nzV0lH2LPD+AxWbcel0BSDxMwa8GKxEnaYb8KDPsALP5J7dj8hrZwUiXnCklmHpvFV0Ruz1BYrTwXV49UCs8aoBtkBS/Z2mx+Er9+YfAFgMjsMAgPn5fFnt8HDRQhoeHm7fYzp69CgA4Bvf+AY+8IEPYP369bj99tvx7ne/G5/4xCdK+TxV9NMBHIDidEMEFDKUpy5K1jdZ0J4CCSnakMVOpmx5Gxg0bEMHNGxpDYKBHl8B2fTLKIDDtkRTB4lnoWUoHid8CsW4CyZ1ifP3oKRpxWio8i+BLRMEgbeBn00ZA2rJe1Z9ynvO3xFg8MoCylNZUV6cX5b4bd+VYIczr+NlSJ1VshLyhDB7HYw8V0xKdGjf0nsp/iPFwOOhz/nNyoy9aZHlyS5z9SCqtc91sZVDAu61mNTy4xJLxgd7HlTB8f+VeAs844MpUv4eaFCeunnHBh7qUHRAW4pS02ceT0EAwmkCh1f8Uv4BgGOzwG23++mGhvJg4Lm54uqOubk5jI+Ph+l/8zd/ExdccAEA4KabbsJnP/tZPPTQQ7jmmmtWznQXdPaAQwFYewJRhCpbotYvGSAkrbu+4rflw5a0bmFc2IiHo8N5gDcATKAAGPjDcQ1zLcXAAoX3pcjQiYs4bPEFTJGwblk+7bHKrli16BQo8HQE3+srZu+Bh7ZFxUGdwpa39a6m8cjebduzIR8GipFy7ka3qnWovHU7Srz8SlQBFELZaxe9KQACkCnw0yaz5GV8lH4bQzo15wEDD+x6io/HlpYT8aBWtwcaLA/7pFzR7GWIpgd0x1nzOgQg2dgDOtORHrgFUF5myb8ZPLC1XBUoGcVDeJ0pmoLSZzjPOgNL+QY6bZihGvhEy4at7bXPcFncD6zv2YtRD4xniJ1ZGh4exuTkJB555BFceeWVAIDl5WXs3bsX119/fSn9jh07AAA9PasUA7VCehoAB90pz142d9a+oiJiS5G9D26flgZWNzgP5rb72SKrj6EMHICiUBnKPQvPArAdxWBI3uVQFZ3VB5TGnmkrdk9J8Hwt8VKQzV7UsSXyQIMJRxGIvAOeXWPw0F5a5oAGBXpGKQOG0xhA4P8KHLxVDZxvXRmXyX/lzeMvld/pkmfUFSgleNn7VIcnz7OlxO+XkUhk2XljWRlS97zy4sVaMM8pHhUAe+BGlbWNFx5fChpknxLv6Gzrk9EhVoX+ZuV7Hg+Vicp3irr16Hjtr2mjWJU6+Ubp64AZy0dBoDfoU6BaB3PmXO/QqTXAqVVaVXEq2NXa6LWvfS3uuusuPO95z8OmTZvwyU9+Eo1GA9dee20p7caNG/GiF70In/rUp7B9+3YMDw/jE5/4BEZGRvDsZz97dRiuQWcHOGT6R12EzlwVKyJTZJ7HIeqr+rwHHAqK9xiAaRRBQ4ai0m3keWwDcBWAZ0sZbIFwjIaBFOPLPgYcBtDaUdIe5kETWGTtyzxn6g0kWyqaAA2m7CNvA4h/VvDamxjsWVo4v5VSoAEov++U4q+r5KO+E8mbKlopgKgEDVwAA2xmVA9f8ojjBiIAUMca42c8oe9Z8QwaeDfKKuXk3fPSOp6zkjuAlbaOF/VYGGiwa87JrzxGOLaK+yh76gpHZSuIUg8DgmunQ17nUmXsqYc6AYbqXbJrXrCk5m1tEPVF+7b4Ms+bZel4eobHSPXgXG7kn9WgqnxuvPFGzM/P45ZbbsH8/Dx27tyJW2+9FYODg5iensab3vQm3Hrrre1VFO95z3vwd3/3d3jjG9+INWvWYOfOnXj/+9+PdevWrQ7DNejMA4cSUOSBkZDc1kc4WI5XUGhf5z5lzylo4H0eONitIFTYKrH5OVO0Y/kUxTbk3oZnOXXVGAz1OrDFUjgcxyLSvV01+eHBYr0B4tU+/Axvm23/KT7BE4QecGC+lbz6cJt431yGXbfpCgUJdUCD/fd6uJfOS181OiJL8nS9DtwWXeXlAcWUEo6EMxeemveOGihi2voiK0svrsAAuvJSReoJUZ7svo4PL2+Ok9DrKINqPkWTWdZP2zNahaJN0Xpeh+iZFKXaUcFAalqiCkx4fBooNHljjbGEjocs8kAxT9qfU9aiB1LqBHCeeerp6cHu3buxe/fu0r2JiQns2bOncG3dunV497vfjXe/+91nisUSnXngsAx5zzqvqoqOBqpnxQPFaQr2LDAoiICDeSwKLWG7RVpn5r3zNyOPa1ifewe2IQcPNi2RCtpUYsFTWgVideeBqB6C1j4L0U6HJQFgm1np9tkyXwt6zFOknjdC03nAga0uzTP6HYEEjyKgU8e4UvDgtafn6agCM3VJgRlfb+fXg2LDMHE/0QaOThi0zL1gNRa8Whajucj6jbwH9gw3VhSYp/PZqYZljwUrK2+qg1+S58HgMRZ5Y5zsor7MsqpdNIF+AJ26nqCEkN8pT0PU0euQtlHK81MFGj3Suphc5U3uPOBgZB4fXgJrRhwbc/wSWHZGdQGi4Mgz6XH4aaSz43EoCFdGo3yNBqynoKI5RFZaNhUR7dzYDlyU4tGHXMFap2QB2QINW9BZOcHAwYTEYTjCQuqhwqYAHIbQccctycN8dgbk1EnPPdtHzw0h3NgpBRo4jWdt6T1uawYO3A6efGBSaz76r89H3ymwUJcPDxSGgMGJN0hRiv92/qn81NVtTCt44N/aD+pEsauX0JuO8IgbSAMD66BJzYPTsLKzOivw5jw8nu0ZAw8J0MDvXPuXAs+m99uCij1hoNMTHv9GEdqOqE4ar8xoOqKuCmGQqLEkfShOGSl/3rSq5031XkZGaSx9Kgi49VRvD7Le1QlAzHpPofvVIU9vOnvAoUAe6jfWZEkg9wsT3ixgGTRYOg84cJoBlIV0e2tZtpAAYH1nasK+Jy3f1ql7Bhz4gC3r0zoVwACoEOTJgs8+Nnhs1cWQb/EX5gN5YJnHwQlm9H4r73bfex8KJPSjsk69D92CBiXlQ/PU8jxl7/HkpeePG5TLq4SoHxfu8TWU36HKQesrmZfYBKL2VUgGdQShpeGBplH63C9Z2LPSVt5U8Xlz+kwc+6AUIT0uX9shstZ14HPQsFd24B1RVrXvsRHRJivD2sd4UC9LnYBIJg+VryQNU8qD1C0YMaDAz3CciU7HWEzWenS8bn3IjSAetH30m/NRgdUt6DlHSk8D4MDuV9BvR6gqcFBixcUCXwGDt5VxqV/ZZiQyz2m7QG5BDhzG0QkmbPaUd65U/ozUCg+VEBOf1Lm+k0+BdxtUepInTW2UgEbF/8gS1vQKGhoogjLPwl9JD1Tg4YEGpkj5R2dNKF8RaHDflS4ttky9JWYVyry2PGZw6LnlNUPnLJhSGbaGnm+q+9fyjxS8Nw2pvGRwFXGh7wKx4rc8tO72n8v1FIbyaJ2IQXeibK5+5HFgUt1VkDOmUJmHuso9al9l8nTJA051eUx5UhSE8vVBecZ0RlVDa1nMK4O1Mi03GlhurI7HYblhe+s8c+jsAIcSreAFecqMFcmAk9aUBYNSfrYQIGlRzw0UVhzwUkuenphBcUtpzd+jTNIWlhmy1WEMEmhgJW15AS0+R1q/nW2jvWBFbQe12qPrmkeUltM05RpX0bvOPChYSFl5WjcFD1G8QgOd9fcKLDTP2ords8rEgvP6Sm3AUHWNy5S4llrlGHnCj5WcMa9K36u7KQpVChmK+dlUIafzPAnRFJ19LznXtcMo33zdqbu+Vu2L0Vgxw0b7ZrMPuZdTt7OHJPTobComF3nSPaUIQNq+GhF5dexz7nNsl3dmSjUt9/ZieZWmKpZ7zwGHs0dVg1IVnRftD8TWYknZZejsDNmaLrETOQ00mBcjQ8fDYFthRwdrKQ8eaMiAYkQ1UPAaNFp8aJ5t3m29eZ/vBbB0Gripyr6B2DOjdeHnNVizjqWekhf6jj3Phfc7Sue1PYPKBopTYCm+aitdZkQjx3uK+XgAiL8LW/N6TBpj3IfUUgy8D7WIXcAMRrzvSGCbkvCmFDQfoAgeFHwxVYEDu5YCD9E0hUORx4GL4jETgVkglx1Ni0FiV77KAmWgrhhfLa9DFaV4tftWL/bqeKddenQKxekyjzzLojvwcI5iOvPAYbn1WSl51rCXBoj3afCUWAlsLCEXboOdvBg02EcV/wyK1qxndSgPJdCgDFsGLe+BeT10m21LliFPZ1M0tjcE82G8cWBoystQBRxSXgtLp3VM9b4IGGodvG+PL++6x5PX7B5P+ikodd5jX1e26Lx+BlegpepWYkjjEpg04MxbQcHPdQsk2KpX0JCKFbBVBKoU2eOgwIHjAPg3UAbZgP/ylFd9RtPyfVGIdTwOUT+JQO9BIDdW7EhvXpYdIdVIQVZZudyW+myd5z2qesYbkPacAgflxyMDr0z2DPf1rhA+TqIXy6t0Qu3JZ1hgJHC2PQ7dWGw64KIBC+e/5sFpdGC312OL4BpA0cvA67ZNAc3Rt62QYIWtXhCtf0FpcdSwCDqebmArmYVTA+WAUG0H40nbVBV/CpxF7ahlrYRS4MEjz5vgKeAojbdxEreNAkEXODBVWb3RvSpKCSKvUzHpkkW75il4jnPgAExIWgUMCh68OrKZ7k1BcJ5qhTJo0P/8vEdaT1VMEfhiaq2W0f6jXiqrYjdjqQHkh9zZh2VAnTiPbqhqcHplpqbCvOeVovw0Dw84cl+ps5KH84wCTH3eM/QiWyXgkJ0DDqtAvYiNGu0joP96nQdlyoLV+woSAH8VwJwJvaGi8uUyvWV5BhxmWv/N4k9aqVpXi68wpm0AjZRXgHA9tP66RXfUJgYeUiAgalsGW5pG6+flF4GMOmkjC06J3432odSUklduqr5t0oBfXf7Yh9JSzXAvjoh4uiBFbJEpaPAC3RrCL58Wy94ADSxT0ODsE1IgBgU88JWXSCmwUtPnq+bCvf9GCqj0nn1az1v/0VijqD+mxlbhmSjeIkSpRMq3DpQojyhmJlpRkSo3im+JSMGcAc4hFN8Hx36kQIjn2fOeOV7B1zny6MwDBy014sDzaPGHZY6nGFPleQCiBByAPFAJvuWuisg+HOugfKrS5+9CfbmSQMf6cE6rtCA+PhMiEk4pxZxS0nCuee2XUqYK3vi3J1Mi0MLt2Y23qs7BWGq1aX3qAioA1S5/50wQZkOpdn1ZaBqx8PdiHurM/VqlVYmkpiqq8rVYjSrlEil93gDI6p2awjgd4vysLehAMT7QyjN0mPidh+OGQUNdMZ3yOkQou077pN5j6nnjJfIqcBpLx31oSO7b/g/Rs0bW8NHOpMxL+ehqAFhGL5ZRcchETVrGyVXJ5+lEZwc4RCXbNV75gNbeCGw1qvKoCx44Lbv7GTDYjpNN5Cda6lJOlnEeePA8DhFw8Fyb7bFlAsoEsCy/5DpyPbicOtaPypoqUKf3DbhUWlDOfQU1zHNKOWs69U55wjt5EBpQcv9b3TzeI9CVoqhdVXHoO3MBQyYJIlILMBVkx+QpClPyKW0YgAaPxUIW7NVgqnLxmmVqQEkLyihd9LxHmpeCEFNKLTBvt91Tes17aApsEMgGc9li77a01wkDqm5FdAo8KK0UVFWh2KrYEZZteo/7TwPFjbgs7kyf48HTh+JmUscorQcezgRwOLsnWT4VdOaBQwNovw9PmHI/mANcy01Bg9eHefx4Ql8BxKiTZgadQEQLjOQpC3V5RzsJclnKk8VCFPZ+OCEZtAaP7o8AFOvOO2I2KAsN/mOeedmhp6ija9qGqWftd12ZxnKgSkZ5+Sto0PfhEq9UQD2ZXXf0RCAoKiMFgptA0UrXaYVoCoCFtSdAVxJxzowFUxPePh4I/pfI2+GyEdzvKmNUK03dAyJy/7dc6hkBiMKJvwYy9Pmhzhhkts1YCqmum62K6gZOpnjQqS9+R+w14LRLkt7rdwpCPRAXPcfpDCinPCyr1Z4/W3R2gQNf0w8rvTrzv5ZeFUgd8GAxCHqOxQw6MQq6BNOe1ZUNzAeXp96AAXS8EnPIo6nb21SboOEtaVGeTlHSKRU9K4OVJx//G1nTTKl2hPz22h10z/vdbRqv3AjMVW6sJRQBIe8/X6/rYanKp+p+E7miCok3FQLKikyZXYkYsGd0qiI4OdLrgyuiOvESkSXBvxsoLwdU8oI2rR3N+2KrHZiHJUnLefUV82DwUGBbV5pUKUAFVlXBlHWoG9TOv80TJPvIlOoQCYcIOFRNg2mdubPpde93h855HNJ09oGDWq4WX8DAQYFklTJSGcKufCvTKxvogIXo4wUcepa95s/1s48JDNui+jCQC/ljlFFrkHjPa10M5Chw8AI4PRDPwCYiBQcaWKlpV2ptRmOby1XAoGCmytsQgYKoHeqCiToATH+rdyp61vpzHU9K+7p6IlLUjUhgZRWABmvHwvRjRdEeC5X9h+to0whG3qoLBg9eximly54EI+9lKll5nJbAQ/sxdZl55dchVqQrRWtRvTzgworeNqvjLe4jXqLluEj8Zt50aoR5Xln9zwGHNJ1d4GClewpRvQ0eWIgARJXnwQMM9t9OzOT9D7wNlJhPtW65bl55fDInIGdbPIHyrnGN8jSFt7qCPSMMHHg3SxPgnndEp0GUUsaCvqNICbAsjCz0KK39ZrDivV9OH3kbVEEr75GCTyk3flanszSNkgIf7x1ou6k3SfkrtZ9uHFVHSVaRCXMBDVFckPLF2XjjvAp4lvKyw6M88GDfqWA9z1tgxIq4amdHVmqq8LTcPrrk7TKoKwQ86ibYtc6qk26ftzwa6JxkySfxAmXg4bW153VQ/qpiKLiMqj6+WsGzP1t05oFDb+uj1p1a4p4gYUUXWZfdkgIQFtyeFesBAQM4JjA5L28pJxMHU7ZdyobYbeD1dDwJUX7DyM/QsM8wOl6MBjobU0XWbB1KPVeVJ4OTCDzo77ofL0DV40utei/4sS55/abKKvYAiPLkPZsCKdxHo3JKbawrGVhIr8Q6ahR/Rry0y3dIgU/qmQh4Fkhd96wgvKDRVIGcX7crHVT5eQqal+ZaIOUxxFtPR+UYaXxGHcHoLc2tSzo1Qefi1Cqf29IDC6k295ZbzqIYV+J5NNK0jF5k5zwOIZ154GCl1v0YqYWhblC2wiLrk3+rtZ3iMXXPAwt2rYHOIVje9AZ7BOaAvMMD+UAZATAGYH0cY8HgwYDDdmDNtuMYGZ3F0X2THUXt7Y7YjUBW4OTNy2r9WLHxs0DRO9MNYNApF89tz+9W7zMf9vHqy2k95ax8e89rP9TfCNJ4fVP7cgQ46lAGFFcy1FEYXsCeWtLO7bD8insKrKK+6ealQZUZfStVWZxq0Xpu8zrtFzUGT12Y4XCCPnVWwnjle6Ahysc6m+eN0RcRbbzEUxPrpcw6Vn3UngwidJCwJ8ZWUWTogC710tS3LJfROLccM0FnHjh4Frt9ewrRE6hGuozJU4YR+IjSqyJk5aIKUK1n44mVNE8dcH1Y+c0BnY5vgmRD/hlAZ1VH6oTP1pbYa7Ydx6UTe3E+ZrB3+zKeyDb7R3xHbcCK1FNy+l4iRWh583XPfT8n6auAgoKG1N4M/O4i4KBUss6DdEoR0I3aKbqndfHuWf1TAMgDHtq2kPSVxBsuVSjLlUgWBWv8OwVqKxkwpRgVqOmNvIBDq7uePsvpPCUblWv/Gyh6G2ZRVIAR6XvoFhxpZ1PPQ1WDc9sYeLCDurwpltQqCm9aByi3MXcIk5v6mUf5ePJztFp0doGDBxY4aJCJBeawkwcHVHrPRfml+lPKwmTgEOVtCt3zOADibTjW+jTQ2fikrxy3oOCBPRyTwKaJA9iOH2AMR7DQ24/ZyREs7V+fr9rw6hMpEFVEHmjSPTUiRajvXO/pu1CgoKtDLC8NuFNgwPErKSud72vaOqTAUuvH6bxnI3AQtWfTue+B2BSvnkGZAtR1GiQFyLohrtuKQAMzxJmkFEmUOStG+2aXfE8xaaZpmcyj4JVpPJrCM9DQjcW+UtDAq0RSLy8CANYmI2gbPAXgc4LScRleUOMgYnDBXjJuFwVbDFiqOo0PgJexBsvorXi2Hp3O0UxPVzrzwKGKIqswQ+dAJvY0eOk9z4Vaqlqm9eco4MzyUA+H3VdrOqPrXAZ/9iP3BjT5gSHkA3CwCBQ8xWxlGa8DwBiOYBv2YQLTmMEopsc24uDwej+OROf4I+XO95UiZaHtrzI8te+FBxo84OAp3VSPju55styTw1qWpotAZJ2yPcDCQEYBFm91zFM+yksdpcv9KgJzpSWPbAHK2R7Mn1HdJbErBgkRcUfRczP05URL/DiNKbZu4gF0Oayn0NjjoF6GyKPhDTq+b89G4MFDtRr/wuRN2zScZzi+gIGApY2AgQcaPN7ZqzCL8rRON53Hb5t8VcU54BDRmQcOGYD+mmnZsmVBxoGIHMTIyy5ZcXHZnpLS7wg4GLBgaxuSJlI2li9v9GTAoT1VYch9KH+OV3WoovQU8cASRjGDrZjCJhzAAWzCOLbh4PAlZeAw7OTJ7eZZn56csveh19Urorx6+0t470DTAuU2Xg3y8uS2riOjvbw8MMP3q4AHP6MfXcETtaPHh9bJ61el9tYtoiXoi0EHUI49UmBUmyy+IoXkPNIdKU2Jevl40xJeOYlAN7duHLegc/L6UCq2IVpJAJSVn3bOOiDHC0BUgabgQqcXMhR3YmSQoEBDN4/ifO06p+H/7JGZRXG6wvit8rQ8/WzmnyY6O60XCVNPsLHC5uWLtjU092tdLul5G4CyAFNhrAJYrXF9PrLGNW9ednkYwD6QxwHoAAfEG055VnaL7zUDixjHYWzFFLbhh9iHbRjFDDC6BAz0lac3mH9rP1b0nrD36s73+DoDlGjaIbWrpb1zT+HYNQ9M1SFVcso/16Nufl4e2pei5zQt86dt3JTfHnCoAjRGXp/itG6eNZVnVdsmSa10I56DZ4WvSrbh/PcakxVajej3SK9Wgga1iD3vQxQX0K2Y5liUqk6dIV72GC3bZNCgXhyeluANoLR9rRwNuu2Ra9pWDK54Oofb7HT3rgDy0zFXx+PwVNg5Z5ueXrDLMwQ02BBL+cmVqtTUOjQlCJTBgAq0yPr1gIMptAH4ZTPvmmcTOWjYjzzmwDwO7bXbrUFm21xbfIQHGhxlvHZgAaOYwSbkcQ7fwxUYw2H0DZ/AkgEHBg0MrBhssRdH2yQyQjzgx8ABZX5dkAYU26sU7yLBW/oOmFbLsKhSrtH/6Fo3z/P1Qjs5RzsnlZf1LzqYKeVRAYorchiAp3gt8enUo5LsfAdTukZqpUZuac/C5t00T8n1FnljLEXcFq6OVtCgSo4j/+072s8gWjnhbW7FYIrveRWKPCyZ/FaPAQMC26fBeJ9FHudg6bZ/kqcAACAASURBVGiPD5Y5TcAHa3otQyf2w7wMPFXBZdeltHA4icaqTVWcPLcccxUoQ3GqQpWiJ5wLgugE0Ozr7H3gGRBA2ZJVBW7WrKfgmZQ3U4bmEVChrvVgwGD7Kthv25gJQGfTFKTd/BnKXoFWXZpzQ8jO623Pzy2gHycwhKWZkbxM3ggq+kTLGz1SoKBtlqHTxla2B9K8d8Vu+EL5IkC9/hJ5QVLKjN+fVw+vvKjvRum9cj2wqcpL+x8ANEUY8/MFHnT7aeGB35HHXx2goM9F/cJLGxIH0rFStd+WxtvnwDZ/YmUHdBRSIMj1/UV9pxKg8fc8OgBCNyTS9FYn/galV6qyrFMxG0oMIBh4MM8Nut4nH25rk2USPOrKEg4Y1Q2hGHAxkPTaMlUnpYdanzUeQ+eoBp0dj4P2wzpcZEBhVzUGDio4qwAIK6eGXFf+UsBhHGXr2QNAxuthFMGDnVXR3u1u0AcNzJPXLgaCmv1YRH9r85JeLGIt5jEEzPR0NoCKgAMQDGyHUoaL/S5YFSgCB48HL47BMwq8aylPgKtMnev8u+6o8BR8Ko3HH6erU0a0kZjX770+raSxOpw21Q6uhR3wkqqb8gmgo2zMq6Cggee6oQ8jH0vz6KxOitzlVIyCxGS7RSAhNRXheUe8a7rskNN6v6s6UwYfLOhL8ZZDWttpu9v/QUpjbTxI11OWNnuVvOkojffQtqxaceK1o6W9qvVptPL5H6WnzwVHpunMAwdtxTrgIeMfGYBT+bG0qZiGSOk25RMpFuXRyih4HJrA3ED5ObU+LbbhIIrggfcwMHTuLbfkqnMZdt2UbbMHi1iLjDwO8xgsgpSq1Qz27VnSWkf97VndXjyDgjf9pPLlvPW3Rx44UJncDWjwFHTddqrDb9Su9m3PRxtbMT8eKIzet0d1AEQVRe2SKq/9oCoFdu/zNc3AlJd5HjLkK5UcRvTdNRCsAPEUnW48FHkR+DdQL7jRFLmnVIH4pVWh6hQxCLAyrHzLhw/gA4pggXeLjEjjPswjw6R7MnixC9E0FfPKIEgBlN07t6piJXTmgYNn1db2PPBAHepsamRCVOMaPLKYCQYOxpfyEz0/AGD4FIZHZ3Pd3xwol8cWNx9i5YIGAOgrgpPI46CCrgAcAAvoyXc+68Ui+mlLa5QVSPRhXlKkyop59kBBFYjQvsHtEFqo8N+Z1SOyvCOvQ1V+nKYbgKVgxQMGqee99uX3r7x4oKFyZQpve74Kc7MemE8BtJAvVjZqQep/kxGDdI+VsfAWggb2LJyQ36a4Ios4UvimrKJpBONzMFG/KvRpedUljlVQ4GB8aP2BTuNxzAMSe4qw/PaAgZXpeRz4PuenZPzwtz6rXpVz1C2d+VarI2yNSp3PBn6rc2V9uRLWjZE0D/6tSw09xcTCVQXLKPKtnRsZBtedwEKzH0vD/fmcMylwZCh6Gva3Pmb9t4USDXCNXfA2eWrtEIlhFBXuAIDRUxjBHEYxg1HMYAjz6MVyJ10EEqpWm0RKVP97oEFBgX4beYaStv3pWu+esrZ8+FMFlpSHyJL3+FBlHil6oDxO6hqZER9e2lI6PggrkU8VMWhL8aZtByAfGxwAp/sbeIrEu+Y1DMU+ZA34x5Pr/HrV9IMX1R8pOAfAlNJwHqmVAvoMx4VUBQuyp4CnGRrIp3gsf2sDXkVhe82sp2eM10Yr/iblofHAmNaL6x55BrQNG3K9tkVaotXdAMrbrv2nm848cNADrrpxZRYS24Duy4Mlm+iAByUWTGyBmpLQeWNXmLVoC1qeimWMYBaLw2txtLkWaAyUrVsGDftavzOgM2gI+RoosPLZG8KggXeSZKXcAPpGZzGKJzGCWYwencPgefPoRRYDh9SqBs8V7pF3j/NPrVjRvFm5e6DBPp43KaWsU0qX+bU0BsSqKAUa6pSn1/R+5PWpAwiq0qTARiVQ0OVylqGzr0NEYd8yhaMHPXnTFCnKUPZOmAJk5e01hLnPU3EK3jRE5CHwSNGkKkF+IXVAg11j8KDPaLm8RbRuoc0eFfs/SNfNQzFEvB+jvPWdeV6FburG/Ht1ipaUcn71vTCruxzzHHBYnRJVKShFiqVwZC53utbhKnM9vkBOyRqz3HU3SnWnW17b8+++gUUMYR7z/YOYHxjC0gABB3vWAiINPJS2Q6XNnhjAWB68bHIAHcAw3vq2aZBWVPzQ8Hzb49B3DOg/bxGNyOOgqxqUUqAhBRZY+XrlVCnNCCxEXqoqPcJyRr0OEQ+suPnde8CmKl6E64QgHXsU+B4/N4w4by//iKrAg/JWystzwwP1AuJSfOq0AG+9zNfVze9Zo56SshUYnhtblVYEGiKFpm1Rx9qPgII9z/WK5vP1WfM09CFOb9dt5cMGABMOP7Zslb0JnAcZPWigPLUQ7YJptBT89jq3Aasluq68MvDxgFsEpOoC0XPEdHaBAysJTyjqcxnQGRTeHNhIZ5lagVgo9QEzfUUhaRa9lR+51TO0NyRaznrRa5EEjazTRT3QcBDIBeG08NXXqZt6S9iVb8DBpim2ABhv5l4O47kBjPTPoh8LOVgAYAszC9tMq5JzA8HkWp37qU8VSDGq2xtZBjTkO/UMgwZXjtDxxpmk1/L4mgccIGm89F6aOnkrbzqVoXlru2obaBsqf+3ftqrJWwLpWHt1dJ27QkHnwFVxV7mwIenY22C8esBBPQqeV+F0iL0cnvIz0ntDKAMXDz3zNV5S6ZVjHoNWQKPrgeppla1nbBipwmdPkf03702qvrrvBF+L9qRg0j0l+H0x0OT8jXyhk0v21VGP54IjAXz3u9/Fk08+iZe85CUrLzGyIDO5xm7aBlpL+njAL8lvC4hisg7MwmNDvomUKTKz5rRPctAlC+smcHJmHY5MjOHw0TE0D5/fsfwthuEwOjENbWXJKB3I5wlR9DZ4ZGWPAtgOTF75GLbjB5javBVT27bi5N51QBMYwSxmMYJHsRPzW6cwjY05cNiOfPURLwnl4FBPmetulVXA3OOdFRKvmFA5klJsnoxNlanPefzzcwWwRnsjcN+rqnsKNERp9Vqd51JlVYGXKE/v3UbGWdvjxwo7atggj8J/L4bAfquyZuHv7XVQR7GrNa6WPTOniq1KVFa0g4tCea8Jk1usOL0pktUiDoI8BT/Ww4jjXqq20G4g92IoeZ0sWjKpIEqBJJz0KlvtWab6UxUnV3FVxcmzPFXxsY99rFa63bt3186za+DwsY99DFNTU3jxi1+Mnp7TjLpWrwPQGV+mrHXnxCbyfQna82sZOsLAOjR3UrVgzJ23HmiOdIIa7fHUORfGZwZgBpg+MtHaXKmnCBwO0qcAHHSt9GCxLA7c5Dax8keB87YfxHPwIK7Cd7AP2zAxMY0fTlyMmSOjGMUM5jGEH+BSHMEYjmAcvVjG8PafYG7ugk6AJlDcA4PHrSptj6ose493+04pcf1fp3dqv7FrHuiI8huQ+xFgibwJkbKO2qAbirwN/FsVvbZv3TK9d+GCB3UJ2xgMyC2fxyUvyeO5dVC+XIYqFrtXFzxUMueUk1I6DECidB7vQMfqt0BDoNxxGNjUUYbdeEcy5IGo7IVxdtMs9HEOmjQPAwdY6rcCA+O7riJfQuf0YDubgr1T3goJex/eoOf0a2ry8NTRqVOncPvtt+Puu+/G8ePHcdlll+Hmm2/GxRdf7Ka/+eab8dBDD6HR6NTtLW95C173ute56R988MFKHrrV5V0Bh8OHD+Oxxx7DhRdeiAceeABXX311V4W5JXuC366bMgX9bq9YsE5ph6pE85w65wYUO/wGYG6oaNXbtMUwisQ8HAaWBtZ3AEMU1+CeRWGDtKe8/NIT1sTb1v4pXIXv4Fr8T2zCAYzhCEYxg+mxiYLHYS0WMY2N6McCtq3bh6nnL+Po8GSen53/UMear6M82bOg+bLQqZqmqAIVWn5djwPzUcV7lHcEGqJ7lcDDO7hJhHZUVsqKXwkw8cZdZV7O6otaZBYrBz7auPSCDxGUo0ynwIPnro+UqyqhqjqyCz013RCVYXEGQz5gzVoKNtXHVLlnNd5Leyzats0Wc0U7PrLnzeKp2v3TwN0TyN9lK86sDYRGUNiXJusr8uYFpVu2kP9zfcDcWCvfJ1BcaVMXMOq7MZDkTySs7j4OaY/DnXfeiT179uD9738/Nm/ejDvuuAPvete7cMcdd2BwUD3oOf3ar/0a3vzmN9cq/wMf+EDXPFdRV8Dh3nvvxc///M/j0ksvxb333rsy4MCrKpQT9Taw1yGTaxlyj0EyKpfBAwsoS0+bmDT7ikLZUzw8QG2pZXvXRhSnKWyzp9ImTyYsZGAySDJSUDEObMUUduJRPB/3ox+LANDe9AkAZjCK2RbisTm6MRwB+oH5LUNYOry+eAYGNwcQv5sURS7vKG2KqoCM/vcs7sjjEOUVeQ28OiXbgmIkoudLBScoJVTrAgSvfbQMz5BN8VTIK0KYShr86O0MyKQWeh00E4EHvRZ5BiLQUFU3Bg9q9Sqx0loPYAzAUOck3AhwVoHTAnCQZz1qoCWbDMQxCVhR2QegHAPigCAL5vZWaKlsUxDO3yYX5/rQ2cjLPBYnJAP2MvA7ieJbfI9DhjVYvVUVJ5P3P//5z+OGG27AJZdcAiCfMrj77rtx33334eUvf/mq8KB0+PBhHDp0CFdcccWKnu8aOPzGb/wGLrnkEvzu7/4u3vGOd2DNmtN09fBYG5DrGcrKlGmmp4VEgfg0PetYdhhKMAJt1QKfRsnWsyoi44+PyeatpO1TsLLJ0wCU89WdMHl/imFgYPIJbMIBXIofYPL7R3FkxwHsxaVYQD8OYaKFkbNW1svopc9aLORBnCpstK5KCigiQaQBkKrwrI0UnHlUx/MQpdV7HsBwrbSKfCD3lb8MKLxXb4lv4dmExR6B1hTVUf4ewPLyse+Ul6VNPZJRZPFnKLuYOa03x2//dVynphvY8q/yWqgyiSgq17vHoISVlilWm5YYQVvBGpBnWRf16+j9eAo35REDkFvuttLLCjVljPw3j9kM6HjK2BJuIF+ZsRlo9OQB3Kk+HAF7HYssY9t14GlpDaZMTU2wp5evzzrpzxzNzc3h4MGDuPzyy9vXent7sWPHDnz/+98PgcMXvvAFfO5zn8P555+PF73oRfit3/qt0DvBdPToUfzZn/0Z7r//fvT392PPnj342te+hgcffBBvf/vba/NdGzhMT0/jRz/6EV74whei0WhgYmIC999/P17wghfULixZogpzDUjUTmbC2ZTzXHSYj25QwlLTBkxPZ/DqAObyNe7Bpic0KJIDEAHkg82Z41QFo0JEtp8eP+8ItmIK27EX+A6wccchDOEETmAQ05hog4Y863yfiRHMYhizaGAZ/QOLaKqByMv8mOpatyqovB0gbfBHyzH1veq1KG3Ei6Xj/sSCmN8nhK8qDwP3Se+cBwZ9KbCVsiCj/u6RBwJSgKBu2kqlw2ReFp771gw58FG9hKxYOQ7I7nlBeKywlUnON0VcBh8PrSCH8zSKlhPyf62HWeRjHUNFY6rqjDX+H42pNvFGTMxfhqLLX/mnqYvSSjUOMLX3sxkY6Mk3xxtHcTzZeFEwHYFqlSOFreh5cBgfDBp0QFi780ZXVkdrnzKt7qqKeKpifj6fah8eLs6LDw8Pt+8p3XTTTbjoooswPDyMxx57DLfeeisef/xx/Mmf/EklLx/84AexYcMG3Hnnne1gyKuuuqp2AKVR7ZaxaQoLyHjxi1+Mr33ta90DBy3VswR1qoI7HX+bcp1p/S6cNmnUhxzhs6XDhbdIBzLzporG7kWgwU6ixDzCeU8PNFh92MVH9R3DEWzCAWw+8ATwn8AFL57D2o0LmMcQjkyP4WTWcq1lvVgzsIiNE9N5cCRmsRaL6G0s17diu1EeBgz4d2Q9eGdR1LGWOX3ddJ7Fz23N8TO8yiQCD3bPBJoqeQ9kZs6zHr9V1phR1FY6jvg6X4sAhN5LKqMUqSLi6UJWyFy4CXU+VdHuKyjxvA/mvWigaHVWoUAJVG7f1wOUGEDoEkQmbwqEgVALOIwiX1I9KkkVhEdAwlWonjdEg0890KUFn4DPiGeQkYU70JPXaQty4GBy0WQyy2url8oX++Yt6gveBsD31CloUMBGMRdtYq9QmU43xuG7X5nG//3KoZy7xXiqYmgo36Vzbq54BsHc3BzGx8fdZ5797Ge3f2/fvh2///u/j1tuuQULCwvo7+93nzF64IEH8OlPfxoDAwPtgMjzzz8fTz75ZHWliLoCDr/927/d/n/dddfh937v97C8vIze3i4aWIWaDhKPIxX2w869yFJtAnlAjsVD6BKu9Z39EcZR3pLapi9UmetmTQYcCltK2yC0gedMUShYUM8HKaF+LGAtFoGFVpkLuWehF8s5aMh627EaJ5t9ODE6hIX+2faJmcsGLFJKyb693x6pheB5Fvi3955W4mXwlGPdZ+26BxDhXPeuqQJOKX7PEKr7rBHzklIqWmYE0r1nIkFeIonlaJOuiNDr6h3QExWdo5jbxN5EjZeIyo5efjdBnR5oiBpGl21a3Wx75vUoeDd17j8aM3qtBMLVILKXr2dqcB24fvYMnN8cQ8DKuIHCe1L5ZYafgfGob+t291o/t6kb8hCvaDFZy2Ct1adYZq8YGNej575iAs99xQQAYP7YEv77bT900w0PD2NychKPPPIIrrzySgDA8vIy9u7di+uvv75WWQYATp2qXvbZ29tbCi84fvx4yeNRRbWAw5EjR3DixImCd2Hz5s247LLL8PDDD2PXrl1dFQqg3Pmto7ESirYpNs4b9MwoOpYjdzrzRLS3RtWBM5S71wwt6+6Rk+jcn3R4Odz6ZuAQrh4ggaugYRLFpacMqFq0gH7MYBTHN63Buh0n0dwAZOjFEOZxweZDOHF8MD87Yy63BJazXiz292MWI/lpmc21eUa6S6Y3WD3BBbnGH11dYpQCBVVej+g5K98DD9xuqbyrwJECC6/eXlr2NqQASPRsCuh0C5BqmwVElUI1Ek6szI08K9iY4rl+RxFZUs95kPGSUHZXA741WkU8x88KN1K2igS96RW7zqBhpCOj9Jh7loMRJRWqAhaN39D5by9mRJdSRvmTAcZb4VuzWN14HHoGYze7yxaIj123bbC57SUI3ZJ6YP4UckNMaHVXVaSDI1/72tfirrvuwvOe9zxs2rQJn/zkJ9FoNHDttdeW0j7xxBPYu3cvdu3ahYGBAezbtw8f+tCH8Iu/+IsYGEgFBOb03Oc+Fx//+Mfxlre8pX3tzjvvxFVXXdVVnWqJlrGxMdx+++2l63/5l3/ZVWGlEq1zsIuYrfiU+xgoBxNZutYWzO3nh0GeBxkQDBq2SPlZ69p2ANubmNx8ACcWhjA7M4KTc0PA4Z7iYLFVFBlXjn9T5U3B2BbSkyh7O/gzkK+emMEoDvRvwo5L9uPIug1YRgMjmMUEpjG7bgSzAyP54qoWSJjHEHqxjEWsxWKzvwOmzBrgskzx87QD39dr6jLlaynrOQUG6qSL0nt9xFU8xCv/52e4PwFpQMUAVuNgIq+GluX9jkgBdJXl5OXlPVMbNFhlorXfkTvfgDufkdDnvyPtO960UhtA2LJsr6JV3gV9mV48hUeqqPSsB/umQEh7zOQF18UDAzqGVCaUSFeBGF9RPcwjalOq0d4L8PNgT63x6Cl+b/o3BR5qUeQhAULAoG3ZQBI4rNaqiirgcOONN2J+fh633HIL5ufnsXPnTtx6660YHBzE9PQ03vSmN+HWW2/Fc57zHCwuLuLjH/84pqamsLy8jA0bNuDaa68tzAak6K1vfStuueUW3HPPPZifn8cb3vAGZFmG2267ras6rcQmwU9+8hNccMEFK3m0QzxeVXBG1q8KFqC8eZIBjRnK2+7rsw0UvQkGHHgwbwPWPOs4Lp3Yi+34AY70j2F6YgJHhscwl13QSc/LMwH4LsGWZcQ82eCbRDEvR5DMYwizGME0NmLHjv2YwSiW0YtBzGMj8ngG9ALLw72YzXqRZb1YXFiL2f4RLC6szcGOtVl7iRO1m1lCPK8YgYemfDitleEJfY88jNUNecrcylP556XTvsjvp4lyG3iKu0pAMU9w/tcFDd2SB1aUJ7vG3yGZUrXMe+S6F6zIxO77vs70oFre2i72Pnh8tmOaOKgSkoFW0KNU8CWT92J4imU9OoCB69lTHHMM0tvFcCBcqx629wFQ9BAW6FTxmcI7ibwwzLtNRXBd9HkrQ9qGvaXqNTDyDAgdRynPcki6mqch91D04GoSu34SwNGqsp5a6unpwe7du92dGycmJrBnz572/8nJSXz4wx9ecVnj4+P46Ec/im9+85v48Y9/jA0bNuC6666rtSKDaUUi6k1vehPuvvvulTzqC+wIOHDH4uv8DOSe/dbVAl6nAYorF+w6zz9uAbZOTGE7foCdeBRT2AoAWFi3FnONcQA9RUEAIF46Ntgp05A6xzIwqRIeABawFtOYwA+wHRNbD2EKW1vgoYF+tA7dwiDW9i9i7UAOo+fnhjA/N5R7IHiHSwYJ3sez5quAg9ebqhRit0AhAgL8OxJAyn/EE1/3gECUVn/X0T0rAQtqoXvle4DEnuF6eMDQJZ2iYPBg/1OZsCXeCoL0xrAqGQYM4TtYkk9E0b0q0GO8A/4UAB8xzXPrLQXG8qXkueIjxM0bww1RtS+IKtCKHQC5bZt2FoXUrQRSGCxaJui8G53e1bgGls1APD4p63oyI1jSPCAf7eucd+AMOFOrKs4G9fX14brrrjutPFbUMnWCMELiTmXEwswDDp6gA3xBkqG4cZSH1D1lYIqUl0I28r0TJjCNrZjCNuzDAvrxJEbRwHI+8EoDwGsbAhEDfZ2DqibRiay26QGNEbDOP5p35kPYiEexE71YxiFsxAFsascw5FVbRj8WsDiwtgMY5gby/G1TqoPw95uochdG1rXnzdEliVUWrldmZK17fcTjO5XGA5Jen7T7nqtcKRpNHoCtO/JS7eTxmwJqCji6tvJMgXAGDbquYAIoB6yRVVsC3Cj3K68+hed4K2JdEVCF4oxSvHMdgDI44L0ZRIlp8W5ba9vZgw7wYNlWqE6XW//zGG1a/eiaTe3OAZ0gb3uwVXedfqjqRwwsUnylZD1/p16nGoIpgBLQMtasYozD0+eYq+XlZXzmM5/Bnj17cOjQIVxwwQV41atehV//9V/vapHD6kCqbmgBvkLwAIJ2xKqXz8JT3ZpqZaqQtYHCKHoUmDjvEC7EAWzFFC7FXsxiBAdwYT4twAi7CfgBYvLf4hq2oTg3yHEFquBaLsHFhbWY7p/Aw7gcsxjGCQxhHkOYxyBsPq696VOj1VnnBsq7WfLH7nlt6ymglGXI32oletQNeFDQwPe1j1R9gHJfiKZT+L8JVCMvCFR590iX9XrpvLHg8cX9xOvXVfzUBg1KvMzS/uuGS8YEL7MU5aogmd8Hr6DSd94Ecvf+EeSgwbaw5iXQdQIjvXRecCEDB/Mu0OmSIF49vBK2M696MMBAK7A8b0tXYA/oGDO0W63JRuaR944BZGdJC/RsoLBCoaqOPN44fkqBoTe+o75dRTqmWU53CSCeafT3f//3uO+++3DjjTdicnISBw8exJ133om5uTm89a1vrZ3PiprtD//wD1fyWE5NAP0odorM+U4pgioLcUDyM8WsClDnHGfo2jCA8SbGcBib8Di2YgoXYx8exyaMYgZrseAMYLbIeAkXWWl8NPYo/E7NbdMWoEtYznox3b8Ri1iLx7GpsDOkke0SubZ3LZaz0TxfPt6bQQP/1/JSg1XbFk5afd4TJvy7jgD0LJIIYNb9eJatB2y9vqZp+H5UXy2rKppeLbVUuSowI6pUZqRokpmoez9SwAQajMc20D7RScfvw5QYbzdf4ncWwCGUt66OkFhUD03nBTnaN5/F0IoZ8jaOM0ptfFYwNJypANnHpSQfrV8kx460sWXPQFnbvVAWry7J0AYfOl6icWhpeBrUytWt7718mV/+9sgDGkAxYJt5aiAxVbGaqypWJ5/VoH//93/HBz7wAWzdurV97aqrrsI73vGOpx44/NIv/dJKHuuQCmblRjuO/Y5kQgpFRkGRnqKz72EA40u4YPMhjOMIRjCLIcznmyix24nLbWjBRuTatE1SJpGDh1H4SNj44r0jACw08809ltc1MIuRFj9Z+8yKBazNvRDLrZUfB9d1TsS06Qnea0IFWuqdRNd5DlHb16MIKKSUtpenCij9rmOZcXq1fFNLSj2LRokBTqpdFFQxbx6QVJ40L+WV8zstUhDRQBkocICVeRkaKEW5R3mqx8FTTm3v3hI60xSmfHX/CKaoARotXo1PXlXAgAF0rxXwaHxynJQWlxoL7QSW7xDaez0ogLek0fgI36+dJNxTVtYMQpjvUuAm84hiXFYVeLAydHrPG/8MkGwM8nVt4yqKDBa+9jMGHE6ePIkLL7ywcO3CCy/EyZPplR9KKwIOp0UNFA+60oHBLztSBHwvErx2D+h0cm97ZUWzLY/A8PgMJjDdBg1Avhwy71AUOMOd2j1yuK8TfbwF+dLOLShvlqJ5qVUw14cloL2J0/JAL+bN4mldL8Q0zKADGMyzwMGQ3JYD9K2gylPYXhvDSaNCzVPgKQVYp3dGQKQKNGjZDB4i64SJ55pVAHvPRO1UBWiqwIf+rmq3WgCi7py5Bgyye9/ZzMkdq7LSJ1JK7OqeA8qHZBnVmZ5gPoeQLwvdgM4UBIMGpy1UZtTpq6GcsikAKrcgUyh/7Zf8nSQBDbp7I4Mykw2FjQyH0F4Fk9qan/NR0r4eyRn7KGjoRiYoP5EsyBACh2cqvepVr8I//uM/4o1vfCN6enpw6tQpfPrTn8Yv//Ivd5XPmQcOXGqq09j9Ol6HVC0i5cdCnwfqMIDRJYytO9I+snpt26Lvx4Lt3hmuDAAAIABJREFUwsgo0gZlm1+LdO7pTEvYZxKdoEh10w0DGF7CmoFFDA3PdzZzava1BnIfTqK1gWzWi+WskQOFZn8eqMnuQI5rMG9DtBJiQH5HwMFTqEyecPDanO9rPgr2FEimFK1XVgpARMCGLR8P2DKPqYBST9lHQCeqiz0fWZr8X++nFEod4O0ykmJOAyFRdH1HbnUG7Z6lbe3Lru7CsdxGdWMauC52fsRmAEO+kkopPKDc9kaZk75Uf37Y8Qpo0m7AA5fblm3otDP3XQ7Obrcxbww1WOQtNT698aBgIgUa+L6+j5SXD3LPG//KRxDnv7r7OJxdj8Pb3/72wu6S3/ve9/Bv//Zv2LhxIw4dOoRjx451fUrmmQcO3mDTjjMAQbzwvRCcpw5O/uYOCBSVJ4OG1uAaGJ3FKHKPwyhmMIT5ziZKLa9DoWwGHW2l3LJUxpEHQj4bOXDgwdsWlKewZngeQ8PzGF432z6cambd+Tg0sBFzB8dbh3gBQB9OZg00s97OagkGCwocOAiSB7QqSX4X3Kb2u0oxRlYGP+9Z0Pqby+ZYFe+9V12PrB/myUhjCDyhzzyxRaieiqhfW9oqRV3V1qnrqfcWldsVeGDiQEdebeAoQPVyMa8p0GBUCK6zw5kMPMB5QMnreOZ+bx0FvQ3FAEdPKaaKSYHCEnBw4kiszTyXvI6lKtBgaTVeRBU/j5XCGTtc2ZbnSHeJ5Lbg8aZxO3VAtSeHIhDB7ZAyYpivCNCEwGE1l2OeXbfG1Vdfnfy/Ejo7wKGffnsfFcBAmdOqAcMdKkKzfM06fQMYOW8OE5jGNuzDTjyKS1t7OEz+8ChGL57BhTiAbdiH71xzFf7vNbtw8P5LgP8N4D9RXPIIdA59scFqO0WOn8J5W6axqf8ALsQBbMLjANA6y3IEJzCUY15bHdEgHrMeoDlQPsabARHv1+DJTP5fVyBGwsqz+PV/lYWg75qFRRRAyO+Ppw48AZOiCHx4fVOf4zZXQRb1s0iIRUBI03jvwQMQUf4rAglAcc8AXrlgbnZx69OYcuN4qtz9lp43J8t434NuKsLHdpvr3UDD+jJABfz+pv+1TimWCuDB2V47Ne3hyS9eLeb1qwHnwzxkKO/fUiDyHHmehqif122HqJ7GO1A2bngcGXlAxduQyvLhZ59eWyw8JfTGN75x1fOsDRxOnjyJr371q3jkkUdKx32+973vrV9iP3yBGnUkSBpvbjkCHtHA9xAsdbARzGIjDmE79uIqfAc/98T30PMNAN8CnnXVj/Csq36El+64Fw9iF76N5+P+q6/Gt69+Pn703WcBewE8gvx7BuUtWYcBjJ/Chm0HsLP30Tx//B9cjftxBGN4ELvwMK7Ag9iVH06V9QKNDGj0lYUDr44wjwJQFiBWbkox1bFMtS3rAAL97b0bDyx679SzWAeceyoo69SpLnhgYWSgRj1YzF9KSFoZyn+Vgk8JXP32yloV4oIcJWjl6TJjTmPvjy1sr5+YBy0D8lUUR5B7G/iMghTpqgiOadiAtoeEo++5HlpdvadUB6xqek8xalkKAlhBeiAiBc6sXdn4KPBMq2DM4FGvEORbxy/Xz3v3qfYAOjJL5TWPDwUInoyLwDXwMxccyXTq1KnCnkx6+FWKagOHv/mbv8HXv/51/NzP/VzX21OWSvSihfl+NGD1nmep2ncV4uWoXbaMAAxhHhOYxqX4AXYd/R56vgLgSwC+CmBH/pm8/Cgmn/UN/MIr/gP/0f8LuBwP4z+e+wt4+LlX4OB3LwG+DWAfioMMyKdCxp/ERO80rsDDeCm+hlcsfwXr71oCLgdGr5rBLEbwf3BVeUrE+DRPwkF0AiAPO23EitRTRpFiR5AmQvyeUqiynLWMlMJNKUqvPM9yiwBEFWDyAI1d0z1CVEB5dQHiOll5HpDg/OryqbxwWi3Le8Z9hxS/o6QAKzVNxC50b1zzd3uK4hg6+zboCorU4VYNdFZ5jACYaH36ilMCvFRQv+uAwIj4nXlKVIOhozw0TkEBgwdiVd5GwKG0B0cLNGhcRORxiK5r39Kx7hl3VTpA+y97WVMbs3n5nkSORYVWdwOo+gr5qaajR4/igx/8IL797W9jdna2cO+ee+6pnU/tIfD1r38dt912G7Zs2VKfS4+8aOEqzlKD1hN6OjCjfDUquCU4RjCLTTiAbfgh+r4F4KvAsf8GfHgB2H4I2Pa/gB39wPqLgXXfOonrX/MNbLtmHy7CFL6Fa/Ct516D/xx4QTHmodkpc/S8fLrjMjyKl+BerP+vS8DfAXgR8IL3/icevDg/bXQB/cj4KGzj0Syw/Sgut5RdL5MDTtuvyhsRKeoUqfXIz3pCxaPofds9DxBEILMueVZvJAw9Rc/kKR0Fk1aW91HeU/Xw+n3VuIn4TeWdWkZpz7bd3raPgHPwkOcV8vpeO68j6OzbwHsfpA6y0iOW1wOYABp9nbNpQle9wytf74Yi8BD1Cb1vaWyq0/aAYfDA9UhtdgdKPwMA08jjGhhcoQMabEm4Bxwi8JBqB0g6T4YreNP7XA+bxrK61wU1AJ5GmzqeEbrtttvw+OOP453vfCf+/M//HO9973vxqU99Ci9/+cu7yqd29+/r6yut/1wRiXXfldKI0kTC0cqLFIjXAfcDDy9cgf/Zfy16sYxXv/wLuKRxEOsbwB/+N6DRC/QMIJ9yMUv+KDCxPI2tvVOYxgQOYwwzO0exHzuKeyeMAxue9WM8Bw/iatyPK/Aw+pcXgIsBvALANcBjF0+2t5GePTqM5uHz81M4eZdHcy0epP+KtCMh140C9Z5nYsHFeUfAREFDVb7qfkxZ3p6A0bwipZzyjkQgygMNVcqYn/PazMtnJe+L+YzAjJd/nfpX5VVqS9pHwNKnQF3Ud9qbJenyy6rTL9EqfwKdKYqWNR3FXzBxO0ZegxKvKLdFVX9nRQ9Jy3zq1E+Vx8Hy0rLboIHJwFVPuc96AN3+a/tolpxWr3nptQ10bERxRd5KFC7b80YEUxXZKq6qWK18VoMeeOABfOhDH8LGjRuxZs0avOhFL8K2bdtw66234ld+5Vdq51MbOLz61a/Gv/7rv+L1r3/9ihhuk80NG2lnU44idBs9Ew1qHbycju/vA47+70nc+/+8FIf6JzCLEfx/L/sSnrfhe+jbiPwktSda3xna4GHk6BI2bjiETTiArdiIGZyPbGcvjhwZx9JAK/hqEtjW+0PswoP4BfwvXIGH0ZstA7sAjAHHnt+H+/F87MWlmMUImjMjOWjYjyJIYPCg+zKkNnXy3naVJRpZq1XKuMpqrep5KdCgFL3/SCl7/KZ4jfhTEJBKy4CD3chReV0BhmCnRw88VIFIHSdV7c5gSPNoE4EGz7L23hn0mnoZ9GyJTK4zky0vAyZ8AFfVvyJeSzxW1CPKk+973igjPc8mUqLcH6N+1vawWN8xbwMto015Bbz3rXWprV1QfC+evOGpiEjOmbc1GuPeew5W8K7uqoqnj1uj2Wxi48aNAIC1a9ciyzJs2bIFP/zhD7vKJ9ky3vrPz33ucxgfHy+k+9u//dv6JdrZ5xo1C/qf4pAHriLqSAlGnZ+Rsg2+ffmto/sn8c0tkzj84jEcwRiOXPUlXL/xG8D3kX8eAXAA7e2ze44CExvyw7BmMIoTrY1tpsZOYApbsZStx5rJ47gY+7ALD+K65fuwfnoJx8fW4MdbN+Dw1jE8jCtwP56PfbgYc8dHgJm+ThzDfpSXV3rz6wRmCm3jtRe3if6OPDhKUUQ3K0ovfy4nuq/KOdU3PCvFvtVa0Xt1SNvJtbJO0QV2ozfQPtQpqsOKZRSX2Son4jsswwEeVe0SeQ6id8yfyC2f/LbMPW+DggmlEQAbOm53bz+TKuWesrgjpaSyzUi9CUxzqLeXiilRrQfz6D1bkhl6gBXKAataJ++3t2qGv7UtvPbkvqFjlJebq5zReBkFVTr+tdyfIdq4cSN+/OMfY/Pmzdi0aRPuu+8+rF+/HgMDqQCbMiXF1VOx/hNNdOSULo2JQIKnxOpYRHbfPtqJFTjYYNzfuf/9/c/Fp37zfBzGOKY3TeD5m76NZ236UefZdcjnyY4CG48+gZnzDmAWI2D31PJYL340N4ixiSPY1gIO6+9Zyp//f4FHsRP/gV/Ao9iJfdiGKWzF3MxIcROnvSgDB24HtmS1zVJovqodUyBDlbFaAPzNz2nZdp3LUeUc5c88ekos9TkdKj3P5zYsUSITyBxQbIz2lIFWV8RnHWQIl0Uyvy5QSwAPpQiIRm0aKUEef/q8+63nYljhfcFDfL91ENUk8vgAG0Pe8fERRem0/3v3tc24zm2yFSI9Za+skQZvqreByRvzhfpa7IldoIDI1H4aqXbQNvBkQF1AymlNNuvqD0vHQGcUxRgPT0616RQisHlyFVdVnHwaTVW85jWvwWOPPYbNmzfjhhtuwJ/+6Z8CAG666aau8kmKqqdi/Scy5FtOqzuNf0fCXQVOBn+A8ODU/JUXRrm6+UvruZ/8eCMe3LwL/VjAEYxhasfD2LXjQUz+8CiwDjh+3hrM9w9hFsN4snVO9hBO4EIcQIZe9GMBI/9lFi3fRd4hLwKwHvh2//PxNbwE9+Kl2ItLcWh6Aif3r8s9H+xtYLTNPKaskzrgQQepgixub74fvR/Ic959j28lj8foPvPlEfNfEtirQYaEWYmrZbyE4imL9lwXVn6JeF+FGmTCs2uA0iIPNFi+ds2zdgecZ+y56H2UlLGiRj7B0q4t0T3b8noDgInyygBPMUfyIhpDrLhS4yHVV9v1p7pEytrjy8ZRtJrAk60AOrEnDG4TeUTvPkqXkskqX1ixzwifLI+8IwMAP8BWQYIu5QSArAc41ecGSD5Tl2O+7nWva/++7rrr8JnPfAYnTpzARRdd1FU+tUXI7t278bGPfax0/aabbsJHP/rR+iUuIJeX0eA08gwIGygRoODf2kE1L76X2rEMAPYP4OGBKzA7NoIpbMWj2IkHsQtbL57CWiyiHwvtbannMYhl9GIEs60slnE+ZrARhzCCWYziSSyjF82twNS6LbgfV+M+XIdvPHR90asw43zzHJ+1hbnoVDh731WDP6V41cWvz6TAmgcoIiDjlR15GZR3jz8vH5d4J5jA6laQVSD1OPBURWq/gTonUdahxNkKTCsFTXUUh36ngGqKLxb+TSBvv3n47WiAAei0tZ1euQHAWH6dVwd4MiLqi95/VtgekPbqa9+q4LVPVYErbV+77i25jt5JATxIv4l4j94/899EuS1LZQb1ZA9BpAvMo+BdV+DAn5SMOYl8yvlnlC644IIVPVcbOBw8eNC9Pj093V2JTeQvy/ZRqOMZMDJF6c3n8fNVSpIHI6+h9qz3DMB+YOnwejw2fCUe23YZJv/LFDa1dnucwDQ24lB7e+re1i7ndjjWCGYxj0FsRQ4yxnEEGXoxtW4LHsYV+Daej/umrwX+GTlwYPfjnPxWq4bXdUdWXQoQ1SEFbt60hDc4q5QLC99UOv6O+opaJ6nyXcXJLn+gdDgT86xlFgpm0GBzx+xlqIPWIuV/KrhuXocuEIGbNAE6PODn5VUFGpSHFNumiABU7xJpgMF+k6cBY53li6klhXX3/vDqxgAiBRq8ulV5KyLyxrXO6ev9SInrihctJ5KnXr9I9YE67zvlXbH3BPiyh9+DAgdd+mu0DBc4PJP2ceBYxRR1E6tYqUK+9KUvAch3jtyzZ09hp6mpqSmcf/75tQsDkL/INeigUxs4HqqOOE51bitDB0kqT1PAarmbotyPThTyZB8OTl6Cg5OX4IFJYHLnY9iOH+BS7MXF2NfyKsygH4sYwSwGMY9RNNqdsBfLmGttKZ3vPHk1Tv77OuBzyKcnIrStQom9Dfbx2kp/1xnEfC/yMkRWfXQtEihRfZWXFHjwBIWCGRX+7f8MGk4gVzz2sJwjoP2pwOsSil6HjK5HSwY5jf3WOAWeBkko92QHT3k1EnvuRooh6juR8mDSfhRhqXY6ey/cRh71odiGY/mH9z3g/U28unk7Iio/Xv9NWfj8nfLIpbxlHnCJeDGZpfs48Hhgr20EMLS8FHCwMr103hSB1s2ru1fHqj0/NA+um3pm7XrQpTL0ovcZshxzVWIThSqBwyc/+UkAwNLSEu6444729TVr1uD888/HH/zBH3RX4jCAtYgVB5O9VI6SjbawtWtVyjI1qNkDYtcVwds8XOv3QVyCE9uGcKR/DPtwccHT0NuaPOOT1ho0ofYoduL7jz63vZLDVf5qyehAiuZsq4SY5c3f+nw0oBX1e3nqdY88xeHxWed5FYj6PN+z4LMmUHTXqoIXKz+qp/usBUOyx8FraI2JiJCd3u9B/Y3260yDOMCkanwxpcAC5xUCuIi8QavxDZq+5XEYRuckWlZePKbqyKEUr6lr0f4mVYpS81HlqsGTnqJmj65Ob+rY9sADEvd1OX3KiFC+NT99RsFYFXmAzv5bGyjg8L6fwXRWzqr4p3/6JwDAe97zHvzFX/zF6Ze4DnlwpDdgPfRp17xlR0zqtTCqQspaRgpQZCgfP9sEjh6exNHxSTw6ehxrBxbQP7CItf2L6G0xY+uBl5dz8LDc2g3y6N7JfGvq/a08o+VPkaDTQ2e0bnXBmYfSVciqxQK6poFIKQUTCY0qiga4l1/0DoEO7wXwAHQABCvjDGHQWokfXjVhrnPzNkRKjkGDNdoJxA3IeXrUQDyl4REv5aygKpCZ6m+ekvLySFKdjZ4sk9Z+BJPIPwwqlQftNx4fJlcixaa/PdnljWGPdf6t/Hry0eON79sUZxPlbaOZv4j4WaBopNR5r5A0Oj1tebIhpHlGYCaSi1Y3Lx5OeV6AS6u7j8Pq5PN0olo1yrIM09PTWFxcxNq1a0+vRNt1UV9yHeXl7YgWUcqS9Z5vBum8dcDcoQ+i3eFPDqxDE+vQ9ACR1sc8FwdbH0XyDUrH13jgp+Zsq4BDShhFg814AIqCWNtJKSq/Tu/z8kspH32/ltb4ZWvNFXw8RUBKWoVyQUD3wG9oXUVhpEvAMudailSi1lGqTDz9oflanl0Ea6qQV8XHv1Xh6e8SGaAzqqpra/nlAPIpikkp25tHrwOwU2OI/3vyShWzzrdHsilD0cPK39aPM+d5Bcz24RN6B1CUpxEg8RS0baXPdWZKKXprfy+YW4GDt8zUy1fz8NLwe2BPzKKf9TN1OeZqUS3g0Gg0MDc3VyvAopLWIRbwVciXv1cCHvRepNw9xM8DFigPmAj4QK7r2muvXM/6YJ4VQNT9ME8pq0nroMDBEypAeamfJ0CieilvSmxZefym2sxLx25Mry4pchUdKzhLoN6BKsBg6eswwcykvBARcRn8PL+EKCYiS9yHH8DsAVQrRt97WH2tYzTAG52g4XEUz2+I9j3wqA64jcBDCTSYt2ioGA+gVeHx6i2dreKJlac3fclz/VpWHcOB8/LGYEqueoHV+ix7BJOA0nmegQf3pTn5z+8nAA7nKE21gAMAvOpVr8Kdd96JN7zhDatXuipLXqfL39HJbB4AsWc8ZWDlWZCUusUMCfOnibIQiISg8q3fkQD1QIj3nP7nwaV19NpHyWunaIBHiloFfwRIIpCiwlOtCK9MLx/mQQFo1B+8OrTr3gO0dv90+5VLllAPX0oouJC8RtB9C7zrdcE9V7ob0OGcjqmeL82eSfupB2TdNraMtU0VmFXUJTWuvH5Tx0CJxlGBZCDy+LX/7EFgRZrJ9QH55jx18yM+v4FXYHnKXevJv9k7oRtnsSy1/56BpOOuW9IyTV/w4X5ebId3+Je1Z7Dg4Zm6j8NqUe1X+J3vfAff+9738IUvfAETExOFs7u72nLaiAVHlZLTAeOhc76uCp47kZeXolvrlOaS04ESKVOvjspHCgikwANf52kVBRBemwJ+u1YBhhRoUKGq7egpAQUFkXWi5AFDzVuVe5ROvzVvblNVaqpYlJ/aGzLpVskReeDBU5h2PQjk5OzcvJKJHEqAhlQ/4//ah6K+X4g54QIYQChQo7ZJ9efUGGM+tWhmh/uKelk4TWo3T/7vgQYGFB5oiICtpRt1no26ll7ntuBpE20XXY1m7WH7z6RkfKrLpQwILps/VrbJ7jn6rd6eYLhm6MWaZ8iqCqZ/+Zd/wStf+UqsW7futPKpDRyuvvrq1V/WwR2cO0BqsOp1BQJGTfltHx2EoOf4+jA6bk4bvF4QID+v1+23KmVNmwIVSnZNlz95CtFTipqXBxYiAajfKmAYNHiAxKuTpzg84rp6ruYU6Eq1p9ZHgZiXT5IYPFQBA886tkL4WX1xUewEJU8K59SKDO5MFYGWUYxNVK62ZwP+ewzbmQNNG3IdzvUE6Vhj2cD3uV94Y4r7eDTVqvXU/15bWP4MHiLgwPmwVW2bXo3D9+ZGvCqpXFAQY88M0z2Tm3MAsARkffn/6ATLaGxG8lbBAvPDQM7O9OHDAPm5VZh9/2miL33pS/joRz+Kl7zkJXjNa16Dyy+/fEX51AYOq76kw+sQQFkARRaJ3VOErOn5uynXog6s6FjRbJ2B7ynO1MfzkjClLDNWdsoTnG/veU/JpyjKk5UvX0tZHJHQ9J5VisCVBxjqlAHEcQ/R8yU+1PPQ7THQunqCX2bNHSLrtlWYSAeWk3/0Xj1AEPFXFzhWAoaawaVVYJz/12kKBg0sV7w+XocHTW/yRxWeB3J0DNu0hE1ReFMH/ElpA24j44Xr6smDdp2OoX1eCOQ5LSPSC56c98ALvw8vriUJTDuUT1XUVo+VeT1d6B/+4R/w4IMP4otf/CLe8Y53YOvWrXj1q1+N66+/HoODg9UZtKirlmk2m/jmN7+JQ4cOYWJiAtdcc01XheWZIEaSqQ7sgQO2QL2lPN5gVEuByze+eMklp+OzLDzetWwexFWDNhowVdd0lYnWkds6pWSNUj0ipYwiBcvP2kDnvLTs6D17ZaWsPOVBlUBdxWa/I4FTSxlHsQ4ek97R0Z6CrAAg2i9c0vI95RuAlBQYTClQ73l7xn1nBsLUy6JTFTWnKXSseP03RdqPeNrQvj1lVhOPuTxynhp/5ckwbypCxwxvX6+8peSvtqUaCPwNoOPZahT588YXTydHQIrrw/zwf/Yu8PPaLhl+JmMcdu3ahV27duFtb3sbvvzlL+Of//mf8ZGPfAQve9nL8PrXv77WuRW1gcPU1BTe+c53YmFhARMTEzh06BD6+vrwV3/1V90dkLGAeCB5ykc7s4dweV6Lhbx2cv6o0jWyjmeDSwevkuXD/HvggYFDVfBhHeTP5Vn5GqDkpa8iFah1+GBe+LcCQbaSIuCgvz3go22pfETCLwVsPFLhr9+1QIhl4HkITOl5Z1xww3nTFsHmVB4QdPmzi9GOjIlO6AUpc7bee/Sy13Gs/bnNVmrfCl6FIptkRWCAx7OOQ03HpO/ba2tT6sOUlsd7ql96ZXK+zDevPvDAgwdcUpa4lh29Ny6rEjTIQ8o7pze5q/zX0VAawK7B7Pquma2TNfJ/htLBgwcxNTWFJ554AhdddBGOHz+O3/md38Hu3btxww03JJ+tDRxuu+02XHfddXjrW9+K3t5eLC8v4yMf+Qg+9KEPdbcxVBPlZeTceZqUjgcbI257hhWSxkfUFQSaljtwhs5Wtfatz0dgxQMNHnjQ8qMByG3FCpSvmefFszRSlBz0zvOeMo9AkD6nZWkf8NJ45ahA1ry8OeAUb3YvEliRYl4xaFDSY6M5cz4oy5HyA4jfiSQtl5mhWG6kueQ8Ay9QWdnme940YTReealskwtlr4Kn5RzN7Cl3z4ioS1EfZ1nE29ebfIimADm/qOmNdD7fG3veOPLkEG8MlXqW+awCWdGYAwD0FPtOlHeT0vAW4R7xMxaEqfteMH8e6AuWYz5TPQ7NZhP33HMPvvjFL2Lfvn142ctehr/+67/Gzp07AQB79+7FzTffvHrA4dFHH8X73vc+9Pa2zlzo7cWb3/xm3Hjjjd1xvozcPaQvVi047hS65p6fYaWZqhEPbO3APMCBooLnDucJnTNFKidV8HmCxwMbKmQiBZmQxYX8VZdl8g25F5UTtavHOwu8VCCn1iOqg6ZN8egBFsBRDHXAgu39kKFzTgaTBQM26FsO4PKWDuv7Vf4LlUo1QBcUKRPtC/q+2XLWZ9G639RNoIysTXQ7bqQVHbdLwRJNbDHu5ct5Ga/60We9/KJ4IOVZ82aZ5b3zSEalgFI0BvRZ5jtD2aJPTSN6pCAm4lPLzVD2oDDfHjjkd+gcqQ08czeA+tVf/VWMjY3h1a9+NV75yldieLhoDW/fvh2XXnppZT61JUVfXx/m5+cLO0fOz8+jr6/bjWeo5EiZq/LRqNkqZO5d47JG6QMUVyjoZiGM0AdQnBvkekR8qVtOlSvgCzaPtCyd90wN+gbSUd9eeiVvUHsWf3RPQYYqtVSZniKI2s0TGpEArCIPpDFYYyq52CUPvpfpTYsVWk/XZbtqTynwu1erMgIOTSDfp8IUb7TNtTO2PZBepWz0vVelAYqKqAl0Dv9SnhIvUt+Rtpumy5xDzbQYzZNlVGq/GTV6jLxYFO1vbBhEcjBDWY56XiGuOyt5Ld/71t/Mv0772mqGNuOn8vb1AALzovzqfftWOW3pvVUbdeTTzwi9733vw/Oe97xkmjrbK9QGDi984Qvxvve9D29729tw4YUX4sCBA/jwhz+Ma665pm4WOWXID7nSTp4aLNESJBVGnsUJFIWEuRFtmRLw/7P3djGWXdW56FeuXV0/rmpX3E1307YTt/EPBOIgksBVEnKvlGsg4gGJSPASJdAEiYg8IFmykqBESiKBbCkywYkCQopQ84SjKOLB1yBC0BW6SU5ASk5IIhv7HJvT2HQ73absrq6u7lrVdR/2Gmt/61vfmGvtdlHtcGpIW3vvtebPmHPNOcY3xhxzrq6LS1F1fNbQHvhOKCnx0gpE8Zu6AAAgAElEQVQvazjg0DeIHWBw/Rdl9Sm8DPQ4wVECDY5/d0/7qw/suLLcJ+PZ9QnX43SlkgpirjfzcmXjQsf2JjC2cOt3KzSJes5JGNE9vsZxORqEynW3vBNRvzLuGkbJ2BPolFhJ+WTF6zOJ701gfI77Us5TQ7UHh+eu1mFBA/wae6bgsIMx4KJDwkrKmuvnsnR+OmCjvGdzh9MoiAlSeaRzIJtHel/nH+h3BeBc/N9q33fB8cp/NnezD88RBxz6AtMNVZjFzB6d47Czs4PPf/7zeOyxx3Dx4kXcfffd+NjHPoYTJ04U8128eBEf+tCHcPbsWfzt3/5tsxpQoj7QMJQGA4ePfOQj+MQnPoEPfehDzdHTb3vb2/CRj3zk2mp1E80NFE3vFK6SCh/+BGhgj4PmVRCxSdeUt6iDv5XUi1Khq4S0XNc2FRxDhEjcL5Wtgo6vZUoxm3xZW1TROgHp2qxlO9CmlAmfknIrzQQWTApqVahqH7txzcGsDXgwngU+EY8FYvaMAjS4iHLmKcZfE30eQMW9HZR/y5szeT1an4cCF+VFv7m/9Nk0yxUjTOI9esiNTQZYOi+cvGF+mEfsALiAMXCol45YaSl44Hp0DAJ+LPbNZzeuIo0DDcpP5OHf7llpHZzGBXu35ifHzlQA5tppuMxszkLSapzGJtqvTVeZ7vqdrydyZBuzuGG4eixS35LHF7/4RTz++ON46KGHcMstt+DUqVN44IEHcOrUqeKuxT/7sz/DbbfdhrNnzw7m5Xvf+x4eeeQRPPHEE9jY2Gjd++pXvzq4nME9s7y8jE984hN48cUX8cILL+DIkSO4+eabB1fUkL7gipVHJojdUgYrYiU3AaIM9jjEIHOKzV2Pa5D/GZAYQgwm9Lemc4KDf+tkdOU43sN67OMR8u36AnI9A1gMfrI8pbqUv5Lg1b7I+qcPQMDcz8CPU0KuDAV1CgjdG1C5XFUIOhZUALvxmgXq9sVpRNqhS2AOsGbzV9sKoBsUyTtQ0L7OY9uVp3FTGSDM+gwjtEBDn/KD+Q/49My3m2O6xu/mWOax4O8SyHW86vKRyoWWh0cPGBu1eeZ643bJEHLBnRpIn5GTDfHZQRrnsFf0pS99Ce973/twxx13AABOnjyJxx57DN/4xjfwjne8w+b5+7//ezzzzDP48Ic/jG9961uD6/rEJz6B17zmNbj//vuxsFAS+mWaGlLdfPPN1wYYgpbRBg9Arij5d0lJwvzWsgI0sLfh8CawOT+2ZtaTPFFuaXA6BVcCNJl1xdc4fUkoZU9QgYi7r0JI68vKL7U3+1ZS0Jj1cSa4dUzw9ay+0rVSGQoetQwHHkpKkp+7XtcP90vfnFBe+Bny89YgsiwoLVWaPW2N6+xpU2IvxZCx3CTQl3EFydkXyrf2RfzmPnNjrGVBhzKk95go+FUQp3OsRNl85PsM9COOIAOJ+p/TcP9Xkr4EepxM0jorYAI6zUPlsc/975ZWePzz2NXxqvIsq0+f1Q7sq7W3d/HI6ZLHYX19HWfOnGmd4Dg7O4u77roLTz31lAUOL730Ej796U/jk5/8JF566aWpePnud7+LRx55ZNCyRol6gcODDz5YvD8zM4MHHnhgeI03DamVaIjCLAm2SMsu3xo4LK9ewOXNK9haP5gjdFWOjgen7LKyNF8GHvraXepDLTdT4s7KcgIhq2MIWMhAEAsKoL1mHv+d0uLysoCzEu+qrLM8/IwibRbToIo+U7ZuDAC5SzkoG98REK3gwbmygfx8kgwcsjAeAiI0P9fDpG1391Lgya5bt32VOlkVoqtflUk6hncAvIjmBMQR2i+McoBEvRp9wbNRf/ZOBa1Dd385Up7it859l0apJBcsDyNMthGbdE4W6HhwgDcz4jSmxT3nKC9+Jyev7xVwiOUC3d2wvLzcWUoIevjhh/Hud78bJ06cwL/8y79MxcuJEydw/vx5HDlyZKp8Sr0qfHs79+N885vfxMsvvzwdcLgREzCaCSE30dmNpaRCTRU90A6eWQZuWL2I5Rsv4MDCFby4tgKMCm5ZRrwlgZv1plNUfJ2/3aTK2h1tzCw+B0ocUnf1aVnAsHL6QIPWFROYA+0yawKUX/srU2aar49KSlSfuQIGBxwKeg2AD6jTevtcscELg2MFD9HHa8I7g7Ws7kjDArzhZweeuRGAmRxAcV9lyqqTN3aZ8EFZQHqIlQIeN7YVcGVjGRcwPjq55mEVwDHDL5fJoFjblz1P9Thkc7JURpZO+XLjtCTDSqA0m7+Nh0jkawYaMt54iSJrI4MzB9Ld8/0hHQD1wlf+Bf/5lf8OANi+kj+opaWx52p9vd2w9fV1HD58uJP+7/7u7/D888/j93//96+Jr/vvvx+f+tSncN9993VWDn76p396cDm9ovT3fu/3OteefvppPPLII7h69So++tGPDq6sqXEG/QOViQXM0HyKqOOlVWElANjGCBvri+OliizyVpGuKvIh/JcoQ/sq0PoEB08GFXyZpaN9xBZSqY6sHQpSMiXLyp49DGpRuGfiyAp64auPfy7LAQFtX0nR9/HLLnzXJ1we9wXQrp/BrIJayH83ljNQ4p6hjo0mn3sjaE9Hu34qKazWnxHGyuhSfY1BQ89yhRufCsp1rlSceA7AYlvhOX5LY8PxFfncHA6e+mKQmKdsLAG5l86V6erIPmwENEA0gn6NWc9tdTFkbnxoPJQbO26uu/lVmp8AXumuipvf+TO4+Z3jl0JuvbyB7/75V2y65eVlHDt2DE888QTe+MY3Ahgb608//TTuu+++Tvp/+qd/wunTp/He9763SQsA733ve/Fbv/VbeNe73lXk65lnnsE///M/4x//8R9b12dmZvC1r31tcPumUnsvvfQSPve5z+GrX/0q3v3ud+OP//iPcfDgwf6MpZpZgIKuKWlEPg8YJ4jU0gjgcBjAwg6uVrNYO7+KrbWV8dYhPnlMDxRhtBvlAW3w4ISFtscJkz7gkJHrIydwuJxSDAHMdx9llmJfWlZkDqQ50OBooBAYDH44jYJUFUT87XjJ0utzduDOKTwHXrjfmA9WNMyjju0Sr9ouvhfKqSlDvXUDznbJAJbr21BKzUFQARoiswZJbqE5N8BZwZmlPIJ/JgDGSyT1MoV6iBzI17GhY1nb3ic/HHDMDAytOwOGTjln4KoE7HRJJt6S2QIQwlNQLGe5IFatJ7xpPO5DHrsYI+1bloORNz0AarRrL7m62lPOe97zHjz66KN4y1veguPHj+MLX/gCRqMR3v72t3fSfvSjH8WHPvSh5v+///u/4w//8A/x2c9+FjfddFMvL5/97Gfxm7/5m3jXu971ww+O3N7exl//9V/j1KlTuOeee/CZz3ymd49pb62qNJUy8OCEr8tbSfplAMfGSxRXq1lgcx5b6wtjwBCgwYGFTbnH/GubSuCnlMe1qSTAtZ0qHIYqygwwqPBwZWWAh7/7SAWqs4SzdvNv7YNsOUvzDqVp8vQJLXbJqgB0YErJjQvus8yVDOTrxPpcVXFovTx/nUIcQu65Kb92PmiiS/SbAUSF5lXOjjLl6JQqgLHyq40kVlS6E8AF9ynAy2RDBkQd75E+6nRBslk8gLaR62Q55YIVmScd11yeAmGtN2sb86jt42O8WTarl0XnkgMOpTm2x/T+978fGxsbuP/++7GxsYF77rkHDz74IBYXF3H27Fl84AMfwIMPPoh7770XKysrWFlZafKuro63Br7mNa8ZFPB48eJF/Oqv/uor5rlXxP/DP/wD/uIv/gI7Ozv43d/9XfzCL/zCK660qdmhW6CLyjN0DUkHubaJyd7qVWDu8MtYWb2AtXOruFrNjD0N8WGPQwlABJ86eblNrn0lAaYCZyiQcmkyMFAq1wGGPvBQsnz6+C8BBeeFcOWq4lGh5YKslI8SlZ5dHxhTEKOeqRCCFdpnhpSCv7KxwXMEmPSXI7c8UQKDDhCqgB4hfw7Kp+Nby3EKvdUmPk3TvUmUrgdwcDxlwEH5i/vx28WPsFLjsnUcu1gSx48qcH3GzDPHtSipAtW8rm+4HpW1pTHjlkAcsAxK+4LOC1FAxq8H50P7HOhzy8tTAIftXTwAqu8ch5mZGZw8eRInT57s3Dt69Cgef/zxNO+b3/xmfP3rXx/My1vf+lZ8+9vfxk/91E8NzuOoFzh8/OMfx+rqKt75znfiySefxJNPPtlJ4xp8TeSUnhM46l7M8nDrNoGt9UVcAHB17cYxWDiDMWAI4NC3XMGKjPlhN13WpmnICY6sjdn1PqCioCzyMEoHuiNEy+e2Z6BB+XFKkoUc5Fr8dwLPjY8Run2Y8VPqp6yPXZtc2fFbQYgCJR1vJSrVr4rFCes+Be+URt9Y6JMi7lk4t7oDJvG76ZeXAWxg7Gm4BH8YVNUug8dOr8TrFtPiNztWmvPwx72+2lFp3sSH63R8qBxwcyhrl0vnPCR9MknLyeZoh/jNhyN0XqqWGY/ZGOR6na7oeSbbuGEXgUPy7u7rQKurq/j4xz+OX/qlX+oER06jx3un0b333ouZmRk88cQT9n6cIvmKqTS4VXmoRZkhYXYJrwM4N4et9bmJlyGAA390aULdyFwnT2ZdZ1OBqG1VBaf8czr+7ZS75oG57yac8qFKriRo+Rk4ZecmpCoCncClMeDKcHU5y82V4YSatr2v3mshVSYBGtZKmZDz6ciNJyvEzWtqK6DZDQF0hW42JoYoxawMVQjKbwOoNjAGDnFqozZIHr67zcomA14OcOg852tOITlvGrFmSedfp/1UP3s5VPmXLGrXH8z7Orp9r8Ak41vbnfHQIh2DQAMadKcFJyt5Q7K+7gM0/xvQM888g9e97nV47rnn8NxzzzXXp9XjvcDhU5/61PTcDSEn1PR3iTKPAxNPqHWMwcIIE9CgSxQBHLKPCgYWJLoeqEKyxGfWvkivAiH4yQQu6LdD6cyb26K0iZx/5VG9AK6NmQIbuj7O4GYIuXQOCJQAz2ChohHjyQR0lrS6XIeU1QeuFDh1KLZPuldqRwH0Rs5qhFbwYzbGMx70WimPs5x5iRAXMNkWeQljIBEeBw3IpJ0VWj5f76MKbW+Ds/Q5rcZF9Smx7D9f12ftPA6Oh1KbWB4sUHqdk+55ZbIg8yKmxGMRsMeuu37W+0Pkjhp9PTR+v8TevKtiL+nhhx/elXJ6gcMPnfTh9j1UHfRaBtAWEgocgDZwWEd3eULRs06GqANoo3+nzFVZu7a4NihiZyHKa3ds/ZSUCPeL8ziMpK2uHVwGT9bIq8KiJDQZBCk5YaX97tqnxHm0nZ1xxqcClogtJHaTR4HxFseZ9mVOps8TwFgZBrPARHnL+yH6yLbLAYUt+R3Er/HmV3nX/50HgskBPDeWFKtwOm1Py9vwIiaggd/qycpHXqzE9YSSHAJWmTJL3/EaRogegKXzRikb2xXQ7BIJXrKjyHlscTkujbZHARvzWTIkVHYMAg1ReAS3xjOcm/x1BhmX6QKMuX0w3y3aQXYC1DZGmNkl9bhbuzNeTbT3LdrEeAsMK14dnPrgVfBzWtD9Su7z5NbJwEKE7+ugH5m0kHvZpHKDXyeUAgtVsPxh6yD+OyHmrCzl0bVFqZRf86jnQtsCue7cuPrc+4Srlul4H0xDXXX8Qii2cg3wUMEcz5+FeqNMVtAewObAnFT4Ae2HDrrmPAsl0OCIy6ZDndz4gPkPk07He4B7Vr7NEg6/VIoDIueoAH6PxSKa8xbo3JaWMeDmIdAG4vymUf52bdZ2ZyCIv7Vu/d+XX5+Daw/nzXhTeZcFnjsZ5f5nxPVWACqdQ5JW69f7Jd2QgdR92hXae+BwGROZyDEIYck4y7RvomqebA1yU/I6NOsmCgsVrod5yD6sPHTiZQKC0zhlGv+X5aOCJRNe3Efx0bd/9rXNUQY+XLuyteA+r1OvEKijsrmdLDSVr10TKkkkuAJHdgkzIK3kDZmO1xbxboJMYyhw4HyscMnSK4qE6MjEm+KAgQKK+M6MBQ0WxRbGXobzmHgYtFLut1BGS5N30uiSpZtbLEt4bjiw4IAS/+bg7aBsnGUyIJtr3E8dRSztUePLEQNZoC2rtMySUdAnc3hOaB4tl9MpD44YPGQ8WJpBZjBcxWzvboihdPVVtFSxW7T3wCEUVGwfciiRJwcH4Smy5PyZENMByOXw8kJcVxcf4OMAlFw7nALR9ErZhHTt4xd28cEokV4FtS69ZPWrHhoCHDIFkYGi4CeEucZ0NMSuxJnkurOca2WiAtzxWBJMfQqQWQC6oDUL8NLxOcQD1PC4hfaOgj7gkL1FMkhBg1qCunMhAQ9uDihLGZs6HipgvDRxHhNvw8vSHsc70LzPIuZG3HLGifLjwJ4CCKA7trP57+RGBhIynhw5ZaugQcGDq09BFLc1W37sA9v6bLM4MG2Pkz2ZMefarO2zuiGTJ23a3sUYh90CIK8m2nvgcBldweqUHQsToDsJFWjoIHKTXT0OnIYFF5epA3KolcXlq7ua03JblVxdXH6chBkCMpt8URavvboz32OSaz+5NmX9UAIZ7tmGMGc3dUM7aB/w45RZha5iXGynz/qRvRHZMygpw0zYK2hw45zHeiZMmfcWbwocnCLldzoosIJJP5K8JWa20LxSOi5nglvblSkdDipsXij1IoCzmHgaFDRo4RSfEXNO50VmGKgs0fnbN6a17Q40qGzh9NnzZ764HJWZmdItUQYqeF6okTGNYaNtKMnBbDdGn8GmdUH4b90LeaKvZ9+naWnve28T49dqtwQF2pbwkAGvVgoPsFBGMeDD9cbWnUY/a/lu4ikwAX2zUGKww3WpNZq1LSOdCKFsI/CzFJgU6bJzKvSeq5t56AMOKmy1fSoYot5WuZn7XkGDKsYR2m9RNO3IeFFyQJXLUaHGlhW7k3lJLvpbxzCXa8FMrPXHroKsYUwc5Kh96ax1TlMSDzFJavDAY1xjODiLUwKtdm5hEgT5Mt0seU4ieLOObcBKeY65+pl0DGdeCM7LskdjKK4FZEe+5hqBtBg/bo5l8sOBJ+ZF+XNllWSLXnegST/ZXFRenIx1dbi6oowKmMiTKLAUHLnvcSjR3gOHbbQVOyPOvsHFpIPGBdmFAowJtiz3S2BlGgWeKZ2wpHUbV5/LLr77rNu1+nrsFtGAQ53IbveIxheUljH6qA84lBRzCnpcwxks8MuOggQ0ZP2n46Uh3olQW9aZYNP/utuFP31jTnnq8BOAIb4ZEPCAYc9BXBMvTCetUtZhzsshAKKX+I2a+izjmz/KA1M8oxow4CCAJW/VZmDB/XZjOAPCqpQzhcbkgDbzCrSBp8o6Nk40XzZGWfHGcHF1Z0ZT1ha+7xS33s+WD10fZf3YB2JSGiK4gQo3YOdH8ACo3aLr43G4AW3goIpcn+dQq5Xvq0sygAPLV7ZyM0Gi5JQB86/5Izo7gAN/qwWr7SpZJqyIVCFpmxhI6f1OWzPLTrfxMdVWbTUCqtr6W5c92X19mlIW1xD8OV7juijF0hhq1REKK27WbbJtCCUYCm4R2Jxrx+Yoy5Xm5QBH3s4ZvET5G5is919C27PiAECACgYJ8ftaDm4bCa9BpWWQqI/boUsofd9ZHby7IsBDfRqeLj8w9Sl1UN4S2HeAIYsLiG8HGBwg0XtcJ3tqWelX5rdrN3srwkOkY3WIwZbdy9oevGfzwlEJpDk9UboOYDKvMlm2T0No74FDhjxLbvYg58rjMoM0SjgmbAzYNapfrb+sTLVeFDiwQmaKSRrf4X3gpYsMBJcEzAjdI7IZGDgPDIA8sM4JaL7HQj+sXaZQeCzE699VdBQrndEkTUUWa5Fi0gdPfev3hhxAa4hBgx5prDwyYOA+PVi3aymxvkvnKkS7ou+i3PAw6CfSVeg+DwYNFI/gqOQRKpLzBmTbO/mY6Eh3yeQZ+ix1/I4w7vubu6DckVNuWlyftyHSO+/dNOCEZVNc5/uuPqAba1QC6I6fqJPLUfCiZWTyeci1LL97TpmXiJeDoyxOq2WN6HoLPJQYj7MXdkc97p/jsBu0DOCAqXlE93kCAt3BXELDml7/s6IvfUrghRV5J73uq59rBwHq+qTyqNaJs0jiN8cpaMxCh9SSVrTNDXagQoU9MFFcDBjid1xXBR+/R+i62+ObSaVh5spmqzp4p62ZbmdDi7jcIZbIDCZKmfmO/6V80dasz51yLSHqIH5evCQR/Z2Ah06xbt1XQZKjDIxyWxxY4EOb5iSvkiJ4YOxluBnAUQAz3XMzMiuUmwZKM02gXnbfsR2PoQRIKnQNAC3HGS0ORLjf/J/zM288T2LeZNu145vlTqbAlZxcY740L7dbDQAth3fTxXdLToeM8uNsP8ahTHsPHObrj1OcOhCBNnhwgyxIJ3VJxpbAQzNBWECSUoojeFsTumT98vG9c+13EvRZeplwiW9n4Vj3N9BV/nEtKFNiWSAiM8MeBhexXGFscbLyURd6lKXBfCwhghcFDlEOK+1oJ1nbHBzLY6wJyMu2OGYUICCLEyDqWIMBPAJcMS9RP3syhvLF99Ub4d4LwHW6MuK+Aj/Aa18ui8eZjj2tQ4V4LtQn92N8rAA4NP5/GO03VZaInwkrvQw0aGAe6N6QOjJpG8o56nCxSFl+x5s+lpKhxV7fULgKIhTYcOyFGnIMMNSL4jwDrgzXpqHE5ejuEC67eWa79K6l/81o74HDjfCDha9prECmOFUYqzWQUQk4AJisJZ9H9wheZjgKU4HKaVygGm8TdPnqvPFa4JYS1YZwGfG94VotaSIflwNz3f1md/oixi5i9TiEwuM6QzmrNNN+5eWORcNv5rLnsgKk1M9NLbUWRTkRxe88HwMom006XltCa44uRvvi+bGy1WcRFM8iiwEIYMflud+cx/3WscYN0zScLluSAfwujyFLFTE+ePwdnGy/ZOCgit1N0Sw+QUGDPj8tq2QAJFM89SDEe3OcDFQlq8o/M7Acv1p+DH+Nx+Lt0g5UVJRXedE69b6CPG0T0G1PH1hzoDB+870djI8IELq6ix6H/QOgdoNctLMORKA7CGHyxHcHRRrKPBT6aba8ncd4S5hav0rO0gL6o9edJa/MZpZ3RiWvh9bp/pf40+u8fq5LFmxJu6UFJ72ZnCJUV35pOSE8GhX9Rnt5qaEd4TOo77kL+2pR6X2lim9y5j7rnwtkd6tWzgCIAZ9T4n0AIhvjWf9ngMGlvwaA1rR7Ba2ASD7wyXWHey5qRDhQwGmy8tyzzyxsR3E9PA4BHJxxpbyrQuf7yoO2r0KXPy0ndqOtJ/czOZ2Bde2jDBRkvGlZrk8dT0oVUuBQYRY37AOHlPYeOOiDdohYlTkPQF27cuVbQID2ANQo6aY8tpSZAWWclTELYV7bvxah6BrEVLLIHAjRMjKFUNq/79rNHcdehCiTX0TkXoHcR1GuI40rYH4u0b1R97alUEQHKXFcC1BUcGk6Acf1OoEX+TADYAltBc/PRT037H3QuBAFeToeHKichvo8AhnAKFEJ/GXEWy9vRmv7pU5XlQE6jVX5BjlDw8UbOCU3BLhweZFW39LL+bPx68pxyzTZ+HPyUe+5uC/tsyHxYVGHKvU+5Z+BE20L59Nnwfpj8yvAxlfGaXeuFArdp4z2Hjg4cgNJB7VLB+SDVC2EyA90D2IaaUa2kiMjz645k56/+wLkHLn0bDlzfRm5ZYgsn7MenSLOzGW1diN/9JkLYMyWZVz5joc5c43zbNG94Eu2hXZ+c5BjkPOgTMF2lO8+KbB1sRK8HZNjNqJPdRzq7wBRzrNQUsx6z2kdJR13GYgt1ZORC5gN0EDbL5mVDDywQgFdc7EELsCO72sZmncEH6vFeVj5tg5gi+WqZEeMdqt6J7JgyZJhpeVr33DaIXEgTNl80Dqdomf+S8AjeHA70PhZLrwTWH7n+PfVl4FLf95hdxuz2Nkl9bjvcdgtcg+X72UDu4Q6hwKP+LagAfABadm67oju6dY9YKL0tRK3lOAUPSvkIdYcK4RS+pIw53iBoL5hckm+43e2NOH4cXWwJ4MVuwZQhncjnh0r4VH7OdtnPie/o75pAqfo7ZiZteNILVP+XYU3IspnwOCWn9T7FdJUAxKz8TcEIDA5MDpknLq8TKXxxvEvB4HRTPcYYy0+U2pO6blnpqDDscjgIjvgTYMrNWAvYhsqYLJMCkzGgCGWcfy+GpV7lfmt+TV98BRnPXDauOd2fjjKFL+CPJcHKM+hKId/u/nOx4BHnVd9cWPgsL9UkdHeA4fSABgis9SSiGtZ2qx+PlOhsVb4RDugvfygwhgm3VDS8pS2CteDSp3lrL8+Yutc6y4tuejDiHr1LAQNXtS6s3L5vwaa8nkHSqFgZvqFTutmlD0UNPAuFkzqzEBrkBPWcd0qwBl0j9FWT4JS9tyudQktnoGbCy4ORhupeR0fQ8YHBeTy2y+zYZR9s4J0VTpjRBWSA3xxX3cocH2RNuIGWkqYt8POTcpzbesDMi4Pt8eVBUmj21N1C3iJSp4G9l6U5meW3z0DzQN0y+Y82z3875OlvQcON6IrG7JB3jfoFDzEROXjnfkwmEgb1w9jsqa4AGA93Na85q0zyrmwmYk5uRffuhRQiijveywZsFCzYqiCiHQudmBIUJt7gM6Kn4aYF5XgGxhbYRw7wV6ZgxivgdeWmrqxO+zqGfZ9oMEdmRy/a96rmYlSANpDZRqjvrWFkmNvgLyP4370waK5pxQBqbGLJQMlGXjQIE2Xh3nW5+tiZ4KUB9lFkSkIpowtriZ7l0z8dgdLqbXsnrN6NoLSYMsZALdOystOreSdD+zSH8qD8pwdE89AQbeKAmjOSwlint37PbjtFdp9PmQbLdfhqAQko009tO9xKNPeA4dljMdY5lLT3zyonBXA1wM4MGjIdmowcDgHGoRszW6hLRXivjLLgnno2ri7VwID/D+zshmkTFM3t1XOUS4AACAASURBVMkpIEfsjVEaigy5HOUvngFvJeTyNtDeOQHJU4MGPQxIq2ldG+Jl0BMjHW90foRauh0PBdOQfnJWfJCOU97SyqduZpOOwUmM/2wZrQ88OODK44yWG1Iw7nZkVOjsolByckTZd7InM1Jg/sc1Z6lnitvVryfOhmzK3nWiin8Bky2oXI8ChYwXtd4daKjQBgxrUoZS8NXx6Eq5fG6OGnrMm+NVj8rWPNqOKWn76ix2ru4ScNilcl5NtPfAYR7jd1Xo+p6bhKWJDEkXA4kHrds5wcBhhPHADXdnQyF0S0sQmTU/DWgoeQRCCGeC2/HiAINeKymaEbo8lQLcMvDDSkO1sypAXatnfgIAZEF9/J93QayML4XgyqywXqK4hRbFEoyel5G1Gei2u7TMoCahU8AZYOM8Gq8yQ/ccRbkBbkbId7ZkAFY9DzoWgAlguBkT4CBJLNAKULY0UZb64jruugxADAUOWo6Wodf66tH/LdDwMprntQzgGLp9oUsGIcdWMTaC+L6eXeB2jGSgwbWBPQ6tZxOJaEmFQUDIVgdiAoSA0ofhxwajIzYU+57RPu067T1wWACal4Xp65tL6LfPioiy45sHniqNEdoDnJFutUIFThMVzgK7BAxK91TAqiU31OVfWhJhPtTSUwXp3qsAeDOLLUOWqsz/tDM5lJ8zHThoVNsy036+nHUq0KDaYQbdlzQpZcGsJfBTIgYh2bN3HiMBFw7LpPdiyS7IgQcHEILYW6dANZ5p7IiYaQN8PkFxE8Amn85J9fHcHfJMS5a4s+6ZnNXfV1epvs6Jr7Ftue4fXoJx4IPllxvnWf1OhvYZZgpaOjEYQAs06Mv8nOXvgFv0BxuQyrOKlUxPqDF6DbRdzeJqtTuegp1dKufVRHsPHEaYAIds8Gr0sZsMnN/VkSF/Z2kwOj43g7HFqsphmm1mLMCB4bEGGgcRZWmZ2XJCnVfXFd3E1UnuJmE1A2zOoTnBkoWdCsLGEolTN9llra7mzJPj+pSZz4BaYXlIhZMbAx3SGAZV9K4NXK/LA7T7ACaNDmj2xjAYcRNAwYMZcyXrmIsF0AaRWnbwpMGaoHs6T0aYeEDqGIURusGNOv/B/0cYFIicKUAdv3oaJA+1DDzE/eBLxxHfi+/sA2A81si7pn2h5btjnDNA4rajZ8YYtzubMw2JgcEyVOMaogz1hrh2DQly5Tq5TY4cONHfSXDkdjXCTLU76nFnl8p5NdHet2gW47mig1iDY5yCAvxEGKIMHHiI9BwsWQFYm8FYuKmlpZHjbjSroncxEU5xKDmwUQte7qdQ6iGE46OTOKqNftX0buIqOOBI6k25dqb+nIutY7FtMLZJRnuzra3cJxmAcJ4UBQ2UJhMc6TjJdtWoEiyBhiy/XnPXGThmWqw0ZjKNMOx2h6WOiVoRfw40KMjjMzw43mKpPf70NFkdg40ym2J7rDMc1NWfDUO1aLlMHkPZjgIuW+trALY+79rTmQVm8jAoBRvqQUzaRu1fx7u2M5OtGWBwgZyd9lN+/tYPp1XZny1lON6LhsI+TUvXBwo51BsDgWMVAK/sS6hZy88Ag5YVHodmgPMasbM4K3ghziO05CEIIcxKtbS0UZcXfDKvUeQx+hxG12XIQmWhTnO4Tr8MYLQDLFzGDaMxDG9cddXsuD84OIp/rwF4FpPJvRYnIfL5AbwDIlN+aqmr5Rx51csAdPtZsilo6FhXcU6Cy5wdcZ1NH13a4bI4jbsOtL0LGgOiAGsk6eqlmowYdDLpSYUdfvib253VpeM5drrMTAL63BHRXLwV/EO9d0SZQnUKpiRPFiQPyymd3lxu51TFLYzPadhCp1+yMyAcgHEWvbPqWfmyws2AtOsbTRcykwMgdflI+8rFaDBgKMU0aN3x3bcUWQINBTCxXd2AmV1bqrihP9F/Mdp74LCNrmHnkCaQT2JHep0HZ2ZZsNWg6Hcd8F4HrcQxwta2Ht6i7nZ5FTVPSBWoEQTFApd5Dk/DKuVXl2F8mqjnHdywvIHZ0TZmR+P2jEbbqKpZbNcutvF63wio6l0CLOyjDhZUZzAGGptzQBVBcGfrNr6Y9CXQ3QkwlApgQYNwU3KgxgX/xXUFKazgWblnCj+LAwC6gKiPFxo/pSkdLOgphvwMW8ox4guuhWJwxPbOEVqxJ26+Dp3bms8pFZ77qsCVxaFSMFOmKlc4DSvLJqYrAaIukDuzmtU4cl4GTetkrAId1w7mD3U9LGdUHoSREmkz/pU3t7zqAKXKPSfntS5NE/wkJ05vV7O7CBz2YxxeOW1iHOPglDnoWumToWCtJ8pSxO0mNQONRpBmHoASLA4LNZRDgIhQhOpuPzgBC7fKRydNAIqYsMeAGw5fxKGj57GCC7iCA6gwi22McOXyAWxXsw0A2K5mcWDhMkajbczWHoXLmwewXY2wtXkAVzcPYGtzzveJ6y9NE9vioh28fevcHHDuVkzeBcFvyeSgT96ip+DBWfzc7yO6X/fxOvLgOfsIdZlEM7IXyp2wWSI+PtoFWLrdCY5ZBhABOuOsBnmFeJ8i4LGuW+EcqQLIlFqHGAhR3jgpUZcqsmVKl79vucBZuzyFs8BIneZcVl97s2UDAO3nvIQGUGW8azuZPzV8uB5N55Szjg9tl44V3sWissil1zGnfap97bwt7nnodnsH5EqgkPt1/1UV10TXBzgcQPthlyauDva4lyFYoDsJVikNW8d2YktddivcJXS7zrmxI92i/A7rcHF86VaMlwteD+BN8dlslgyClpY3cGDhCpZmN7CIDZzAs7gNp3E7nsUhnMMLOIpzOITzOIzz84dwYX4FFzD+AMASNrCCC1jGBVzBPM7OH8H57cN48cwhYG1ufJ7FGsbfTklw36pFEILkVkziHtaovGcBPHsQwFFqEW9p5JcWlXZTOInNuysiKLMWxk6xqGBqigwg48pncEMHS5XGaNQfuwM2l+q6DmLc7qgvq9fxweBIQQMFxzqQDWASezACKvKGseB2a+isNEvflueogMrSfFxntqTQ8D/XvZfN/5JxkCkYvRZ1DAENcZ9jgRq++VnLUpuKE64zPjq2OI3m43Zk7eLxkQE1VdYxTpblUwp8ZNI2RNkl4OA+PFbVi5QBlSAeG8m0q6pZzGztexwy2nvgcBnp+eANZaAhQ8qcL67xpI00WaSvCyTibWGtrWAx2QMIsNB3VnGccKgWdK2MDmOsbO8E8LMAfhH4iZ9+Am/GP2O+hsPb9cljB3AFs9jGPC5jERv4SfwHfgrfxr3b38bB/7WFMyduwpO4B9/B3XgGJ3Aeh3AWR3Aeh7GNWRzCeRzCORzGeVzACg7gMq7MzuPF6shYwZ8B8L3641z8PBF1XZP31S9gAhjW6vJQl3nmCNrvlagmfYEVTICDUvSzLiVEv3NcQHh5jDWXkjtXIbQMC3k6WIoD+1TphluXT9lrnbrH76BgAKH8MKlENqCB501nnuxg7O15ub54dAweoplsQTovgAuQDfd7KLYWiwWPjCrC4IEtyI6ipm2AnEaNDedpcEo/A3tMLC8USFcmj9YLoP2W2CljchQ48NiKtnIfgNJpuxwY1LZlXgsdHxrfEON6RN/aFsdPfLMXge9x/RlQZ2Mwa7trc8FjtbM9ws72LqnH3SrnVUR736KL8ANHJzsLJxYm7lNClar0FIA4hK7ur01g8upjV1FHYqLrgo8gqENolicCMNBn7taXsYo1LOESZrHdgIZtzDa/L2MeAHABK3gBR3F6dg1HTryAZ3E7nsXteB7H8Txei/M4jBdwBOdq4LCBJWxgEetYwQaW8H0cx/PnjwPfmxsr92ZnBLrBVSpE4rnwZNdJyYAtdq2szQCbt1N/Rh+tSP+q5MhecsX9Hfd6yAJPBoBRRriSaRnABfaVLPW4v27ubQKT464d33rSI3u6+OTKoDmvcFtt5ElT1+leEgV055bOl5JlCWACDmvemD+mmD7ZS5ocA6xQNdizz4LWT1YVf0c6Z1Hz/xZo4OWpAMhRUHjVCssUjicWNfosMrDA31pPtjTp6o70bOVX9F93XLkyXdkq/3X+MA9B/Nyz8vWa8pMtc+1TL+09cFhDPxpW8MAvgsnWrDNS4JC5wjgaOPJx3k0A1Rya424bYsuZCw4hEafjHQRwBFie6cYy3Arg9vH30vIGruAAzuIIAOAK5rGBRVzBPGbrTcezqDDCNp7HcfwHfhJH8TYsYaMGDMfxAo7gLI5i7fIqXjq3CpxbACrgu6s7mFu9gJXVC9hYX8Tm926eeBgCMMSOiT4lwZZ1LEnwOjkrsHh+sZRxbgZYO4oxWDhbJwqrWaV8vNwp+leDJqOyUKLh3ekBEK32sCeDlpEwQmtZgne0RJCqG1duDLHACqDFCs8KvDiymq3UC2iDhuCdlsKq+l0ZloLhGrix1RhdGfOO56Z6HBQcdigay7zWyzyZ4s0AAICxEo52Lo7noq79s5fQLUGypZ4ZG9n/kueBv5vXYm9h4tkBJuOWgQMxUQI7Wn98Zwq2dE3BvXpHXB848JgZYQpIMgAxonJ4rHHZC3ItaEHyu77LQEvw1gSqZmsVs+PPbtD+UsUu0EWMz3IYgoQZgXbcf5Q/sx4yZeesQhY8zIcO0PUZtMFDhTzuoQ5+xNHx9yrGcQx31t+3YrJ18vAWFlYv4MD8FVzGPF7AUVzGAVzCEja2l7CxPlGY29UIs6MKo9E2DixcwYHZywCAtZdWsXnux8ZW/Tm0XeMVgIUZbC0cxIsLB8f/1+ij2yx5gnNfxjcLbFWe2reRJ1z7yxjzd26p9j5woCSdoNdYY2yV86l1/IB5/XiR8gkvmq1RSFFGgAbaIqcR5IfpW4Gvjl1mNVNM2bhV4de8hA3our6BNtiJPuRYkWhfLHGgveSillgGHNQbpcqgIT3LgfmsKM3iOAakaBAwCKnbrcCBeeC2qKFS8jQAbSWqcsrx2HpGwHhMvYjJMdLxDBj0GmCnzzurW5U3JF12XcGpAsEScZ/wUgSTAxgOUDheWc4yaHBeBTYgnUeiBCCsR8jQHgKHnZ0dfP7zn8djjz2Gixcv4u6778bHPvYxnDhxwqb/+Mc/ju985zvY2NjAwsIC3vrWt+IjH/kIbrrppt3hdwDtPXB4CePgyKidJzrgHzavYWVIXMkhXLUMVenpxAImA53vt8ADDzxlJo7WPTjOfyvGgOHNGMcz3DoGC0vLl7AyewEA6iWFRVzACi5dXMT62srYYxBnutdt2gLaij6sRJ4c/JuJBbybVJWkHUkanbBK6sWJPg8L/TAmVu6ZGWB9CeNJfAFjYRvvp3BeAz3RUBV/fJOQToV/xBfwQCEXsi5LMGBQj0MQe8qCdNxy3ztFVpoLm/zSL/Z2RQMXMe7H+B07VHQZaLEd5MbgwB0Fr2MqoxZ44FerMwXv3NCDuVIGKH14lHbGYMPNTx2rcb9kZHB9mexwfDmliBcBnMf4OcQSXM/5GlndQZnHQ+8pn5nXgZ91AAc3TzqGE9rPmGW0bpEEfavnwYEFUP5Su1keqZdK02YfAOPnc/3XK774xS/i8ccfx0MPPYRbbrkFp06dwgMPPIBTp05hcbG7Lf2DH/wgbrvtNszPz+PChQt4+OGH8Sd/8if4oz/6oz3jee+Bg1PaDjwwOUGg+bkcvd/avrMFrM61FWAAk/heRlsRMw+rqBX2DLB2iJjkk+Aouv1WjJchbsfY0/AmAG/awk/8xP/ACi60mrmBJVzYXsGFtRVsnTvY9gKsUcLgSYHDoMliqJRG26/Xs/86oUd0nZ9RAwr5leaGWLi0eJnBJF4iJlmt+FUIddrHnox6q6h6F9hLogFhwQ/LniwYTy0pJ+BL/dvkiaWbFbQVsANaoWjjdzBBJ5Ay/6xImEf1pGRKzbWjmRcjTDwkqi0WJyxawKs7T6JdS+1lE3ZhKwBWpcoKCHLdjfVs/nT4ZS/LJTQnQg4RtX2eEE439Dp7ClSOqozr48H1CQMDoBv/UOJTn0HmGdGPxrxBvnUc6XdrmSJZqtieQb7cNyVtl8v50pe+hPe973244447AAAnT57EY489hm984xt4xzve0Ul/5513tv7PzMzg9OnTu8PrQLo+wOEAutY/P1y1cJhYQKj3QOsR0HDD6kUcWLiMzerHJoMiC+xxwj8mm7XyawXEyuUYxkCh3ma5fOd/4rU3Po/bcBrH8X0AwAUsYw0/Vn+vjkHDswfHcQdrxIcKc6DNZ0aptU3/nbWraaYlnsBRv5vIfK+l/IGxR4AmHVszHSUmgI3HRx+A0oO19ChuZ6nGGHWCzY0d5t9ZZfq7CPwOYqJIw32vD5J3nGxhsjxRL8FEWzRmQYGDA2xclZt/IwCVDqr4XKJE5jwMVmpV8K+BoNHenfE85hgoBwZgrqslzay63xl1QE6cUaLPpUcJZcG1TNrH7rfy5sBYyXukYDvKyf4770OWr8Rr3MvGWzYX3DzcNL87yzI926BLYHFaKpSzvr6OM2fO4A1veENzbXZ2FnfddReeeuopCxwA4HOf+xz+5m/+BpcuXcL8/Dx+53d+Z5eYHUZ7Dxzm649uW+NJr+7w0qDhNTC+Ht+RZnkceLh446W6uh8DRjNt74K6+x2q1e11mobd2LcD+D+AYz/9P3Evvo3b8SxWsVZ/foBLWMJp3IbncaU5vGnrXA0a/g1tga7C2ilE5WUk+bhvWAG4vnPCojSZ1GvEZei6prap4U89DiR0GQQyuNQyWDmzRZ2BK/UKMYDgQE/m2wnfDERwM5ySYt70nn6aMiJIN9z2bocFF8KnVdZ9yW1bI150vVuDiUvCtOWh0FMnt9AuKLw8tI1UhX2zBu1OWqRASdT1ZYpqCJgoKbzSuG+NLd52aTJlfChoKPV3n8TWvDxWWXZleYMXrbsEHtx1x7drl5u/GebUOaX1ZvNQ5XUptmGPaWNjfI7N8vJy6/ry8nJzz9GHP/xhfPjDH8Zzzz2HL3/5y7j11lt/qHwq7T1wWMAEOPAgVcWjaDgTom49DXK/Bg6LN17CKn4A1DEkm6OVyTsYHBBwg1W9E6qoj9WfWwHcuYW3/MR/w9vwT/hZfAu341kcwGUs4RLmcRlncRQHMA6GPIujuLI9P3nvw7+hq1C4TUMsjr572meaL5ukpbRatgKXSu5F/kbZcGK2ljFReLqElG2H1DYE2GAKz1DEnhxDs0xxw+rF8fs6NufH6+l6qJUKpcxFq0KRrf24x3EFbuxpWVV4WGKJggWhuvTFugqPGCvqjgKsy2cemQcFso7HDj+6+6j+Zgu34YNjXvSYdm6bQ72yzVGTZP+dosyeBYNSAJO3wqrHYaudpwRu3JZYTQeTpqTEoz95t1TTp+LxYT4iP8/hEiiA5NH7ChCyctTjoHxkIM4B38pdZw9W4dC1ElgcQv/fV4C//8r491Z+POXS0li2ra+3A4vW19dx+PDh3mpuueUW/PzP/zweeOABPProoxiN9kal7z1wiB0VOkgcygVaHgOrIDILWS3Oc8B/PncE28dmcWD2Mo7e9AJmb/o+ruAALlwexxVcXbuxOzkWACxvYm7hCpaWN7BdR8jquxwAYHa0jaOHztabIcebIm/Dafw4TuM4nscBXMYlLOE8DmMDi/g+juNJ3IMncQ/+B16HF5++ZbJEwaTBQpkQywDUtOQ8FaVJlFkDKnD0nhUESeS5PnMFcww0M6uFLe34HMNkSQKYKMp14Gp1Y1ex8i4U9T6pki09F+bdWUpchgKsVlkjTPosTuJ0gCGRhJ06NeByrjsWYP679mGE9pkbevZGhQacWIq2ufeW8BbVqJjBUw0eXN9lyim++xRWZ35En72MFkBrqEITzNkQLcOpgmZyQIcNJjem4prulAIwOXxNMxJI5DnWpzzd3HbAZiS/ebwPkVFOxigwcN47K2NG6MSjZfVdK73tneMPAKy/DHzxz22y5eVlHDt2DE888QTe+MY3AgC2t7fx9NNP47777htUVVVV+MEPfoCLFy/u2c6K6+NxyCxEneTqNXDrzapEnNJcx/icguUFvIhDOHbL8ziEcziO72Mbszg/fwg/OLqKtaM/hiuXDzTvcgCA1dk1HMXZ5tTF0fz4KKYDuIxRfa5CVR/MNI8rDWg4irNYxRqdvbCNC1jBORwaH7yE4ziN2/A0Xodnt0/gxSduGXsazqCrAHUiOyHG/aft599DJ4MqLKYhICK7x2kseDBrwQwaHSBwdTpFEcCBxxPvjlAQ4q6pMFYXcDamlUcVfC6exwE4vlYB4/7SCl/G2Pplz8MKOgqt03+8NBCVzE3SKiDTsiwxsKHyAHQDOvXAK3fce0bRCG6jgIdgQX/3jUunnPm7AQ3cd5w4ljD4tFDDOitS188qDx2frDgD5G4C7fM+HLgBmrMx+oBVq+3I+8fxrnPK9X1p7sRvjXXKYjZSeRRjaZqX6f1w6D3veQ8effRRvOUtb8Hx48fxhS98AaPRCG9/+9s7aU+fPo1nnnkGP/MzP4OlpSWcPn0an/3sZ/H617/+R3w7pgIAF2Wuv0eUR4GHUgYczsW1BeAW4DDO4x48iVls4yyO1Kr+CLbnR5itCxlhu3kXxO31eyHifQ+L2MASWTjbmMUBXMbxi2ewcBrA8xgP4h8Htm4Dnr/pNVjDKs7jMJ7EPfgP/CSexe343nO3Ac8uTEBDKKXoK257FrDpFHzpd0vxCE0DGDJF6MrNLIAsfQYala9W/theOSKliglg0BfzaBCks3y1XS44Vs++cAAni4FwfaZjmIWp9TpwPMEljEHDeWnIqL5XBxTqM2jyhhLksweSwL7M69CUp94G0G86jwFAG+RwukL9Lcrcz/I+jj6Jxwq4My4lWBdAdxcFx5tE2yp0z9wIhma6QDUFYegCB7ecy96xTWCyjKJ9Y/p8c6bbT30gQn87UkCkc61v7nEdAdDj2/Fj+eKt28FMIThyyOtjhlBP37z//e/HxsYG7r//fmxsbOCee+7Bgw8+iMXFRZw9exYf+MAH8OCDD+Lee+/Fzs4O/uqv/goPPfQQtre3cdNNN+Hnfu7n8MEPfnCXmB1Gew8cYqmiFK3On3WTPsubDZzwOKyjeeHVoRo4HMCV5ojnA7iMbYyBw3z9Xoh78GTzTojXv/DdyRbt8+i+IfoygP9Vf07Xbf1FYO7/BA7/wnl8Z/4enMchPI3X4b+dfxu2/u3g5NTG76HrvlPFyW10E8opVvff9VFG3Lcl70bGk95zaTStA4j83LU8ABPhSOvzofgqiZHgsxjcqYkl5a7BZs5N6gAX500VU0L6DCz4YwX8MsaD0ynrCi0F1urDChPrGBgrXUnv2tfLfGbVhUINvkNax3tLasXq6rV9p0dcc3nCkrLB/dB6NuoF4QJmMFkeCsClafUQLAVSlMXFkyixXGB+tZwm5mYD49NZ42yP7Kj2KHzJL1lw+drEoePYgiICWQ4EZeUEWHdnPvDvtJzoh2w7Zv3ZDeopZ2ZmBidPnsTJkyc7944ePYrHH3+8+f/jP/7jeOSRR3aJsWunvQcOlzGRBc6KCsu6knsKGoDuIGbErgqK3hVwZvkO/D+/uITn549jCRu4gBVsYBGXsNQsQ8zjChaxgVlsYwNLOIuj+I8jz2P1yBom75y8UL9BYhuzqLB0cRMLL2AMKl6o63sT8NTxW/Ek7sa3cS/+Az+J07htck4DW6kgfuManxsQXhOdYPHtFDD3q1PYfRZOULbLhPnom+xsITlemWf1MsQzBCbLBU0QnazJ66uvs6WxKDfjSfl2H6dPGEBkMQzuGWo/uPtxrwSW7bs8graAaq79rDLvU6Tn5QrHZzYf+U2ittzsWig48hjxN1OFOm28HI1fKCdBf67PHChs7rMHI+sgfkU8p+MXr6l3JZhJTo/U5QLXBsg9rr4V6KpLJ0G6ZCQ8OBokL3aS66Uj0Ilangd+ARxTjO2Z9lzjb57TVZQVXpfFSf7BL8HbJ6a9Bw48MPRhjySdggddnnAgge9FGRywWiPVl549hv/3zndN3NQLW7hh4QoOLFzGyk3rWKpfCbWOFTyP1+JJ3I0VrHeWKpawMQEaN25g6cQlLJ0Yp6kwi+/XsQzP4ziexe14Gnfi9Eu3TTwg0R8uolpd62wVa1udUneWFZBPfgcyXPlZ2Voul6NLLI4yr5LW3fQbvw8gCl6kj2zjdKBB+XZgiz0MCiK0TVqeehiyZ8B96kBDCWi17pGnBXo9qbtTaFCPr9Yp5EoTMB/uhE8+qn0OHdCjdbC3JWgTGO/IiRfJzbTzZrsVBoEGVlzcuLjmYhv0BNMoYwPNQWNK+szDmlbDqUSd8cz8x3bYAGXhgQKKAYL6uzNusiPglRKglCru7LjyKIuPU59pjwlr3GhZtWyYx/g1CEq9AGkK2q1yXkV0fTwOWntJYOrEGSJUnTCI3yOM4wm+hckbG28FcOscrt46h83VG7G5ejNuWL2IldXJyY7b1SyqahZLy5ewNLuBA7jSgItlXGhABHsgtjHCBSzjAlawjhWcw2GcPn8btp49OHmXRAx453LTw4gqTF4mpW1l5eTc4JnCyrw+WZ4MOLiyHY8ZOXCowKF10h1vf2NhSOviI7Q9Nk6BsIJXPhg4cBxDFoiVASUHGrR+LcfxWMn9Tl5WDFoIZSoBvNa6vCHlgZ+RpmlOuWRtz8pVgzDZIqcD2pzlrU1rxhit0ffJjfidgoYMDFTyrS8dY3KnZgK9SzDxPaT9XEZrXPLOGiYeH8pvHceRyY9WOgZVfTSNqgmDgJd/dNkt6o5lrZpnu9sknlGci1Cf5rmM8WGE+8Bharo+HocAqfyQO5YTusIpiyYGfSvqZKHfuLeBxsU9WqqPga4/9fa8q4dvxEuHb2zv218DNkfAi+z6bk4d3MTC8ga2qxG2q9nx/v94uUmcordev3wqPup90U/r/QibwPrCOB8rNbXI2RrmfgC6ik7rdla+lhH/n74M/AAAIABJREFUSyBD03UmoQsyEx607HiOANqgIQL5gJYLk0EDxzGohczti2ArPVvEeRy4TSr4nZehTxAzgHTAzM0Np7Sbm6UdCJKnqcvlGSD1itZwPBMuh7eHsschQEayxAD4erT4koWu47TzfBg0MCBwgMeBCC4HmCi5aKt4gtxYLwF7J/u4/c31Lfow/5HBLVWYZ20fv3pjeMBm464q3AsKMMJBumG8Mc8MjuO7tCTmdrtgPNdWMF5W3qepaO+BQ9TKygpoD3xn/eo3l+WEgCrT1olpJByqpXFgYgjsCJiL5QEGHhyoSQdLjT8L2FxY8AoUdE3fLaF9kp1XwemCP/WmKHDI1uIdX5FXlVGWj4WWBQc9+V067ZOg1potW1AjtNezzXDmcePiJtxY4XsCHAf1C4OGjJyi0PqzPEWao++CNWjLCkEc/ZnFSQi9IutMFY5ZUukrO5MNfG0q/lh5sVLNgMKQwsPzIB4ABxL5Ho8HNpw4TZF46cqdWxATeMgOFlbs2i9aJ5fP30jALscqcfk8PnSsyGRU4F1F2lgyorMbimAXr3BMm7J+xOj6AIeomRWjE7TOCod89ylqtcBbB+TUEfjn6nXHdbQV97KUwVahAggGQdoG5clZqwwaAKPkZid1OODgQENY6FFfZ8JqINOMmTA9wU7XNMEKrxS2XhF2i7KgYmVjhGIfaMiiuPndB+fko2Vzfv3uA8EuH9fvxr5rX0q806IHCDRjg60447lw7VZLuENDA9CMRTpESWZ9fM3Sjb0ODiRMAxiivKDIn+z20PHAc3sZ7SoHPX+3DZTvc2GlAjPFDrTnY0W/eSxJoOugsqM8zqRtobgFNUYbnRJxJjQHSvMKGO+E2C2Fv1u7M15FtPfAQYWhnuNQsrRKD1qVorMmO3uutzDeArEFnLsZOGfWRyFlOqCQCS3Ht3OZ8+8IglxGlwdWgAEyWOGykGHQMEgZcyXcYKAt5Bj1O4HEQMMpjGSZoiHnBs3InRNAbu4gHmsuPiT7D0y8DRHMyjTEmmWwqXlV6WpZLt5DqXXNWO32f0YRk8C7Ukyl3G5rPZbIJS4osGx5TYt08yqKy/hM+Y4H4k7fBK59g7+C3wHLSWxgVBjPe9C1XoDEnicdsIlyLzLDcQdZfaGko04Tz9Hq+yibl1cigQb58oMUUMfzrPXM45C0KGvmeprMPxL06gAOJQGUeRmcfuP/LIgb4RNr4jHYGOW+DGCpzsvKMSqtJ9d6T1BTtMlZjAEIQvE7AJEF0gVP7HFQYMTeBre9sxUnAEwmXghIFWQsIMNyYSWtwobBiAINSDonpPglQSpgo14HYMxvBQv86QBKIu3P8DSsA2OQSa78jmeGBwHQ8cq4513y2MS4jbEyFamEjor73LQKxpLxHnRNVpkqMu6YoSBHAKryoX2tClh/Wx51HDrA4MAaj389J6HCeJyT61zlGZPKgZLh1WqLbm0NHhUsGNCQ9gsrdrccof8L48fWoQDNdUpP8G7GUssbgn7QVZqX09JulfMqor0HDvxmTDfe9JqzxLJxGsI+Uwod0vU/nVBRuCi50qBzYEG3GWr7g9cI4IxJFXEWFYBlEo78giJut1umCJDBL2haA8bn5i9isrfZCUYWONonmYBXpBfkhEKsqYbSjQ9vFys9myhHhBO/3TK223KAJKctga9ObMwQEtDAl3QMDxVOUwkx7fdF+hY3reOn+ZM835LE0DmRKh9NHGCM3pbJSYrtr8dLNteiHJ4r/CkaLiP0zwm+xu1zIIPnAL9e3IyV4IfHjpM7m/S/eScFv/2R5xNQfoBEnf4YYfJ8HHiP/4V60mfIS2NRsfZj5k2LgncmRh3rgRZNAUz3gUOR9h446NY4ZykwlR6gCikW/kXwwBnn5MMKTbI4i7GUJhNmDjQEcIi3LobSOkxlV1TGYckb+SPfCN0YjTNU/znU4CGEY3SUTtQleAsliL0HerJXEHs19GQ/7gi1zjjK3gA4Jt3pwh/u9yhax4aCsM5OnCzWw9GANf2S1yNLn5XRzCOdENx/crYFOB8T9/eofdn9Vt50O1xRWfCYogObohzWIy1F4E5zpPQu5igDDuGda3geIhJ5KUdphPZpmI4B3kkyQuPp5DYoKwFy3LPT+d94UDWuZag3x9TRHGseDA5Z3jDE7eTnszmDsayJuAwdnH3Apw501xcEtubtwMDIfeqlve8+9jg4TjJhzr9Lk8uBhpZ8CUuWC+AJQaAhAwLKM/92oCE7yEWVFf9ew3hrKNCeZAEINH8IlnVKx3WFgGRB3FjSbAExscCJflLhs4PJ5FQAwUsXARp4X/YGutuowsuQRIG7caO7XHgbq3Pzs7LVvmfgwO8Nsf0TxMsUhj8dNxW6PGU0DbiwxKBhsc2TtbQDTBol4+ZdZa6N0A08bQAqA9PgiRSQU/7Fw8Nqt7nL5/od6MqIjiIpPZwYk4tozgNo0SX6Zqs5gHIoxUi3iOb9ISpDmBg4ZDKv8TZcQBugK9gfQDw+oh4A4+c04P0fQ8ZsBzwEv9E/Oud0XHL8BrcXaIM2ab+TwUrZytS10G6V8yqivQcOzuKOb32Ieo/dckB3ApXKaBEPOL5mlFQWdMX1Z6DBCTKlzFOiZbACzAAMf2sQZwao1kJwh6TQ9ef4PUT4sPdBgy95L3UWkQ10Tn7k9jKbTLo1lr0NHImuFjqDh7jPSxQNaGCrxQ2EULYDtLsC42kBgQPWHdLlgDj6WYBDsQxgamvSjckOaGfgLoog88x1nn0sbxX4yIB+KGA98KspP9ocvEYDuE8DNByUe9FgB8Q5LoCVXJztILEOTtZom1hmNB4ZfneGLvc5Xgw5HnR4981J6yEKkt1b9vky0HLeTpXhLGOyRiXyxNEevqvivyLtPXAI6lgk8MrfCTZ96JkQ6AxIPv6VK9iCHUkMVhgZu17LetJadXRP28ppQ3k1b/akerRMVnoMEnjf9wLGXoxQsCMAT88A60cxfikSB4wCw8BCBhR0+xr3uUbuJ0tE2u9Mrt90y6Wmzz4cy9CJawihx8AmOzrXVKzC1vFToqkAsSPpWx1DjjcAkzlB68Yubam8Do8h/Nlqr8l5Chwgz9rtnmvGh2tLq3w37nmNPcbvQUwUM8uRSFd6SDxHSJGrJyTLqt8V5E+U75ZT3DUJWB4i4/S/AvCmXJW5NQ+bM922NHl091ssYzD4hPzOlIX81We+T1PT9ek2tfLchHcDSq3xzn5d5EgdwGSCA21llry9j+vmw5GiXJ3cQye6WmMZUIolC5c3q8f1LQvlWOaI73UAT4frkd2s6hIcQluYvKGSmdbYhZj8B2Fd1W4LYl9f8ZjIDnlSr4uCrXX5z6/pVus46uzIquSMCgf0hlIGMHqBh7HUsvE7VBJkVqeWYctjsEAArG+LMz+ChqSfnRzpAw3Ka0tOaJwHT8AADQEcNHan1Jl6RgHFFzHPOt+zuWCBpW5pDkDj4hJ4jAsNHRuZDG+dz5DsSKnc0mekD89JjJloww4mHaVBlJk3JfE2zCZt2j/HoUh7DxwqjJ9hyQLMlES4nUPIhDLXiZZ6HdQqZMW2SNfmukkcZag8Q+Luf3Yv5nKcVjhNZH/Uz3ua+TTMcOPHdsMzANaXKHFUPm00drhJY6cGN0QD4eQNhnqYFreFlTyzqH2nFitMegUQRW9DEvkel1SQt7wvcq2S9NMKpWsWYmyloavsg1oWN2swmQsZOMist1bfMACj566gzxGn2eSLpJB4jJS8E6Xymz+8VBEN563BsUzBQOES5e2jUObBv7wjwgE0JpeuKTcjM477lqOy8VIy7AC0vQYOOLDAZtkAdJc3gbZxVwrCjvwJqU7I6FrmaKmsHzHae+AQ5IQ4zG++xnlcxDTgB0VLKC6iHfWslrXpEqegMlJLIbN8srL1XgV/FLMzEtRCqCRdLE+4eIBNAFWABxaQ3JklIROTPN4hocTuadl6x0pj2WTV9rnrQ0GDjqPU2xCZpdLBFno8MGoj89NL5DrWMaVVdMpTa7lHStpbXGnhuesQKSrs2AIsefW5DVb6VJ7md+RkzCBS0FC7zeNI+orX5IcCbR6IoSjnJnyxjIv+GCStGSgOBTGm4CEKNgUNfCHap8qcPS/hVWBhOSAGrQGjGVCYchfJPg2mV4fHQUkFgNuZ4Mp1XgsWThVokisVthe5SXQtKLKUN7PkmFTwOcucSXdScN5QlCNMgMMagIqi71tBVZnyCNciv3SKA5qCOQYMVG6m8F0fuK1+I7RjNjIFre3X8xqKsQ1yXG5x1vQE7Sk/05ah1BHWQT3KI61/Bz5AVih7Vr3zwsSwOLCnxPO6Vbe8Ot0FVZYMEyczmnV13QXCwFfKb9baXSCfNkgPiOL5YgIHgfwE0fDANNdW0F6a4N1JMo4btnpiG4IcULBy3I1fF5AOtHecqBGnO2+UeDdTdt6GjH/lORNr+x6HIl0/4BC/+TvIeQv6XEtcvhKDh3WgG2U8JWjI6su8AH1eh0g35FooPa5LgQHnD0Wo7vn4DsXbvLabrcJCvwCYCD1+k51GNnMQ5EE0r8AN/ly/9gEIzZO9NjsbXyXw0FoSSrwNWlZDer7AqM3vKwGdjjp1626KAmhQENRqG78CWgU60SuRHkOMASYFDiWgoNccUEDhessLEMSKeDRpQ2tuhzdT+8tN/i26znESNOc4rsoBCV6Wib7YnAFwM9rAxXhSS/IoA3F94CstLDsMi4l320Q+NmCmoQQ0RLX7wOEV094Dh23kig5ojxueJCocnLApldkKpNSMsgasebNeGgIIQGlcWi4/q4cVjip9neQqYOM+52MwAbSPr94EsLmE/ndKxBpmeBnC4xDAgS3esBpq0KDWU9bHep37ke/ra7O5P+LbeSAUPOi7KJpKCmW3qDAQWAEUxwyDj6GuVg5C68mXWe6tBApATFAoJIlTMBk5Ja9ztw8A8pkdnN6NqSjfAQf+NAGxocTdWQA1eOBgzqZMd0iSW9vnCa0nSVaUd474wmQZj/tuU76BGjxEDEa0iciBqj4q9d9gcv3BQY38wNgrw7IkKHvXTtDI5DHtmHLH8T6Nae+Bw5BBlymR+O7jWgVTTL4QNo1VLZPclV1S7EN7T5WFE44lcBIgobNnW8gdbMNlx4mS/PbHuN9R4H0zKoRdxDVwEFQUtCifmbalqNH0mUDTOBjl14GGEtsKGDqehmh/svWyaF31XJ5GWCt4S/Np5wCdoEhNytuMWY+1BHlht1EfiMrmdwb+WzyYvFpe8N4XTJnxp+Vu6gWeROxpkDExtTXpxggvLaiwmGv3iTM8IgvPg5aMGLgUofdTcGnSt/jS4MW4qburAuSWBhPLaJ6LffENSiZmqAQc9ndVFGnvgQOvx/VNbp0weuRqNsgVNPBcbH4fxORY1lpAqhBSCyfrLWeBDRFaJXIWnEP9moeVYCactd9K21k7FEj/ZUy2S7GFGgGWsSxxqP5emiSJY6HjdEcFEhW6wYrx34EHbosDTHyP21sEDkC+JpxRTxAh/04BBB9uNAS0sHWssQnaAXOTvuX50dqpMCWpAR3fJaPAjcvK/O4rT+dZBsizsaLtADDZGeQqoiVOHkfXNMddIDav90e9c/11RDG8dBLPVL1oiktcOUpZ3ew57PQFFxYv9AqKdrJHoSR4xCNc7G8Gynq4HFHwekNSzDU/16SsHzHae+Cgk9txoALDWfruWuRh4KBbNpdRH6w0h4k7zwQ7cTmZAnY07eQrEW8/dN9arypGVsSOH/dx5TZ1hks8zmrg5QnOEMsShzBZb0Xbu3AYwK0YH0il4CECNfnD7ebn4OIaSlas9lGr3aKwM2uWqU+QlRQk82YzCrXSBoDjNzgGqaCUg4m43bxlt0U9yyQKyPW6K5PnZQk8cN4hSjOr381fBy6a/HwAmi5TRIzOaJKHD1sDMFnm6Jvsc/LdYkKu0TbNUr/Gt5MV1woKS+SeZas/kgPRWqCBxmTrflYh2h7kZmmISTuHPaCSrAQc9qlIew8cLtNv9SDo5HBKLVPgGSBxgjHAQ2NBkAudScGD3u9D7q5NQ8BHpO1T6sqHCrNedJ6UrxZbpGsUFccyhKCtraMGOAR4mOsqivA43ArgTkzOl4hYhTWMz5Y4Izw2wa1SXglI6nUFDy1vA8Vm8PPu66NpqGT19uVrKShWcPGtHgenmEhws1LZ1HQJOeDjQFA2L0oehwwE9IHaIaxrnZbX8DZwn0Ym2VEBmCXDIR2QMe/yRIfMdZNUkkTlHadX4MDpM+LnoXIs6mWwz/madKrYOW6B+zTuZcioLouNwV5yA5W8RdEvB5LsW8gPh5qW9t9V8UOoOVNSpSBAmGu8LOHAB0+CxrKVl7WUeHQ8KM9ZOa68jHTODAEObudEyfLisnUZQIVrq95L8nFWGW+7XBqXtSyfYwBuR9vj4JQKn+3AMSqliPpSWxVYtdqXBJBxfr6nabPnk40bLmcIgOgoKA6mC9Cg1pdbPx6hBTCqGXJnx9JTgJJwm5tYC55Xei0bsxlocOWWxj0rK+770nNw1zvl69HFHCci70/plJl5G3S3AMdL6NZN9UTQ81O55njQscZ97QCZUiYzuJ5pwVyLeBlGEzsPV4xtE2vTedZ9qiy5n42X/XdVFGnvgYMKDTfYQyDpWj3QVdDsimflEPkVnbJS4vIjv7OCWIk5xa7/Ha/Kd6aUSkKhVLcqRs4X/KsgCdAQr46O8hwIaykVBQwhDFfQPo6X6j6GCVA4hvFSRXwzPxmQ4ZdVuaBKbiv/dn3EdXWsl1H7Z2bZSdKm/CGgMHjLglx7d7OwgtJ1XLbo4r8bbMpshbYniTs/fifgYaiyLwE7JS2LvT8MHrmpSP5nPPP1tIBglM5BaIh3wDjPTxArRT6XgM9ZGCVpC32e0RADpdMGoWqm2/fBA//m5VQGkxkgLxIvYXAjt9C8QbQYSwF0J32UK0nis79UcU2098CBa3YAQhW2s/xKwANoKx49NIhBAAcTOevPCToel51J0tNe/tbfJUHGfZJZHTGJVahwe7WdkSeAAyvj1mmVGs+gMQ1z6IIGcveHl+FOAK/H5EVbca8iHuJV1lx/PKfwTGQ7MYBynzrg0CJzSA6Te3Y6Xkt59HoH3PRtgUWdWMFbULZ3nw8bAv3mctSbpMotmDYvvYr/PAYjuc7lbNvsEEuWQaTGtpTmlZZr61IFx4VkgYx9L1fKBsQIkzeWRh/Hd8LD0D7S3x0W3KFJXBgD0RrUqIHFWdTb2UuZwIzCIzbiAvETngoXKMqxFKNJus4Ojin3XfaBs2nL+hGjvQcOs/CgQfdFK6li53x8n4kRMZfDyrQPuWe8TQMauLwSr6X/DjTo4O4Ea1FeB8TY4xCkJzBiC+M3Z2YxDUB7eUJAQ3wCOPwsMHesfST11lp9vkPwEqCBlY6Lk3DPf4R2vwwCWNNYRaauaWaRjvsOJeCh4ZX3/TMwyNzeXClvtbxE3/FMNdBykdJwWQQesg+3MQMN2v6sLM6vh32xXHDlKRXBg1L0I4MnYOL1uWAqLS1o85JHHLkeIGKgYtNxXQKrFjRo8KeCiHj+I7TmMydVskt/TNlhWnEtxuoMfTPztBRn6+C+08mp9wfS/nbMIu09cHAC01kDnFaFrSLfaxHgSqUtjAo0MpTtlFUQ89jHa6lMN0FdvVmfuXgIV3dznZcn1A3LFmm89rauKJYibq0/r6+/l7cwO6pwZXMeV6tZYHN+fK5GeIn42OesPc7TEOkVHLgdGh1vg+w7z5RbZa478KjPNhuvlvqWKVjoAx40ZIqI39Oi5QSj6pXgASHuegUG+rwcWGXiot3SEed1gEGfRQVfF5efWu4BnKKdQNuTNkPLm3zQk1IoxOwESY2bICCWkRv7Q3b8dOZ38JV5rBhEMNhMtjPG90iudcjFLzC4dX2w6NP2KnMux9SrY3J/qeKa6PoAB6YYCLxtMq6zIMgEUWZVDLIoTBoGCswzB+k5xZ1ZuUquDapY9Dv77dK5PnN8tt7LIPdbgCjAgjY6hF+c0SCVHQPwZgBvwmTnxCqA0TY215fGgGF9pq3Y9ayGDIDpb33WDBrCi8F1uLYDsO+kyMCL8qTjp0TueXL9lsJaZADHDA1RRHGoVXgrKDi4BSiiTGZYhLDzHsQ8ccDfjXH+r8CByx9yWFgJmPCczQKIWwqVYw/iPBKpr6X4tNII6Lsk9xTgmWflgGkQL+/pbrHMkGjayG+rfBn+ObttopF3ioPQOmPaCeyRpEG7f6sYqxkavAYqgVilCru3q6IX7PzXo+sDHDKrIBMALEAy0OBAh1O0Wb2QdKqAY8ICPiBoCFgpAaBM8Ll2lMCF1sVlc7ps2yYL2Na+dhWCI0w8DbweXv88hjFo+L+A5df/J6pqFtvVCFubB9peBlbmqUI35ACRHujEwOEcukGgWbnad1l6BQz6rf0K+d3HR3OfhT4fLc0KXRRRBtBbW+T4nRTx3ymSUISjdlWlMezuZX3Jz0vnnx4n7oIsOX1JgaYeB+7faHeMazomPepfBzpv+mxthY0+reRekNmh4foK8s0AKmKDuBqViy25EHM4zmHhWAYGQdkZEwVA2qsYe7wAQdFGoF6unEED2q5lucEBfP49Qu5x2Crcm5b2t2PuUo2pUEN7Eqji5uUCJ3xH6E6mErXShfBYRCuiGOhOVj5PgMtxAir44rJ4guh9blMJkGSgIRPqnDYUagamGuXNL99xSxQBHlbQIgIOd/zMv+N2PIPzOIyzOIIXzh7F1fUaNJyrP/aV1oYvbp8SA4d1+bC3wcYz9LjfVTlBvh1oc65kBwBLANMKfV0uYrc3HVylz30E6ts5uqEMAt7NTpQp7ww4ZM+Lfzd9Qa5xBg5cZmmpimUAl70p3615FOc3BHDiQF90Dydrnk0J7W+Z+zxvCmMu61eN8WiB/ISNhrbqNsa7ZbizlE8GRAFOOd0P4QUP7kyIBjxMSdmY1PsFLLRPZdp74JChYyanSEvK0+XPBAvfj0G6iXqA1ucOhFt9GeO1et46GOXoORMlfrhex3scAQy579qctZfbpcI12sgxBGzdh0BsCSEOpAK6wXYcFV5bZHGE9O0YxzSsAhtYxHkcxnkcwtpLq7i6duMw74Iq7yCn60ofG8uRSItpZwPLXceXAx/Ks6PO9QAKYakuyX96Nm7XAt9rgYcRui8k00DIhL9oV+zG0Xmdzb347Z5RwxfK53QMJQaTCpg7BkMwHf270q2zwyt7KErEAyT6OmlbBhoyI2CIgdQQg0z1IFZ0X7eJ/hA0LLeFjSne6cZyaRrKDCJ3LQtc3D/HoUjXBzhkQDfuK7EV4QLnHDEwcMqaFSyj3HjjXnwO07cCB1Z8WYyGtkF/Z0afAxBq0blrOgm5XLbAmXd2DwIYC9N4cVXJ0xD/MTkF8vX19+0AloH1iyvYvnGEtfOr2Dp3sLtkULK4oy3uuTtFxL9VYTTpe0BDaUZklnUGHjgNt2NaQdhQEscwjXJteexqsJz6UuNZc5yLiWxXAJh50xQsZMCRTxHt8264vswAZKtOPrI7CpG3uMYOo7jdif1hzwwr2RFd0yUMut8HHEqgwXpOCnlaPOpBTExx/xp2fAyhPiMnOyvHyop4hgOBjRs72XLE/q6KIu09cABy8NBngal148hNHBXWOkh5EDNIUPAQr59m6z0DQK4NKuycJd13zwnPIAUNrLCASSDiufqa29YGYAIaeOuWChNSYiOMgcObAfwigDdNFNH6uVWsnzk8iWlgb0PfcxxhEpAKTICNKmoVLA48lOpw1/tI+9bl07FVApZKLYs4qO736BdXbx/vDMIbHkShFU02TPq2T+FxegsaAqCO0HhRFDTwskv2vEpyQ+crgInSfxlt0EQnnmpMU6u/+JXyEQuhXgc6e6CpM5QyHZ9cAgp9/Qn55vz2EcbcjZu8JZN3iYworVHIJZA8hFRG6TMG2uCTAWanXgZmyameJZn5KqCdnR18/vOfx2OPPYaLFy/i7rvvxsc+9jGcOHGik/YHP/gBPvOZz+Bf//Vfsba2hptuugm//Mu/jN/4jd/AgQPZ+dm7T3vfjZmgdYrSkTuXweXRAeju8wCOz2H58LLFKtoBd2y9DQUP7lrmfRhKPCmcwAW6a/9B6pnADtoHPfHEDGHCwrIWgvUuipv+7zO4Z/5JnMVRPH/+OLa+d3D8zgkNgCspTn02QFsJa15nYSpwcM/fxSEMUbyaxglSBQ0MUq+JauA2wmRcZuOm1K98v2W5chQ77+lnovgD7X8Xd+D4aoGGF+tPjKW5icLWoEhnLZbIjYWmDbHOH4cMKRjGZL5HPa0D0fh9LQymS8RBrKZtJQCWgU4nM1OQNSf8xk13ymV8zOu4rcwecnAZ2u1SuctpGJjy/O94m7UTBDxk9TOVQOduBUf2jNUvfvGLePzxx/HQQw/hlltuwalTp/DAAw/g1KlTWFxsj6tLly7htttuw6//+q/jta99Lb7//e/jD/7gD3D58mX89m//9i4x3E97DxxKh8CwEubfis41n8vvJl4I72xpIgTyMn1HGZsYK0DeNsj1ajR/aUC672lIJ4D2YRZ/wW+ajGsdPkJx9J2KVwvaBYxBQ923L51bxblbDuP8xUPjpQnuL3UXsyeE4y7Y2lM+Ya7rLgoHGNQKcwGEPYZ2pwu0XB67OoYjbWY1d0g9DVJfFhDn/qvC4d+VZshAQ0X3BTxwW51XsAVQ4mIAlZvRjCUFC8p7ydJVkMCxPM3SHMftMPPhaahBcdQdYKEVWKu7EqI/4rTNzDICWl4JnpuZLMuuZWNa07SWZtxbP7OBGLtoDCB4pUYOl+PGsTMMdE61boyQnqkxhMeryfUt7N4KTc+uii996Ut43/vehzvuuAMAcPLkSTz22GP4xje+gXe84x2ttMePH8ev/dqvNf9vueUW/Mqv/Aoef/zxXWJ2GO09cJhHB3y3yCkzfk8zolMIAAAgAElEQVSBTjYeaM6qdOCB/8dbGuOzTOkiOIcFkW7pU4HV3Cusv9kBvWMSmLyZ8mHB4SyRCmQ1mZcWNd98ZoMDD7Smyx6aUBZrC3hh9ch4eSLiGfjQJe07oO0NyZajFIy5fnfgjbsyU+BO4WbADHI9y+sAA+R/ZxzoccAUSAd0PTAlcuMzmyd2vV8L4jdF0rh0Ssy5lhk8NESeBrVCs7ZEXaDf2jb1rrWWRXR5Aph40JbaZbaWOMJDwqdr8jxhC97NF/nNICvqLHlThipqfr4NcOCdUW4AsOIN0CC7QnrrH+h14PKi/Rwcnsm1FDwwTXHWRNzLgMMe0fr6Os6cOYM3vOENzbXZ2VncddddeOqppzrAwdG3vvUt3HXXXT9MNjt0fTwOGqDvlB1/nKdBJxqjV7UmR/Jht/FhTAL77jR5IyZgExNFyG5LFViNYg6rxOzZbpE7DZCJhLS2QynjydYl204rLoSD4bJ3ImDimQngUAOrMWiY6R7sNAQ4rGM6YaoR887r4PqNlfcQxQTJp3zwWM3K0Wst4mfD/V739arkzyzW0jyyYwFSp/M28fp8AIzSmyLlWgpY6jMlRvDLE65cfZ6ujQr2W6AhdhPoOQZLbcOCx1RrWSXrG9cReiZCpKuVbNovUlQJyLp+6pSbbavmAhikcgF9O0aukRRk8vN0c8SCbT7BswBaHLgNyk6b36NdFRsbGwCA5eXl1vXl5eXmXolOnTqFp556Cp/5zGdeEYvT0vXxOLgYDkWUKgg0GMyBiUx4O9AQ91fRvEfhpjedwYH5K7hy+QAubx6oDyyq93IHcODAvtSa0vgAsRztW/UAr6STR+SUV/DZUhKxphsdkxwf2xIybElpBVQ/b1dtPA4AMNP2NgwFDpE2CxpzPDtloYKTn32mzIdYdENmCwu+oVZi5x0C8U1bE2P8u7Y5SywFDbrNlhVhBhr4PjBxySfHALv/HdBCZ05kr0rXslx/srzgMdCABg6EdC9oG6EV18DlNQZCgI4XKR+Qn4fBxNa8zL1StuxeplwzuQmgLY+0YOf+Ze/SUOAw8NhsJjdHuX06DjRNk3GK93zouMqAQ4VXFuPw/FfGHwDYvpImW1oae7nW19db19fX13H48GGXpaG//Mu/xJe//GU8/PDDeM1rXvMKmJ2e9h44ZDWHYOdobR3jTqB0lDa6wlJRPZexgNpq3sKR+bMAgAvzK9iuZuujkdF1fWeucQDtkagR1cygW2vUTiGrjnl2wAUQ4cwvMArkGu+TqMu1hpJTIOE5oZ0VIfAjPkS3dKol4epSizQj1059DlqG2xKo4yqz+DLA4hSillWymrSOTkEuENWU1eu9oGJbc4NPSOTGaFyDAw2xtTC+g0ezDOdATItoV4H7ZErGyQRW8gpAW+3lMR0KcYRJbIOU1/IegvIB+VqrvtfBKV251geQteq+Z5/OI+XdBXNGv7ChM2QJoueodr4XPCqAV3DvyuKlneb5TBGU6a5P+X67wXT8neMPAFx5GfjOn9tky8vLOHbsGJ544gm88Y1vBABsb2/j6aefxn333Wfz7Ozs4E//9E/xzW9+E5/+9Kdx7NixH0oTSrT3wMF5C9zAcKiTySlOUFp2U2v9mn4ZWD68huP4Pq7gALYxwqVR/T6FDCS4YLzG/csVq1WiwrkkjCSqWa3IDjFY0HXNqIOODg5qyttB2+PA/DIjEv0eHgegrcSjG/jgIffcXHu0nfybwYJ+u3HT57FgXhRkDCFVkq7eEjAC0D0Nkqw9tcSc4FV+OuOEx0PfS46YHx4HI3RBsGRXYKbFBr8l0FBSiq5P2cvQCoTkmAb26CzKZ6ZbXgdIA+05qqAgmNPYFJ7f8dsoWmddMw0BDr1AfMjODzeYhG/mqTTXMhmtxKChb3eOBQ+mPOUl68/sfRR7eI7De97zHjz66KN4y1veguPHj+MLX/gCRqMR3v72t3eL2t7GJz/5STz99NP49Kc/jUOHDu0Sk9PR3gMHrpUHBw8GBxgc0MgUqVMGmUCqPQ6HbjyPoziLDSxhA0tYG60C1UxXEWbgAUDbDcqHvyhz7ux6Y70p7x2BoOviziUb9yLgCWgsPp6YFfOmxxobptTjEMSBTtqGoEyxZBNV+1+/M7CS1ek+yi9/lwSIljsNyG2IwV2MhVrIuz3uQ6kFGmK5KpRoidw2zBiAyeFBCmpK/ZqBBhcY6erh+oDJGGhAQ7RXXfQKziQgMsrtgC0H8gM8bEnGkraSa6pwS893CHDIlHbLi8BtKMQvNelCFphYgtroSmOSnCewNNd43vJnU/JkXmnXR24O8/XSuyp2i3rKev/734+NjQ3cf//92NjYwD333IMHH3wQi4uLOHv2LD7wgQ/gwQcfxL333otvf/vb+NrXvoa5ubnW7goAe7qzYu+BQ4ay9Vo2oVSBOIGs13hgKy/1YF3CBlbrvYqzqLBdzXqvgn4aHjjYLIi3Z7HlpogG6HW5tSYgB1/GzThrX7eLcV3En06oinnTdoRADGE50/Y4xK4X7o/MehwCFkrPu8/bEPlZCJUAZgYKMvlfGmcZleppErCbm/bQZwpiiDXUjMtQoqxAVRmW+IrfvFxR0TVKkoGGoBJgyCzNPkDZCoTkeeBAA5+7QG8Htd2gAFo9DrwUGd+uILNkkcm6DHxC0hX5dsRgJzwPWeaBcQ1O2cd19jCq4tehVwINcd2R66tpwdh13lUBADMzMzh58iROnjzZuXf06NEWIHjzm9+Mr3/963vJnqW9Bw4ZOeHurOJMWbjy3DWdrAtxaxYXsIINLOESlrCxvtQOsuLfChpGwOQAHSW1SubQFsDR0KwdO9QWflOlW5d2HRI8ycEv1goIARvClmfgHFpn+LsgNlbsm3I/hMeCpA9yAiLKyLwL6mnoIyeUMpyUgVJub8n6Y4HJ20uLfIYbfdQuNwNfTClAcoCVM5UKzpbVkq2ZkbSk+Eqf0lZM/l/J75bLWmMMdJ6E4pSzMSxFXE+8/IrfTTFUdCo/SVDokGfNwAzy21FzfwWTORw3ZtAtYKARw0mj//n58fPUZ8V5hyh4By6cHM/Sl8os0TZ27wCo/SOnd5l0UDklwBzGAO0IiwH1KEoXlHsF89jAYgMettYXu6AhO8ioIYfUI/pGrZH4rXnYc8EW0wZdV8WupPWEsBTrkL870fZMbKXNTA7HYoGnlp8KBxYaC5Q+7jnrQoGIW5YAumPGUZ81x3UOKbPP6nNjW/O35LYG1sELPy7XCeC434zNvpgVRwoyHIAIhQoMep/BENDAz98BW+5LBpOdF6YxONfCgOZdFMyX8loB7VeQu/nKYKIQo6LUdzoms6y6vQQaVG425YVRo88o2rdD/yV/gAHtc8g1PWuH8/BOtmwecBsciIoyubw+4OCuM1XIwUGF3TsAaqie+i9E1xc4AMNBQ9zTt9tlKNbVE/d5QtSCahuzuIQlXMIiLmyvAOtz3dcz67JF8NFRAkyB7DNii41jFsLV6raRBfWtWYayN8ChQ1GvKg0GDYvjn9l+exbkQPuZqMUQAoBBBgdRRpkOrGXWuwIDJ6QygcPPsjL/tZzsvwM0g0AOXywoNS3DgYZWHfFcgVyRMrl4AK0sxuIS2h0lQYZKChKyj1bLbSqByRaPrPR7+HHXW/WXgEAwNUffPcTAQduuXZ31ZSYnIdebOVXSgnKPZWPM9ZiL/L6Y+NY5xfwoaMjGbgYesvKy+qbVaD+CSn0v6PoBh0woZINMd0m4B94n5J0iq/NcxjwuYGXscQhvg3oZFDy4MwM6pAGMzBAHmgXzvIWSD615Gd1o7SgvAh9V4HNartdtscr2eYfArD/ZtjkV6FqEW8cuga5N+Z2V7SwUfc4lIessOmfhufzcBk3rgEgKLncpEosVK4C2t6uvDh6jGcBQia9LFgXKQAPQfV7ouR6sRFtbbA48T6AEGnhcNn2p1jlniGUPt91T0vYBpkyBlhRcJgsVrPM9J7M4vXpFSsuCapQpmO2MS7oP5M+Cy9Bx0dd3zFtpaGYxDhX2PQ4Fur7AgUFBX5S8k0+lAcP16CTicuo6rlw+gI358Y6KzvkNCh5aB8wA3QN8uHK29oKZ7ES5S8kn21LpDpfhtBr/EJ4MzpdJD8B6K6TfWsI7sygg6ZwCVYsmsyac4nfsO4Himto3qR2wcMIRkkYtskzYtpR7fNfLFhonolTJN4PZZkxyMGOUr5ojk7jMF9C1ps2WxuwZOeDYpzBcvENF9yq0LVpmuyQb+uSGBSRBqk0WMTlJUwvV+V4IeHXXWWlq+2D+u/GtXj0tW/uUv4Hu+M2enfNCOj65Pkh6V24J3JSGcHZd/5eAw27RPnDYJXIKJwMPLDxd9K4DElEHTFo3MDeBjfUlbMwvYgP1+Q2lnRRpBLcuJ+ghSkDb7alKX5cnFARwAxYlrxLXx3k52EvTMziJb9keGKTPzQaMUjWZ4ItrDMoA/6yArvXExM86244JeGGSWW3Kp443bVcGIlRwttLyMw4lNJfntWXAgAaVrBX8klaMT/6GScfEW/ySI9HdZ+hZDW6eurL4Pn+XAEN2X/MPEvgRP8DgwdGoW2+mQDWbziduq2LADDwoad4ScFAQpdsvI4/GPTkaChz6AJ8bA0OJy34V7Kr4r0jXBzgAOWDgaxxox4ExPGCyiRj/mTR6mSbH1uaBcYzDxUVgfaarDOO7BRpexOT1vFkcAluSvJc6Aw7ulb+cJn47IaVr2fw7OjzbMpZB+wANo25SVWQqZEqgYWTSbGLy9k63r5/zOHYd665pmqZktWVUso60vEz5NxdUWYdXaK7Mjy3TnQ45ZzIxOYCgnjMHUEdoeaIcOMiWJkoKIojnK1vOJaVRGhela3HdBj0XyqiACXhgA4H7fgR7Aqzjx80L/u3AA8xvVxancYAk+lQBmQIVoP1sF9AFHTqvhoDwIWOC02ZGhPaRqz/+Z8BhG7u3VLG/q2IXaBP/f3tf0yNXVm250o6wnem0O59tuiyo1w3o8SUkBsyZtASIETOYQv0CJCTEXwA9qQdM3gQJwQhmDBCie8CAHiDxBxAwKKnRk6FdkFUOZ0bZN509uLEj1l137X1uZmWFTRFbCt0b956Pfb72Xmeffc7tPVkZGLDCcWDilrlmndmRCq2Ix3ktb+Jd3ETXXc+F9UDgh5J3fgiO3H5yXaroMLReuIJljlpuFslx1OoAjNOId7wUwj9K2rXVlEGswsqlN5NnQD7wHWW4yP0uS9kML6uDFDhkJziuwAMDZ8ezBSIZiA2aU1iO5/xkXFzpD07os0JxBwRxtnENiwl78mcKRftQ0GVmoBchBT9roMxO0JfwWZmiMCNc1sf4fqpcdHWcAX5VxFm8jB/+TV22cm2sZdA8HSji8E9/Bfx99R0JJN+ReC+y4f1M6xWh7QOHp+jHWDaj1/tqlpLNJtyg4bSZ1uBFtiKpc5BzCBwQC4sIxGZhVf4ah/+z8ubwfM0kSMYbpzWjq/Izk/cCUtTXg9swmwk6xTkF5Gkard4aeahvQNa3OE6WfyU8B8CT0nZ8pcCBM44AJ/SM/G0yPkakPg18dZqbw2viOvDYr2E+Dh5KQaPrEoUCTrVS8K4DB0yriYOynLV3ll5Vx04OWfAQCYiFb8qQrXjIFLLGy0jFhsrTmQnD+WoevEvKAQ/X3zU/3XnhZLzmr87SrTHL729/uf8BwIt3gLf9dyR2lNP2gcPbGAoDBxxcR8sEUEXZDId/h1h3wLOz1cHlzqt4lG9mWQhFm83qq+UETiM73c1Nu5iiYAxCKj7jPvJUJ07xDldnUVWYzllNf1kRGHRk4KH1zgkL7WPMF/OhaV9UeI+ENu1eYVAzeB8v9NyBd7Bug27uzefKfxc3Kv21f2mf4IR4Bwb3YfV3kUZwdcJjlk3ZXFdhZeDyHVL8ljULGLY1y4i4srKBxHH90+XnlJ0qyJQCnAnfLn0HGlpgYApgyPLTcjl+NB/XFx2gcjJAw2sbxc8teXD+rXbKyI35Vrj3SleZ1itC2wcOTzH8FpR2Brdlx/0qyt6z8I68YubcAWfddcxmZ8DsHLi1twENanWYRDJTBzB9P72YggfPOe1qeYLz1ArRQ2x4jVYtEoYXBg8LjD957thxgsGxnAkyJgUfmofm31pO0Xw1fpVPammQbXv2PZ8AGhkreFjVv5tZTSZGXK5vqWTWw6iiMeboz24Ia0MCHjIFkR0mpPW3lDjVpMIB0YirFotIW/nloleWIweEOG4H5AvjxVcmq8mN8qn90ylnB6hcfipP+dqZe203VvjKv14zJa9AI0tX24d/LdA/g6+LDvWuiqv6cubOx+EKaIH+i2TaqRxHca9LBdrZK7SbdSa9X/Q7K/o4HXA093kEH3++C3SfwNCZMfwSWOmqk5luswT8+QkZOUARDnXP5cdr2Zq+OG2tzaz8MawDDCtwJfwYdB0jn1WyeV2FAfuscFs54JD10ikzm8grexeUgY4srOY3CM+WBKrjQZhWBnwI2AzoDjavXD9fU5w3EC94+6WjbD1ewYM7lwCwClHrpaU44p7DOaDH47CT/2ppYLAPDE3pqkRUufBBZJWcUT+MNa+u3ibUkVPcHJ5Jm8IpRTfRarWBS8flc1FQr2k7J/e0TzeeO9J2znja7aq4FG0fODxF7xyZoVzX2M5jl8M406RSBU5WSvD5o7vA4XNgdoZrD57h+sMzPD+62382+iGA1wH8GcCbq/9/ngPL+8DifuGJ7U6DzM5quMghTlEo/Yw2x3fLFZGPSy8UTnz8h0GQEO+AAIZfylTn1QgP80wBRTYbYnLV4GZnFaBwsxl+FsDGUQlU9PTN7MTOGfyZH9r+J9i0A/kUVMpgnT6T6wP67ZPqzAZ3DLVuMZZvVgS4zPicYWMVYLCgs/kIy+GBoWWCwatONNwBSEyuv/Iz7ZNu2WXUzxPAwOWqQJWCb1A8d58BiWwMaRgOGzIx4ynC2iXchBeeKGg9at5MrowOxKlOcHzouJkhtwZcpZVgZ3G4AnqKod+da3CY91UnUfQa5AaZ63wdeiX4CMDDOa49eIb7r72FI/wdp/cPcPz6ERaPj4Dj+QY0xFXX/FUYLPeA5bw/whoH2HzZks9r4O2XTgOqU6QqAQUfEV+dHl3aTNWWOxGCUe4o5wNs6t8JYh60lfBze8QrcgBA883iKADQ8GwGzeIPBLsq5CCjQABsztRwxJ2IvwlxkIRnqphmYNNhDHSyXR7Vsw72WygZmOYJQfyP/qGOrUyuX8Vz9zs0YV16TnFXM239KTBZp2e+/cBhMuDMylvfA8OhzLzpe5WTOhb1fVUm12Yt0MB58o44BXnBU9ZOWrYpoEHJgYZsWEb43VJFStsHDkv0FaloU69Vx8iAAw+4oOiQ3Ik1jVCCjwEcAjdefxdH+Ds+hjfxLm7i9PY+nty+g5P/foD/+/Bf8eLB7Q14yJwFdffB2idgD1jeRf+hnX0AbxGjwHAWyEyqUp9j+B2LdzAmNTezgoiKcVsyq4NsKHosU/BsAhiacOOZ2xXgBEXW3i5/jqPPWSG0lH+lNBRwpoDkHEOFzDsjTjFW+CGxGDyotYEtR6cA7mFkeSiFLVurGIAwYGAr1RTJrSDDAKQ1aE54ZOXDRxqzcsoUkmuHDDToMoVLK1PMFemkg/mJe91pBIzLxPXkZBooDUg8V5aKz1Y5KlkblC0vVPWl4CHKo1abLC0uvwIi5cVdIw2+cvyrOqvhn4y2Dxw69I3lEH2FgKtnkHvurBqG02HwQkp++fhfcPxfFni8tgIAN/AM13GG//raX/DW7EG/hPEQBhiY37EJs9wDFneB7i56pX8P/YFSd7A5WArIrQz6tUxHETe2z90DcHf1W6Wn68DdHtBlOzEMdVSuIBU28UyFPpMTVi3Q0CU/mPsqviMFHQo+B/HY21dn8B2F2ZM4SpFZdUjXCgymvOu3UUD37AvDJ0tOOb9ByZ1qSkDUKdIpEwCg3VcUmPDMXMPwvcoErWLdRprRFHnEClHjAMP+pPxpWVo8KL8ZWNZwEVbTyWRrJZMrfjP5m/FSjrUirymAT9PMrAE7i0NJ2wcOjqoB6Do2zD2HrRC5ggYGD8BqyWIP/6/7bzh+cISDwxPs3zzBAU5xgBPcwRPM7p/h3fvHOP3oPk4WB3hxfHsDDo7N7xD5Z7kX6AHE4i7QfQTAX9E7UmTKOyQMH0mtW/mioPvoQcKd1fUegIP+FR8Pq+bCpfzXunUDORPMbsbuQKOS9ocMGKgCYV6VXFlaNEloKWBQq4GiEEg4tQxoxamfyTkG544M8tKjo7Nnamlw24SDNwWuLs9wql1N45wSd/0kiBVuBhziXr8dw/GdAtVtuE4mTOHN5eOUonvuqAI6+n4qD66cHM89j7HjtkKrgq9kdIsyft3P+Rg5GaTlmSFvR04nwlXA4aocJz+ADpjbBw5nGMrBbAbiqELCWXjXsRQ88ABYoNfbj4Hns7t4++FdPHn9Ke6/9hb6T2Cd4l9wjOs4w/XbZzi+fYQnr93B8btHePvxEfD4Vr/ksVr2WIOGY4z9IHRb4+M94NFrxJD7cBbPRnl08OmQHT0L8LACDeHEWH0auxrMCi4gcZkyIZP5DuiSk4IPp3wiPTWLO4WD5P2aYoqR2C/TOOozoOQsCO7AMEe6PTZAY3bkOIPKbClCgcTJKKUhX1MsUNwwYnVwfSmbhfK7TJGyZc9t346wA0sahu3n+hcw7m9uds1h3TKIa84MgLo+HUrTAYcpwCWrYw7vlK8z+zv5/F60RjUhyOoB8H0hAwcVeFCQ+AFU6tug7QMHR66jVshZw4LC8vtsdqHAgeOHr0MopH8DXuA2Tg9PcHb7Oo5wvP7dwRO8hfv9v5tHePyRB3jrwX28/eg+cDjfgIdjjLcesgKO359X7x7dx8Zhkp0fgxRQcCFUId3BGjQcoXdiDOCgdZABBd4vzfeZctZ6Boazh2wmVVGlhJzQqeI3iW2U1SKofhXVWR1C6VeVxQdtzTFU5DMM/BrW6T7BWLEHaDihe3XWZMuULqsoT5G/NqZaM5Tk4KsM8HERuZ+02lotdsomMB7XFXiI+4y/4EsBgrtqupFWpcxc39WtzK18ZxjuYOEytPhRoJKBkstSVgYFicELk9uNlbVRBdicruiQnjiNM1zdUsUHEJxsHzjcxkZGZtsrmdwMtAIM7r8OmvgtDA+qMFe7LRaHH8J/fvQMJzcPcIwjHOEYBzjBCQ7wBHdwgn2cYB9n3XVgdtYDB0byhxgLr6Xkx8r40cewOSOCd104CiHP35jYB/ARAPd7oPAQm+2SsQOiQv8KGnSZhcOA0ndWjCxOJhCzQa68Zf8zKkHDeREoGNpLwmXKNxhiR8mKQhkz8GCKZwEi9ehxXr5yW3QVPDi+GYzoz5GeVSLWFdeWuiXPkYIHRxHfOVNqGsrPFMmnilzlRDUpydLn5tL4Lk0k4S9bDubBgX8dRy3Zq1Txzc9V5ihvju/smeafdWmVNx2AG+hXh10+1xp5TaUdcLgCuo2+sRxgqJC1CgfXQaMTVoM2wi1W/3UvOKcDbCwQM+Dt5UO8ffgarh2e4Matd3FweIqz7jrOuuvouus462Z4vrwBdNeBW+fA0d4QNExVeFHOx3dXOzB454XzZO8w9me43+f7+urHlgZW8JwEl92BBf4PDAVDnHXB5zi4GaICBwWQSlMAQ1WPkGclKRioSH1K9B0rf5bUrIRVyqnzYnbCY6Q/w2Yb5FziZ0sTwLgP6e4b3i8djrXMe0fhnlN45nO+KaLzoXFjv5oQaLtyn6nAAyQeMGZVSRWoKs5sR5j7OQWd8aLvsjJMUeBRjixtB2A4HsfNwB3nUfFVAQCV+VUfeC+kbRL0AXRc3AZtHzgcokdymbUhQ4ctlM3KIwMjwHhQAMUJcKt0Y+niGMBsDy9mt7Gc3cZSBclagJ0Dt95dpXsd6Gb9LopK2XH+wfsh+uWLxX0MFUrMItmvYY5+SeI1YDbfHFj10dXvAYZHaGteyouuIyt40Dpm3wlNz21TPZT4TvAomMnSdKBBqRRAapNUxapodArAcIo7KsZtk42r7nhgYKgWhX16p5YGBZmZ8yYTgwP9NkVGDf8HbVdtB53JZ0tammaMWQUQWTM55c3N6t51Ei7yCNP+FPCgfGcAQikDFNU4ccRlUABQyUcu/1TAxelWfHC4aty6ScBlKAN1mofmvbM4pLR94HAb/ZHT1WwjAxNA3ilZGWeDlsPr8gAPLM47FOWxhI0Od4ThEsARgKM9zG89w81b7/bZdf3Hs9YWieXNDZBg/lkI8j70N7GyPLBC4VkfsN5uOZtvwMJHAfzb6voQQ4CzLuNKaXZ7w6R1S6kqfhXWGbhTAFLN5HRAO+DgQMgUwTOZssOQKguEgoz4sQ9AWBBiBq95alz+rHqQgkf2qwgQ4XZQcEXyc7Z8MEVDKL9cLxrXAIisTfU590vnOOva0W2ddONe+VHKAANb1mLcM78u7eznwEKlFFuKbYriY1IAxDxo2aLsGW+apwMXKmsrcKakYd8reFC+dMtvVn/PsQMOBW0fOMwwBA6OFIVmWyeBYQeLTp8N3uyUsmzGqoMiC6sK9zHw/NFdPFePYA3LgwrYKMGwCvDXOZd3VoFivVy38hneA/A8pnKMfnt+JpHN6J2Pgs4cAizoFlUWxFU7Mv+a71QLwyTib0ro0kO1FBEUBVeLgS4VzOg9V77m4U7/VGJQEssGerAT86SS120BjWsABXbWrGhmwhGgdf28mgg4haT/Vdmp4msR99EMaHCfU571XQVcgbxMGVioJjwVIFG5kvHC5W6F1fRaslfBSKX8tRya1hTAoGk5gOauyvuOLkzbBw5qbVByCqTDxrSdHWfMYeNeZzQtAeM6fYs/9mRW0NIiFQQshA7ldxwfoWIP+lAE9CyEQ4CGAC9hMeF8dW2Y37uZvS41ONDGefOPZ3DOgXIm6S6a3k4AACAASURBVGXA5UpAQwYYKquCO98g4jiLgSp3YKx9OG1W+sCwXTkc5xfXWMbQNBzv2n/4OHNeomAAERSNpFtE1UESWO+scG1eCXK95/+soDLwUcWr8oh0Wn1Mvfyn9EenCDMlnJED/Zy27kZw8TmfjOeWEgfynS+8O6MCDXqveWdAA+a5S8PF1fJzfo5e4Op2VVxVOq8QbR84aK4qPGLw6g4EXUZwyibreB1y50o3gF2nbz0L0KB8VDMLVt4KbhQ4zAB0/D2AYitmh43zJ7AZ0MqHfjZ8hiEfurPCLVUEv7wkEWAhzrNQ02dLcLIvxQLjNnZxJpECBgcemGb0nv0U2CkwKNuWGcQKm9MGxXOKv4VgmVcGPw54aHi2FrBPA//Y8bKVhgKo+XBsTAHVlTJT4OD6tKaTgRD+r/G4z0e6nJcuYVQKSN9XkyZXN6rwdKaueWRdGCZ81RZuzGWysgIbWbmrfLtGuNbEswKozFMH4N2Cj6s6jnoHHK4wx6rjOCWVydsW8lYFx0KAn/O1GpBOQLBgVL8A5cWdqc9LEvw7kv+LsDo0iB0ZGUSoENBdFu5TxCpI46cH1ER+j7EBDY+wAQ6ctlMgCsLCarGQ90FpNZjPPK+fq2LO/BmAoaXAORWGMo138Z79UILxmcTlDq0WDy6oKn/OBxim4U4PZV45b77X8xoya4MeMMbLGdwvOwq3eufAvKNMyTvgwE6KmqZLx41hVVCaD1tLFHzrREHTUz6c4p/B10sFKjSMU/AVcflc3WkYrnOVtxyWZUJm/agmDa6NKlHn5IcrfwaOQrZlwGFHJb0c4NBSHEquI3OHzdB2Rlmn1IGug92RQ9I6Q2nxG/eHJmxYBh6i32GxvIv+WxbqlU8MMhCpZvc8wNkxTX1BsoHNTqPqRBl1rAdNMT9O+MSVnSkdlYLFfRciS0ilt5KbabM0ZUuDO+kziGfmmYZkfhQwVLwwMKlAAyt/DaO/fQytEJB4DBqADXiI3wW+d5JR1m/5vlKcDmzymNawOglRYJH13YoivDrlVUrP+V9k8pLlTWu5QtPScen44fJXy036bKosDgrQcdSI69o0u5863LJ8dhaHlLYPHCJX7riK8Jky5dJSxq2SOfTsZh0Z0MnSBIZCgpWfKt0oO3/+ly0RkX8MpgWARyrMmeabOm3ta9d6ayl2YJjWUt7pzomoh1YdchtO3S0xidxo1XMVMhN8hM1m6vG+tQUy4jlfBUdO2UZaFSiZUlG8vMIOknr+Oyv+ajumk6p72OzumA3DuHEVNHVcueduXd2Rzpiz9BxIjvjV8cdT88zOT2mlo2FU1rGVcCpPbM3UNDm+2znlgIPyyum4MjBPMcnQM2AqGaRpuHslbdPsHIfn2AGHgrYPHBTpsnkrG0huQFdAYiZXxwMoTJUfMB5gkDgOsPAAcIAEhvdDeR9xA1jEEoD1daD8b1Ech7o5/+AtljOqgcntxnGiHXSJhgUap8N8uPhrXtlSEBGnjOb3hDiIWmc08JWPdXYUypi3Z0aZFDBo23I+reWVitQ3Q0FDAIkDDEFDUeej/hWWh0Y7MaDUtDhMPNdxBPhxlaWh6VdgxKVXzco1vpbJgecsLQ07ZSlG01NZmoVXucYWPw5XAQa2VLYUdvVeHS51F5XKbFePVdtn99vXgB8IernVFp02Oh6TNnR0oqvwsteOCPPfCQ63d5ydqPhdBXaiLKpUGTwwn1FP629f3MXm0B9gMJNWiwWnk4EyJdcrOE21Erm2iXSyA31USAxAgyrMGTYKj5SSFUacSbVLIiPdrqhpVKChUuS69BAgwClxSNiMD8e7O5sh44OBC58WGb8CNKgSGViICtDgFLxTtPw8mwQ4oN/Cbpr2FGJF65S8hsvi8302HpUuAoacQnVhFZi4beOQMJp25vB8WY3CsiLKrFbHrI60XNzHtL2m0hl2FoeCtg8cnEey4yZD5g44RHh3zoMiZE5L+XKDjcNnz/l9S5hpGDYt8pKFo/XgilMi2US+EvTs5KgDiGcJjNxB91yH2jY8Q9G2UD6zutB0FXQMZtW6k4EzIPCwJh2hbgY+FUxwOFbeCho6utflDc1rJvGUV32WnS2Rke6SUNJ3Ua9x3UdvbQggsTeM5macCh4y5+TM3O1msllfUSCqFH0pU2IXVWyRH/sMMY8ZwJ6iRDPZ55R7K60qjspIDqfO0KA4WXoZWHR9Q8unbRxhHM9MLCf1OaehzxwPWhetb9jtyNL2gcNTyrkSAkraebRjZCg7SyuuLNj4vVP2LUCRgYYWgFCeXZmC1ksFARzit1Kmqtw5H3agcgJdQQfzqeHZHKrCWs2MTOrzwcBh/bVJNc2HUuW1dlWMvGvCvb8sOaBQnf2Q5a/nPeh22ioeXx3gCGJgoOkoSNBnARqMpqoUSLzXCQGzo/2sSpOV3VLSqciBV42b3Wfhg2fethxjQa2kncTJlL0D1I6vKo1MwfI7nhw4eaI7uDhOBmgUNMCEnQpyIq6WvepbKju0DqpnLv8dXZq2X41L9IdA6Xa+oExA6ew8iwMKUwEIp9BatVEBBwca3Ixcw/MaXjw/Qi5UQ4Adxzr0Eww+KMRCTtcsgfHuCU5TZ1bKqwoR1yYKHmaSjv4G4EKPUs46SFx5usCK3WmBSIv9DKoZfEdhMvDAYRyAcM6Xmrcq/szS4f4ztUBDXBkoMJBgZ0iyNqhyUZCt2egsNK6qePi5KlsGo84knimG6FPOoubyhbxXnnicKBjnfs28TNluDIxn0BlvWb3FVRWpC6djk8vIbau8Kn+OrwXG6V5EqyhvUcc8QdHyOT4daNB3jq5fgNf3ic7Pz/GjH/0Iv/jFL/D06VN88pOfxLe+9S187GMfs+F/+MMf4re//S3efPNNfPrTn8YPfvCDLXP8MoDDGfJZeEURLvb1K+dqcstm+S5NJddBp/LqgEQrLA/wGIzAULGD7mPms9hD/yXM1YhxMwgHiBwQ4V/s4miVm/00tLwswLW8dgtt+AroUoUjrrjsU9dKmVTJ0g+eKtDQWjqowEPwzwBC+cvAU5D6M1RHRXNYPathZq7wyqUCDtoHMqBQvcuU4xRJ1RrPLq9MGTkFG2H1DAft8wqCMv461OVulUWVZbxTi2FWbgccKgDhAAnLpgqQuTSVb82Hy+LqtJM4VftnfegV+DrmT3/6U/zyl7/E97//fXzkIx/Bj3/8Y3znO9/Bj3/8Y+zvj3c0ffjDH8Y3v/lN/O53v8Of/vSnl8DxywAON5FvFcxmpfy+6mSt963B6MKoYo8wlZDUQas/tUTw7EMRvKbDR2/HAUnLg/7ZocRp1WeE06WGRRJH61rT4zrgmYOrDzvIq3V+faYVzocTOWIwoM/d7gUHEPhZi8cWXWboRfkywKDPNO4+poEG8m2ItnSC240bZ0nMlFKmBFR5u+ectgOnDFIZ7GSgQceaG7uH8p5nw24cdPJew6gSd1Qpcn5WKUeXr/M5cfI2o6wsyrMLr2CLn+tydAZCL0vaN16BD1D9/Oc/x9e+9jV8/OMfBwC88cYb+MUvfoHf/OY3+NKXvjQK/5WvfAUA8Ic//GGrfDJtHzhkprGWvG+BAhdnCmiYSg5AKCk44OduZq7pBGhgRc4CRS0PAR6OMZztcPpVvTIv2ZqtS8MJGX7HvDN4mNQGLlBLEl2UXNxsl4QCjgyAKFU+FrrLYSbptY6K5nAVYHBheVmC89cDnTDcoeNIZ7Mu24ocENfnbidDvOO+7hTOUtKYSdysq2WKVv2GdBw4UJ4Bdx0nmeVOSQGX8s73reWQ1gRO4zmZkNWXS6cFHljuVbJFSdPN+iL3i9jJdRnMf4W0WCzw6NEjfOYzn1k/u379Oj7xiU/gj3/8owUOrwJtHzjcxLDTOnIDjd9lnb01G8ricZ4ZP1M7czVDSmcP4dg392uGnE4sJ3TYnNoYQiLzT3A/ne1ls6eL6Gc3Uwt+mnu942XmJDj1EKWpXfq53DNQ6DB00sziOh4ypa87LipwMPWAqGwXhQKGeKYWh5m8J9CQKTU3C9Q4oPAo/rvnGRjhcDo+3BkwChqYR3cPea7jLquHDBioXNHzCLh+q3Hryl7JFS0Hx+V89efydvGzfDKZ5eK3ZG6WnwOSVZwMZMSJtwvzfk3Ob+mylKdzctJ/7fjwcIjODw8P1+9eRdo+cHC+CBm5QRgcZ+cgaGefMrhanZAVYva+VZNuoALY7CRYJdoReMji6gBSj3a3BluVUbeiThEU7qqCUa0luiQyysctVSjxbgS33THSuSzp7oeKph64xGHdOQtTyIGOUPyalgMR7PjYAA3xqFIEGUiHCatUTQZa1eKUr4tbKT0Om00INPyUZ8zjlPSmlFfTc7Inrg5ccLypsnaKDKiUeys8AyndOVPVyRS+qrwjvzgzBucA3i/l/L8A/O/Vff5BjIODfpl5sRiimMVigQcPHrxPvL132j5wYGIB5BB2pvDcLDYDCJmSi/sK/UZeCmBcOVzeGYVSXQK9wJ6jBw8rWs77D0SFdYGtCez4yIcmsfmtQvyujoMnBhCcj84inVXBbZmChIlwDCjW4fVbBx2GSrHDeBZQaaxsZwGTc0yMeKcYbv/UfLUzKEBoIVblUSs50pzRvYZ3AKDKw5EBDUws5GGucZ/NuDkbvWYKX9Npzeojnk4kuO9p9SqwqPJTE3qmZF2ZnYNwXGPMZqCpVZfu3iloPo2VyxFjUceuOzOh4snJ5Ky9uE75/JYKqMKko/wEuTrU/I6BHjT8DcDfi4JeBqUE/Y/VDwDeAfAfNtTh4SEePnyI3//+9/jsZz8LADg7O8Of/vQnfPGLX3wP+b+/tH3gkDVsRu6dDrYKOOizLFw2uIOqw5mq2Y2mycJsVPYwj6+E/eJOv3MigINutdSPSjFoneopnfHMn/Pm8sWPnTSzwa5xeZ1YrU4DEAUMlSErUph7JlWUqhS5MioQEoxFOC2g2y3B6ThlnnWeKcsWLj0HHip+JlpiVEnqlls3VqqzOyJNXVPv6HmEUcWaKXblI5MB2XMejxloYD4c0HD3Ln9gs7zIjtHZYVkZr8xvBri0HJlyhrlm7ecmd64PcFtqnTieeOJT+Vu4e+XP3QdxXkugH1PvoAYO21mqAICvfvWr+NnPfobPf/7z+PCHP4yf/OQnmM1m+MIXvmDDd12HFy9e4OzsDOfn53j27BkA4MaNG1fEb5u2DxyUMlStHVXfcSfLlKRSq4NlfDleVPBU4EEHPg+uBQd6jt50Fvd3Adzrz2yIwcbHPjNwUCHkULy+z4QBP5tRni4OgyBVCEG6J17jD6wkymi80OWDOf13YCBTkvoJaI7D8VgSx72CBebNAYbMT0PzmyXvmBS0MA+tLZjAtAGCcV/JZp86FnRmm8Vx5xzEzJfjZv2a81YwXoGHiqdsrPPzRRJOeeL8nWJWBapp6RZJztPJms6E5Xdcj1pHagF0585oelXZdft3Va8LjC2mU53mL9LG3DfXoOFvaAOH7dHXv/51nJyc4Nvf/jZOTk7wqU99Ct/73vewv7+Pv/zlL/jGN76B733ve/jc5z4HAPj3f/93/OpXv1rH//KXvwwA+PWvf701nl8ucODBwKQKpuo8WbqOuFNXna9S/lnaqr9UcPDgClof0hRe7uGM9w6GH03qgOXd4cCOuDyjiEHC/FQH0lS/qW2QARNgWH4+fwIYO7QFgOic2Zx3ATiTfZZxZoLnZRHOI2YZDmU5vwe3TZMVeWUF4A7jFH8AFeYPGMe5yHKFW75JHCKzGS8/c0oQwOZcjQmH/fO4YgBRAYfgNa635JkLx3lV7zRM8OJm9C5drkMlp8xVsTNId13CjWF1bHbAp+KblypYlvAQaYEGp/wVCDK/ChxmFF/zU1K505JvFjSEjK2QcSbsL0p1Ont7e3jjjTfwxhtvjN699tpr+OUvfzl49t3vfhff/e53r4i3y9H2gQN3jmwSFANIZ+d81fBZ59GrG5DKQ3ZfCZ7svYIHXVfs0H+8CncwPGI5li1OsVEOB8NdF2pWZEEQMxFgXIccvhofKpi4TG5XTDbzY16YPzahLuHLFOHXX2ycYm5PzPIDkKqfgI5rlkd2omMABllmGih4x0iL/yxs5hjpwEErrpzXoErPAV/tY3ZpQgAD+8tku6lcugocOMyt5Or6XzZJcLJAJzIqMzLAwPGDRyVWmgoauH71wC3Hv8o0V08Rh+WAWy5iBRu8VbrO1YFOUjI+uW05L663qTqb89MlUwUpa9DwFoYn1FaFvKqliqsCIK8ObR846EDUgaodneO4e47HV9YHGk/JCY+46iDLwI7Gj/csNHnQcAdfYnUK5D42TpKhjMSE3R0MTfsZ+s/KxPetulR+eYBma5IcX2eFPLBZYMayS1yVpzWgiJMy+aTIys/A8Diot/CpmONin/Dm/EMIcds5hc3tyF82ZRCicbQ8al1wFoTM8pA4i6pCd/UVxIp7oNTPYS0XCkb4qqDVKUKd5XLzKN7jpTCXP/M15VwRlR0tZVoRx1PQ4JQ+TzAcSOcyA8PxCYzbL+SoOlirgo0zYdYzdMlP0+ayufrm964ts/YHMP72jAqofWBJwJfrS8EYTrCxNDzB+Hs4O7oovTzgkHXGUCQZKna/rBQ60KuB78BCNUgc3y5NXrMEhmg74q0FyAE2H6yKl3wM80oBLedDR8hqhsS8uFlTRio02VHSzRwVCDrwEG07KDOG1ganVCLPtUAIJVX5MRgeszKu40h62iciTre3isuHKZ2O4w8SincBGsLaEValKl5cpyyBmIOc1sSf+yOhWwGHIKfYAfRC+RQ9oJv3cbmvuD6zBoIYCnhWhKrUuAzd3hA8cz4VgMgmIqC0XLmdgo84Lrzmwc8zwBBtE2UDhnKDec/GsSs3MAQgbmYe8ugYvfXzWPmKTKnPZPKuVScpMVDga2yXZIAdH2S709/HeNQlpfXYegs9YAjgEO8q2p5z5D8ibR84XIS0g/Pg02dAo2MKqXJtzUBaaSmxudfNBliYscf1+oAeh1po6aJyGgvSJQa+6r0+U2HDv0MJ6wSxS5PD84yJw7mZECuEGT1fK29DmVmcZ6qu/ziwoOBHQZV1qNSCMZ/srxGAwwmq7MwFUJyMqm8CiyKIR1VwrvMWAHcKTNuDlxg0Tedbs74Xy4byGaTr5QpomdfWxEQBrsub82/JIe1PazJgLwPn2djlume+sgmRKyuAsSIn8JqVr9U3RqSWQ71mJ7dyOOnLI9AQvgyn6EGDntvQ+h7OVdBVpfPq0PaBwxRnvSAWLICfzXK8TG6Dwk9555B8FZ/DZ0DBzabi/WCL5QH62VsgY0erWVdFCrIyRahXFj5H9GPBzwI5c6zidJkUPCjACoXiQMNS4mbmY2fizWaWrRHg+qilUPBZ5wHGiiGsFSEImSokq2ApQz8tmud+AUopcODvXph0qrR5bGsRMuXN7Zj137h37aVOiwpEHWDRfub6lsolRx2GoGiwZGH8TRxod8CAy5b1e+adedZ3a4tgWOBmGPpZXTVxRetJrZm/ToybjJ9zbIBHtSRxleDgn4u2DxwyRBxXNjUCG2XRGpSajgqAaoaQvVOF68JmwonjOSHE6esyRncXG5QcxMccn6I31blZpcwiVdA6wQ65BpCJL2U+oLC8jqgCXZ3ZHEDkd0G85hzClc2ODBq4XBlQVHDKQj2TE65dq/8cb/3OLHc0if0sKtIvgGYf/4rrFHS0mqktUffxyNYpeS6zW/KowEPVJpqfU+A6fqsxnqUBeCdFFz+Ix4LDbBk/jhf1F3HAIQMRTDo+neyx7YdhPXKZlsDl+vRFSfuy2x7tnIIrMMNCVq0ZUygDG5ehDx44eTnAoRJM3GlZqUZcvmp8vmZ5V2EcmGHFk4EG5pt3g/CsR9d0mQcOuwRwPMd6zXhkwubBoI5DM/RI3FgjFESwsnZCygEHwAskV7bsw0gZiFABF3y5JRktT5ZHxrObjWrbc5hKecC8qyhTLAqCNO91m7qAwHhmVX1Hg08qPbiaidcU0OBARFBLyWYAoIOvR/05q0FQrPEvkvdaTh4jrPR1PLUAGPs7KZivxiUvFzKvzprr6sDJrUiHLYDB4/rPhO21FyKn1LMzVZx/TwUanMXBLQdmHf8qBkUrj39c2j5wUHLtw/95+yGQC9hMMWfCIv5nCoPTnjID47g8g3P+GK4sHUQY3VkF4F0WTG79D/BmxWCO1gHZC5kF1BE2oOEQQwGY1V81w9LZrLZLpfydn4hT6JqO44fb0eXpwIK2b0UtQOT4mjJZWpNaHFyiXIjWLPGCJ0kyb/FMFZzOeJ2fQ9WXlBx4iJ/zjXBjN/pgxjvkmeOJ37Hy5klNR+914sBhuA+r1UB5c3U4FXhl5XCyluvFLcG0lkWz/Jv6cob6wLYZvWPwEJTxNcPwuPigOXqfB2C3q+K90csBDizfMmGeCWvX+Z2HdpamExaVYnO8uzA8i3BxOE++clqDQ51ie2a8zDzvM/Obs0YYZTHD0LoQPwYNzKP2GF5mmWHYBlwnrt4qUMfpq8B3AFHpIj27UlBVP+B8KqWTldMB4BFYCOHmKr861toJZO4TTvsIZUoK8EBhqsLLss3qJguj5PqX6yus/DldJ1tceZy/gfqKaPu7vqT1pc+qestkW6uONQ7XUZZP9RXJrP+3gDqA9jJIdgprAhjW+e1hc+5Lh43D+RNsdkDFku+zJO/droqKtg8cGDTwMxfODTYXtprVO6oGWFOYYzzYHD+ZB3YFHGIWsnaU1LMdMtK17UzCBBCZD+sp8gzQ8ADDGVXWVjwLC+HJZYk6qpZpOJ1MWEaRnLOkAjUHDl2f43dTwYIjzq8CERcConGWPj+M7bg688qOtXYCWc+raJBTakHOaa9qR31+GeK21P6B5Kp9MXjncjFvHB8UjseD5u0wXZDyoIAi48PVm0tb/1+kvhVYafiYzHBYzgfm6vKo+n+J2IKqU1ETvjusAMQcwD1stnCeYHOWA7DbVXE52j5wAIZKy/UX52ynQkE7CSsl5xyneQDjQTUS4AnvzFs1E5gye1Ahpx/DWbZQuc4w+fTC7HCkGYC9oWIIq8MDDH0atEwuKWDo3BXrth3dqwOaEzzKT9yz0GUQofw50OB45ngcd7SvPkOhyba5lhB1/I7kUwi2dyQS71/XDOHN3koXcXbjttD1eu0zbj2/UmBT62dm7jO+XF3GvQOsyk/IDe0TkY9aKDheJjf0nXYnBWLMlwtTySpV0BXo03j80wlDBaqnAsESPLDvDlMGFpJTSTMgGTK0CwvEk1Xaf0M/pp42mN+Ro+0DhzghUHMfKEu6OtN3ECst7tThF9FaQ8zIzTx05qLAIRvgPICzsG6wDxyvIkKAAgYJut8Z8BaK2L60OmpYlyf4a5hMThgq38CwrdRb3AkeBQKujbN4DohUsyHIeyfQR0LtAt7kGj9z6MxoUJf79Ee/yxFtKA6wmSOeU+ZcXq0nrcNsrFTAOgOEmr7y5/i37ZLwkyk2BQSZcnfxpgIdx7fjS4GtS7sCWNkY4fsqTmtMOj5CHilQV8DW4rXqMxciOaW0le4ATPDyb7w8SyJ22O2qyGn7wOEpxooyU8rZFilQfPD7mCXONwpGS6hb/TgdVTQq9BjUtIQag4UMNAx4J/46DD+d3bl1amB8dGpnwgC98lnVC+bD3RLx05lja+CrwHJtls30HKkyZ+dNzY/P1HcnaLrZZFamrB0vShdNy80sO2BzrLYKODn4yM1+W/fBp+PFKbhMmYPCZUty8d9ZBEKZ6ywxAwSaZsWLSyeLq0trnKbjQ8uagVCNp2Fc36zqWilbInVgTfnnnRyZPxbzxP2MrYrKX1ZvjsfRc7etPEBzlgg5enN/dWUfkH44LnOwvCrBYJn4h6eXAxziA4QsNLLZKoBxx9JTwoCNs0uYdJNTzhQ0ZFTNgJjPTIAzWs/2VsP858G6PlaXI6u1ocPYx0FPe+swODBFQUNYHAboXHirgEQGHJwycuQE7wwe+AFD0KDAQQVIZc3gPJ2Ccgo4Cz/4r+fsB5FzqoIcVkRLYCDgdPYX16x+nQKpRjqPQQbqmRBWRcrjoALIDPQCPGTjR+u5BTh1GczVhcZpAQYNr1T1Cdenszbi8A5UKH9ZGZUv5UNBQzUp47QcwJtSb1Wao3gXSSiYSCwPTtYM8oxxeMcE3NEU2n6tLQDcwFjAWCsDn+Ov+3tn2MzKTukXSjO+CSBn97eUWfZfQYMKTxbmemgLC/xsdsJ5RdiwAiwZFWtEPYqV64G//riqC7Y2qDMkUyb4smdu+YDfaxmd4l0rzSJeAAr+JK/jW2dLLk3OV/NSsMfhMx4B9KCBP6TDtE8/OSmQ15X1jA0FDXGvY0aVid47ZaNKLYCApsHlV9DACoXJASIGDkHZUgsofeWnkzAKHJxfBpchrtmykiu3oynjpAIert5cHtpOLYDE9a7gyi3xOWJ5lPFyUcrGP4D6IKiKCIxrfWbAEUC9HLnbVVHRy4FbroHVvD04NtT1Mp5VK2g4wVhxEoDg5FSoVjMAFPHiGQt3LqcbbA7Ba56HWH105j6G24jUj+E5RQrltPoIDO4CuAfM5kMLQ1gZnDJUAVHdO0ClZVXKep56mOu91ntmcaisPJmQZx4c8OA8MqG73EN/8ufd1YPiw1LKK/PmgIP2N5g0snpySmbAdyN9rbMKWFkhTXxm8V2/0varzOs63nS5a0rZYN5nYz8jF96lmQEbSDkynrK03HisLIEM/rKxHnmHzHDLPFMoDZtVaIY0kvBVf3d5nyPxj7xowSq6qnReHXp5wEGvI7MZ9+IMiXb0X78yGPH0Q0F3sPm64YpCoPGsT1F9JZBhrloMpUq4MmgJR8nF3dWDbDYbxOW9hx5w3O3Tebj6hU+DU1YZKHDPtXxTypqRA0+ZsuN3tzDOU9sziJWPliPeOyXs0lDFltZlAlTVtM/v+SoNAwAAEnRJREFUs7SV4nlmoWj1VeVLrRaaN5c9U6oaVseN8srhKyUeYTILQQZYtR75FwBGlaoDGpmy13Jm+XKcTOE73pW07/NVAYMu/wLjetJxMMO4Hvmd/tTPqEW2bbOdFWxpDcuAOEcyTQFUms0L7DZWXIK2DxzO0Le767QANuvD/DlpPXI5SL/l4CRHAAayPnQHm1c8CHUbEjAepLo0wdQCD65DZ6ABxNPR6v8iPrutIMl9OXEfwGsADob+DPFjxeVmIFPABGDaj9LVemj1Nq4/3TufAT23LJItD0UY9aHJFLu2ESsDDc/KSONof+KrEitQDVcJQScwtR6y/Dhf53indajvsjJoOAeYMmDiFKjraxlf/D4Aght/S7kHxnXq7kH3LbDsgIPLx8pDKoeTVyqbGCxM8WXQscz14fp95K++KhdtF0tTjrS+IGhwcojjvADwV/eyw25XRU7bBw7AUDkByD+vyssPQWpt4Gcw74CNv0OY8CkID8I4Q4FnNk4AZw6WTmBqmEqZOgV2SM+XADr261APYWDjGHoXwEFvYXgdQ58GXqJwsxQFDjpbceAhE6y69dbVjw5u3jfPB9DE9RY223pZgDFwyJYqOgyPMXftk4G7Slm7NfWsvrjses36Q0ZOualyyYCDAzcVSKjiTyFVMNlYyepK+2JcXd9zvDFwUR4ycOfulfdKimqbVkBPy8j86/jQtuW6jT7OTsQKPCIcgwX3HxJXLXlVv9mWvqxAcwb2glKskiG4y9AOOFxtzuv6dK2XSaW5hMlQoW5P5K09M+D4YDPA+EyDagZVCTQndPiqpAMzS4OV5yF6vvEaMRUUVoa76H0b9jZggWfe7FDYAg6VSV+JhYveA/kg1v9uhqDKd4oTJldPpbwdL1NHhQrNChxNAQ1KrT6k4VyemnemxFwcx1vGZzbD03ZQHqv/SlmdcR/TewUbjj9Wsi6MKkVub+2XjmcHiDSvSk7wPdclT24qC4PKLm3jCsDxM2e1ycYr5/t+UcZLS74wffB0+lbo5QGHyL3TBxkQCFb5y34ZBWiIcJERL3vc7/0GFtjMwtmZSp2qskGnQiMTAtWszw1inh1F3kerfJb3JYGIcA/A3tCyoBaGlpPUwrx3AjEDAg78VPcq7DUPTncKoFElnrWXy69FUxRgBZBc+FZ+rp6y+MyfKjXlR9shq6dK2bi2rBSJUuv5lHrisiK5537jwBJvUwTGy3iOtD2y5QAtizqhunq7SPvy2GQApI7KWhcuXcevC8P8tg6Her+oqsNs/F1ovO92VVT08oCD66wAhpaBbB+8flLaFUP9IyLuKTagYrXb4PhgM+DC+gCM18idQFRlrB75U2s4W1vmdJborQiPsQIP8sXE2d7G+ZEtDZFGCzQocMiEoQqOIFWgeu8G+JRTD5XHij8VXDOJn5WneuYUiApY7iOZANN0pgABrSMHmJS0v2ZDxC3naF0rf6qMXFmngJyLvHfldaDI3bs8FNzoltaYQCgoyfJxQKtVJuYjM6u3ZEc2hrOtljoOMrBXlSEbw66+pwKILFwGQF29ZaC1og75wZE74FDS9oFDh+HKxKDTuCUL3hnBuyPcyIhlDD77gUerfschtjXeA7p7wOO9cefkLJxp3CklXW90itMJG47PLePOgFhgtfWPyv0Aw50TnOaSrplVgZ8DGB9ktKr/2JUSPGbbFpmcsOFwWkeaVuaDoYCrBRoycKNxWwqNw/GvUgYVaHD1EFcnnJWXjDdWgkFO0fM7Dqs+JNpfq3ZTvjLgXcWZQhlg4DwUZGQ7EbiuK8Dg8sh2fDheua+A7ivwkIG8anxoGm6SozKp4lt5yUCHawtHnHdLG3G46pfFvQhfOypp+8Bhic2uigGxknJoj5V+WB34+wv79P7OKq1s2+LcxOv66/EqCAtdIB/YQTxDAcYDwaFqJ5wq9B1CLXwxdD1THaYcuNG1UN1hsP4yozLARyDLgSvOBKy8K7FiV14VGFTWEAcEFCypcoa8d7xlZcgUfoTJ2jmrA0fa11ydVCBE82VQw31D+yzH07rV/hMm6uhvHYZ9j+Mob47f6pkLo2DNKUpVssEL8+vK68qfUQZUpsSp2kDT4zTdjp/qnuMBw3HnlmRdXJWHTBlg4/fumQMdTu65/xcBC9n9DMC7SdzJHWAKffCQyvaBw8A0xF8gdAo+Gk9P95qh/0og75TgE/nOsVmSmGomoln1MYYKkTuaejSDwqgAaM1QtEj83s0Cb8kzVfqxE4G3KnJ+IfR1LXRdX/FVxnfgP+Ec4GGGtXVIwZUrb/ZMQYMDO3HvzLDV2K5mPk75V0I3m6108GVWheUAkqMKaHJ5FTRVykOBQ/Qjnb1p/lrH2n+i3eN6SGk4Pqv2mtKezF+lpLL/CmLczoDLAofs14rX6g8OIAVlcd0zjqdtz+9dP+JxlFlipvJQTbyqcaxxXDoOYFSgIqjcVbHbjpnR9oEDgPFZDUwx++fn8XGLeB8kVoN1R4nPqKJoMzXDBz8rALLY8zPScDyM7N21GjiZcGkNpBi4cc+zv4irFgeXH8frgOFnnN+h+6jXOH0y6M64bA48TKUMNGj6lTLiugHadcthXHvwdYoA4jBZGfQZl1t5rCwAGXDKQAQLe753MzYth6YV/eYYQ9CQKRfX71QJKtCoHHGZ11bZmZxzpFKluCrK+pGWowI9FfDJwIPrcy6+hs9ATfbM9R2Xh8oamPfZWJoCorK0gHF6WX/RMDu6NL2E6tMlifBH4JltAIKO3un72fAd7/1ncsJlCfTr9OxsGT2e+OnmGH1g67F8pbDVQZWcYKlm4/r+Fl0X9D4Gt65burzXg/s5eqDw1ur6N2wARGztZOIdLfINEHUoy8qTDeBM+GWCWYVpJZC1LpwCzvxXKoEHeMDklK6+Z9IZID9zCsnx60CJ1k/0kUjfKSH1PWFSHhSItBxvA3hwGYOH0ZKZhMvOK3BXvec6c2m7uFmdOvmStRH3v0ouaDu1xkSWhpIDo5p2Blyyn+Y1BVTH1S2jZjy4dDKg24rjZFIGOi7E1FS6qnReHXoJwCE+LBK/mM3y6Yfd6nksN8yw8UVQluVjQVkHCWLhuRZqARLuYggUGOTElZwogzV1hNP8poCJ7FlmPQDGeaoCUOF+KGks4gtxJ9jUuZ5Kyf8jDPuTUNss5xvhnPHF/Lm2qf4rZfWt10wpqLB3lLUfK7ysPBmP1azXAQYFC26pIlOa2t+532aAwQlnBgC6ZXkm4TQvBQ/cf7Pyu7oBPMALYqVYAflKUTply6TLl65sU/uxU6BVHXLfUJDGCrKlFLP0s3bRuFrGltx145955HynODG3eGReHbUAB4Chlfu90m5XxXunm+j9HDpg8JnhAcXzA2wUeXEcaTYrrIQAD56BsyDnw6dX8oel7gHHq6UM9SvgvKpZ5pTnitadMM4GlQMPYZXhsi8P0AMmBmszbCwxYfnhL5DGe74eYAAiOmKsozqtZh2tmZmW0c0kIq1MOAK5gC/7mnysSpWXOoheZGakvDPfTilVPg5MwVOEZXCgW3U1Xy1D5LvAGDAoaMpAw8CvRsiNYQcCYZ6pg5+Grf5rnSpQysBN5MVts5Rw7r6lzCNMJRdcn+Z4GXBQnrjsTC1FbccOcgCRgVSVz5kfk0snI9fObixuX/N9oGj71XcLw10VTYVaAIYI48zzTmg7YBHKn49nXa//x3LKOxgChw7AnV7pRnx2DovrVCXYEnIKHNysnsO6QdoRj0FrIc7OpQEGgqoDucJiNEO/1MHx5yacWCSyZSWlSlC6+JlS0N0IAMZWpUg0ABG/k22pXMbObOVtOY1WykVBQ7WbZEQEgByI0l0FwZfzgWCQF6es8pHdTgirUuJ79yn04CGz2rjyals7q19r/DFYDf7Cd6OlvIOckqv4BPL6askMDpNZyFoAStNTvxPXVxXMOfmk4fm5A5kZuI7616WrqcCBy6bk+EqNAc1BdgG6qnReHdo+cLgJ4BrawKEiHWgX6bjaWdnJiwXGAhgfGPXEMHPg1215mxorFL7XGQq/i2dusDCv8dOZhiovpQASCwBLBg5hfeDtr8BmhIUS3ZdwM2ycS1X5HlA683F9Z0JOhdWUvqL9yq6dK1iA3HOFOuDgpHwwuz8EEc4TPeM1lDn3w2oWNiA5DGy944h8ULg+uV9kDo3al+PnQLK2oYIHC3iiHebjd5qOPtd75SMLo6RljnpSa0MFIlgBZ8BH7xmw8Dsdy6DwVdncuyoO57GQcK065DJUslafOx8szVcBkcvL8ZjxnQGgKp115N2uioy2Dxxm6L9IBgwHTqY0HAIOckLKKd+MD77XA2E69Gv2A0X4XCKRYlVkHLMzh7KDrxgo1Qyi4j8bgE7wL5N3M2DjdxLOkKwUWVkGSGCw4LZtAuMljKDVZ3H5YCGtd0dTxl4lJAf5KxiIK1sU9CNioHcz8y4yCfC0l69DO/7ivToBZrsoLCkIikT3Nq+dQqzS1/6qS11aHgfYSisJMcP8VeV1z9w4AIYOu5kCzNJvyaYqbvZMJw/xXsM4JemUMZMCZA6v4K9Dvzvm8erH8kHJyWB9prtrNH62jT3LU/OJcBkQyNokqytOc0cXppcHHDLho2H1yqjUCa1qkLeUMIdbC7t99MrPWRtE6C3kcYehoI18VJC1+M6eZzOK+LES4jpTawWA4RkN4STJijV8G/j7H5kSDVJQEYp5BnR7m219zPdVUAYg1n/CZ4UBg5ZxjqE/h5YnMuKZiU4ZV063sQymgtKVl3entJS6JbWiBJ8EHiKf6CNT03fbgRX0DoA3xuBhQHHmiol70f7AIJnz53c65pzidlcXR9Njmgoe9JdNlirFrffAUA5FncR3a47QnyrbAXiETZvG2TXantydlbQueKKkdRY88M43Bzxb5MADkmfZ/0l5XaVA+uChk+0DB6YpAkJRMw86Tsc9V0HtBsFMfsBQ2C32JCFSCpn/ReR3jH6gRpRMgKmQ42vFvw5cDQ8MB2yAG7tlky0GrFzZtyPen2JsYXCjlXfO8FJHvOezMtQBlZ9zXg6kMDjZK/rTOYaz8dhN4j6KpmV0oIFJQUiEWS0BdRlfHGcGdPTdFE56MjGQYRLwoBjnImMwtgLP6Krxm6AhSMZQZnmbQjoO3FkTSk7+VCCC88rS07DufQs8RJjROBXS99quDBoeAnh9dQXGVq1oK21PN7RV9qhlR2U7L3MpuFNZ7kAWJIyW28nNjH+u5/JbFdezlxek3a6Kq8nxRTOUjxdXN5BUAOq9C6PpqjmNz0pIGQLG68tB83Fejn8eLAp2XLYOPCip4OgwNBO6YqyFuNv26piNsBlxQfm8DGAICEJphxNq65hw944dM0lJrklPKXUWFQY3sZskfDn04DFQGE6Tif/zqaaQvNkxcwW23vMkxSUg9aIC2y0TqELT2aIbh/y+6ZtxBVSNqwrbVrNd99+V11EGHirelByA0PS13JnSDDkQ1oYADrFUwcsXrfJlwIaf6WQonrNc1V0sWV4qs7M2deCm4j3S2tGlaGvA4fx8JTBfvNMDhxfoZeh5FoF+L+h3hnF8Fy7C7tHP0fNV3OvonTZDhkc+APpligX6GepNbHYQRM8rgEMsyzxDfy76M/rx5DeQLyPg0EURNyiy4TRiiyuHX6LXhzewGcjBQ8R5ltTL+hjqZXIFhoo80DmDgT2MPyzGI1+Bw5NV+hlwuI4cOMS+6xZweC5lCZ4038jnDJvKVUmnzrPPJS4oz+fIgYNqpQqMZcTHrCuvRb248cPFDdZjLMTV9V1OOsYPp/9+UfDOfJ/Rz8kK5kl54/oAhvImk0WurC5dvmpaWu+R1jXiBdiMf5V3KlNUHpyiF2ExGTrBcAhwfcUvSPuGEgNDbYN4FrxcE161Lzke4qr9lOXmpQwE7/TJnmtjPYUv6GUo/SDGPyxtDTicnq6UzZv/Oi1CdIopdR7hnl6KtfeX/nP1+z8vm5Ed7ciQjrO/vkReLktvr35TqSVX3l39LpLm1HwjfeDVlFf/pHR6eorDw0PM53Pcu3cPf/vb/7zS9O/du4f5/DITgleT9n7961+/n3OBNb148QJvvfUW9vf3sbdXnM2wox3taEc72tEW6Pz8HKenp7h//z6uXbsGAHj27BmeP79av4T5fI4bN25caZovk7Zmcbh27Ro+9KEPbSu7He1oRzva0Y6adHg4PBnvxo0bHygl/37QtZfNwI52tKMd7WhHO/rHoR1w2NGOdrSjHe1oR5NpBxx2tKMd7WhHO9rRZNoBhx3taEc72tGOdjSZdsBhRzva0Y52tKMdTab/D/JAQR74u1TkAAAAAElFTkSuQmCC\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# example of plotting a 2-D spatial parameter\n", + "params.plot(nrows=99, which='hru_slope', cbar_label='my label',\\\n", + " ylabel='North ->',title='slope')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "# plotting a spatial parameter that has an additional time dimension e.g. rain_adj which is \n", + "# nhru by nmonths will result in the printing of a multipage pdf with filename the name of the parameter\n", + "# each page will be labeled with the parameter name and month\n", + "params.plot(nrows=99, which='rain_adj', cbar_label='my label',\\\n", + " ylabel='North ->',title='slope')" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "gvr_hru_pct parameter failed to plot\n", + "gvr_hru_pct parameter failed to plot\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "../prms_python/parameters.py:226: FutureWarning: set_value is deprecated and will be removed in a future release. Please use .at[] or .iat[] accessors instead\n", + " df.set_value(p, 'value', params[p])\n" + ] + } + ], + "source": [ + "# if the which argument is 'all' four files will be saved including one html with single valued parameters \n", + "# in a table, and three multipage pdfs for time series plots, 2-D parameters, and 2-D parameters that vary \n", + "# by month\n", + "plot_dir = os.path.join(os.getcwd(),'plots')\n", + "params.plot(nrows=99, which='all', out_dir=plot_dir, mpl_style='ggplot')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Currently spatial parameters with dimension ncascade are not plotted due to difficulties with spatial representation. The output directory given to the function will be created if it does not exist." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/notebooks/scenario_series.ipynb b/notebooks/scenario_series.ipynb index 697cbcd..a7a93a4 100644 --- a/notebooks/scenario_series.ipynb +++ b/notebooks/scenario_series.ipynb @@ -6,35 +6,33 @@ "source": [ "# Use `ScenarioSeries` to check goodness of fit for a series of simulations\n", "\n", - "The `prms_python` module provides the `ScenarioSeries` class to set up and run a number of simulations at once in parallel with a common purpose. One example would be to do some sensitivity analyses of a set of parameters. We'll show this application below.\n", + "The `prms_python` module provides the `ScenarioSeries` class to set up and run a number of simulations at once in parallel with a common purpose. One example would be to do some sensitivity analyses of a set of parameters. We'll show this application below. This notebook is compatible with Python 3.\n", "\n", - "## scale snow_adj and rad_trncf by multiplicative factors\n", + "## scale *jh_coef* and *rad_trncf* by multiplicative factors\n", "\n", - "The example we'll show modifies `jh_coef` and `rad_trncf` by scaling them. " + "The example we'll show modifies *jh_coef* and *rad_trncf* by scaling them. " ] }, { "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": true - }, + "execution_count": 15, + "metadata": {}, "outputs": [], "source": [ + "import warnings\n", "import sys\n", "sys.path.append('..')\n", + "warnings.filterwarnings('ignore', module='numpy')\n", "from prms_python import ScenarioSeries" ] }, { "cell_type": "code", "execution_count": 2, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ - "base_dir = '../models/lbcd/'\n", + "base_dir = '../test/data/models/lbcd/'\n", "simulation_dir = 'jupyternb-scenario-series-example/'\n", "title = 'Jensen-Hays and radiative transfer function sensitivity analysis'\n", "description = '''\n", @@ -51,15 +49,13 @@ "source": [ "At this point we have only initialized the series, but we have not created any new scenarios since we have not yet specified what functions will be applied for each of the scenarios. We'll do that next. We need to define a list of dictionaries, each containing the specification for a scenario. First we'll define a function with the signature `_scale_fun(val)` that will itself return a function with the signature `scale(x)` which scales `x` by `val`. This function will then be used to scale all the parameter values by the same amount, `val`.\n", "\n", - "In total we will generate sixteen scenarios, with a cartesian product of scaling factors ranging from 0.7 to 1.0. This takes a bit of time since we must copy rather large files, currently in series. We should probably change this to operate in parallel which would be safe since we only read from the same file, not write." + "In total we will generate sixteen scenarios, with a cartesian product of scaling factors ranging from 0.7 to 1.0. This takes a bit of time since we must copy rather large files, currently in series. " ] }, { "cell_type": "code", "execution_count": 3, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", @@ -93,35 +89,10 @@ { "cell_type": "code", "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "0\n", - "0\n", - "0\n", - "0\n", - "0000\n", - "\n", - "\n", - "\n", - "0000\n", - "\n", - "\n", - "\n", - "0000\n", - "\n", - "\n", - "\n" - ] - } - ], + "metadata": {}, + "outputs": [], "source": [ - "sc_series.run() # alternatively sc_series.run(nproc=10)" + "sc_series.run() # alternatively sc_series.run(nproc=8)" ] }, { @@ -137,7 +108,7 @@ "cell_type": "code", "execution_count": 5, "metadata": { - "collapsed": false + "scrolled": true }, "outputs": [ { @@ -145,26 +116,26 @@ "output_type": "stream", "text": [ "{\n", + " \"title\": \"Jensen-Hays and radiative transfer function sensitivity analysis\",\n", + " \"description\": \"\\nUse title of '\\\"jh_coef\\\":{jh factor value}|\\\"rad_trncf\\\":{rad factor value}' so later\\nwe can easily generate a dictionary of these factor value combinations.\\n\",\n", " \"uuid_title_map\": {\n", - " \"bceb006f-c395-4b5f-a0c2-4a9a79d98e56\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":1.0\", \n", - " \"258b275f-3f3a-4fa3-a836-7043332a0700\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":0.7\", \n", - " \"ba38e1a2-076b-45b7-9c5c-0fbda7482675\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":1.0\", \n", - " \"a002fd0e-7473-4d85-a80e-ec933020abe1\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":0.8\", \n", - " \"773b208d-526e-4184-94ce-d298a1c41023\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":0.8\", \n", - " \"3b21594a-6fbb-4cd9-9f72-3301c7319c44\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":0.9\", \n", - " \"245cf634-1a4a-481c-a1e5-9dbd067ecc9f\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":0.7\", \n", - " \"32a013f4-0905-460e-b718-40091ec94fc9\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":0.9\", \n", - " \"e0e34fd0-70eb-4cd4-86f5-b4d9d474695b\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":0.8\", \n", - " \"816c4513-01c5-4adc-a725-c4b2229612e2\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":0.7\", \n", - " \"c1bdad12-6700-400c-b2b7-dd8568041250\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":0.9\", \n", - " \"ba005649-0534-4331-b0cf-41a4d4ba0ca7\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":1.0\", \n", - " \"455ae4c3-f24c-4142-8969-a643f7157628\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":0.7\", \n", - " \"0598b3f4-3aa7-4979-bf02-ad5fb5da6fbd\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":1.0\", \n", - " \"916d997f-b78f-4457-a6ec-f6853c13b92d\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":0.9\", \n", - " \"b41116ed-bbc1-4ed9-82d5-b1939a98ff87\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":0.8\"\n", - " }, \n", - " \"description\": \"\\nUse title of '\\\"jh_coef\\\":{jh factor value}|\\\"rad_trncf\\\":{rad factor value}' so later\\nwe can easily generate a dictionary of these factor value combinations.\\n\", \n", - " \"title\": \"Jensen-Hays and radiative transfer function sensitivity analysis\"\n", + " \"0a151f07-add4-4e5f-bbfb-50f4f20bc2b8\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":0.7\",\n", + " \"88e3c4b0-6984-47c0-9307-ebd2ae5eff00\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":0.8\",\n", + " \"a5726cd3-7d52-430a-9f93-45217bc862ab\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":0.9\",\n", + " \"99af81ac-b242-44f3-8bf6-9443d0689b11\": \"\\\"jh_coef\\\":0.7|\\\"rad_trncf\\\":1.0\",\n", + " \"b3b2ef40-a125-4eb2-9f1f-fd159c96a5d5\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":0.7\",\n", + " \"5e8bb47d-503a-40b6-8e2c-a738fdafcc51\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":0.8\",\n", + " \"6610caa1-5c55-4d61-98c8-3ce1bc68ee69\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":0.9\",\n", + " \"3c67d688-ac9b-47c9-83bc-370d9b66796a\": \"\\\"jh_coef\\\":0.8|\\\"rad_trncf\\\":1.0\",\n", + " \"adca93a4-c6ea-463f-a9d3-e8d0763693e3\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":0.7\",\n", + " \"d0abbd5c-d7a7-471b-bda7-63afea3a4142\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":0.8\",\n", + " \"8793a5ab-f07d-4ef1-877d-f7519fdbdbfd\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":0.9\",\n", + " \"a3394a0f-2525-4c15-a862-f485dcb01a3f\": \"\\\"jh_coef\\\":0.9|\\\"rad_trncf\\\":1.0\",\n", + " \"1e190ed0-fcb7-466e-a7ab-b357e6f66c4f\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":0.7\",\n", + " \"438b4ebd-2867-4410-81a3-420a906421fd\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":0.8\",\n", + " \"54a18b71-b538-41d3-8cf3-db562182b7d9\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":0.9\",\n", + " \"60941270-3f89-4a48-8a25-2ba0aeb8f844\": \"\\\"jh_coef\\\":1.0|\\\"rad_trncf\\\":1.0\"\n", + " }\n", "}\n" ] } @@ -173,7 +144,7 @@ "import json\n", "metadata = json.loads(open('jupyternb-scenario-series-example/series_metadata.json').read())\n", "\n", - "print json.dumps(metadata, indent=2)" + "print(json.dumps(metadata, indent=2))" ] }, { @@ -187,15 +158,26 @@ }, { "cell_type": "code", - "execution_count": 11, - "metadata": { - "collapsed": false - }, + "execution_count": 6, + "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", + "\n", "\n", " \n", " \n", @@ -250,21 +232,21 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -274,21 +256,21 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -298,21 +280,21 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -322,21 +304,21 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -346,21 +328,21 @@ " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", - " \n", - " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", " \n", " \n", " \n", @@ -376,27 +358,27 @@ "text/plain": [ "statistical_variables basin_gwflow_cfs_1 basin_sroff_cfs_1 \\\n", "date \n", - "1992-10-01 12.672978 0.0 \n", - "1992-10-02 12.380729 0.0 \n", - "1992-10-03 12.098553 0.0 \n", - "1992-10-04 11.826214 0.0 \n", - "1992-10-05 11.563455 0.0 \n", + "1992-10-01 12.685159 0.0 \n", + "1992-10-02 12.404567 0.0 \n", + "1992-10-03 12.133535 0.0 \n", + "1992-10-04 11.871843 0.0 \n", + "1992-10-05 11.619248 0.0 \n", "\n", "statistical_variables basin_ssflow_cfs_1 basin_cfs_1 sub_cfs_1 \\\n", "date \n", - "1992-10-01 1.688785 14.361763 6.713994 \n", - "1992-10-02 1.279037 13.659766 6.408216 \n", - "1992-10-03 0.969636 13.068189 6.147110 \n", - "1992-10-04 0.735709 12.561923 5.920571 \n", - "1992-10-05 0.558642 12.122097 5.721056 \n", + "1992-10-01 1.688785 14.373945 6.722778 \n", + "1992-10-02 1.279037 13.683604 6.425554 \n", + "1992-10-03 0.969636 13.103171 6.172768 \n", + "1992-10-04 0.735709 12.607553 5.954316 \n", + "1992-10-05 0.558642 12.177891 5.762654 \n", "\n", "statistical_variables sub_interflow_1 sub_sroff_1 sub_gwflow_1 sub_cfs_2 \\\n", "date \n", - "1992-10-01 0.635161 0.0 6.078833 7.132162 \n", - "1992-10-02 0.478970 0.0 5.929246 6.783353 \n", - "1992-10-03 0.361898 0.0 5.785211 6.489781 \n", - "1992-10-04 0.273988 0.0 5.646582 6.239191 \n", - "1992-10-05 0.207857 0.0 5.513199 6.022259 \n", + "1992-10-01 0.635161 0.0 6.087617 7.137637 \n", + "1992-10-02 0.478970 0.0 5.946583 6.793885 \n", + "1992-10-03 0.361898 0.0 5.810869 6.504972 \n", + "1992-10-04 0.273988 0.0 5.680328 6.258663 \n", + "1992-10-05 0.207857 0.0 5.554798 6.045657 \n", "\n", "statistical_variables sub_interflow_2 ... subinc_snowmelt_1 \\\n", "date ... \n", @@ -408,11 +390,11 @@ "\n", "statistical_variables subinc_snowmelt_2 subinc_snowmelt_3 basin_potet_1 \\\n", "date \n", - "1992-10-01 0.0 0.0 0.090081 \n", - "1992-10-02 0.0 0.0 0.087334 \n", - "1992-10-03 0.0 0.0 0.055202 \n", - "1992-10-04 0.0 0.0 0.044329 \n", - "1992-10-05 0.0 0.0 0.044942 \n", + "1992-10-01 0.0 0.0 0.112602 \n", + "1992-10-02 0.0 0.0 0.109168 \n", + "1992-10-03 0.0 0.0 0.069002 \n", + "1992-10-04 0.0 0.0 0.055411 \n", + "1992-10-05 0.0 0.0 0.056177 \n", "\n", "statistical_variables swrad_2490 basin_ppt_1 basin_hortonian_1 \\\n", "date \n", @@ -433,7 +415,7 @@ "[5 rows x 41 columns]" ] }, - "execution_count": 11, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -442,7 +424,7 @@ "import os\n", "from prms_python import load_statvar\n", "\n", - "ex_uuid = metadata['uuid_title_map'].keys().pop()\n", + "ex_uuid = list(metadata['uuid_title_map'].keys()).pop()\n", "ex_statvar = os.path.join('jupyternb-scenario-series-example', ex_uuid, 'outputs', 'statvar.dat')\n", "statvar_df = load_statvar(ex_statvar)\n", "\n", @@ -460,26 +442,24 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": { - "collapsed": false - }, + "execution_count": 7, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 16, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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efPNNdXb29l+1tLTogQce0I033qjTTz9dTzzxhJYuXapvf/vbkqRVq1Zp3bp1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\nlJREp06dWLx4saebJoQQQgghaokaFSAfOHAAHx8fYmNjnZclJCSwd+9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"text/plain": [ - "" + "" ] }, "metadata": {}, @@ -488,14 +468,11 @@ ], "source": [ "%matplotlib inline\n", - "import warnings\n", "warnings.filterwarnings('ignore', module='matplotlib')\n", "warnings.filterwarnings('ignore', module='mpltools')\n", "\n", - "from mpltools import style\n", - "style.use('ggplot')\n", - "\n", "import matplotlib as mpl\n", + "mpl.style.use('ggplot')\n", "import matplotlib.pyplot as plt\n", "mpl.rcParams['figure.figsize'] = (10.0, 6.0)\n", "mpl.rcParams['figure.dpi'] = 300.0\n", @@ -520,26 +497,24 @@ }, { "cell_type": "code", - "execution_count": 19, - "metadata": { - "collapsed": false - }, + "execution_count": 8, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 19, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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PY9euXejYsSMAYPDgwcjLy8OOHTtUC5BZYkFERNQErF69GomJiW7bN2zYgEGDBqFbt26Y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KAAAg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\n63n00UfJyspi4sSJA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"text/plain": [ - "" + "" ] }, "metadata": {}, @@ -547,10 +522,10 @@ } ], "source": [ - "from prms_python import load_data_file\n", + "from prms_python import load_data\n", "\n", "data_path = os.path.join(base_dir, 'data')\n", - "data_df = load_data_file(data_path)\n", + "data_df = load_data(data_path)\n", "\n", "data_df.runoff_1.plot(label='observed')\n", "statvar_df.basin_cfs_1.plot(label=metadata['uuid_title_map'][ex_uuid].replace('\"', '').replace('|',', '))\n", @@ -586,18 +561,16 @@ }, { "cell_type": "code", - "execution_count": 21, - "metadata": { - "collapsed": false - }, + "execution_count": 9, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "0.61349294467779569" + "0.5985845573889427" ] }, - "execution_count": 21, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -619,36 +592,32 @@ }, { "cell_type": "code", - "execution_count": 25, - "metadata": { - "collapsed": false - }, + "execution_count": 10, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "{'0.9': 2, '0.8': 1, '1.0': 3, '0.7': 0}\n" + "{'0.7': 0, '0.8': 1, '0.9': 2, '1.0': 3}\n" ] } ], "source": [ "idx_lookup = {'{:.1f}'.format(val): idx for idx, val in enumerate(np.arange(0.7, 1.0, 0.1))}\n", - "print idx_lookup" + "print(idx_lookup)" ] }, { "cell_type": "code", - "execution_count": 27, - "metadata": { - "collapsed": false - }, + "execution_count": 11, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "[u'\"jh_coef\":0.8|\"rad_trncf\":0.9', u'\"jh_coef\":1.0|\"rad_trncf\":0.7', u'\"jh_coef\":1.0|\"rad_trncf\":1.0', u'\"jh_coef\":0.9|\"rad_trncf\":0.9', u'\"jh_coef\":0.9|\"rad_trncf\":0.8']\n" + "['\"jh_coef\":0.7|\"rad_trncf\":0.7', '\"jh_coef\":0.7|\"rad_trncf\":0.8', '\"jh_coef\":0.7|\"rad_trncf\":0.9', '\"jh_coef\":0.7|\"rad_trncf\":1.0', '\"jh_coef\":0.8|\"rad_trncf\":0.7']\n" ] } ], @@ -657,22 +626,20 @@ "\n", "modeled_flows = {\n", " title: load_statvar(os.path.join('jupyternb-scenario-series-example', uu, 'outputs', 'statvar.dat')).basin_cfs_1\n", - " for uu, title in metadata['uuid_title_map'].iteritems()\n", + " for uu, title in metadata['uuid_title_map'].items()\n", "}\n", - "print modeled_flows.keys()[:5]" + "print(list(modeled_flows.keys())[:5])" ] }, { "cell_type": "code", - "execution_count": 30, - "metadata": { - "collapsed": false - }, + "execution_count": 12, + "metadata": {}, "outputs": [], "source": [ "observed = data_df.runoff_1\n", "\n", - "for title, hydrograph in modeled_flows.iteritems():\n", + "for title, hydrograph in modeled_flows.items():\n", " param_scalings = eval('{' + title.replace('|', ',') + '}')\n", " coord = (idx_lookup[str(param_scalings['jh_coef'])], idx_lookup[str(param_scalings['rad_trncf'])])\n", " \n", @@ -681,16 +648,14 @@ }, { "cell_type": "code", - "execution_count": 33, - "metadata": { - "collapsed": false - }, + "execution_count": 13, + "metadata": {}, "outputs": [ { "data": { - "image/png": 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EEMIq2XoL2raPXgghhLBS0oIWQghhlerK/cyVJQlaCCGEVTLY+MsyJEELIYSw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\nrCFca9CSvrSzs8OsWbOwceNGrFu3Dk5OTujZs2d7http+Pv7Iycnx7x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AQKWkpGjkyJGKj49XZGSkgoKCVFZWpq+//lq7d+/W/v37r3qecEVFhd566y3dcsstPvfVXvmzHPUHH3yg/Pz8q8ZCQkI0dOhQpaWlKT4+Xg6HQ2FhYXI6nbpw4YJycnK0bds2r4919uxZffjhh00+e7fffrtSU1OVnJysbt26yeFwyOl0qqysTJmZmdq2bZvpRQIlJSVauXKl/vZv/9brfi5LT09Xenr6dbfp2rWrhg4dqpSUFMXExMjhcKhLly5yOp2qqqpSSUmJTp48qdzcXGVlZfn0HHkrtJWlyb3hbc9BQUFKSkpSnz59FB8fr7i4OIWFhSk0NFSdOnVSTU2NqqqqVFBQoJMnT2rPnj26cOGCYa26ujq98cYbeuONNxQaGurza8jPz9err7563WegX+47JSVFiYmJ6tq1q7p27arGxkZVVVWpoqJCp06d0smTJ3XkyJGb4qIjl8ul119//boX8YSGhiotLU0jRoxQdHS0IiIiVF9fr7KyMuXl5Wnnzp06evSo6Woxn3zyibp166YJEyZY1ndmZqbWrl3bZDwhIUFpaWkaOHCgIiIi1LVrVzU0NOjixYs6deqU9u7dK5uN+0AAAAAAdBwBjVat7QkAAAB46dFHHzUct9lsV4WNgwcP1vTp0z16hrXL5VJQkPG1ptOmTVNtba369Omj0aNHa/jw4YqOjvaq58vB5c6dOw3nHQ6H3nrrLdntdq/qSt+G5bNnzzZdgjshIUEzZ8684c+hoqJC77//vvbu3XvVuN1uN7xbecaMGRozZozX/bYkt9t91WeiqKhIv/jFL5ps16NHDy1ZssSr2mafF0kqLi7WrFmzmoxf+xmVpLvvvltTp05Vjx49bnjMhoYGBQYGNhl/+eWXdezYsSbj1753ffv21bRp05ScnHzd47jdbm3YsEErV640DOpsNpuWLl2q7t2737Dna+3Zs0f/9m//ZjrvcDg0adIk3XfffYav1UhdXZ0OHDigrVu36vDhw0pISNCiRYs87sns5/fKK6/otttu87hOSyksLNQzzzzTZDw6Otrrz/G1du3apSVLligwMFDDhw/XiBEjNGzYMK/PTYcOHdLy5ctNw/gHHnjA5ws5qqqqNGfOHJWWlhrOBwQEaPTo0Xrsscc8+l5dlpubq507d2rLli2qqanRG2+8YXjevHZViT/84Q/6+OOPm2w3ZcoUTZw40ePjBwQE3PAzv3z58uveTX7PPfdo+vTp6tKly3XrnDhxQsuWLdP58+cN5202m1555RX179//xo1fwey7dO25LyYmRj/5yU80bNiwG9a83u9nAAAAAGhv+NcPAAAA2pwr/8DvbcBzvT/wDxkyRPfff7+GDBnic289evTQ008/rdTUVL399ttNgtiKigpt2rRJP/jBD7yuvWrVKtMAPi0tTbNnz/boTkKHw6Fnn31W6enpVy1rfzMvF26z2a567cHBwYbbBQQEtEjIc+37/uMf/1gPP/ywx/t7GkpfduV7N3z4cD399NOmP4Mr2Ww2Pfzww7Lb7frP//zPJvNut1tffvmlJk2a5FU/5eXleu+990znk5KS9Mtf/lJhYWFe1Q0JCdHIkSM1cuRInT59WgcOHPBqfzMd8dpzu92u8ePHa/z48T5dZHHZsGHDNHDgQP37v/+7Dh482GT+f//3fzVx4kRFRkZ6Xfv99983DeDtdrvmzJmjQYMGeV23f//+6t+/v6ZMmaJNmzapU6dOhttde64wO7/abDZLzyu5ubnavHmz6fxPf/pTffe73/WoVmJiov7lX/5FixYtUlZWVpN5t9utd999V6+//rold6Jfee5LSkrSCy+84PGFHQTwAAAAADoS1gIDAABAmzVmzBi/lsq+1j/90z/5FcBfafTo0fqbv/kbw7nPP//c63pFRUX68ssvDeeSkpL0i1/8wusAZfLkybrvvvu87gXemTRpklcBvD+GDBmi2bNnexTAX+l6F5+Yfe6uZ+XK2GbefQAAF+hJREFUlaqsrDScS0lJ0dy5c70O4K8VHx+vyZMn+1WjI0tNTdW0adP8CuAvCwkJ0bPPPmu4moDL5dIXX3zhdc3s7Gzt2rXLcK5Lly5asGCBTwH8lUJDQzVp0iT17NnTrzpWW7VqlemFIY8//rjHAfxlQUFBmjNnjhISEgzn8/PztX37dq/7vJ7evXvrxRdf9GnVFwAAAADoCAjhAQAA0CZFRERo+vTprd3Gdd1///2GoVRJSYmOHz/uVa0NGzYYPms+KChIP/vZz3y+g3DatGleLeMM77RkUBweHq6ZM2f6vL9Zn0VFRSovL/e4TmFhoWmgFxkZqWeeecbriwTQ9gUFBenv//7vDZ9Dv3v3bq/rrV692nTupz/9qeLj472ueTPIy8szvGNd+vaCq+9///s+1bXb7Zo1a5bpKhtGy+z7ymaz6amnnlJISIhlNQEAAACgvSGEBwAAQJs0ZcoUhYaGtnYbN2R2p7lZyGLE7Xab3hH6wAMPKCYmxqfepG/vYH3iiSd83h/X9+Mf/9iSJZ49MX78eHXr1s3n/W+//XbTO4Lz8vI8rrN582bDC0YkaebMmTfF9xa+6dOnj5KSkpqMFxQUeHUhR35+vnJycgzn7rnnHt11110+99jWbdmyxXDcZrPp7/7u7/yqHRcXp+9973uGc+fOnfP64jAzo0ePNr3rHgAAAADwLUJ4AAAAtDmdOnXSqFGjWrsNjwwbNsxw/OTJkx7XOHLkiC5dumQ4ZxaoeGPEiBGKiIjwuw6u1rNnT8seb3AjwcHBljxawGjlBkk6ffq0xzV27txpWtvf5cPR9qWkpBiOe3Mhx7Zt20znfvjDH3rd081k3759huPJycnq3bu33/UnTJhguFqBJO3du9fv+pJ07733WlIHAAAAANozQngAAAC0OampqTfNc2bDw8MNl+QtKCjwuEZmZqbheGJioqKionzu7bKAgICb5qKGm8nIkSNb7FiJiYnq0qWL33X69OljOP7NN994tH9ubq7ptlZcMIK2z+zxFmfPnvW4xsGDBw3HhwwZotjYWJ/6uhmcPXvWdMWAMWPGWHKMyMhIDRw40HAuIyPDkvpGqyEAAAAAAK5GCA8AAIA2p3///q3dglfCw8ObjJWWlnq8f25uruF4amqqzz1d64477rCsFr7Vkp9Tq0IvsxURqqurPdr/6NGjhuNBQUEaPny4z33h5mF0vpM8P+ddunRJ58+fN5y7++67fe7rZnDixAnTubS0NMuOY/ZdLCgoUF1dnV+1+/Xr59f+AAAAANBRBLV2AwAAAMC1WvqP/AUFBcrNzVV+fr7Onj2rsrIy1dTUqKamRk6n0/T519dTX18vp9Pp0R39+fn5huPx8fFeH9eMlbXwrZZ8JnJMTIwldcye1+5pCH/q1CnD8d69eys4ONjnvtByXC6XcnJydObMGeXn56ugoECVlZVyOp2qqalRbW2tT3UrKio82s7sMySZPy6hvTBbLSAqKsr0u+mLvn37Go673W6dPXvWr9+xhPAAAAAA4BlCeAAAALQ5ZssdW6msrExbtmzRrl27vFo63hu1tbU3DOGdTqfp8+CtDM5DQ0PVs2dPFRcXW1azIwsICGiRz+llVixFL0mdOnUyHPf07tjCwkLD8cTERJ97Qss4cuSItm7dqv3793t80YU3PA3vzT5DnTt3Vq9evaxsqc0pKioyHDcLzX0VHx8vm81meAFZcXGxX0F6S573AAAAAOBmRggPAACANqdz587NVtvlcmn9+vVat26d38vy3kh9ff0Nt7l48aLpnNnS4b6KjIwkhLeIWZjdXKy8S9ZIY2OjR9uZLTkeFRVlZTuwUGFhoZYvX67Dhw8363FcLpdH25l9hjpCuGt2vrf6tYeEhKhLly6GqxOUlZX5Vbs5fz8DAAAAQHtCCA8AAIA2p7kCx5KSEi1atKjZ7nz3hdkdqXa7XQEBAZYei/DEOs0dil/L6s+Cr6qqqgzHW/rnAc9s27ZN7777rscBuT88vZDD7DMUFhZmZTttktn5vjnOzaGhoYYhvL+rIPBdBwAAAADPEMIDAACgzbHZbJbXLC8v17x581RSUmJ5bX+Y3S3fXKEMrBEYGNjaLbQKs89rRwhQbzbbtm3T22+/3dptNGG2AklHOD+1hfO9Jyu0XE9HPfcBAAAAgLcI4QEAANAhvPnmm9cN4AMDA5WYmKjExET16tVLUVFR6tq1q0JDQ2W32xUYGGh6ccAzzzxjebjv6V2lrV0TkNrOnfr4VkFBgX77299ed5vw8HAlJycrISFBsbGxioyMlMPhkN1uV0hIiAIDAw3f16ysLC1atMjynjvyZ6gjv3YAAAAAaK8I4QEAANDu7d69W0eOHDGcCw4O1g9/+EPdd999Cg8P96m+2+32ubfg4GDDcafT6XNNMzU1NZbXRMcSHBxseCdtZWVlK3QDMx9++KHpHc+33nqrHn/8caWkpDTLqiM3EhISYjhutkx9e2J2vvd3iXhvapr1AAAAAACwFiE8AAAA2r2NGzcajjscDr344ouKj4/3q74/AaTZMt5Op1ONjY2W3iFJCA9/hYWFqby8vMl4c4SI8E1BQYEyMjIM54YPH65//Md/NA3CPeFvWG52zusIIbzZa2+Oc7PZd7IjLPsPAAAAAG1By1/2DgAAALSgkpISnThxwnDuySef9DuAd7lcps849kS3bt1M58rKynyua6S0tNTSeuh4evToYTheXFzcwp3AzK5duwzHo6KiNHPmTL8CeMn/VQ+6d+9uON4Rzk9m53urH2dSV1dn+j5FRkZaeiwAAAAAgDFCeAAAALRrOTk5huOxsbFKS0vzu35hYaFf+9vtdjkcDsO506dP+1X7SlVVVZYHPeh4oqOjDcfNLnRByzM75z3wwAOy2+1+179w4YJf+8fExBiOV1dXq6CgwK/abV1UVJThuJXnekk6c+aM6WNSzHoAAAAAAFiLEB4AAADt2vnz5w3H77jjDkvqHzt2zO8avXv3Nhy3MpixOuR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"text/plain": [ - "" + "" ] }, "metadata": {}, @@ -720,40 +685,27 @@ "plt.grid(b=False)\n", "cbar = fig.colorbar(cax)" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [] } ], "metadata": { "kernelspec": { - "display_name": "Python 2", + "display_name": "Python 3", "language": "python", - "name": "python2" + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.11" - }, - "widgets": { - "state": {}, - "version": "1.1.1" + "pygments_lexer": "ipython3", + "version": "3.6.5" } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 1 } diff --git a/notebooks/statvarfile.ipynb b/notebooks/statvarfile.ipynb index 8b3dfd8..cbaa458 100644 --- a/notebooks/statvarfile.ipynb +++ b/notebooks/statvarfile.ipynb @@ -1,91 +1,27 @@ { "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/john/anaconda2/lib/python2.7/site-packages/matplotlib/font_manager.py:273: UserWarning: Matplotlib is building the font cache using fc-list. This may take a moment.\n", - " warnings.warn('Matplotlib is building the font cache using fc-list. This may take a moment.')\n" - ] - } - ], - "source": [ - "\"\"\"\n", - "Ipython notebook to test/document function that loads\n", - "the PRMS statvar output file to a pandas dataframe object\n", - "Author: John Volk, March 2015\n", - "Python 2.7.7\n", - "Pandas 0.16.2\n", - "\"\"\"\n", - "import matplotlib.pyplot as plt\n", - "import matplotlib\n", - "import pandas as pd\n", - "import os" - ] - }, { "cell_type": "markdown", "metadata": {}, "source": [ - "### Function to load data from a PRMS statistical output variable file into a pandas dataframe\n", + "# Load a PRMS statistical output variable file into a datetime indexed pandas dataframe using `util.load_statvar`\n", "---\n", - "* The statistical output variable file from PRMS aka statvar file holds time series output\n", - "* Examples of data within this file include simulated temperature at one location in the model or basin area weighted evaporation\n", - " - and many others, listed in table in PRMS manual\n", - "------\n", - "#### Loading time series data into Pandas is useful because Pandas has been built for to handle and manipulate tabular or time series data\n", - "* Pandas objects can conveniently be index by dates and tabular operations such as pivot tables, sort, groupby are readily available\n", - "* From Pandas the data can also be easily converted to other formats such as csv or an excel file" + "\n", + "Loading time series data into Pandas is useful because Pandas has been built for to handle and manipulate tabular or time series data. From Pandas the data can also be easily converted to other formats such as csv. Pandas objects can conveniently be index by dates and tabular operations such as pivot tables, sort, groupby are readily available. The statistical output variable file from PRMS AKA statvar file holds time series output. Examples of data within this file include simulated temperature at one location in the model or basin area weighted evaporation and many others, listed in tables in the PRMS manual." ] }, { "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": true - }, + "execution_count": 1, + "metadata": {}, "outputs": [], "source": [ - "def load_statvar(statvar_file):\n", - " \"\"\" \n", - " Read the statvar file and load into a datetime indexed Pandas dataframe object\n", - " INPUT: statvar_file = statvar file path (string)\n", - " OUTPUT: df = Pandas dataframe of PRMS variables date indexed from statvar file\n", - " \"\"\"\n", - " #### make list of statistical output variables for df header\n", - " column_list = ['index',\n", - " 'year',\n", - " 'month',\n", - " 'day',\n", - " 'hh',\n", - " 'mm',\n", - " 'sec']\n", - " ## append to header list the variables present in the file\n", - " with open(statvar_file, 'r') as inf:\n", - " for idx,l in enumerate(inf):\n", - " if idx == 0: ## first line is always number of stat variables\n", - " n_statvars = int(l)\n", - " elif idx <= n_statvars and idx != 0:\n", - " column_list.append(l.rstrip())\n", - " else: break\n", - " ### Arguments for read_csv function\n", - " missing_value = -999; skiprows = n_statvars+1\n", - " df = pd.read_csv(statvar_file, delim_whitespace=True, \n", - " skiprows=skiprows,header=-1, na_values=[missing_value] ) ## read the file\n", - " df.columns = column_list ## apply correct header names using metadata retrieved from file\n", - " date = pd.Series(pd.to_datetime(df.year*10000+df.month*100+df.day, format='%Y%m%d'), \n", - " index=df.index)\n", - " df.index = pd.to_datetime(date) ## make the df index the datetime for the time series data\n", - " df.drop(['index','year','month','day','hh','mm','sec'],axis=1,inplace=True) ## drop unneeded columns\n", - " df.columns.name = 'statistical variables' ; df.index.name = 'date' ## name dataframe axes (index,columns)\n", - " return df" + "import os\n", + "from prms_python.util import load_statvar \n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import numpy as np \n", + "% matplotlib inline" ] }, { @@ -97,10 +33,8 @@ }, { "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": false - }, + "execution_count": 2, + "metadata": {}, "outputs": [ { "data": { @@ -109,11 +43,11 @@ "
1992-10-0112.67297812.6851590.01.68878514.3617636.71399414.3739456.7227780.6351610.06.0788337.1321626.0876177.1376370.915658...0.00.00.00.0900810.112602449.1893010.00.0
1992-10-0212.38072912.4045670.01.27903713.6597666.40821613.6836046.4255540.4789700.05.9292466.7833535.9465836.7938850.699584...0.00.00.00.0873340.109168441.3260800.00.0
1992-10-0312.09855312.1335350.00.96963613.0681896.14711013.1031716.1727680.3618980.05.7852116.4897815.8108696.5049720.534584...0.00.00.00.0552020.069002396.1808470.00.0
1992-10-0411.82621411.8718430.00.73570912.5619235.92057112.6075535.9543160.2739880.05.6465826.2391915.6803286.2586630.408489...0.00.00.00.0443290.055411392.4652400.00.0
1992-10-0511.56345511.6192480.00.55864212.1220975.72105612.1778915.7626540.2078570.05.5131996.0222595.5547986.0456570.312074...0.00.00.00.0449420.056177388.7499390.00.0
\n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -164,7 +98,7 @@ "" ], "text/plain": [ - "statistical variables basin_cfs 1 basin_potet 1 orad 1 runoff 57\n", + "statistical_variables basin_cfs_1 basin_potet_1 orad_1 runoff_57\n", "date \n", "1984-07-01 864.475023 0.087736 201.736343 19800.0\n", "1984-07-02 3665.486368 0.068127 201.237671 21900.0\n", @@ -173,17 +107,16 @@ "1984-07-05 13864.822171 0.179917 281.067871 26500.0" ] }, - "execution_count": 6, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "## the statvar file path is set in the PRMS control file, it is user defined- we will not assume its name\n", - "inf = os.path.join('..', 'test', 'data', 'statvar') \n", + "inf = os.path.join('..', 'test', 'data', 'statvar.dat') \n", "df = load_statvar(inf)\n", "## view first five lines of dataframe\n", - "df.head()" + "df.head() # the resulting function returns a datetime indexed dataframe" ] }, { @@ -191,16 +124,14 @@ "metadata": {}, "source": [ "### Date indexing and slicing is now easily done in Pandas\n", - "* Example below will show date slicing using strings that pandas interprets, e.g. \"10/01/1984\"\n", + "* Example below show date slicing using strings that pandas interprets, e.g. \"10/01/1984\"\n", "* Then plot the time series of the statvar variables: simulated streamflow (basin_cfs) and measured streamflow (runoff) " ] }, { "cell_type": "code", - "execution_count": 7, - "metadata": { - "collapsed": false - }, + "execution_count": 3, + "metadata": {}, "outputs": [ { "data": { @@ -209,9 +140,9 @@ "
statistical variablesbasin_cfs 1basin_potet 1orad 1runoff 57statistical_variablesbasin_cfs_1basin_potet_1orad_1runoff_57
date
\n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -230,44 +161,58 @@ "" ], "text/plain": [ - "statistical variables basin_cfs 1 runoff 57\n", + "statistical_variables basin_cfs_1 runoff_57\n", "date \n", "1984-10-01 7637.170504 11100.0" ] }, - "execution_count": 7, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "## get measured and simulated streamflow on a specific date\n", - "df[['basin_cfs 1','runoff 57']][\"10/01/1984\"]" + "## get measured and simulated streamflow on a specific date using pandas.DataFrame.loc\n", + "df.loc[\"10/01/1984\",['basin_cfs_1','runoff_57']]" ] }, { "cell_type": "code", - "execution_count": 8, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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hnYaTnNl04lHnbCsRuRoYBwwEDmONMfzgYvunAueLyGSgNVZCxReAMBHxsfU+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\ndnpG9CT5yA6GTPqVQVGDHNZ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875QXhYyJtS7QiTZHb+IP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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "## get a slice of the dataframe for the two streamflow variables and slice for a water year and plot\n", - "plot_data = df[['basin_cfs 1','runoff 57']][\"10/01/1984\":\"09/30/1985\"]\n", - "## create plot object using pandas which defaults to use the index as x axis, and other columns as lines\n", - "## labels are given for each column name, and column/index names are also used in labels \n", + "plot_data = df.loc[\"10/01/1984\":\"09/30/1985\",['basin_cfs_1','runoff_57']] \n", "plot_data.plot() ## could also use matplotlib or other plot package\n", - "plt.ylabel('streamflow cfs')\n", - "plt.show()" + "plt.ylabel('streamflow cfs')" ] }, { "cell_type": "code", - "execution_count": 9, - "metadata": { - "collapsed": false - }, + "execution_count": 5, + "metadata": {}, "outputs": [ { "data": { @@ -276,9 +221,9 @@ "
statistical variablesbasin_cfs 1runoff 57statistical_variablesbasin_cfs_1runoff_57
date
\n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -327,7 +272,7 @@ "" ], "text/plain": [ - "statistical variables basin_cfs 1 runoff 57\n", + "statistical_variables basin_cfs_1 runoff_57\n", "count 365.000000 365.000000\n", "mean 13538.175130 17724.657534\n", "std 8235.247999 8772.001833\n", @@ -338,7 +283,7 @@ "max 61061.663343 51500.000000" ] }, - "execution_count": 9, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -348,53 +293,41 @@ "plot_data.describe()" ] }, - { - "cell_type": "markdown", - "metadata": { - "collapsed": true - }, - "source": [ - "### time function for testing average speed of the function\n", - "* Useful when developing to compare relative speed of different versions of code doing the same thing\n", - "* Feel free to use this function or use the magic command %timeit " - ] - }, { "cell_type": "code", - "execution_count": 10, - "metadata": { - "collapsed": false - }, + "execution_count": 6, + "metadata": {}, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "The average time it took to run the function over 50 runs was 0.00736012 seconds\n" - ] + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "import time\n", - "def time_it(f, *args):\n", - " start = time.clock()\n", - " f(*args)\n", - " return (time.clock() - start)\n", - "n = 50\n", - "t = 0\n", - "for i in range(n):\n", - " t += time_it(load_statvar, inf)\n", - "print 'The average time it took to run the function over {n} runs was {avg} seconds'.format(n=n,avg=t/n)" + "# pivot table combined with datetime index allows for easy time aggregation\n", + "# for example the monthly median of daily PET over the period of record can be computed using pivot_table\n", + "monthly_median_PET = df.pivot_table(values='basin_potet_1', index=df.index.month, aggfunc=np.median)\n", + "plt.plot(monthly_median_PET)\n", + "plt.xlim(1,12)\n", + "plt.ylabel('median daily PET (inches)')\n", + "plt.xlabel('month')" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [] } ], "metadata": { @@ -413,13 +346,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", - "version": "2.7.11" - }, - "widgets": { - "state": {}, - "version": "1.1.1" + "version": "2.7.12" } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 1 } diff --git a/prms_python/__init__.py b/prms_python/__init__.py index b2244a5..300fd8c 100644 --- a/prms_python/__init__.py +++ b/prms_python/__init__.py @@ -1,6 +1,24 @@ -from .data import Data -from .optimizer import Optimizer -from .parameters import Parameters, modify_params -from .simulation import Simulation, SimulationSeries -from .scenario import Scenario, ScenarioSeries -from .util import load_statvar, load_data_file, nash_sutcliffe +""" +PRMS-Python provides a Python interface to PRMS data files and manages +PRMS simulations. This module aims to improve the efficiency of PRMS +workflows by giving access to PRMS data structures while providing +"pythonic" tools to do scenario-based PRMS simulations. By +"scenario-based" we mean testing model hypotheses associated with model +inputs, outputs, and model structure. For example, parameter sensitivity +analysis, where each "scenario" is an iterative perturbation of one or +many parameters. Another example "scenario-based" modeling exercise +would be climate scenario modeling: what will happen to modeled outputs +if the input meteorological data were to change? + +""" + +__name__ = 'prms_python' +__author__ = 'John Volk and Matthew Turner' +__version__ = '1.0.1' + +from prms_python.data import Data +from prms_python.optimizer import Optimizer, OptimizationResult +from prms_python.parameters import Parameters, modify_params +from prms_python.simulation import Simulation, SimulationSeries +from prms_python.scenario import Scenario, ScenarioSeries +from prms_python.util import load_statvar, load_data, nash_sutcliffe diff --git a/prms_python/data.py b/prms_python/data.py index 0ef6e58..a0cbeb1 100644 --- a/prms_python/data.py +++ b/prms_python/data.py @@ -1,50 +1,36 @@ +# -*- coding: utf-8 -*- ''' -PRMS-Python: Powerful, sane tools for manipulating PRMS input data to create -new scenarios or parameterizations for sensitivity analysis, scenario -modeling, or whatever other uses this might have. -The fundamental process in scenario development is to modify some "base" -starting data to create some "scenario" data. No matter what data we're using, -once it's ready, we run a PRMS "simulation" on that data. -This module presents a Simulation and Scenario class, where each tracks -relevant provenance information and input files to facilitate better -data management techniques to streamline later analyses. +data.py -- holds ``Data`` class for standard PRMS climate input data. ''' -import numpy as np + import pandas as pd -import os +from shutil import copyfile class Data(object): """ - Object that reads the PRMS data file and loads it into a date-time indexed - DataFrame for data management, analysis and visualization. The ``modify`` - method allows for inplace modification of one or more time series inputs in the - data file based on a user defined function. The ``write`` method reformats the - Dataframe to PRMS text format and writes a new data file to disk. Here is an - example of loading a data file, modifying the temperature inputs ('tmin' and - 'tmax') by adding two degrees to each element, and rewritting the modified - data to disk: - - >>> d = Data('example_data_file') - >>> def f(x): - return x + 2 - >>> d.modify(f,['tmax','tmin']) - >>> d.write('example_modified_data_file') - - d is a Data instance of example_data_file, calling - - >>> d.DataFrame - - shows the datetime indexed DataFrame of the input data that is created when a - ``Data`` object is initiated. We then pass the function f(x) to d.modify - along with a Python list of input variable/s that we want to modify, this - modifies d.DataFrame in place. Printing the metadata attribute of the data - object, - - >>> d.metadata - - will show the names of the variables in the data file in case you forget which - you would like to modify. Last we call d.write with an output path to write - the modified data variables to disk in PRMS text format. + Object to access or create a PRMS data file with ability to load/assign it to a + date-time indexed pandas.DataFrame for data management, analysis and visualization. + It can be used to build a new PRMS data file from user defined metadata and a + ``pandas.DataFrame`` of PRMS datetime-indexed climatic forcing and observation + variables. + + The class properties ``metadata`` and ``data_frame`` can be later assigned if no + ``base_file`` is given on initialization, allowing for the creation of PRMS climatic + forcing file in a Python environment. + + Keyword Arguments: + base_file (str, optional): path to standard PRMS data file + na_rep (int, optional): how to represent missing values default = -999 + + Attributes: + date_header (list): date and time header for PRMS data file + valid_input_variables (tuple): valid hydro-climate variables for PRMS data file + + Note: + If using the ``Data`` class to create a new data file, it is up to the user + to ensure that the metadata and :class:`pandas.DataFrame` assigned are correct + and compatible. + """ ## data file constant attributes @@ -68,28 +54,64 @@ class Data(object): 'tmin', 'wind_speed') - na_rep = -999 - - def __init__(self, base_file): - + def __init__(self, base_file=None, na_rep=-999): self.base_file = base_file - self.metadata = self.__load_metadata() - self.data_frame = self.__load_data() + self.na_rep = na_rep + self._metadata = None + self._data_frame = None + + @property + def metadata(self): + """ + :obj:`dict`:A property that gets and sets the header information from + a standard PRMS climate input data file held in a Python dictionary. As + a property it can be assigned directly to overwrite or create a new PRMS + data file. As such the user is in control and must supply the correct + syntax for PRMS standard data files, e.g. text lines before header should + begin with "//". Here is an example of the information gathered and held in + this attribute: - def __load_metadata(self): + Example: + >>> data.metadata + { + 'data_startline' : 6, + 'data_variables' : ['runoff 1', 'runoff 2', 'tmin', 'tmax', 'ppt'] + 'text_before_header' : "Title of data file \\n //some comments\\nrunoff 2 + \\ntmin 1\\ntmax 1\\nppt 1\\nrunoff 2\\ntmin 1 + \\ntmax 1\\nppt 1\\n + ########################################\\n" + } + + Note: + When assigning or creating a new data file, the ``Data.write`` method will + assign the appropriate date header that follows the line of number signs "#". + Raises: + ValueError: if data in metadata is accessed before data is assigned, + e.g. if accessed to write a PRMS data file from a ``Data`` instance + that was initialized without a valid PRMS data file. + TypeError: if an object that is not a Python dictionary is assigned. + + """ + # to avoid overwriting pre-assigned data, check if already exists + if isinstance(self._metadata, dict): + return self._metadata + elif not self.base_file: + raise ValueError('No data file was given on initialization') + ## starting list for variable names in data file input_data_names = [] - + text_before_header = str() ## open data file and read header information with open(self.base_file, 'r') as inf: for idx,l in enumerate(inf): + text_before_header+=l if idx == 0: ## first line always string identifier of the file- may use later data_head = l.rstrip() elif l.startswith('/'): ## comment lines continue if l.startswith(Data.valid_input_variables): - h = l.split() ## split line into list, first element name and second number of columns + h = l.split() ## split, first name and second number of columns if int(h[1]) > 1: ## more than one input time series of a particular variable for el in range(int(h[1])): tmp = '{var_name} {var_ind}'.format(var_name = h[0], var_ind = el+1) @@ -99,41 +121,143 @@ def __load_metadata(self): if l.startswith('#'): ## end of header info and begin time series input data data_startline = idx+1 ## 0 indexed line of first data entry break + + self._metadata = dict([('data_startline',data_startline), + ('data_variables',input_data_names), + ('text_before_header',text_before_header)]) + return self._metadata + + @metadata.setter + def metadata(self, dic): + if not isinstance(dic, dict): + raise TypeError('Must assign a Python dictionary for new Data object/file metadata') + self._metadata = dic + + @property + def data_frame(self): + """ + A property that gets and sets the climatic forcing data for a standard PRMS + climate input data file as a :class:`pandas.DataFrame`. - return dict([('data_startline',data_startline), ('data_variables',input_data_names)]) - - def __load_data(self): + Example: + d is a Data instance, calling + + >>> d.data_frame + input variables runoff 1 runoff 2 runoff 3 precip tmax tmin + date + 1996-12-27 0.54 1.6 NaN 0.0 46 32.0 + 1996-12-28 0.65 1.6 NaN 0.0 45 24.0 + 1996-12-29 0.80 1.6 NaN 0.0 44 28.0 + 1996-12-30 0.90 1.6 NaN 0.0 51 33.0 + 1996-12-31 1.00 1.7 NaN 0.0 47 32.0 + + shows the date-indexed ``pd.DataFrame`` of the input data that is created + when a ``Data`` object is initiated if given a valid ``base_file``, i.e. + file path to a PRMS climate data file. - df = pd.read_csv(self.base_file, header = -1, skiprows = self.metadata['data_startline'], - delim_whitespace = True, na_values = [Data.na_rep]) ## read data file + Raises: + ValueError: if attribute is accessed before either assigning a PRMS data + file on ``Data`` initialization or not assigning a compatabile + date-indexed ``pandas.DataFrame`` of hydro-climate variables. + TypeError: if a data type other than ``pandas.DataFrame`` is assigned. + """ + if not self._metadata: + self.metadata + elif not isinstance(self._data_frame, pd.DataFrame) and self.base_file == None: + raise ValueError('No data base_file given on initialization, '\ + 'therefore you must assign a DataFrame'\ + +' before accessing the .data_frame attribute!') + # to avoid overwriting pre-assigned data + elif isinstance(self._data_frame, pd.DataFrame): + return self._data_frame + + df = pd.read_csv(self.base_file, header = None, skiprows = self.metadata['data_startline'], + delim_whitespace = True, na_values = [self.na_rep]) ## read data file df.columns = Data.date_header + self.metadata['data_variables'] date = pd.Series(pd.to_datetime(df.year * 10000 + df.month * 100 +\ - df.day, format = '%Y%m%d'), index = df.index) + df.day, format = '%Y%m%d'), index = df.index) df.index = pd.to_datetime(date) ## assign datetime index df.drop(Data.date_header, axis = 1, inplace = True) ## unneeded columns df.columns.name = 'input variables' ; df.index.name = 'date' - return df - + self._data_frame = df + return self._data_frame + + @data_frame.setter + def data_frame(self, df): + if not isinstance(df, pd.DataFrame): + raise TypeError("Must assign a Pandas.DataFrame object for PRMS data input") + self._data_frame = df + def modify(self, func, vars_to_adjust): + """ + Apply a user defined function to one or more variable(s) in the data file. + + The ``modify`` method allows for inplace modification of one or more + time series inputs in the data file based on a user defined function. + + Arguments: + func (function): function to apply to each variable in vars_to_adjust + vars_to_adjust (list or tuple): collection of variable names to apply func to. + + Returns: + None + + Example: + Here is an example of loading a data file, modifying the temperature inputs + (*tmin* and *tmax*) by adding two degrees to each element, and rewritting the + modified data to disk, + + >>> d = Data('path_to_data_file') + >>> def f(x): + return x + 2 + >>> d.modify(f,['tmax','tmin']) + >>> d.write('data_temp_plus_2') + """ + + if not isinstance(self._data_frame, pd.DataFrame): + self.data_frame # will raise ValueError from data_frame property for v in vars_to_adjust: - self.data_frame[v] = self.data_frame[v].apply(func) + self._data_frame[v] = self._data_frame[v].apply(func) def write(self, out_path): + """ + Writes the current state of the ``Data`` to PRMS text format + utilizing the ``Data.metadata`` and ``Data.data_frame`` instance + properties. If ``Data.data_frame`` was never accessed or assigned + new values then this method simply copies the original PRMS + data file to ``out_path``. - ## reconstruct PRMS data file format, don't overwrite date-indexed - df = self.data_frame[self.metadata['data_variables']] - df['year'] = self.data_frame.index.year - df['month'] = self.data_frame.index.month - df['day'] = self.data_frame.index.day - df['hh'] = df['mm'] = df['sec'] = 0 - df = df[Data.date_header + self.metadata['data_variables']] - with open(out_path,'w') as outf: - with open(self.base_file) as data: - for idx, line in enumerate(data): - if idx == self.metadata['data_startline']: - df.to_csv(outf, sep=' ', header=None,\ - index=False, na_rep=Data.na_rep) - break - outf.write(line) # write line by line the header lines from base file + Arguments: + out_path (str): full path to save or copy the current PRMS data + in PRMS text format. + + Returns: + None + Raises: + ValueError: if the ``write`` method is called without assigning either + an initial data (``base_file``) path or assigning correct ``metadata`` + and ``data_frame`` properties. + + """ + # if file data was never accessed- unchanged + if not isinstance(self._data_frame, pd.DataFrame): + if self.base_file: + copyfile(self.base_file, out_path) + else: # if data not from original file and dataframe never assigned + raise ValueError('No data base_file was given and'\ + +' no data was assigned!') + + ## reconstruct PRMS data file format, don't overwrite date-indexed + else: + df = self._data_frame[self.metadata['data_variables']] + df['year'] = self._data_frame.index.year + df['month'] = self._data_frame.index.month + df['day'] = self._data_frame.index.day + df['hh'] = df['mm'] = df['sec'] = 0 + df = df[Data.date_header + self._metadata['data_variables']] + with open(out_path,'w') as outf: # write comment header then data + outf.write(self._metadata['text_before_header']) + df.to_csv(outf, sep=' ', header=None,\ + index=False, na_rep=self.na_rep, lineterminator='\n') diff --git a/prms_python/optimizer.py b/prms_python/optimizer.py index dee0896..5ffde01 100644 --- a/prms_python/optimizer.py +++ b/prms_python/optimizer.py @@ -1,46 +1,70 @@ +# -*- coding: utf-8 -*- ''' -optimizer.py -- Optimization routines for PRMS parameters and data. +optimizer.py -- holds ``Optimizer`` and ``OptimizationResult`` classes for +optimization routines and management conducted on PRMS parameters. ''' from __future__ import print_function import pandas as pd import numpy as np -import datetime as dt -import os, sys, json - +import matplotlib.pyplot as plt +import os, sys, json, re, shutil +import multiprocessing as mp +from copy import copy from copy import deepcopy from numpy import log10 - +from datetime import datetime from .data import Data from .parameters import Parameters from .simulation import Simulation, SimulationSeries - +from .util import load_statvar, nash_sutcliffe, percent_bias, rmse OPJ = os.path.join class Optimizer: ''' - Container for a PRMS parameter optimization routine consisting of the - four stages as described in Hay, et al, 2006 - (ftp://brrftp.cr.usgs.gov/pub/mows/software/luca_s/jawraHay.pdf). + Container for PRMS parameter optimization and related routines. - Example: + Currently the ``monte_carlo`` method provides random parameter + resampling routines using uniform and normal random variables. - >>> from prms_python import Data, Optimizer, Parameters - >>> params = Parameters('path/to/parameters') - >>> data = Data('path/to/data') - >>> control = 'path/to/control' - >>> work_directory = 'path/to/create/simulations' - >>> optr = Optimizer(params, data, control, work_directory, \ - title='the title', description='desc') - >>> srad_hru = 2490 - >>> optr.srad('path/to/reference_data/measured_srad.csv', srad_hru) + Example: + >>> from prms_python import Data, Optimizer, Parameters + >>> params = Parameters('path/to/parameters') + >>> data = Data('path/to/data') + >>> control = 'path/to/control' + >>> work_directory = 'path/to/create/simulations' + >>> optr = Optimizer( + params, + data, + control, + work_directory, + title='the title', + description='desc') + >>> measured = 'path/to/measured/csv' + >>> statvar_name = 'basin_cfs' # or any other valid statvar + >>> params_to_resample = ['dday_intcp', 'dday_slope'] # list of params + >>> optr.monte_carlo(measured, params_to_resample, statvar_name) ''' - - ## constant attributes for allowable range of solrad parameters - ir = (-60.0, 10.0) # PRMS dday_intcp range - sr = (0.2, 0.9) # dday_slope range + + #dic for min/max of parameter allowable ranges, add more when needed + param_ranges = {'dday_intcp': (-60.0, 10.0), + 'dday_slope': (0.2, 0.9), + 'jh_coef': (0.005, 0.06), + 'pt_alpha': (1.0, 2.0), + 'potet_coef_hru_mo': (1.0, 2.0), + 'tmax_index': (-10.0, 110.0), + 'tmin_lapse': (-10.0, 10.0), + 'soil_moist_max': (0.001, 10.0), + 'rain_adj': (0.5, 2.0), + 'ppt_rad_adj': (0.0, 0.5), + 'radadj_intcp': (0.0, 1.0), + 'radadj_slope': (0.0, 1.0), + 'radj_sppt': (0.0, 1.0), + 'radj_wppt': (0.0, 1.0), + 'radmax': (0.1, 1.0) + } def __init__(self, parameters, data, control_file, working_dir, title, description=None): @@ -56,237 +80,809 @@ def __init__(self, parameters, data, control_file, working_dir, else: raise TypeError('data must be instance of Data') + input_dir = '{}'.format(os.sep).join(control_file.split(os.sep)[:-1]) + if not os.path.isfile(OPJ(input_dir, 'statvar.dat')): + print('You have no statvar.dat file in your model directory') + print('Running PRMS on original data in {} for later comparison'\ + .format(input_dir)) + sim = Simulation(input_dir) + sim.run() + if not os.path.isdir(working_dir): os.mkdir(working_dir) - - ## user needs to enter a title for output info now -# if not title: -# title = 'unnamed_optimization_{}'.format(\ -# dt.datetime.today().strftime('%Y-%m-%d')) - + + self.input_dir = input_dir self.control_file = control_file self.working_dir = working_dir self.title = title self.description = description + self.measured_arb = None # for arbitrary output methods + self.statvar_name = None + self.arb_outputs = [] - def srad(self, reference_srad_path, station_nhru, n_sims=10, method='',\ - nproc=None): + def monte_carlo(self, reference_path, param_names, statvar_name, \ + stage, n_sims=10, method='uniform', mu_factor=1,\ + noise_factor=0.1, nproc=None): ''' - Optimize the monthly dday_intcp and dday_slope parameters by one of - two methods: 'uniform' or 'random' for uniform sampling - - Args: - reference_srad_path (str): path to measured solar radiation data - station_nhru (int): hru index in PRMS that is geographically - near the measured solar radiation location. You must - have swrad 'nhru' listed as a statvar output in your - control file. - Kwargs: - method (str): XXX not yet implemented- all uniform now - 'uniform' or 'random'; if 'random', - intcp_delta and slope_delta are ignored, if provided + The ``monte_carlo`` method of ``Optimizer`` performs parameter + random resampling techniques to a set of PRMS parameters and + executes and manages the corresponding simulations. + + Arguments: + reference_path (str): path to measured data for optimization + param_names (list): list of parameter names to resample + statvar_name (str): name of statisical variable output name for + optimization + stage (str): custom name of optimization stage e.g. 'ddsolrad' + + Keyword Arguments: n_sims (int): number of simulations to conduct parameter optimization/uncertaitnty analysis. + method (str): resampling method for parameters (normal or uniform) + mu_factor (float): coefficient to scale mean of the parameter(s) + to resample from when using the normal distribution to resample + i.e. a value of 1.5 will sample from a normal rv with mean + 50% higher than the original parameter mean + noise_factor (float): scales the variance of noise to add to + parameter values when using normal rv (method='normal') + nproc (int): number of processors available to run PRMS simulations + Returns: - (SradOptimizationResult) + None ''' - - srad_start_time = dt.datetime.now() - srad_start_time = srad_start_time.replace(second=0, microsecond=0) - - ## shifting all monthly values by random amount from uniform distribution - ## resampling degree day slope and intercept simoultaneously - intcps = [_resample_param(self.parameters['dday_intcp'], Optimizer.ir[0],\ - Optimizer.ir[1]) for i in range(n_sims)] - - slopes = [_resample_param(self.parameters['dday_slope'], Optimizer.sr[0],\ - Optimizer.sr[1]) for i in range(n_sims)] - - self.data.write(OPJ(self.working_dir, 'data')) - + if '_' in stage: + raise ValueError('stage name cannot contain an underscore') + # assign the optimization object a copy of measured data for plots + self.measured_arb = pd.Series.from_csv(reference_path,\ + parse_dates=True) + # statistical variable output name + self.statvar_name = statvar_name + + start_time = datetime.now().isoformat() + + # resample params for all simulations- potential place to serialize + params = [] + for name in param_names: # create list of lists of resampled params + tmp = [] + for idx in range(n_sims): + tmp.append(resample_param(self.parameters, name, how=method,\ + mu_factor=mu_factor, noise_factor=noise_factor)) + params.append(list(tmp)) + + # SimulationSeries comprised of each resampled param set series = SimulationSeries( Simulation.from_data( - self.data, _mod_params(self.parameters, intcps[i], slopes[i]), + self.data, _mod_params(self.parameters,\ + [params[n][i] for n in range(len(params))],\ + param_names), self.control_file, OPJ( - self.working_dir, - 'intcp:{0:.3f}_slope:{1:.3f}'.format(np.mean(intcps[i]),\ - np.mean(slopes[i])) + self.working_dir, # name of sim: first param and mean value + '{0}_{1:.10f}'.format(param_names[0], np.mean(params[0][i])) ) ) for i in range(n_sims) ) - # run all scenarios - outputs = series.run(nproc=nproc).outputs_iter() - - srad_end_time = dt.datetime.now() - srad_end_time = srad_end_time.replace(second=0, microsecond=0) - - def _error(x, y): - ret = abs(log10(x) - log10(y)).dropna() - ret = sum(ret) - return ret - - measured_srad = pd.Series.from_csv( - reference_srad_path, parse_dates=True - ) + if not nproc: + nproc = mp.cpu_count() // 2 + + # run + outputs = list(series.run(nproc=nproc).outputs_iter()) + self.arb_outputs.extend(outputs) # for current instance- add outputs - srad_meta = {'stage' : 'swrad', - 'hru_id' : station_nhru, - 'optimization_title' : self.title, - 'optimization_description' : self.description, - 'start_time' : str(srad_start_time), - 'end_time' : str(srad_end_time), - 'measured_swrad' : reference_srad_path, - 'sim_dirs' : [], - 'original_params' : self.parameters.base_file - } + end_time = datetime.now().isoformat() + + # json metadata for Monte Carlo run + meta = { 'params_adjusted' : param_names, + 'statvar_name' : self.statvar_name, + 'optimization_title' : self.title, + 'optimization_description' : self.description, + 'start_datetime' : start_time, + 'end_datetime' : end_time, + 'measured' : reference_path, + 'method' : 'Monte Carlo', + 'mu_factor' : mu_factor, + 'noise_factor' : noise_factor, + 'resample': method, + 'sim_dirs' : [], + 'stage': stage, + 'original_params' : self.parameters.base_file, + 'nproc': nproc, + 'n_sims' : n_sims + } for output in outputs: - srad_meta['sim_dirs'].append(output['simulation_dir']) + meta['sim_dirs'].append(output['simulation_dir']) + + json_outfile = OPJ(self.working_dir, _create_metafile_name(\ + self.working_dir, self.title, stage)) + + with open(json_outfile, 'w') as outf: + json.dump(meta, outf, sort_keys=True, indent=4,\ + ensure_ascii=False) + + print('{0}\nOutput information sent to {1}\n'.\ + format('-' * 80, json_outfile)) + + def plot_optimization(self, freq='daily', method='time_series',\ + plot_vars='both', plot_1to1=True, return_fig=False,\ + n_plots=4): + """ + Basic plotting of current optimization results with limited options. + Plots measured, original simluated, and optimization simulated variabes + Not recommended for plotting results when n_sims is very large, instead + use options from an OptimizationResult object, or employ a user-defined + method using the result data. + + Keyword Arguments: + freq (str): frequency of time series plots, value can be 'daily' + or 'monthly' for solar radiation + method (str): 'time_series' for time series sub plot of each + simulation alongside measured radiation. Another choice is + 'correlation' which plots each measured daily solar radiation + value versus the corresponding simulated variable as subplots + one for each simulation in the optimization. With coefficients + of determiniationi i.e. square of pearson correlation coef. + plot_vars (str): what to plot alongside simulated srad: + 'meas': plot simulated along with measured swrad + 'orig': plot simulated along with the original simulated swrad + 'both': plot simulated, with original simulation and measured + plot_1to1 (bool): if True plot one to one line on correlation + scatter plot, otherwise exclude. + return_fig (bool): flag whether to return matplotlib figure + + Returns: + f (:obj:`matplotlib.figure.Figure`): If kwarg return_fig=True, then return + copy of the figure that is generated to the user. + """ + if not self.arb_outputs: + raise ValueError('You have not run any optimizations') + var_name = self.statvar_name + X = self.measured_arb + idx = X.index.intersection(load_statvar(self.arb_outputs[0]\ + ['statvar'])['{}'.format(var_name)].index) + X = X[idx] + orig = load_statvar(OPJ(self.input_dir, 'statvar.dat'))['{}'\ + .format(var_name)][idx] + meas = self.measured_arb[idx] + sims = [load_statvar(out['statvar'])['{}'.format(var_name)][idx] for \ + out in self.arb_outputs] + simdirs = [out['simulation_dir'].split(os.sep)[-1].\ + replace('_', ' ') for out in self.arb_outputs] + var_name = '{}'.format(self.statvar_name) + n = len(self.arb_outputs) # number of simulations to plot + # user defined number of subplots from first n_plots results + if (n > n_plots): n = n_plots + # styles for each plot + ms = 4 # markersize for all points + orig_sty = dict(linestyle='none',markersize=ms,\ + markerfacecolor='none', marker='s',\ + markeredgecolor='royalblue', color='royalblue') + meas_sty = dict(linestyle='none',markersize=ms+1,\ + markerfacecolor='none', marker='1',\ + markeredgecolor='k', color='k') + sim_sty = dict(linestyle='none',markersize=ms,\ + markerfacecolor='none', marker='o',\ + markeredgecolor='r', color='r') + ## number of subplots and rows (two plots per row) + nrow = n//2 # round down if odd n + ncol = 2 + odd_n = False + if n/2. - nrow == 0.5: + nrow+=1 # odd number need extra row + odd_n = True + ######## + ## Start plots depnding on key word arguments + ######## + if freq == 'daily' and method == 'time_series': + fig, ax = plt.subplots(n, sharex=True, sharey=True,\ + figsize=(12,n*3.5)) + axs = ax.ravel() + for i,sim in enumerate(sims[:n]): + if plot_vars in ('meas', 'both'): + axs[i].plot(meas, label='Measured', **meas_sty) + if plot_vars in ('orig', 'both'): + axs[i].plot(orig, label='Original sim.', **orig_sty) + axs[i].plot(sim, **sim_sty) + axs[i].set_ylabel('sim: {}'.format(simdirs[i]), fontsize=10) + if i == 0: axs[i].legend(markerscale=5, loc='best') + fig.subplots_adjust(hspace=0) + fig.autofmt_xdate() + #monthly means + elif freq == 'monthly' and method == 'time_series': + # compute monthly means + meas = meas.groupby(meas.index.month).mean() + orig = orig.groupby(orig.index.month).mean() + # change line styles for monthly plots to lines not points + for d in (orig_sty, meas_sty, sim_sty): + d['linestyle'] = '-' + d['marker'] = None + + fig, ax = plt.subplots(nrows=nrow, ncols=ncol, figsize=(12,n*3.5)) + axs = ax.ravel() + for i,sim in enumerate(sims[:n]): + if plot_vars in ('meas', 'both'): + axs[i].plot(meas, label='Measured', **meas_sty) + if plot_vars in ('orig', 'both'): + axs[i].plot(orig, label='Original sim.', **orig_sty) + sim = sim.groupby(sim.index.month).mean() + axs[i].plot(sim, **sim_sty) + axs[i].set_ylabel('sim: {}\nmean'.format(simdirs[i]),\ + fontsize=10) + axs[i].set_xlim(0.5,12.5) + if i == 0: axs[i].legend(markerscale=5, loc='best') + if odd_n: # empty subplot if odd number of simulations + fig.delaxes(axs[n]) + fig.text(0.5, 0.1, 'month') + #x-y scatter + elif method == 'correlation': + ## figure + fig, ax = plt.subplots(nrows=nrow, ncols=ncol, figsize=(12,n*3)) + axs = ax.ravel() + ## subplot dimensions + meas_min = min(X) + meas_max = max(X) + + for i, sim in enumerate(sims[:n]): + Y = sim + sim_max = max(Y) + sim_min = min(Y) + m = max(meas_max,sim_max) + if plot_1to1: + axs[i].plot([0, m], [0, m], 'k--', lw=2) ## one to one line + axs[i].set_xlim(meas_min,meas_max) + axs[i].set_ylim(sim_min, sim_max) + axs[i].plot(X, Y, **sim_sty) + axs[i].set_ylabel('sim: {}'.format(simdirs[i])) + axs[i].set_xlabel('Measured {}'.format(var_name)) + axs[i].text(0.05, 0.95,r'$R^2 = {0:.2f}$'.format(\ + X.corr(Y)**2), fontsize=16,\ + ha='left', va='center', transform=axs[i].transAxes) + if odd_n: # empty subplot if odd number of simulations + fig.delaxes(axs[n]) + + if return_fig: + return fig + +def _create_metafile_name(out_dir, opt_title, stage): + """ + Search through output directory where simulations are conducted + look for all metadata simulation json files and find out if the + current simulation is a replicate. Then use that information to + build the correct file name for the output json file. The series + are typically run in parallel that is why this step has to be + done after running multiple simulations from an optimization stage. - json_outfile = OPJ(self.working_dir, '{0}_swrad_opt.json'.format(self.title)) + Arguments: + out_dir (str): path to directory with model results, i.e. + location where simulation series outputs and optimization + json files are located, aka Optimizer.working_dir + opt_title (str): optimization instance title for file search + stage (str): stage of optimization, e.g. 'swrad', 'pet' - with open(json_outfile, 'w') as outf: - json.dump(srad_meta, outf, sort_keys = True, indent = 4, ensure_ascii = False) - - print('{0}\nOutput information sent to {1}\n'.format('-' * 80, json_outfile)) - -# # calculate the top performing -# errors = ( -# ( -# output['simulation_dir'], -# _error(measured_srad, -# output['statvar']['swrad_' + str(station_nhru)]) -# ) -# -# for output in outputs -# ) -# -# print("directory, error (swrad)") -# for directory, error in errors: -# print(directory, error) # -# -# monthly_errors = {str(mo): [] for mo in range(12)} -# -# for directory, error in errors: -# -# month, intcp, slope = (el.split(':')[1] for el in -# directory.split(os.sep)[-1].split('_')) -# -# monthly_errors[month].append((intcp, slope, error)) -# -# rankings = { -# str(mo): list(sorted(monthly_errors[str(mo)], key=lambda x: x[-1])) -# for mo in range(12) -# } -# -# tops = [(mo, rankings[str(mo)][0]) for mo in range(12)] -# -# # update internal parameters -# for top in tops: -# mo = top[0] -# self.parameters['dday_intcp'][mo] = tops[mo][1][0] -# self.parameters['dday_slope'][mo] = tops[mo][1][1] -# -# return { -# 'best': tops, -# 'all': rankings -# } - -def _resample_param(param, p_min, p_max, noise_factor=0.1 ): + Returns: + name (str): file name for the current optimization simulation series + metadata json file. E.g 'dry_creek_swrad_opt.json', or if + this is the second time you have run an optimization titled + 'dry_creek' the next json file will be returned as + 'dry_creek_swrad_opt1.json' and so on with integer increments + """ + meta_re = re.compile(r'^{}_{}_opt(\d*)\.json'.format(opt_title, stage)) + reps = [] + for f in os.listdir(out_dir): + if meta_re.match(f): + nrep = meta_re.match(f).group(1) + if nrep == '': + reps.append(0) + else: + reps.append(nrep) + + if not reps: + name = '{}_{}_opt.json'.format(opt_title, stage) + else: + # this is the nth optimization done under the same title + n = max(map(int, reps)) + 1 + name = '{}_{}_opt{}.json'.format(opt_title, stage, n) + return name + +def resample_param(params, param_name, how='uniform', mu_factor=1,\ + noise_factor=0.1): """ Resample PRMS parameter by shifting all values by a constant that is - taken from a uniform distribution, where the range of the shift - values is equal to the difference between the min(max) of the parameter - set and the min(max) of the allowable range from PRMS. Next add noise - to each parameter element by adding a RV from a normal distribution - with mean 0, sigma = param allowable range / 10. - + taken from a uniform distribution, where the range of the uniform + values is equal to the difference between the min and max of the allowable + range. The parameter min and max are set in ``Optimizer.param_ranges``. + If the resampling method (``how`` argument) is set to 'normal', randomly + sample a normal distribution with mean = mean(parameter) X ``mu_factor`` and + sigma = param allowable range multiplied by ``noise_factor``. If parameters have + array length <= 366 then individual parameter values are resampled otherwise + resample all param values at once, e.g. by taking a single random value + from the uniform distribution. If they are taking all at once using the + normal method then the original values are scaled by mu_factor and a normal + random variable with mean=0 and std dev = parameter range X ``noise_factor``. + Arguments: - param (numpy.ndarray): ndarray of parameter to be resampled - p_min (float): lower bound of PRMS allowable range for param - p_max (float): upper bound of PRMS allowable range for param + params (:class:`prms_python.Parameters`): ``Parameters`` object + param_name (str): name of PRMS parameter to resample + + Keyword Arguments: + how (str): distribution to resample parameters from in the case + that each parameter element can be resampled (len <=366) + Currently works for uniform and normal distributions. noise_factor (float): factor to multiply parameter range by, use the result as the standard deviation for the normal rand. variable used to add element wise noise. i.e. higher - noise facter will result in higher noise added to each param - element. + noise_factor will result in higher variance. Must be > 0. + Returns: - tmp (numpy.ndarry): ndarray of param after uniform random mean - shift and element-wise noise addition (normal r.v.) + ret (:obj:`numpy.ndarry`): ndarray of param after resampling + + Raises: + KeyError: if ``param_name`` not a valid parameter name + ValueError: if the parameter range has not been set in + ``Optimizer.param_ranges`` """ + p_min, p_max = Optimizer.param_ranges.get(param_name,(-1,-1)) - low_bnd = p_min - np.min(param) # lowest param value minus allowable min - up_bnd = p_max - np.max(param) - s = (p_max - p_min) * noise_factor # default is one tenth rangee (0.1) + # create dictionary of parameter basic info (not values) + param_dic = {param['name']: param for param in params.base_params} + if not param_dic.get(param_name): + raise KeyError('{} is not a valid parameter'.format(param_name)) + + if p_min == p_max == -1: + raise ValueError("""{} has not been added to the dictionary of + parameters to resample, add it's allowable min and max value + to the Optimizer.param_ranges attribute in + Optimizer.py""".format(param_name)) + + dim_case = None + nhru = params.dimensions['nhru'] + ndims = param_dic.get(param_name)['ndims'] + dimnames = param_dic.get(param_name)['dimnames'] + length = param_dic.get(param_name)['length'] + param = deepcopy(params[param_name]) - shifted_param = np.random.uniform(low=low_bnd, high=up_bnd) + param - ## add noise to each point keeping result within allowable range - while True: - tmp = shifted_param + np.random.normal(0,s,size=(np.shape(param))) - if np.max(tmp) <= p_max and np.min(tmp) >= p_min: - return tmp + # could expand list and check parameter name also e.g. cascade_flg + # is a parameter that should not be changed + dims_to_not_change = set(['ncascade','ncascdgw','nreach',\ + 'nsegment']) + if (len(set.intersection(dims_to_not_change, set(dimnames))) > 0): + raise ValueError("""{} should not be resampled as + it relates to the location of cascade flow + parameters.""".format(param_name)) -def _mod_params(parameters, intcp, slope): + # use param info to get dimension info- e.g. if multidimensional + if (ndims == 1 and length <= 366): + dim_case = 'resample_each_value' # for smaller param dimensions + elif (ndims == 1 and length > 366): + dim_case = 'resample_all_values_once' # covers nssr, ngw, etc. + elif (ndims == 2 and dimnames[1] == 'nmonths' and \ + nhru == params.dimensions[dimnames[0]]): + dim_case = 'nhru_nmonths' + elif not dim_case: + raise ValueError('The {} parameter is not set for resampling'.\ + format(param_name)) +# #testing purposes +# print('name: ', param_name) +# print('max_val: ', p_max) +# print('min_val: ', p_min) +# print('ndims: ', ndims) +# print('dimnames: ', dimnames) +# print('length: ', length) +# print('resample_method: ', dim_case) + + s = (p_max - p_min) * noise_factor # std_dev (s) default: param_range/10 + #do resampling based on param dimensions and sampling distribution + if dim_case == 'resample_all_values_once': + if how == 'uniform': + ret = np.random.uniform(low=p_min, high=p_max, size=param.shape) + elif how == 'normal': # scale parameter mean if mu_factor given + param *= mu_factor + tmp = np.random.normal(0, s, size=param.shape) + ret = tmp + param + + elif dim_case == 'resample_each_value': + ret = param + if how == 'uniform': + ret = np.random.uniform(low=p_min, high=p_max, size=param.shape) + elif how == 'normal': # the original value is considered the mean + if len(ret.shape) != 0: + for i, el in enumerate(param): + mu = el * mu_factor + ret[i] = np.random.normal(mu, s) + else: # single value parameter + mu = param * mu_factor + ret = np.random.normal(mu, s) + + # nhru by nmonth dimensional params + elif dim_case == 'nhru_nmonths': + ret = param + if how == 'uniform': + for month in range(12): + ret[month] = np.random.uniform(low=p_min, high=p_max,\ + size=param[0].shape) + elif how == 'normal': + for i, el in enumerate(param): + el *= mu_factor + tmp = np.random.normal(0, s, size=el.shape) + ret[i] = tmp + el - ret = deepcopy(parameters) - #print (intcp, slope) - - ret['dday_intcp'] = intcp - ret['dday_slope'] = slope + return ret +def _mod_params(parameters, params, param_names): + # loop through list of params and assign their values to Parameter instance + ret = copy(parameters) + for idx, param in enumerate(params): + ret[param_names[idx]] = np.array(param) return ret class OptimizationResult: - - def __init__(self, working_dir, stage='all'): + """ + The ``OptimizationResult`` object serves to collect and manage output + from an ``Optimizer`` method. Upon initialization and a given optimization + stage that was used when running the Optimizer method, e.g. ``monte_carlo``, + the class gathers all JSON metadata that was produced for the given stage. + The ``OptimizationResult`` has three main user methods: first ``result_table`` + which returns the top n simulations according to four model performance + metrics (Nash-Sutcliffe efficiency (NSE), root-mean squared-error (RMSE), + percent bias (PBIAS), and the coefficient of determination (COEF_DET) as + calculated against measured data. For example the table may look like: + + >>> ddsolrad_res = OptimizationResult(work_directory, stage=stage) + >>> top10 = ddsolrad_res.result_table(freq='monthly',top_n=10) + >>> top10 + ======================== ======== ======= ========= ======== + ddsolrad parameters NSE RMSE PBIAS COEF_DET + ======================== ======== ======= ========= ======== + orig_params 0.956267 39.4725 -0.885715 0.963116 + tmax_index_54.2224631748 0.921626 47.6092 -0.849256 0.94402 + tmax_index_44.8823940703 0.879965 58.9194 5.79603 0.922021 + tmax_index_47.6835387480 0.764133 82.5918 -4.78896 0.837582 + ======================== ======== ======= ========= ======== + + Second, the ``get_top_ranked_sims`` which returns a dictionary that map + key information about the top n ranked simulations, an example returned + dictionary may look like: + + >>> { + 'dir_name' : ['pathToSim1', 'pathToSim2'], + 'param_path' : ['pathToSim1/input/parameters', 'pathToSim2/input/parameters'], + 'statvar_path' : ['pathToSim1/output/statvar.dat', 'pathToSim2/output/statvar.dat'], + 'params_adjusted' : [[param_names_sim1], [param_names_sim2]] + } + + The third method of ``OptimizationResult`` is ``archive`` which essentially + opens all parameter and statvar files from each simulation of the given + stage and archives the parameters that were modified and their modified values + and the statistical variable (PRMS time series output) that is associated with + the optimization stage. Other ``Optimizer`` simulation metadata is also gathered + and new JSON metadata containing only this information is created and written + within a newly created "archived" subdirectory within the same directory that + the ``Optimizer`` routine managed simulations. The ``OptimizationResult.archive`` + method then recursively deletes the simulation data for each of the given stage. + """ + + def __init__(self, working_dir, stage): + """ + Create an ``OptimizationResult`` instance to manage output and analyse parameter- + output relationships as produced by the use of an ``Optimizer`` method of a user + defined optimization stage. + """ self.working_dir = working_dir self.stage = stage - self.metadata_json_paths = self.get_optr_jsons(working_dir, stage) - - def get_optr_jsons(self, work_dir, stage): - """ + self.metadata_json_paths = self._get_optr_jsons(working_dir, stage) + self.total_sims = self._count_total_sims() + self.statvar_name = self._get_statvar_name(stage) + self.measured = self._get_measured(stage) + self.input_dir = self._get_input_dir(stage) + self.input_params = self._get_input_params(stage) + + # if there are more than one input param for given stage + if len(self.input_params) > 1: + print( +"""Warning: there were more than one initial parameter sets used for the + optimization for stage: {}. Make sure to compare the the correct input + params with their corresponding output sims.""".format(stage)) + print('\nThis optimization stage used the\ + following input parameter files:\n{}'.format('\n'.join(self.input_params))) + + def _count_total_sims(self): + # total number of simulations of given stage in working directory + tracked_dirs = [] + for f in self.metadata_json_paths[self.stage]: + with open(f) as fh: + json_data = json.load(fh) + tracked_dirs.extend(json_data.get('sim_dirs')) + return len(tracked_dirs) + + def _get_optr_jsons(self, work_dir, stage): + """ Retrieve locations of optimization output jsons which contain - important metadata needed to understand optimization results. - Create dictionary of each optimization stage as keys, and lists - of corresponding json file paths for each stage as values. + metadata needed to understand optimization results. + Create dictionary of each optimization with stage as key and lists + of corresponding json file paths as values. Arguments: - work_dir (str): path to simulation directory where - optimization simulations were conducted and where - corresponding json files should exist. - stage (str): the stage ('swrad', 'pet', 'flow', etc.) of - the optimization in which to gather the jsons, if - stage is 'all' then each stage will be gathered. + work_dir (str): path to directory with model results, i.e. + location where simulation series outputs and optimization + json files are located, aka Optimizer.working_dir + stage (str): the stage ('ddsolrad', 'jhpet', 'flow', etc.) of + the optimization in which to gather the jsons + Returns: ret (dict): dictionary of stage (keys) and lists of json file paths for that stage (values). - """ + """ ret = {} - if stage != 'all': - ret[stage] = [OPJ(work_dir, f) for f in\ - os.listdir(work_dir) if\ - f.endswith('_{0}_opt.json'.format(stage)) ] - else: - stages = ['swrad', 'pet', 'flow'] - for s in stages: - ret[s] = self.get_optr_jsons(work_dir, s) - + optr_metafile_re = re.compile(r'^.*_{}_opt(\d*)\.json'.\ + format(stage)) + ret[stage] = [OPJ(work_dir, f) for f in\ + os.listdir(work_dir) if\ + optr_metafile_re.match(f)] return ret -class SradOptimizationResult(OptimizationResult): - - def __init__(self, working_dir, stage='swrad' ): - OptimizationResult.__init__(self, working_dir, stage) - + def _get_input_dir(self, stage): + # retrieves the input directory from the first json file of given stage + json_file = self.metadata_json_paths[stage][0] + with open(json_file) as jf: + meta_dic = json.load(jf) + return '{}'.format(os.sep).join(meta_dic['original_params'].\ + split(os.sep)[:-1]) + + def _get_input_params(self, stage): + json_files = self.metadata_json_paths[stage] + param_paths = [] + for json_file in json_files: + with open(json_file) as jf: + meta_dic = json.load(jf) + param_paths.append(meta_dic['original_params']) + return list(set(param_paths)) + + def _get_sim_dirs(self, stage): + jsons = self.metadata_json_paths[stage] + json_files = [] + sim_dirs = [] + for inf in jsons: + with open(inf) as json_file: + json_files.append(json.load(json_file)) + for json_file in json_files: + sim_dirs.extend(json_file['sim_dirs']) + # list of all simulation directory paths for stage + return sim_dirs + + def _get_measured(self, stage): + # only need to open one json file to get this information + if not self.metadata_json_paths.get(stage): + return # no optimization json files exist for given stage + first_json = self.metadata_json_paths[stage][0] + with open(first_json) as json_file: + json_data = json.load(json_file) + measured_series = pd.Series.from_csv(json_data.get('measured'),\ + parse_dates=True) + return measured_series + + def _get_statvar_name(self, stage): + # only need to open one json file to get this information + try: + first_json = self.metadata_json_paths[stage][0] + except: + raise ValueError("""No optimization has been run for + stage: {}""".format(stage)) + with open(first_json) as json_file: + json_data = json.load(json_file) + var_name = json_data.get('statvar_name') + + return var_name + + def result_table(self, freq='daily', top_n=5, latex=False): + ##TODO: add stats for freq options annual (means or sum) + + sim_dirs = self._get_sim_dirs(self.stage) + if top_n >= len(sim_dirs): + top_n = len(sim_dirs) + 1 # for returning inclusive last sim + sim_names = [path.split(os.sep)[-1] for path in sim_dirs] + meas_var = self._get_measured(self.stage) + statvar_name = self._get_statvar_name(self.stage) + orig_statvar = load_statvar(OPJ(self.input_dir,'statvar.dat'))\ + [statvar_name] + + result_df = pd.DataFrame(columns=\ + ['NSE','RMSE','PBIAS','COEF_DET','ABS(PBIAS)']) + orig_results = pd.DataFrame(index=['orig_params'],\ + columns=['NSE','RMSE','PBIAS','COEF_DET']) + # get datetime indices that overlap from measured and simulated + sim_out = load_statvar(OPJ(sim_dirs[0], 'outputs', 'statvar.dat'))\ + [statvar_name] + idx = meas_var.index.intersection(sim_out.index) + meas_var = copy(meas_var[idx]) + #sim_out = sim_out[idx] + orig_statvar = orig_statvar[idx] + if freq == 'monthly': + meas_mo = meas_var.groupby(meas_var.index.month).mean() + orig_mo = orig_statvar.groupby(orig_statvar.index.month).mean() -class PetOptimizationResult(OptimizationResult): + for i, sim in enumerate(sim_dirs): + try: + sim_out = load_statvar(OPJ(sim, 'outputs', 'statvar.dat'))\ + ['{}'.format(statvar_name)] + except: # simulation might have been removed or missing + pass + + sim_out = sim_out[idx] + if freq == 'daily': + result_df.loc[sim_names[i]] = [\ + nash_sutcliffe(meas_var, sim_out),\ + rmse(meas_var, sim_out),\ + percent_bias(meas_var,sim_out),\ + meas_var.corr(sim_out)**2,\ + np.abs(percent_bias(meas_var, sim_out)) ] + orig_results.loc['orig_params'] = [\ + nash_sutcliffe(orig_statvar,meas_var),\ + rmse(orig_statvar,meas_var),\ + percent_bias(orig_statvar,meas_var),\ + orig_statvar.corr(meas_var)**2] + + elif freq == 'monthly': + sim_out = sim_out.groupby(sim_out.index.month).mean() + result_df.loc[sim_names[i]] = [\ + nash_sutcliffe(meas_mo, sim_out),\ + rmse(meas_mo, sim_out),\ + percent_bias(meas_mo, sim_out),\ + meas_mo.corr(sim_out)**2,\ + np.abs(percent_bias(meas_mo, sim_out)) ] + orig_results.loc['orig_params'] = [\ + nash_sutcliffe(orig_mo,meas_mo),\ + rmse(orig_mo,meas_mo),\ + percent_bias(orig_mo,meas_mo),\ + orig_mo.corr(meas_mo)**2] + + sorted_result = result_df.sort_values(by=['NSE','RMSE','ABS(PBIAS)',\ + 'COEF_DET'], ascending=[False,True,True,False]) + sorted_result.columns.name = '{} parameters'.format(self.stage) + sorted_result = sorted_result[['NSE','RMSE','PBIAS','COEF_DET']] + sorted_result = pd.concat([orig_results,sorted_result]) + + if latex: return sorted_result[:top_n].to_latex(escape=False) + else: return sorted_result[:top_n] + + def get_top_ranked_sims(self, sorted_df): + # use result table to make dic with best param and statvar paths + # index of table are simulation directory names + ret = { + 'dir_name' : [], + 'param_path' : [], + 'statvar_path' : [], + 'params_adjusted' : [] + } + + json_paths = self.metadata_json_paths[self.stage] + + for el in sorted_df.drop('orig_params').index: + ret['dir_name'].append(el) + ret['param_path'].append(OPJ(self.working_dir,el,'inputs',\ + 'parameters')) + ret['statvar_path'].append(OPJ(self.working_dir,el,'outputs',\ + 'statvar.dat')) + for f in json_paths: + with open(f) as fh: + json_data = json.load(fh) + if OPJ(self.working_dir, el) in json_data.get('sim_dirs'): + ret['params_adjusted'].append(\ + json_data.get('params_adjusted')) + + return ret - def __init__(self, working_dir, stage='pet'): - OptimizationResult.__init__(self, working_dir, stage) + def archive(self, remove_sims=True, remove_meta=False, metric_freq='daily'): + """ + Create archive directory to hold json files that contain + information of adjusted parameters, model output, and performance + metrics for each Optimizer simulation of the + OptimizationResult.stage in the OptimizationResult.working_dir. + + Keyword Arguments: + remove_sims (bool): If True recursively delete all folders + and files associated with original simulations of the + OptimizationResult.stage in the + OptimizationResult.working_dir, if False do not delete + simulations. + remove_meta (bool): Whether to delete original Optimizer + JSON metadata files, default is False. + metric_freq (Str): Frequency of output metric computation + for recording of model performance. Can be 'daily' + (default) or 'monthly'. Note, other results can be computed + later with archived results. + + Returns: + None + """ + # create output archive directory + archive_dir = OPJ(self.working_dir,"{}_archived".format(self.stage)) + if not os.path.isdir(archive_dir): + os.mkdir(archive_dir) + + # create table and use to make mapping dic + table = self.result_table(freq=metric_freq,\ + top_n=self.total_sims, latex=False) + map_dic = self.get_top_ranked_sims(table) + + metadata_json_paths = self.metadata_json_paths[self.stage] + # get measured optimization variable path + first_json = metadata_json_paths[0] + with open(first_json) as json_file: + json_data = json.load(json_file) + measured_path = json_data.get('measured') + + # record info for each simulation and archive to JSONs + # pandas series and numpy arrays are converted to Python lists + # for JSON serialization + for i, sim in enumerate(map_dic.get('dir_name')): + json_path = OPJ(archive_dir, '{sim}.json'.format(sim=sim)) + try: + output_series = load_statvar(OPJ(self.working_dir, sim,\ + 'outputs', 'statvar.dat'))\ + [self.statvar_name] + except: # simulation directory was already removed + continue + + # look for resampling method info for the particular simulation + for f in metadata_json_paths: + with open(f) as tmp_file: + tmp = json.load(tmp_file) + if OPJ(self.working_dir, sim) in tmp.get('sim_dirs'): + resample = tmp.get('resample') + noise_factor = tmp.get('noise_factor') + mu_factor = tmp.get('mu_factor') + + json_data = { + 'param_names' : [], + 'param_values' : [], + 'original_param_path' : self.input_params, + 'measured_path' : measured_path, + 'output_name' : self.statvar_name, + 'output_date_index' : output_series.\ + index.astype(str).tolist(), + 'output_values' : output_series.values.tolist(), + 'metric_freq' : metric_freq, + 'resample' : resample, + 'stage' : self.stage, + 'mu_factor' : mu_factor, + 'noise_factor' : noise_factor, + 'NSE' : table.loc[sim, 'NSE'], + 'RMSE' : table.loc[sim, 'RMSE'], + 'PBIAS' : table.loc[sim, 'PBIAS'], + 'COEF_DET' : table.loc[sim, 'COEF_DET'] + } + + for param in map_dic.get('params_adjusted')[i]: + json_data['param_names'].append(param) + json_data['param_values'].append(Parameters(\ + map_dic.get('param_path')[i])[param]\ + .tolist()) + # save JSON file into archive directory + with open(json_path, 'w') as outf: + json.dump(json_data, outf, sort_keys = True, indent = 4,\ + ensure_ascii = False) + + # recursively delete all simulation directories after archiving + if remove_sims: + path = OPJ(self.working_dir, sim) + for dirpath, dirnames, filenames in os.walk(path,\ + topdown=False): + shutil.rmtree(dirpath, ignore_errors=True) + else: + continue + + # optional delete the original JSON metadata + if remove_meta: + for meta_file in self.metadata_json_paths[self.stage]: + try: + os.remove(meta_file) + except: + continue + + diff --git a/prms_python/parameters.py b/prms_python/parameters.py index 4840de3..c1608a1 100644 --- a/prms_python/parameters.py +++ b/prms_python/parameters.py @@ -1,89 +1,92 @@ +# -*- coding: utf-8 -*- ''' -PRMS-Python: Powerful, sane tools for manipulating PRMS input data to create -new scenarios or parameterizations for sensitivity analysis, scenario -modeling, or whatever other uses this might have. - -The fundamental process in scenario development is to modify some "base" -starting data to create some "scenario" data. No matter what data we're using, -once it's ready, we run a PRMS "simulation" on that data. - -This module presents a Simulation and Scenario class, where each tracks -relevant provenance information and input files to facilitate better -data management techniques to streamline later analyses. +parameters.py -- holds ``Parameter`` class with multiple functionality for +the standard PRMS parameters input file. ''' -import datetime -import io + +import datetime, calendar +import io, os import itertools import numpy as np +import pandas as pd +import matplotlib.pyplot as plt +from matplotlib.backends.backend_pdf import PdfPages +from mpl_toolkits.axes_grid1 import make_axes_locatable from collections import OrderedDict +OPJ = os.path.join -def modify_params(params_in, params_out, param_mods=None): +class Parameters(object): ''' - Given a parameter file in and a dictionary of param_mods, write modified - parameters to params_out. - - Example: - - Below we modify the monthly jh_coef by increasing it 10% for every month. - - >>> params_in = 'models/lbdc/params' - >>> params_out = 'scenarios/jh_coef_1.1/params' - >>> scale_10pct = lambda x: x * 1.1 - >>> modify_params(params_in, params_out, {'jh_coef': scale_10pct}) - - So param_mods is a dictionary of with keys being parameter names and - values a function that operates on a single value. Currently we only - accept functions that operate on single values without reference to any - other parameters. The function will be applied to every cell, month, or - cascade routing rule for which the parameter is defined. + Disk-based representation of a PRMS parameter file. + + For the sake of memory efficiency, we only load parameters from + ``base_file`` that get modified through item assignment or accessed directly. + Internally, a reference is kept to only previously accessed parameter data, + so when ``write`` is called most copying is from ``base_file`` directly. + When parameters are accessed or modified using the dictionary-like syntax, + a ``np.ndarray`` representation of the parameter is returned. As a result + ``numpy`` mathematical rules including efficient vectorization of math applied + to arrays can be applied to modify parameters directly. The ``Parameter`` + objects user methods allow for visualization of most PRMS parameters, function + based modification of parameters, and a write function that writes the data + back to PRMS text format. Arguments: - params_in (str): location on disk of the base parameter file + base_file (str): path to PRMS parameters file + + Attributes: + base_file (str): path to PRMS parameters file + base_file_reader (file): file handle of PRMS parameters file + dimensions (:obj:`collections.OrderedDict`): dictionary with + parameter dimensions as defined in parameters file loaded on + initialization + base_params (list of dicts): list of dictionaries of parameter + metadata loaded on initialization e.g. name, dimension(s), data + type, length of data array, and lines where data starts and ends + in file + param_arrays (dict): dictionary with parameteter names as keys and + ``numpy.array`` and ``numpy.ndarray`` representations of parameter + values as keys. Initially empty, uses getter and setter functions. - params_out (str): location on disk where the modified parameters will be written - - param_mods (dict): param name-keyed, param modification function-valued - - Returns: - None - - ''' - p_in = Parameters(params_in) - - for k in param_mods: - p_in[k] = param_mods[k](p_in[k]) - - p_in.write(params_out) - - -class Parameters(object): - ''' - Disk-based representation of a PRMS parameter file. For the sake of - memory efficiency, we only load parameters from ``base_file`` that get - modifified through item assignment, for example - - >>> p = Parameters('example_params') - >>> p['jh_coef'] = p['jh_coef']*1.1 - >>> p.write('example_modified_params') - - will read parameter information from the params file to check that - ``jh_coef`` is present in the parameter file, read the lines corresponding - to ``jh_coef`` data and assign the new value as requested. Internally, - a reference is kept to only modified parameter data, - so when ``p.write(modified_params_file)`` is called, mostly this will copy - from ``base_file`` to ``modified_params_file``. + Example: + >>> p = Parameters('path/to/a/parameter/file') + >>> p['jh_coef'] = p['jh_coef']*1.1 + >>> p.write('example_modified_params') + + will read parameter information from the params file to check that + *jh_coef* is present in the parameter file, read the lines corresponding + to *jh_coef* data and assign the new value as requested. Calling + the ``write`` method next will copy all parameters except *jh_coef* + to the new parameter file and append the newly modified *jh_coef* + to the end of the new file from the modified values stored in the + parameter instance ``p``. ''' def __init__(self, base_file): - self.base_file = base_file self.base_file_reader = open(base_file) self.dimensions, self.base_params = self.__read_base(base_file) self.param_arrays = dict() def write(self, out_name): + """ + Writes current state of ``Parameters`` to disk in PRMS text format + + To reduce memory usage the ``write`` method copies parameters + from the initial ``base_file`` parameter file for all parameters + that were never modified. + + Arguments: + out_name (str): path to write ``Parameters`` data to PRMS text + format. + + Returns: + None + """ + data_type_dic = {'1': 'int', + '2': 'float'} # retain PRMS data types with open(self.base_file, 'r') as base_file: with open(out_name, 'w') as out_file: @@ -136,7 +139,238 @@ def write(self, out_name): out_file.write(str(param_info['length']) + '\n') out_file.write(str(param_info['vartype']) + '\n') out_file.writelines([str(a) + '\n' - for a in new_arr.flatten()]) + for a in new_arr.flatten().\ + astype(data_type_dic[param_info\ + ['vartype']])]) + + def plot(self, nrows, which='all', out_dir=None, xlabel=None,\ + ylabel=None, cbar_label=None, title=None, mpl_style=None, + na_val=-99999): + """ + Versatile method that plots most parameters in a standard PRMS parameter + file assuming the PRMS model was built on a uniform spatial grid. + + Plots parameters as line plots for series or 2D spatial grid depending on + parameter dimension. The PRMS parameter file is assumed to hold parameters + for a model that was set up on a uniform rectangular grid with the spatial + index of HRUs starting in the upper left corner and moving left to + right across columns and down rows. Default function is to print four + files, each with plots of varying parameter dimensions as explained + under Kwargs ``which`` and more detailed explanation in the example + `Jupyter notebook `_. + + Arguments: + nrows (int): The number of rows in the PRMS model grid for plotting + spatial parameters. Will only work correctly for rectangular gridded models + with HRU indices starting in the upper left cell moving left to right + across columns and down across rows. + + Keyword Arguments: + which (str): name of PRMS parameter to plot or 'all'. If 'all' then + the function will print 3 multipage pdfs, one for nhru + dimensional parameters, one for nhru by monthly parameters, one + for other parameters of length > 1, and one html file containing + single valued parameters. + out_dir (str): path to an output dir, default current directory + xlabel (str): x label for plot(s) + ylabel (str): y label for plot(s) + cbar_label (str): label for colorbar on spatial plot(s) + title (str): plot title + mpl_style (str, list): name or list of names of matplotlib style sheets to + use for plot(s). + na_val (float, int): default -99999. Value to mask in plots. + + Returns: + None + + Examples: + If the plot method is called with the keyword argument ``which`` set + to a parameter that has length one, i.e. single valued it will simply + print out the value e.g.: + + >>> p = Parameters('path/to/parameters') + >>> p.plot(nrows=10, which='radj_sppt') + radj_sppt is single valued with value: 0.4924942352224324 + + The default action is particularly useful which makes four multi-page + pdfs of most PRMS parameters where each file contains parameters + of different dimensions e.g.: + + >>> p.plot(nrows=10, which='all', mpl_style='ggplot') + + will produce the following four files named by parameters of certain + dimensions: + + >>> import os + >>> os.listdir(os.getcwd()) # list files in current directory + nhru_param_maps.pdf + nhru_by_nmonths_param_maps.pdf + non_spatial_param_plots.pdf + single_valued_params.html + + """ + params = self + + if not isinstance(params, Parameters): + raise TypeError('params must be instance of Parameters, not '\ + + str(type(params))) + if not out_dir: + out_dir = os.getcwd() + + if not os.path.isdir(out_dir): + os.mkdir(out_dir) + + nhru = params.dimensions['nhru'] + ncols = nhru // nrows + + if not mpl_style: + mpl_style = 'classic' + plt.style.use(mpl_style) + + # make pdfs and html of all parameters seperated in 4 files based on dimension + if which == 'all': + ## spatial parameters with dimension of length nhru + p_names = [param['name'] for param in params.base_params if\ + param['length'] == nhru and len(param['dimnames'])==1] + with PdfPages(OPJ(out_dir,'nhru_param_maps.pdf')) as pdf: + for p in p_names: + try: + plt.figure() + ax = plt.gca() + + d = np.where(params[p] == na_val, np.nan, params[p]) + im = ax.imshow(d.reshape(nrows,ncols), origin='upper') + # origin upper- assumes indices of parameters starts in upper left + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax) + ax.set_title('{}'.format(p)) + ax.tick_params(left='off', bottom='off', labelleft='off',labelbottom='off') + pdf.savefig() + plt.close() + except: + print('{param} parameter failed to plot'.format(param=p)) + + ## monthly spatial parameters (on plot per month) + p_names = [param['name'] for param in params.base_params if\ + param['dimnames'][0] == 'nhru' and len(param['dimnames'])==2 ] + with PdfPages(OPJ(out_dir,'nhru_by_nmonths_param_maps.pdf')) as pdf: + for p in p_names: + try: + for i in range(12): #month + plt.figure() + ax = plt.gca() + + d = params['{}'.format(p)][i].reshape(nrows, ncols) + d = np.where(d == na_val, np.nan, d) + im = ax.imshow(d, origin='upper') + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax) + ax.set_title('{} {}'.format(p, calendar.month_name[i+1])) + ax.tick_params(left='off', bottom='off', labelleft='off', labelbottom='off') + pdf.savefig() + plt.close() + except: + print('{param} for {month} failed to plot'.\ + format(param=p, month=calendar.month_name[i+1])) + + ## non spatial parameters with dimension length > 1 to be plotted as time series + p_names = [param['name'] for param in params.base_params if\ + ( 1 < param['length'] <= 366 )\ + and param['dimnames'][0] != 'nhru' ] + with PdfPages(OPJ(out_dir,'non_spatial_param_plots.pdf')) as pdf: + for p in p_names: + try: + param_dict = [param for param in params.base_params if param['name'] == p][0] + plt.plot(np.arange(1, param_dict['length']+1, 1), params[p]) + plt.xlabel(param_dict['dimnames'][0]) + plt.ylabel(p) + plt.xlim(0.5, param_dict['length']+0.5) + pdf.savefig() + plt.close() + except: + print('{param} parameter failed to plot'.format(param=p)) + + ## html table of parameters with dimension length = 1 + p_names = [param['name'] for param in params.base_params if param['length'] == 1] + df = pd.DataFrame() + df.index.name = 'parameter' + for p in p_names: + df.at[p, 'value'] = params[p] + df.to_html(OPJ(out_dir,'single_valued_params.html')) + ################################################################ + # plot single parameter, in case of nhru by monthly param, + # save multi-page pdf + else: + param_name = which + try: + params[which] + except: + print('{param} is not a valid PRMS parameter'.format(param=param_name)) + return + + param_dict = [param for param in params.base_params if param['name'] == param_name][0] + + # labels for single plots + if not cbar_label: + cbar_label = param_name + if not title: + title = '' + + # if parameter is not spatial, one dimensional, with length greater than one, plot as line + if param_dict['ndims'] == 1 and ( 1 < param_dict['length'] <= 366 )\ + and param_dict['dimnames'][0] != 'nhru': + if not xlabel: + xlabel = param_dict['dimnames'][0] + if not ylabel: + ylabel = param_name + plt.plot(np.arange(1, param_dict['length']+1,1), params[param_name]) + plt.xlim(0.5, param_dict['length']+0.5) + plt.xlabel(xlabel) + plt.ylabel(ylabel) + plt.title(title) + # if spatial and one dimensional, plot + elif param_dict['ndims'] == 1 and param_dict['length'] == params.dimensions['nhru']: + if not xlabel: + xlabel = '' + if not ylabel: + ylabel = '' + plt.figure() + ax = plt.gca() + im = ax.imshow(params[param_name].reshape(nrows,ncols), origin='upper') + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax,label=cbar_label) + ax.tick_params(left='off', bottom='off', labelleft='off', labelbottom='off') + ax.set_title(title) + ax.set_ylabel(ylabel) + ax.set_xlabel(xlabel) + # spatial monthly parameter + elif param_dict['dimnames'][0] == 'nhru' and param_dict['dimnames'][1] == 'nmonths'\ + and param_dict['ndims'] == 2: + if not xlabel: + xlabel = '' + if not ylabel: + ylabel = '' + file_name = '{}.pdf'.format(param_name) + with PdfPages(OPJ(out_dir, file_name)) as pdf: + for i in range(12): #month + plt.figure() + ax = plt.gca() + im = ax.imshow(params['{}'.format(param_name)][i].reshape(nrows,ncols), origin='upper') + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.05) + plt.colorbar(im, cax=cax) + ax.set_title('{} {}'.format(param_name, calendar.month_name[i+1])) + ax.set_ylabel(ylabel) + ax.set_xlabel(xlabel) + ax.tick_params(left='off', bottom='off', labelleft='off', labelbottom='off') + pdf.savefig() + plt.close() + else: + val = params[param_name] + print('{param} is single valued with value: {v}'.format(param=param_name, v=val)) def __read_base(self, base_file): "Read base file returning 2-tuple of dimension and params dict" @@ -148,7 +382,7 @@ def __read_base(self, base_file): def __make_dimensions_dict(self, base_file): """ - Extract dimensions and each dimension length. Run before + Extract dimensions and each dimension length. Runs before __make_parameter_dict. """ ret = OrderedDict() @@ -307,3 +541,42 @@ def __setitem__(self, key, value): raise ValueError('New array does not match existing') self.param_arrays[key] = value + +def modify_params(params_in, params_out, param_mods=None): + ''' + Given a parameter file in and a dictionary of param_mods, write modified + parameters to params_out. + + + Arguments: + params_in (str): location on disk of the base parameter file + params_out (str): location on disk where the modified parameters will + be written + + Keyword Arguments: + param_mods (dict): param name-keyed, param modification function-valued + + Returns: + None + + Example: + Below we modify the monthly *jh_coef* parameter by increasing it 10% + for every month, + + >>> params_in = 'models/lbcd/parameters' + >>> params_out = 'scenarios/jh_coef_1.1/params' + >>> scale_10pct = lambda x: x * 1.1 + >>> modify_params(params_in, params_out, {'jh_coef': scale_10pct}) + + So param_mods is a dictionary of with keys being parameter names and + values a function that operates on a single value. Currently we only + accept functions that operate without reference to any other + parameters. The function will be applied to every cell, month, or + cascade routing rule for which the parameter is defined. + ''' + p_in = Parameters(params_in) + + for k in param_mods: + p_in[k] = param_mods[k](p_in[k]) + + p_in.write(params_out) diff --git a/prms_python/scenario.py b/prms_python/scenario.py index 08da41e..b39c487 100644 --- a/prms_python/scenario.py +++ b/prms_python/scenario.py @@ -1,3 +1,10 @@ +# -*- coding: utf-8 -*- +''' +scenario.py -- holds ``Scenario`` and ``ScenarioSeries`` classes for PRMS +managing parameter-based model scenarios that may be used for hypotheses +testing. +''' + import inspect import json import multiprocessing as mp @@ -6,7 +13,6 @@ import uuid from datetime import datetime - from .parameters import modify_params, Parameters from .data import Data from .util import load_statvar @@ -15,68 +21,65 @@ class ScenarioSeries(object): """ - Container for a series of related scenario model runs. The user can - initialize the series with a title and a description. Then to build - the series the user provides a list of dictionaries with parameter-function - key-value pairs, and optionally a title and description for each dictionary - defining the individual scenario. - - The ScenarioSeries' ``build`` method creates a directory structure under - the series directory (``{series-directory}``) where each - subdirectory is named with a UUID which can be matched to its title using - the metadata in ``{series-directory}/series_metadata.json``. - - In the future we may add a way for the user to access the results of - the scenario simulations diretcly through the series, but for now the - results are written to disk and the user must load them manually. It's - maybe a little clunky, but here we use the title metadata to be able to - reference the statsvar file for a particular set of scale factors. See - below how to build the statvar path after running a series of scenarios. - See the online documentation for a full example. + Create and manage a series of model runs where parameters are modified. + + First initialize the series with an optional title and description. + Then to build the series the user provides a list of dictionaries with + parameter-function key-value pairs, and optionally a title and + description for each dictionary defining the individual scenario. + + The ScenarioSeries' ``build`` method creates a file structure under + the series directory (``scenarios_dir``) where each subdirectory is + named with a :mod:`uuid` which can be later matched to its title using + the metadata in ``scenario_dir/series_metadata.json`` (see :mod:`json`). + In the future we may add a way for the user to access the results of + the scenario simulations directly through the ``ScenarioSeries`` + instance, but for now the results are written to disk. Therefore each + scenario's title metadata can be used to refer to which parmaters were + modified and how for post-processing and analysis. One could also use + the description metadata for this purpose. + + Arguments: + base_dir (str): path to base inputs; 'control', 'parameters', + and 'data' must be present there + scenarios_dir (str): directory where scenario data will be written + to; will be overwritten or created if it does not exist + + Keyword Arguments: + title (str, optional): title of the ScenarioSeries instance + description (str, optional): description of the ScenarioSeries + instance + + Attributes: + metadata (dict): dictionary with title, description, and UUID map + dictionary for individiual ``Scenario`` output directories, + the UUID dictionary (``uuid_title_map``)is left empty until + calling :meth:`ScenarioSeries.build`. + scenarios (list): empty list that will be filled with ``Scenario``s + after defining them by calling :meth:`ScenarioSeries.build`. Example: - >>> import numpy as np - >>> sc_ser = ScenarioSeries( - 'base_inputs', 'scenario_dir', title='my title', - description='series description' - ) - >>> def _scale_fun(val): - def scale(x): - return x*val - return scale - >>> sc_list = [ - { - 'rad_trncf': _scale_fun(val), - 'snow_adj': _scale_fun(val), - 'title': - '"rad_trncf":{0:%.1f}|"snow_adj":{0:%.1f}'.format(val) - } for val in np.arange(0.7, 0.9, 0.1) - ] - >>> sc_ser.build(sc_list) - >>> sc_ser.run() - >>> series_md = json.loads( - open(os.path.join('scenario_dir', 'series_metadata.json')).read() - ) - >>> uuid_title_map = series_md['uuid_title_map'] - >>> uu = [k for k, v in uuid_title_map.iteritems() - if v == '"rad_trncf":0.7|"snow_adj":0.7'][0] - >>> statvar_path = os.path.join( - 'scenario_dir', uu, 'outputs', 'statvar.dat' - ) + There are three steps to both ``Scenario`` and ScenarioSeries, + first we initialize the object + + >>> series = ScenarioSeries( + >>> base_dir = 'dir_with_input_files', + >>> scenarios_dir = 'dir_to_run_series', + >>> title = 'title_for_group_of_scenarios', + >>> description = 'description_for_scenarios' + >>> ) + + The next step is to "build" the ``ScenarioSeries`` by calling the + :meth:`ScenarioSeries.build` method which defines which parameters + to modify, how to modify them, and then performs the modification + which readies the series to be "run" (the last step). See the + :meth:`ScenarioSeries.build` method for the next step example. + + Also see :ref:`scenario_and_scenarioseries_tutorial` for full example """ def __init__(self, base_dir, scenarios_dir, title=None, description=None): """ - Create a new ScenarioSeries using inputs from base_dir and writing - outputs to scenarios_dir. - - Arguments: - base_dir (str): path to base inputs; 'control', 'parameters', - and 'data' must be present there - scenarios_dir (str): directory where scenario data will be written - to; will be overwritten or created if it does not exist - title (str): title of the ScenarioSeries instance - description (str): description of the ScenarioSeries instance """ self.base_dir = base_dir self.scenarios_dir = scenarios_dir @@ -98,9 +101,23 @@ def __init__(self, base_dir, scenarios_dir, title=None, description=None): def from_parameters_iter(cls, base_directory, parameters_iter, title=None, description=None): ''' - Create a ScenarioSeries from a list of parameters and the path to a - directory in which scenarios should be saved and a data and control - file can be found. + Alternative way to initialize and build a ``ScenarioSeries`` in one + step. + + Create and build a ``ScenarioSeries`` by including the param-keyed- + function-valued dictionary (``parameters_iter``) that is otherwise + passed in :meth:`ScenarioSeries.build`. + + Arguments: + base_directory (str): directory that contains model input files + parameters_iter (list of dicts): list of dictionaries for each + ``Scenario`` as described in :class:`Scenario` and + :meth:`ScenarioSeries.build`. + title (str): title for group of scenarios + description (str): description for group of scenarios + + Returns: + None ''' series = cls(base_directory, base_directory, title=title, description=description) @@ -132,15 +149,14 @@ def __len__(self): def build(self, scenarios_list): """ Build the scenarios from a list of scenario definitions in dicitonary - form. Each element of scenarios_list can have any number of parameters + form. + + Each element of ``scenarios_list`` can have any number of parameters as keys with a function for each value. The other two acceptable keys - are title and description which will be passed on to each individual - Scenario's metadata for future lookups. - - See the example in ScenarioSeries docstring above for a usage example. - - Calling ``build`` will create the directory structure explained in - the class docstring. + are ``title`` and ``description`` which will be passed on to each + individual Scenario's metadata in ``series_metadata.json`` for future + lookups. The ``build`` method also creates a file structure that uses + UUID values as individiual ``Scenario`` subdirectories as shown below. Arguments: scenarios_list (list): list of dictionaries with key-value @@ -148,6 +164,55 @@ def build(self, scenarios_list): title-title string or description-description string. Returns: None + + Examples: + Following the initialization of a ``ScenarioSeries`` instance as + shown the example docstring there, we "build" the series by + defining a list of param named-keyed function-valued + dictionaries. This example uses arbitrary functions on two + PRMS parameters *snowinfil_max* and *snow_adj*, + + >>> def _function1(x): #Note, function must start with underscore + return x * 0.5 + >>> def _function2(x): + return x + 5 + >>> dic1 = {'snowinfil_max': _function1, 'title': 'scenario1'} + >>> dic2 = {'snowinfil_max': _function2, + 'snow_adj': function1, + 'title': 'scenario2', + 'description': 'we adjusted two snow parameters' + } + >>> example_scenario_list = [dic1, dic2] + >>> # now we can build the series + >>> series.build(example_scenario_list) + + In this example that follows from :class:`ScenarioSeries` example the + file structure that is created by the ``build`` method is as follows:: + + dir_to_run_series + ├── 670d6352-2852-400a-997e-7b12ba34f0b0 + │   ├── control + │   ├── data + │   └── parameters + ├── base_inputs + │   ├── control + │   ├── data + │   └── parameters + ├── ee9526a9-8fe6-4e88-b357-7dfd7111208a + │   ├── control + │   ├── data + │   └── parameters + └── series_metadata.json + + As shown the build method has copied the original inputs from the + ``base_dir`` given on initialization of ``ScenarioSeries`` to a new + subdirectory of the ``scenarios_dir``, it also applied the + modifications to the parameters for both scenarios above and move the + input files to their respective directories. At this stage the + ``metadata`` will not have updated the UUID map dictionary to each + scenarios subdirectory because they have not yet been run. See the + :meth:`ScenarioSeries.run` method for further explanation including + the final file structure and metadata file contents. """ title = None @@ -186,7 +251,92 @@ def build(self, scenarios_list): f.write(json.dumps(self.metadata, indent=2)) def run(self, prms_exec='prms', nproc=None): + """ + Run a "built" ``ScenarioSeries`` and make final updates + to file structure and metadata. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to + executable. Default = 'prms' + nproc (int or None): number of processceors available to + parallelize PRMS simulations, if None (default) then use + half of what the :mod:`multiprocessing` detects on the + machine. + + Returns: + None + + Examples: + This example starts where the example ends in + :meth:`ScenarioSeries.build`, calling ``run`` will run the + models for all scenarios and then update the file structure + as well as create individual ``Scenario`` metadata files as such:: + + dir_to_run_series + ├── 5498c21d-d064-45f4-9912-044734fd230e + │   ├── inputs + │   │   ├── control + │   │   ├── data + │   │   └── parameters + │   ├── metadata.json + │   └── outputs + │   ├── prms_ic.out + │   ├── prms.out + │   └── statvar.dat + ├── 9d28ec5a-b570-4abb-8000-8dac113cbed3 + │   ├── inputs + │   │   ├── control + │   │   ├── data + │   │   └── parameters + │   ├── metadata.json + │   └── outputs + │   ├── prms_ic.out + │   ├── prms.out + │   └── statvar.dat + ├── base_inputs + │   ├── control + │   ├── data + │   └── parameters + └── series_metadata.json + + As we can see the file structure follows the combined structures + as defined by :class:`Simulation` and :class:`Scenario`. The content + of the top-level metadata file ``series_metadata.json`` is as such:: + + { + "title": "title_for_group_of_scenarios", + "description": "description_for_scenarios", + "uuid_title_map": { + "5498c21d-d064-45f4-9912-044734fd230e": "scenario1", + "9d28ec5a-b570-4abb-8000-8dac113cbed3": "scenario2" + } + } + + Therefore one can use the :mod:`json` file to track between UUID's and + individual scenario titles. The json files are read as a Python + dictionary which makes them particularly convenient. The contents of + an individual scenarios ``metadata.json`` file included a string + representation of the function(s) that were applied to the + paramter(s):: + + { + "description": null, + "end_datetime": "2018-09-03T00:00:40.793817", + "mod_funs_dict": { + "snowinfil_max": "def _function1(x): + return x * 0.5" + }, + "start_datetime": "2018-09-03T00:00:30.421353", + "title": "scenario1" + } + Note: + As shown, it is important to give appropriate scenario titles when + building a ``ScenarioSeries`` dictionary in order to later + understand how parameters were modified in each scenario. If not + one would have to rely on the individual ``metadata.json`` files + in each scenario directory which may be more cumbersome. + """ if not nproc: nproc = mp.cpu_count()//2 @@ -201,10 +351,123 @@ def _scenario_runner(scenario, prms_exec='prms'): class Scenario: """ - Container for the process in which one modifies some base files then - runs a simulation on the modified files. This also tracks metadata, - including a title and description, if provided, plus start/end datetime - and strings of the modification functions python code. + Container for the process in which one modifies input parameters then + runs a simulation while tracking metadata. + + Metadata includes a title and description, if provided, plus start/end + datetime, and parameter names of parameters that were modified including + string representations of the Python modification functions that were + applied to each parameter. The metadata file is in :mod:`json` format + making it conveniently read as a Python dictionary. + + Arguments: + base_dir (str): path to directory that contains initial *control*, + *parameter*, and *data* files to be used for ``Scenario``. + The *parameters* file in ``base_dir`` will not be modifed + instead will be copied to ``scenario_dir`` and them modified. + scenario_dir (str): directory path to bundle inputs and outputs + title (str, optional): title of ``Scenario``, if given will be + added to ``Scenario.metadata`` attribute as well as the + ``metadata.json`` file in ``scenario_dir`` written after + calling the :func:`Scenario.build()` and :func:`Scenario.run()` + methods. + description (str, optional): description of ``Scenario``, also + is added to ``Scenario.metadata`` as ``title``. + + Attributes: + metadata (:class:`scenario.ScenarioMetadata`): a dictionary-like + class in :mod:`prms_python.scenario` that tracks ``Scenario`` and + ``ScenarioSeries`` imformation including user-defined parameter + modifications and descriptions, and file structure. + + Examples: + This example is kept simple for clarity, here we adjust a + single PRMS parameter *tmin_lapse* by using a single arbitrary + mathematical function. We use the example PRMS model included + with PRMS-Python for this example, + + >>> input_dir = 'PRMS-Python/test/data/models/lbcd' + >>> scenario_directory = 'scenario_testing' + >>> title = 'Scenario example' + >>> desc = 'adjust tmin_lapse using sine wave function' + >>> # create Scenario instance + >>> scenario_obj = Scenario + ( + base_dir=input_dir, + scenario_dir=scenario_directory, + title=title, + description=desc + ) + + Next we need to build a dictionary to modify, in this case + *tmin_lapse*, here we use a vectorized sine function + + >>> # build the modification function and dictionary + >>> def a_func(arr): + return 4 + np.sin(np.linspace(0,2*np.pi,num=len(arr))) + >>> # make dictionary with parameter names as keys and modification + >>> # function as values + >>> param_mod_dic = dict(tmin_lapse=a_func) + >>> scenario_obj.build(param_mod_funs=param_mod_dic) + + After building a ``Scenario`` instance the input files are + copied to ``scenario_dir`` which was assigned 'scenario_testing':: + + scenario_testing + ├── control + ├── data + └── parameters + + + After calling ``build`` the input files from ``input_dir`` were + first copied to ``scenario_dir`` and then the functions in + ``param_mod_dic`` are applied the the parameters names (key) + in ``param_mod_dic``. To run the ``Scenario`` use the the ``run`` + method + + >>> scenario_obj.run() + + Now the simulation is run and the ``metadata.json`` file is created, + the final file structure will be similar to this:: + + scenario_testing + ├── inputs + │   ├── control + │   ├── data + │   └── parameters + ├── metadata.json + └── outputs + ├── prms_ic.out + ├── prms.out + └── statvar.dat + + Finally, here is what is contained in ``metadata.json`` for this example + which is also updates in the :attr:`Scenario.metadata` + + >>> scenario_obj.metadata + { + 'title': 'Scenario example', + 'description': 'adjust tmin_lapse using sine wave function', + 'start_datetime': '2018-09-01T19:20:21.723003', + 'end_datetime': '2018-09-01T19:20:31.117004', + 'mod_funs_dict': { + 'tmin_lapse': 'def parab(arr): + return 4 + np.sin(np.linspace(0,2*np.pi,num=len(arr)))' + } + } + + As shown the metadata retirieved the parameter modification function + as a string representation of the exact Python function(s) used for + modifying the user-defined parameter(s). + + Note: + The main differentiator between :class:`Scenario` and + :class:`ScenarioSeries` is that ``Scenario`` is designed for modifying + one or more parameters of a **single** *parameters* file whereas + ``ScenarioSeries`` is designed for modifying and tracking the + modification of one or more parameters in **multiple** PRMS + *parameters* files, therefore resulting in multiple PRMS simulations. + """ def __init__(self, base_dir, scenario_dir, @@ -221,6 +484,29 @@ def __init__(self, base_dir, scenario_dir, self.__simulation_ready = False def build(self, param_mod_funs=None): + """ + Take a user-defined dictionary with param names as keys and Python + functions as values, copy the original input files as given when + initializing a :class:`Scenario` instance to the ``simulation_dir`` + then apply the functions in the user-defined dictionary to the + parameters there. The ``build`` method must be called before running + the ``Scenario`` (calling :func:`Scenario.run()` ). + + Keyword Arguments: + param_mod_funs (dict): dictionary with parameter names as keys + and Python functions as values to apply to the names (key) + + Returns: + None + + Example: + see :class:`Scenario` for a full example. + + Note: + If the ``scenario_dir`` that was assigned for the current + instance already exists, it will be overwritten when ``build`` + is invoked. + """ if isinstance(param_mod_funs, dict): @@ -258,7 +544,23 @@ def build(self, param_mod_funs=None): self.__simulation_ready = True def run(self, prms_exec='prms'): + """ + Run the PRMS simulation for a *built* ``Scenario`` instance. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to + executable + + Returns: + None + Examples: + see :class:`Scenario` for full example + + Raises: + RuntimeError: if the :func:`Scenario.build` method has not yet + been called. + """ if not self.__simulation_ready: raise RuntimeError( 'Scenario has not yet been prepared: run build_scenario first' @@ -288,6 +590,12 @@ def __getitem__(self, key): def __setitem__(self, key, value): self.metadata_dict[key] = value + def __repr__(self): + return self.metadata_dict.__repr__() + def write(self, output_path): with open(output_path, 'w') as f: - f.write(json.dumps(self.metadata_dict)) + f.write(json.dumps(self.metadata_dict, ensure_ascii=False,\ + indent=4, sort_keys=True)) + + diff --git a/prms_python/scripts/__init__.py b/prms_python/scripts/__init__.py new file mode 100644 index 0000000..e69de29 diff --git a/prms_python/scripts/prmspy.py b/prms_python/scripts/prmspy.py index 598c7e2..7749473 100644 --- a/prms_python/scripts/prmspy.py +++ b/prms_python/scripts/prmspy.py @@ -11,7 +11,7 @@ from matplotlib.backends.backend_pdf import PdfPages from ..scenario import ScenarioSeries -from ..util import load_data_file, load_statvar, nash_sutcliffe +from ..util import load_data, load_statvar, nash_sutcliffe @click.group() @@ -131,7 +131,7 @@ def _slice(idx): def nash_sutcliffe_matrix(data_dir, output_pdf_path): 'Save a PDF of the Nash-Sutcliffe created from to ' - observed = load_data_file( + observed = load_data( os.path.join(data_dir, 'base_inputs', 'data') ).runoff_1 diff --git a/prms_python/simulation.py b/prms_python/simulation.py index ca5b73c..7776198 100644 --- a/prms_python/simulation.py +++ b/prms_python/simulation.py @@ -1,6 +1,12 @@ +# -*- coding: utf-8 -*- +""" +simulation.py -- Contains ``Simulation`` and ``SimulationSeries`` classes and +associated functions for managing PRMS simulations at a low level. +""" + +from __future__ import print_function import glob import multiprocessing as mp -#import multiprocess as mp import os import shutil import subprocess @@ -10,64 +16,141 @@ from .parameters import Parameters from .util import load_statvar - OPJ = os.path.join - class SimulationSeries(object): ''' - Series of simulations all to be run through a common interface + Series of simulations all to be run through a common interface. + + Utilizes :class:`multiprocessing.Pool` class to parallelize the + execution of series of PRMS simulations. SimulationSeries also + allows the user to define the PRMS executable command which is + set to "prms" as default. It is best to add the prms executable to + your $PATH environment variable. Each simulation that is run through + ``SimulationSeries`` will follow the strict file structure as defined + by :func:`Simulation.run()`. This class is useful particularly for + creating new programatic workflows not provided yet by PRMS-Python. + + Arguments: + simulations (list or tuple): list of :class:`Simulation` objects + to be run. + + Example: + Lets say you have already created a series of PRMS models by modifying + the input climatic forcing data, e.g. you have 100 *data* files and + you want to run each using the same *control* and *parameters* file. + For simplicity lets say there is a directory that contains all 100 + *data* files e.g. data1, data2, ... or whatever they are named and + nothing else. This example also assumes that you want each simulation + to be run and stored in directories named after the *data* files as + shown. + + >>> data_dir = 'dir_that_contains_all_data_files' + >>> params = Parameters('path_to_parameter_file') + >>> control_path = 'path_to_control' + >>> # a list comprehension to make multiple simulations with + >>> # different data files, alternatively you could use a for loop + >>> sims = [ + Simulation.from_data + ( + Data(data_file), + params, + control_path, + simulation_dir='sim_{}'.format(data_file) + ) + for data_file in os.listdir(data_dir) + ] + + Next we can use ``SimulationSeries`` to run all of these + simulations in parrallel. For example we may use 8 logical cores + on a common desktop computer. + + >>> sim_series = SimulationSeries(sims) + >>> sim_series.run(nprocs=8) + + The ``SimulationSeries.run()`` method will run all 100 simulations + where chunks of 8 at a time will be run in parrallel. Inputs and + outputs of each simulation will be sent to each simulation's + ``simulation_dir`` following the file structure of + :func:`Simulation.run()`. + + Note: + The :class:`Simulation` and :class:`SimulationSeries` classes + are low-level in that they alone do not create metadata for + PRMS simulation scenarios. In other words they do not produce + any additional files that may help the user know what differs + between individual simulations. + ''' def __init__(self, simulations): - # XXX TODO would love to not have to use list here, but otherwise can't - # access the simulations after they have run through map self.series = list(simulations) def run(self, prms_exec='prms', nproc=None): + """ + Method to run multiple :class:`Simulation` objects in parrallel. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to + executable + nproc (int or None): number of logical or physical processors + for parrallel execution of PRMS simulations. + Example: + see :class:`SimulationSeries` + + Note: + If ``nproc`` is not assigned the deault action is to use half + of the available processecors on the machine using the Python + :mod:`multiprocessing` module. + + """ if not nproc: - nproc = mp.cpu_count()//2 + nproc = mp.cpu_count() // 2 pool = mp.Pool(processes=nproc) pool.map(_simulation_runner, self.series) - - # for s in self.series: - # s.run() + pool.close() return self def outputs_iter(self): ''' - Return an iterator of directories with the path to the simulation_dir - as well as a pandas.DataFrame of the statvar output, and the Data and - Parameters representations used in the simulation. + Return a :class:`generator` of directories with the path to the + ``simulation_dir`` as well as paths to the *statvar.dat* output + file, and *data* and *parameters* input files used in the simulation. + + Yields: + :obj:`dict`: dictionary of paths to simulation directory, + input, and output files. Example: >>> ser = SimulationSeries(simulations) >>> ser.run() >>> g = ser.outputs_iter() - >>> print(g.next()) - - Would return something like - {'simulation_dir': 'path/to/sim/', 'statvar': , - 'data': , 'parameters': } + Would return something like - Returns: - (generator(dict)): + >>> print(g.next()) + { + 'simulation_dir': 'path/to/sim/', + 'statvar': 'path/to/statvar', + 'data': 'path/to/data', + 'parameters': 'path/to/parameters' + } ''' dirs = list(s.simulation_dir for s in self.series) - print dirs + print(dirs) + return ( { 'simulation_dir': d, - 'statvar': load_statvar(OPJ(d, 'outputs', 'statvar.dat')), - 'data': Data(OPJ(d, 'inputs', 'data')), - 'parameters': Parameters(OPJ(d, 'inputs', 'parameters')) + 'statvar': OPJ(d, 'outputs', 'statvar.dat'), + 'data': OPJ(d, 'inputs', 'data'), + 'parameters': OPJ(d, 'inputs', 'parameters') } for d in dirs - ) + ) def __len__(self): return len(list(self.outputs_iter())) @@ -79,26 +162,37 @@ def _simulation_runner(sim): class Simulation(object): """ - Simulation class for tracking the inputs and outputs of a single - PRMS simulation. + Class that runs and manages file structure for a single PRMS simulation. + + The ``Simulation`` class provides low-level managment of a PRMS simulation + by copying model input files from ``input_dir`` argument to an output dir + ``simulation_dir``. The file stucture for an individual simulation after + calling the ``run`` method is simple, two subdirectories "inputs" and + "outputs" are created under ``simulation_dir`` and the respective input + and output files from the current PRMS simulation are transfered there after + the ``Simulation.run()`` method is called which executes the PRMS model, + (see examples below in :func:`Simulation.run`). + + A ``Simulation`` instance checks that all required PRMS inputs (control, + parameters, data) exist in the expected locations. If simulation_dir is + provided and does not exist, it will be created. If it does exist it will + be overwritten. + + Keyword Arguments: + input_dir (str): path to directory that contains control, parameter, + and data files for the simulation + simulation_dir (str): directory path to bundle inputs and outputs + + Example: + see :func:`Simulation.run()` + + Raises: + RuntimeError: if input directory does not contain a PRMS *data*, + *parameters*, and *control* file. + """ def __init__(self, input_dir=None, simulation_dir=None): - """ - Create a new Simulation object from a simulation directory. Check that - all required PRMS inputs (control, parameters, data) exist in the - expected locations. - - Also parses the control file to make sure that the data and parameter - file specified match the ones in the input_dir. - - If simulation_dir is provided and does not exist, it will be created. - If it does exist it will be overwritten. - - Arguments: - input_dir (str): location of control, parameter, and data - files for the Simulation - simulation_dir (str): location to bundle inputs and outputs - """ + # check if model input paths exist idir = input_dir self.input_dir = idir self.simulation_dir = simulation_dir @@ -115,11 +209,11 @@ def __init__(self, input_dir=None, simulation_dir=None): if not os.path.exists(self.data_path): raise RuntimeError('Data file missing from ' + idir) - + # build output (simulation_dir) and move input files there if simulation_dir is not None: self.simulation_dir = simulation_dir if simulation_dir and simulation_dir != input_dir: - + if os.path.exists(simulation_dir): shutil.rmtree(simulation_dir) @@ -145,28 +239,42 @@ def __init__(self, input_dir=None, simulation_dir=None): @classmethod def from_data(cls, data, parameters, control_path, simulation_dir): ''' - Create a Simulation from a Data and Parameter object, plus a path - to the control file, and providing a simulation_dir where the - simulation should be run. + Create a ``Simulation`` from a :class:`Data` and :class:`Parameter` object, + plus a path to the *control* file, and providing a ``simulation_dir`` + where the simulation should be run. - Args: - data (Data): weather station data - parameters (Parameters): simulation parameters + Arguments: + data (:class:`Data`): ``Data`` object for simulation + parameters (:class:`Parameters`): ``Parameters`` object for simulation control_path (str): path to control file simulation_dir (str): path to directory where simulations will be - run and output will be stored. If it exists it will be - overwritten. + run and where input and output will be stored. If it exists it will + be overwritten. Returns: - (Simulation) simulation ready to be run using simulation_dir for + :class:`Simulation` ready to be run using ``simulation_dir`` for inputs and outputs + + Example: + + >>> d = Data('path_to_data_file') + >>> p = Parameters('path_to_parameters_file') + >>> c = 'path_to_control_file' + >>> sim_dir = 'path_to_create_simulation' + >>> sim = Simulation.from_data(d, p, c, sim_dir) + >>> sim.run() + + Raises: + TypeError: if ``data`` and ``parameters`` arguments are not of type + :class:`Data` and :class:`Parameters` ''' if not isinstance(data, Data): raise TypeError('data must be instance of Data') if not isinstance(parameters, Parameters): - raise TypeError('parameters must be instance of Parameters, not ' + str(type(parameters))) + raise TypeError('parameters must be instance of Parameters, not '\ + + str(type(parameters))) if os.path.exists(simulation_dir): shutil.rmtree(simulation_dir) @@ -187,7 +295,78 @@ def from_data(cls, data, parameters, control_path, simulation_dir): return sim def run(self, prms_exec='prms'): - + """ + Run a ``Simulation`` instance using PRMS input files from ``input_dir`` + and copy to the ``Simulation`` file structure under ``simulation_dir`` if + given, otherwise leave PRMS input output unstructured and in ``input_dir`` + + This method runs a single PRMS simulation from a ``Simulation`` instance, + waits until the process has completed and then transfers model input and + output files to respective newly created directories. See example of the + file structure that is created under different workflows of the ``run`` + method below. + + Keyword Arguments: + prms_exec (str): name of PRMS executable on $PATH or path to executable + + Examples: + If we create a :class:`Simulation` instance by only assigning the + ``input_dir`` argument and call its ``run`` method the model will be + run in the ``input_dir`` and all model input and output files will + remain in ``input_dir``, + + >>> import os + >>> input_dir = os.path.join( + 'PRMS-Python', + 'prms_python', + 'models', + 'lbcd' + ) + >>> os.listdir(input_dir) + ['data', + 'data_3deg_upshift', + 'parameters', + 'parameters_adjusted', + 'control'] + >>> sim = Simulation(input_dir) + >>> sim.run() + >>> os.listdir(input_dir) # all input and outputs in input_dir + ['data', + 'data_3deg_upshift', + 'parameters', + 'parameters_adjusted', + 'control', + 'statvar.dat', + 'prms_ic.out', + 'prms.out' ] + + Instead if we assigned a path for ``simulation_dir`` keyword + argument and then called ``run``, i.e. + + >>> sim = Simulation(input_dir, 'path_simulation') + >>> sim.run() + + the files structure for the PRMS simulation created by ``Simulation.run()`` + would be:: + + path_simulation + ├── inputs + │   ├── control + │   ├── data + │   └── parameters + └── outputs + ├── data_3deg_upshift + ├── parameters_adjusted + ├── prms_ic.out + ├── prms.out + └── statvar.dat + + Note: + As shown in the last example, currently the ``Simulation.run`` routine only + recognizes the *data*, *parameters*. and *control* file as PRMS inputs, + all other files found in ``input_dir`` before *and* after normal completion + of the PRMS simulation will be transferred to ``simulation_dir/outputs/``. + """ cwd = os.getcwd() if self.simulation_dir: @@ -213,6 +392,9 @@ def run(self, prms_exec='prms'): prms_finished = poll >= 0 self.has_run = True + # avoid too many files open error + p.stdout.close() + p.stderr.close() if self.simulation_dir: os.mkdir('inputs') diff --git a/prms_python/util.py b/prms_python/util.py index e3a3c24..cf5dc1f 100644 --- a/prms_python/util.py +++ b/prms_python/util.py @@ -1,11 +1,160 @@ +# -*- coding: utf-8 -*- """ -Utilities for working with PRMS data or other functionality that aren't +util.py -- Utilities for working with PRMS data or other functionality that aren't appropriate to put elsewhere at this time. """ - +import warnings +import os, shutil, json import numpy as np import pandas as pd +def calc_emp_CDF(data): + # changed function name for PEP 8 style + warnings.warn("calc_emp_CDF is deprecated, please use "+\ + "util.calc_emp_cdf instead", DeprecationWarning) + return calc_emp_cdf(data) + +def calc_emp_cdf(data): + """ + Create empirical CDF of arbitrary data + + Arguments: + data (array_like) : array to calculate CDF on + + Returns: + X (numpy.ndarray) : array of x values of CDF (sorted data) + + F (numpy.ndarray) : array of CDF values for each X value or cumulative + exceedence probability, in [0,1]. + """ + n_bins = len(data) + X = np.sort(data) + F = np.array(range(n_bins))/float(n_bins) + return X,F + +def Kolmogorov_Smirnov(uncond, cond, n_bins=10000): + # changed function name for PEP 8 style + warnings.warn("Kolmogorov_Smirnov is deprecated, please use "+\ + "util.komogorov_smirnov instead", DeprecationWarning) + return kolmogorov_smirnov(uncond, cond, n_bins=10000) + +def kolmogorov_smirnov(uncond, cond, n_bins=10000): + """ + Calculate the Kolmogorov-Smirnov statistic between two datasets by first + computing their empirical CDFs + + Arguments: + uncond (array_like) : data for creating the unconditional CDF. + cond (array_like) : data for creating the conditional CDF + n_bins (int) : number of bins for both CDFs, note if n_bins > length + of either dataset then CDF values are interpolated by numpy + + Returns: + KS (float) : Kolmogorov-Smirnov statistic, i.e. absolute max distance + between uncond and cond CDFs + """ + # create unconditional CDF (F_Uc) + H,X = np.histogram(uncond, bins=n_bins, normed=True) + dx = X[1] - X[0] + F_Uc = np.cumsum(H)*dx + # create conditional CDF (F_C) + H,X = np.histogram(cond, bins=n_bins, normed=True) + dx = X[1] - X[0] + F_C = np.cumsum(H)*dx + # Calc max absolulte divergence + KS = np.max(np.abs(F_Uc - F_C)) + return KS + +def remove_all_optimization_sims_of_other_stage(work_directory, stage): + """ + Track number of simulation directories not tracked by a specific stage + and recursively delete them and their contents. This was created to avoid + having nutracked simulations in an optimizer working directory for example + when an optimization method was interupted before data was saved to a meta + data file. + + Arguments: + work_directory (str) : Directory to look for Optimization metadata + json files and simulation directories to keep or remove. + stage (str) : Optimization stage that will not have its simulation + data deleted. All other stages if any are found in metadata files + will have their associated simulation directories deleted. + Returns: + None + """ + from .optimizer import OptimizationResult # avoid circular import + + try: + result = OptimizationResult(work_directory,stage=stage) + tracked_dirs = [] + for f in result.metadata_json_paths[stage]: + with open(f) as fh: + json_data = json.load(fh) + tracked_dirs.extend(json_data.get('sim_dirs')) + count = 0 + for d in os.listdir(result.working_dir): + path = os.path.join(result.working_dir, d) + if path in tracked_dirs: + continue + elif os.path.isdir(path) and '_archived' not in path: + count+=1 + for dirpath, dirnames, filenames in os.walk(path,\ + topdown=False): + shutil.rmtree(dirpath, ignore_errors=True) + + # if no json file in working dir for given stage, delete any other sim dirs + except: + count = 0 + for d in os.listdir(work_directory): + path = os.path.join(work_directory, d) + if os.path.isdir(path) and '_archived' not in path: + count+=1 + for dirpath, dirnames, filenames in os.walk(path,\ + topdown=False): + shutil.rmtree(dirpath, ignore_errors=True) + + print('deleted {} simulations that were either not tracked by a JSON file'\ + .format(count) + ' or were not part of {} optimization stage'\ + .format(stage)) + + +def delete_files(work_directory, file_name=''): + """ + Recursively delete all files of a certain name from multiple PRMS + simulations that are within a given directory. Can be useful to removw + large files that are no longer needed. For example initial condition + output files are often large and not always used, similarly animation, + data, control, ... files may no longer be needed. + + Arguments: + work_directory (str) : path to directory with simulations. + file_name (str) : Name of the PRMS input or output file(s) to be + removed, default = '' empty string- nothing will be deleted. + + Example: + e.g. if you have several simulation directories: + + >>> "test/results/intcp:-26.50_slope:0.49", + "test/results/intcp:-11.68_slope:0.54", + "test/results/intcp:-4.70_slope:0.51", + "test/results/intcp:-35.39_slope:0.39", + "test/results/intcp:-20.91_slope:0.41" + + each of these contains an '/inputs' folder with a duplicate data + file that you would like to delete. In this case, delete all + data files like so: + + >>> work_dir = 'test/results/' + >>> delete_files(work_dir, file_name='data') + + Returns: + None + """ + for dirpath, dirnames, filenames in os.walk(work_directory, topdown=False): + paths = (os.path.join(dirpath, filename) for filename in filenames\ + if filename == file_name) + for path in paths: + os.remove(path) def load_statvar(statvar_file): """ @@ -43,7 +192,7 @@ def load_statvar(statvar_file): skiprows = n_statvars+1 df = pd.read_csv( statvar_file, delim_whitespace=True, skiprows=skiprows, - header=-1, na_values=[missing_value] + header=None, na_values=[missing_value] ) # apply correct header names using metadata retrieved from file @@ -68,12 +217,20 @@ def load_statvar(statvar_file): def load_data_file(data_file): + # changed function name for PEP 8 style + warnings.warn("load_data_file is deprecated, please use "+\ + "util.load_data instead", DeprecationWarning) + return load_data(data_file) + +def load_data(data_file): """ - Read the data file and load into a datetime indexed Pandas dataframe object + Read the data file and load into a datetime indexed Pandas dataframe object. + Arguments: - data_file (string): data file path + data_file (str): data file path Returns: - df (pandas.DataFrame): Pandas dataframe of input time series data from data file with datetime index + df (pandas.DataFrame): Pandas dataframe of input time series data + from data file with datetime index """ # valid input time series that can be put into a data file valid_input_variables = ('gate_ht', @@ -161,3 +318,29 @@ def nash_sutcliffe(observed, modeled): denominator = sum((observed - np.mean(observed))**2) return 1 - (numerator/denominator) + +def percent_bias(observed, modeled): + """ + Calculates percent bias + + Arguments: + observed (numpy.ndarray): historic observational data + + modeled (numpy.ndarray): model output with matching time index + """ + return 100 * ( sum( modeled - observed ) / sum( observed ) ) + + +def rmse(observed, modeled): + """ + Calculates root mean squared error + + Arguments: + observed (numpy.ndarray): historic observational data + + modeled (numpy.ndarray): model output with matching time index + """ + return np.sqrt( sum((observed - modeled)**2) / len(observed) ) + + + diff --git a/setup.py b/setup.py index 5379eae..65b0422 100644 --- a/setup.py +++ b/setup.py @@ -1,9 +1,11 @@ +from prms_python import __version__ from setuptools import setup requires = [ - 'click==6.6', - 'numpy==1.11.1', - 'pandas==0.18.1' + 'click == 6.6', + 'numpy >= 1.11.1', + 'pandas >= 0.18.1', + 'matplotlib >= 1.5.1' ] tests_require = [] @@ -11,6 +13,10 @@ classifiers = [ 'License :: OSI Approved :: BSD License', 'Programming Language :: Python :: 2.7', + 'Programming Language :: Python :: 3.4', + 'Programming Language :: Python :: 3.5', + 'Programming Language :: Python :: 3.6', + 'Programming Language :: Python :: 3.7', 'Environment :: Console', 'Development Status :: 4 - Beta', 'Topic :: Scientific/Engineering', @@ -19,23 +25,20 @@ setup( name='prms-python', - description=''' -PRMS-Python provides a Python interface to PRMS data files and for running -PRMS simulations. This module tries to improve the management of PRMS -simulation data while also providing useful "pythonic" tools to do -scenario-based PRMS simulations. By "scenario-based" modeling we mean, for -example, parameter sensitivity analysis, where each "scenario" is an -iterative perturbation of one or many parameters. Another example -"scenario-based" modeling exercise would be climate scenario modeling: what -will happen to modeled outputs if the input meteorological data were to change? + description='A Python package with tools for the PRMS hydrologic model.', + long_description=''' +PRMS-Python provides a Python interface to PRMS data files and manages PRMS simulations. This module aims to improve the efficiency of PRMS simulations while providing "pythonic" tools to do scenario-based PRMS simulations. By "scenario-based" we mean testing model hypotheses associated with model inputs, outputs, and model structure. For example, parameter sensitivity analysis, where each "scenario" is an iterative perturbation of one or many parameters. Another example "scenario-based" modeling exercise would be climate scenario modeling: what will happen to modeled outputs if the input meteorological data were to change? ''', + author='John Volk and Matthew Turner', + author_email='jmvolk@unr.edu', license='BSD3', - version='0.1', + version=__version__, + url='https://github.com/JohnVolk/PRMS-Python', + platforms=['Windows','Linux','Mac OS X'], classifiers=classifiers, - py_modules=['prms_python'], + packages=['prms_python', 'prms_python.scripts', 'test'], install_requires=requires, tests_require=tests_require, - package_data={'prms_python': ['models/lbcd/*']}, include_package_data=True, entry_points=''' [console_scripts] diff --git a/test/data/models/lbcd/parameters b/test/data/models/lbcd/parameters old mode 100644 new mode 100755 index b04ff0c..9d89acf --- a/test/data/models/lbcd/parameters +++ b/test/data/models/lbcd/parameters @@ -1,4 +1,4 @@ -PRMS parameter file for Lehman and Baker Creek, John Volk 2014 all rights reserved +PRMS parameter file for Lehman and Baker Creek J. Volk Version: 1.7 ** Dimensions ** #### @@ -194611,7 +194611,7 @@ cascade_flg one 1 1 -0 +1 #### tmax_adj 1 @@ -1079957,3 +1079957,4 @@ one 1 1 0 + diff --git a/test/data/parameters b/test/data/parameters old mode 100644 new mode 100755 index 061f910..9d89acf --- a/test/data/parameters +++ b/test/data/parameters @@ -1,9 +1,9 @@ -File Auto-generated by PRMS-Python -2016-06-14T11:44:37.380248 +PRMS parameter file for Lehman and Baker Creek J. Volk +Version: 1.7 ** Dimensions ** #### ngwcell -16 +10791 #### ntemp 1 @@ -21,7 +21,7 @@ nsegment 15 #### ncascade -20 +13884 #### nevap 0 @@ -36,10 +36,10 @@ ndeplval 22 #### ngw -16 +10791 #### nhrucell -16 +10791 #### nmonths 12 @@ -48,7 +48,7 @@ nsol 0 #### nssr -16 +10791 #### one 1 @@ -60,269 +60,1079901 @@ nform 0 #### ncascdgw -20 +13884 #### nhru -16 +10791 ** Parameters ** #### -jh_coef +smidx_exp 1 -nmonths -12 +nhru +10791 2 -0.016330612 -0.0148 -0.013473469 -0.01235102 -0.011432653 -0.010718367 -0.010208163 -0.009802041 -0.0097 -0.009802041 -0.010108163 -0.010618367 +0.29952 +0.3 +0.30147 +0.30156 +0.30048 +0.30108 +0.30147 +0.30156 +0.30363 +0.30678 +0.30738 +0.30363 +0.30138 +0.30009 +0.2997 +0.29922 +0.29952 +0.30267 +0.3072 +0.31062 +0.31515 +0.3192 +0.32274 +0.32352 +0.32244 +0.31929 +0.31605 +0.31161 +0.30768 +0.30444 +0.30117 +0.29724 +0.29418 +0.29007 +0.2874 +0.28584 +0.28455 +0.28347 +0.28239 +0.28092 +0.27894 +0.27708 +0.27471 +0.27216 +0.2697 +0.26811 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Parameters(OPJ(tdd, 'parameters')) def _copy_mod(base_parameters, val): - ret = deepcopy(base_parameters) + ret = copy(base_parameters) ret['dday_intcp'][:] = val return ret @@ -107,7 +107,6 @@ def test_simulation_no_simdir(self): self.assertIn('prms_ic.out', g) self.assertIn('prms.out', g) self.assertIn('statvar.dat', g) - self.assertIn('animation.out.nhru', g) def test_simulation_w_simdir(self): "Simulation should create sim dir with inputs and outputs directory when simulation_dir is specified" @@ -154,7 +153,6 @@ def test_simulation_from_data(self): self.assertIn('prms_ic.out', g) self.assertIn('prms.out', g) self.assertIn('statvar.dat', g) - self.assertIn('animation.out.nhru', g) # clean up shutil.rmtree(test_dir) @@ -178,7 +176,9 @@ def tearDown(self): shutil.rmtree(self.scenario_dir) def test_create_scenario(self): - """a simulation setup should create a simulation directory with correct scenario data""" + """ + a simulation setup should create a simulation directory with correct scenario data + """ s = Scenario( self.test_model_data_dir, self.scenario_dir, @@ -372,7 +372,6 @@ def assert_valid_output_dir(test_case, d): test_case.assertIn('prms_ic.out', go) test_case.assertIn('prms.out', go) test_case.assertIn('statvar.dat', go) - test_case.assertIn('animation.out.nhru', go) class TestParameters(unittest.TestCase):
statistical variablesbasin_cfs 1runoff 57statistical_variablesbasin_cfs_1runoff_57